sorana.academicdirect.rosorana.academicdirect.ro/grants/ID0458/PCE_ID_0458_Extenso_2009.pdf ·...

Ministerul Educaţiei şi Cercetării

Universitatea de Medicină şi Farmacie "Iuliu Haţieganu" Cluj-Napoca

Facultatea de Medicină

Catedra de Informatică Medicală şi Biostatistică

Planul Naţional de Cercetare, Dezvoltare şi Inovare - PN II

Programul: IDEI

Tipul proiectului: Proiecte de cercetare exploratorie

Cod proiect: ID_0458

Denumire proiect: Biochimie versus Biomatematică în Medicina Moleculară

Etapa: Unică/2009

- LUCRARE ÎN EXTENSO -

- 2009 -

Biochimie versus Biomatematică în Medicina Moleculară

Lucrarea în Extenso – Etapă Unică/2009

1

Cuprins:

Obiective planificate şi activităţi prevăzute .............................................................................................. 2 Obiective planificate ............................................................................................................................. 2 Activităţi prevăzute ............................................................................................................................... 2

Obiective/Activităţi/Rezultate ................................................................................................................... 3 Obiectivul 3.1. Compuşi organici – traversare barieră hemato-encefalică (elaborare modele structură-activitate) ............................................................................................................................... 3

Realizări în domeniu ......................................................................................................................... 3 Setul de compuşi ............................................................................................................................... 5 Generare descriptori prin aplicare model matematic elaborat .......................................................... 7 Identificare modele ......................................................................................................................... 17 Analiză şi validare modele .............................................................................................................. 23

Obiectivul 3.2. Derivaţi de sulfonamide - inhibitori ai anhidrazei carbonice II & Taxoizi – inhibiţia creşterii celulare (elaborare modele structură-activitate) .................................................................... 32

Realizări în domeniu ....................................................................................................................... 32 Setul de compuşi ............................................................................................................................. 34 Generare descriptori prin aplicare model matematic elaborat ........................................................ 51 Identificare modele - sulfonamide .................................................................................................. 55 Analiză şi validare modele - sulfonamide ..................................................................................... 145 Analiză şi validare modele - taxoizi .............................................................................................. 148 Set nou identificat: sulfon45 ......................................................................................................... 153

Obiectivul 3.3. Derivaţi de triphenylacrylonitril – afinitate relativă de legare receptori de estrogen (elaborare modele structură-activitate) ............................................................................................. 231

Realizări în domeniu ..................................................................................................................... 231 Setul de compuşi ........................................................................................................................... 231 Generare descriptori prin aplicare model matematic elaborat ...................................................... 238 Identificare modele ....................................................................................................................... 240 Analiză şi validare modele ............................................................................................................ 254 Set nou indentificat: estro ............................................................................................................. 258

Diseminarea rezultatelor ....................................................................................................................... 266



2

Obiective planificate şi activităţi prevăzute

Obiective planificate

3.1 Compuşi organici – traversare barieră hemato-encefalică (elaborare modele structură-activitate)

3.2 Derivaţi de sulfonamide - inhibitori ai anhidrazei carbonice II & Taxoizi – inhibiţia creşterii

celulare (elaborare modele structură-activitate)

3.3 Derivaţi de trifenilacrilonitril – afinitate relativă de legare receptori de estrogen (elaborare modele

structură-activitate)

Activităţi prevăzute

Obiectivul 3.1. Compuşi organici – traversare barieră hemato-encefalică (elaborare modele

structură-activitate)

1. Generare descriptori prin aplicare model matematic elaborat

2. Identificare modele

3. Analiză şi validare modele

Obiectivul 3.2. Derivaţi de sulfonamide - inhibitori ai anhidrazei carbonice II & Taxoizi – inhibiţia

creşterii celulare (elaborare modele structură-activitate)




Obiectivul 3.3. Derivaţi de trifenilacrilonitril – afinitate relativă de legare receptori de estrogen

(elaborare modele structură-activitate)




Activităţile au fost realizate şi obiectivele planificate au fost atinse. Rezultatele estimate au fost

obţinute. Scopul cercetării a fost obţinut.



3

Obiective/Activităţi/Rezultate

Obiectivul 3.1. Compuşi organici – traversare barieră hemato-encefalică

(elaborare modele structură-activitate)

Potenţialul medicamentelor de a penetra bariera hemato-encefalică este o proprietate

importantă în dezvoltarea de noi compuşi activi. Indiferent de ţinta activităţii în procesul de design

(penetrare minimă vs penetrare maximă) abilitatea de estimare a raportului dintre concentraţia

compusului în sânge şi cea din lichidul cefalorahidian este esenţială. Problemele cele mai importante

cu care se confruntă modelarea acestei proprietăţi sunt date de lipsa datelor şi a unei metode de

stabilire a relaţiei dintre structura moleculara a compuşilor şi proprietatea măsurată.

Scopul modelării: obţinerea de cunoştinţe a influenţei structurii moleculare asupra proprietăţii

bazat de un model matematic.

Îndeplinirea scopului permite:

÷ Cuantificarea efectului relativ al structurii compuşilor asupra proprietăţii, cunoştinţe care pot fi

utile în designul unor noi compuşi activi.

÷ Evaluarea virtuală a proprietăţii unor compuşi din librării virtuale.

Datele experimentale au arătat că compuşii lipofilici împreună cu apa şi moleculele polare mici

pot traversa atât bariera hemato-encefalică cât şi bariera sânge-lichid cefalorahidian. Compuşii

hidrofilici (inclusiv proteinele plasmatice şi moleculele polare mari nu traversează bine).

Realizări în domeniu

Iyer şi colaboratorii [1] propun utilizarea relaţii structură-activitate membrană-interacţie pentru

partiţionarea compuşilor organici la bariera hemato-encefalică, incluzând în studiu un set de 56 de

compuşi organici pentru care coeficienţii de partiţie a barierei sânge-creier a fost măsurată. Un set de

alţi 7 compuşi a fost folosit pentru validarea modelelor. Simulări de dinamică moleculară au fost

folosite pentru a determina interacţiunea explicită a fiecărui compus testat (solut) cu un model DMPC

al modelului de membrană mono-strat. Un set adiţional de descriptori de solut intramoleculari au fost

calculaţi şi consideraţi în baza de încercări a descriptorilor pentru construirea modelelor MI-QSAR.

Modelele QSAR au fost optimizate utilizând regresia liniară multidimensională şi un algoritm genetic.

Modelele MI-QSAR semnificative (R2=0.845, Q2=0.795) ale procesului de penetare a barierei hemato- 1 Iyer M, Mishra R, Han Y, Hopfinger AJ. Predicting Blood-Brain Barrier Partitioning of Organic Molecules Using Membrane-Interaction QSAR Analysis. Pharmaceutical Research, 2002;19(11):1611-1621,



4

encefalice au fost construite. Partiţionarea barierei hemato-encefalice a fost găsită depinzând de

suprafaţa polară, coeficientul de partiţie octanol/apă, flexibilitatea conformaţională a compuşilor şi de

tăria legăturii lor la modelul membranei biologice. Coeficienţii de partiţie a barierei hemato-encefalice

au fost prezişi cu aceeaşi acurateţe cu a compuşilor din setul de învăţare.

Rose şi colaboratorii [ 2 ] au dezvoltat un model QSAR pentru experimente in vivo a

partiţionării sânge-creier exprimat ca şi raţia concentraţiei în sânge-creier exprimată în scară

logaritmică. Modelul dezvoltat se bazează pe cinci descriptori structurali (the hydrogen E-State index

for hydrogen bond donors, HST(HBd); the hydrogen E-State index for aromatic CHs, HST(arom); the

second order difference valence molecular connectivity index, d2χv, the Qv polarity index and the

composite E-State index for fluorine and chlorine atoms). Modelul cel mai performant a fost: logBB = 0,000661(±0,00086)*[HST(arom)]2 – 0,104(±0,015)*[d2χv]2 – 0,172(±0,027)*HST(HBd) +

0,369(±0,081)*Qv – 0,00143(±0,0039)*(-F, -Cl) - 0,233

r2 = 0,73, s = 0,40, F = 51, n = 102, q2 = 0.70, spress = 0,43 (LOO) Eq. 1 unde HST(arom) = Indicele E-State pentru grupul nepolar aromatic CH; d2χv = arhitectura scheletică

pentru diferiţi indici Chi; HST(HBd) = indice E-State ca înglobează abilitatea de donare a legăturilor de

H; Qv = index de polaritate/non-polaritate; (-F, -Cl) = E-State pentru atomii de fluor şi clor.

Modelul a fost realizat pe 102 compuşi cu un set de validare externa de 3 compuşi. Parametrii

statistici ai modelului obţinut au fost: r2 = 0.73 (coeficient de determinare), q2 = 0.70 (coeficient de

validare încrucişată); q210 = 0.69 (coeficient de validare încrucişată pe 10 straturi). Factorii identificaţi

ca având influenţe asupra penetrării au fost: prezenţa grupului aromatic, donori de H puţini sau slabi,

molecule cu puţine ramificaţii şi puţini atomi electronegativi. Moleculele mai puţin polare s-au dovedit

a avea valori pozitive ale activităţii de interes. Valori înalte s-au obţinut de asemenea pentru

moleculele care au prezentat atomi de fluor şi clor. Progamul MDF-QSAR [3] a fost utilizat în analiza

relaţiilor structură-activitate pe setul de compuşi cu penetraţie a barierei hemato-encefalice (regresie

liniară multiplă după modelul pas cu pas).

Dureja şi Madan [4] au investigat compuşii din perspectiva relaţiei topologice utilizând trei

indicatori topologici, indicatorul Wiener, descriptori topo-chimici, şi indicatori de conectivitate

topochimică ecocentrici. Analiza a inclus un set de 62 compuşi chimici diverşi ca şi structură, împărţit

în 2 seturi de câte 31 compuşi unul cu funcţie de set de validare şi altul cu funcţie de set de validare

încrucişată. La obţinerea modelului s-au utilizat atât valorile indicatorilor topologici cât şi valorile

normalizate ale acestora. Pe baza modelului topochimic realizat, fiecărui compus i-a fost atribuit o

2 Rose K, Hall LH, Hall M, Kier LB. Modeling Blood-Brain Barrier Partitioning Using Topological Structure Descriptors. MDL Information Systems. 2003. 3 MDL® QSAR, MDL Information Systems, Inc., 200 Wheeler Road, Burlington MA. 4 Dureja H, Madan AK. Validation of topochemical models for the prediction of permeability through the blood-brain barrier. Acta Pharm. 2007;57:451-467.



5

caracteristică de permeabilitate care a fost ulterior comparată cu permeabilitatea sânge-creier raportată.

Acurateţea de predicţie a modelului a fost de 70-80%.

Kortagere şi colaboratorii [5] au utilizat descriptorii de semnătura a formei (shape signature

descriptors), modelul generalizat de regresie şi support vector machine (SVM). Modelul obţinut a

prezentat un coeficient de determinare de 0.65 şi o acurateţe de predicţie de 80-83% în validarea

încrucişată pe 10 straturi şi de 80-82% în validarea încrucişată cu 20% din compuşi în setul test.

Narayanan şi Gunturi [6] au dezvoltat un model structură activitate bazat pe date de penetraţie

sânge-creier obţinute in vivo pe un set de 88 compuşi utilizând 324 descriptori şi o metodă sistematică

de selecţie a variabilelor bazată pe predicţie (variable selection and modeling method based on the

prediction - VSMP). Cel mai bun model identificat a avut următoarele caracteristici: r = 0.8425

(coeficient de corelaţie), q = 0.8239, F = 68.49 (valoarea testului Fisher al modelului de regresie).

Modelul identificat ca fiind cel mai performant a fost: log BB = 0,378578(±0,106952) + 0,230139(±0,031888) * Desc254 + 0,367865(±0,035074)* Desc311 –

0,00652(±0,000514)*Desc320 Eq. 2 unde Desc254 = index E-state atomic; Desc311 = AlogP98; Desc320 = aria de suprafaţă van der Waals

bidimensională.

Caracteristicile celui mai bun model în 4 variabile: logBB = 0,320182(±0,096654) – 0,11313(±0,008177)*Desc144 + 0,17469(±0,029186)*Desc254 +

0,046464(±0,0130768)*Desc291 + 0,347461(±0,032848)*Desc311 Eq. 3 unde Desc144 = index Kappa de ordin 1 al formei; Desc254 = index E-state atomic; Desc291 =

descriptor topologic AI pe nivel atomic; Desc311 = AlogP98, r = 0.8638, q = 0.8472, F = 60.98, SE =

0.3918 (eroarea standard).

Setul de compuşi

Activitate de interes măsurată a fost luată din lucrări publicate anterior [2, 7, 8]. Criteriile de

includere a compuşilor în analiză au fost următoarele:

÷ Compus cunoscut şi acceptat de comunitatea ştiinţifică cu CAS valid.

÷ Compus cu structură 3D în baza de date PubChem.

5 Kortagere S, Chekmarev D, Welsh WJ, Ekins S. New Predictive Models for Blood–Brain Barrier Permeability of Drug-like Molecules. Pharmaceutical Research 2008;25(8):1836-1845. 6 Narayanan R , Gunturi SB. In silico ADME modelling: prediction models for blood–brain barrier permeation using a systematic variable selection method. Bioorganic & Medicinal Chemistry 2005;13:3017-3028. 7 Liu X, Tu M, Kelly RS, Chen C, Smith BJ. Development of a Computational Approach to Predict Blood-Brain Barrier Permeability. Drug Metabolism and Disposition 2004;32:132-139. 8 Narayanan R , Gunturi SB. In silico ADME modelling: prediction models for blood–brain barrier permeation using a systematic variable selection method. Bioorganic & Medicinal Chemistry 2005;13:3017-3028.



6

÷ Compus cu denumirea şi structura concordante în lucrarea din care au fost extrase şi baza de date

PubChem.

Compuşii prezentaţi în Tabelul 1 au fost incluşi în analiză.

Tabelul 1. Permeaţia barierei hemato-encefalice: compuşi propuşi spre investigare

Nr Denumire logBB Complexitate Masă moleculară (g/ml) Numărul de atomi grei

1 Cimetidine -1.42 296.0 252.3392 170 2 Icotidine -2.00 577.0 379.4555 28 3 Lupitidine -1.06 637.0 413.5364 29 4 Clonidine 0.11 222.0 230.0939 14 5 Mepyramine 0.49 277.0 285.3840 21 6 Imipramine 0.83 291.0 280.4073 21 7 Ranitidine -1.23 347.0 314.4038 21 8 Tiotidine -0.82 397.0 312.4176 20 9 BBCPD20 -0.46 303.0 290.4005 21

10 BBCPD21 -0.24 403.0 352.4699 26 11 Zolantidine 0.14 432.0 381.5343 27 12 Butanone -0.08 38.9 72.1057 5 13 Benzene 0.37 15.5 78.1118 6 14 3-Methylpentane 1.01 19.2 86.1754 6 15 3-Methylhexane 0.90 31.0 100.2019 31 16 2-Propanol -0.15 10.8 60.0950 4 17 2-Methylpropanol -0.17 17.6 74.1216 5 18 2-Methylpentane 0.97 21.2 86.1754 6 19 2,2-Dimethylbutane 1.04 29.8 84.1595 6 20 1,1,1,Trichloroethane 0.40 26.4 133.4042 5 21 Diethyl ether 0.00 11.1 74.1216 5 22 Enflurane 0.24 107.0 184.4924 10 23 Ethanol -0.16 2.8 46.0684 3 24 Fluroxene 0.13 75.8 126.0771 8 25 Halothane 0.35 60.4 197.3816 7 26 Heptane 0.81 19.2 100.2019 7 27 Hexane 0.80 12.0 86.1754 6 28 Isoflurane 0.42 102.0 184.4924 10 29 Methylcyclopentane 0.93 33.3 84.1595 6 30 Nitrogen 0.03 8.0 28.0134 2 31 Pentane 0.76 7.5 72.1488 5 32 n-Propanol -0.16 7.2 60.0950 4 33 Propanone -0.15 26.3 58.0791 4 34 Toluene 0.37 42.0 92.1384 7 35 Acetylsalicylic acid -0.50 212.0 180.1574 13 36 Pentobarbital 0.12 305.0 226.2722 16 37 Physostigmine 0.08 403.0 275.3461 20 38 Salicylic acid -1.10 133.0 138.1207 10 39 Trifluoro Perazine 1.44 510.0 407.4956 28 40 Valproic acid -0.22 93.4 144.2114 10 41 Verapamil -0.70 606.0 454.6016 33 42 Zidovudine -0.72 484.0 267.2413 19 43 Hydroxyzine 0.39 376.0 374.9043 26 44 Thioridazine 0.24 432.0 370.5745 25 45 Alprazolam 0.04 434.0 308.7649 22 46 Phenserine 1.00 507.0 337.4155 25 47 Midazolam 0.36 471.0 325.7673 23 48 t-butyl Chlorambucil 1.00 330.0 360.3185 23 49 Codeine 0.55 509.0 299.3642 22



7

50 Chlorpromazine 1.06 339.0 318.8642 21 51 Promazine 1.23 285.0 284.4191 20 52 Nevirapine 0.00 397.0 266.2979 20 53 Thioperamide -0.16 322.0 292.4429 20 54 Didanosine -1.30 348.0 236.2273 17 55 Ibuprofen -0.18 203.0 206.2808 15 56 Antipyrine -0.10 267.0 188.2258 14 57 Theophyline -0.29 267.0 180.1640 13 58 p-Acetamido phenol -0.31 139.0 151.1626 11 59 Nitrous Oxide 0.03 29.3 44.0128 3 60 Carbon bisulphide 0.60 18.3 76.1407 3 61 Indomethacin -1.26 506.0 357.7876 25 62 Indinavir -0.75 952.0 613.7895 45 63 Oxazepam 0.61 407.0 286.7130 20 64 Carbamazepine 0.00 326.0 236.2686 18 65 Carbamazepine epoxide -0.34 358.0 252.2680 19 66 Amitriptyline 0.88 331.0 277.4033 21 67 Desipramine 1.00 267.0 266.3807 20 68 Mianserin 0.99 342.0 264.3648 20 69 ORG 4428 0.82 414.0 295.3755 22 70 Mirtazapine 0.53 345.0 265.3529 20 71 Tibolone 0.40 636.0 312.4458 23 72 Domperidone -0.78 655.0 425.9113 30 73 Risperidone -0.02 731.0 410.4845 30 74 9-OH-Risperidone -0.67 764.0 426.4839 31 75 Temelastine -1.88 593.0 442.3522 28 76 Chlorambucil -1.60 250.0 304.2122 19 77 Glycine -3.50 42.9 75.0666 5 78 Hypoxanthine -3.50 190.0 136.1115 10 79 Morphine -2.70 494.0 285.3377 21 80 Phenylalanine -1.30 153.0 165.1891 120 81 Phenytoin -2.20 350.0 252.2680 19 82 Propranolol -1.20 257.0 259.3434 19 83 Taurocholic Acid -4.10 891.0 515.7030 35 84 Methane 0.04 0.0 16.0425 1 85 Trichloroethylene 0.34 42.9 131.3883 5 86 Carmustine -0.52 156.0 213.0506 120 87 Acetaminophen -0.31 139.0 151.1626 11 88 Amitryptiline 0.89 331.0 277.4033 21

Generare descriptori prin aplicare model matematic elaborat

Analiza distribuţiei datelor experimentale

Generarea familiei de descriptori moleculari s-a făcut după analiza statistică a activităţii de

interes. Modelarea legăturii dintre structură şi activitatea de interes a compuşilor investigaţi s-a

realizat prin tehnici de regresie liniară simplă şi multiplă. Una din condiţiile de aplicabilitate a acestor

tehnici este ca activitatea de interes (variabilă cantitativă continuă) să urmeze distribuţia normală.

Astfel, datele experimentale (identificarea outlierilor de activitate) şi respectiv valoarea complexităţii

compuşilor (identificarea outlierilor de structură) au fost supuşi analizei de normalitate.



8

Valoarea complexităţii structurii incluse în analiză este o estimare grosolană referitor la cât de

complicată este structura văzută din punct de vedere al elementelor conţinute şi a trăsăturilor

caracteristice (inclusiv simetria). Nu ia în considerare nici stereochimia şi nici prezenţa izotopului nu

sunt utilizate ca şi criterii auxiliare. Valoarea este calculată folosind formula Bertz / Hendrickson /

Ihlenfeldt [9]. Se utilizează un factor de scalare astfel încât complexitatea benzenului este aceeaşi cu

cea a ciclohexanului. Este o valoare punctuală flotantă care variază de la 0 (structură simplă, ioni) la

câteva mii (compuşi naturali complecşi). În general, compuşii mari sunt mai complecşi decât compuşii

mici, dar compuşii înalt simetrici şi respectiv compuşii cu puţine tipuri distincte de atomi dau elemente

prezintă valori degradate ale complexităţii.

Formula lui Bertz:

C = Cη + CE unde Cη este o măsură a complexităţii scheletului ca funcţie a conectivităţii

legăturilor (η), CE = funcţie a diversităţii elementelor sau a tipurilor de atomi prezente.

Cη = 2η*log2 - ∑iηi*log2*ηi; η = suma tuturor conectivităţilor legăturilor (bound conectivity); ηi

= numărul de perechi de legături identice simetrice de tip i.

o η = ½(4-h)*(3-h), unde h = numărul de atomi de hidrogen.

o Atomi nesaturaţi: η = ½*∑i(4-hi)*(3-hi) – D – 3*T, unde D = numărul de legături duble,

T = numărul de legături triple, i = referă atomul i.

CE = E*log2E - ∑jEj * log2Ej; unde E = numărul total de atomi exceptând atomii de hidrogen; Ej

= numărul de atomi de tip j. Dacă atomii sunt de acelaşi tip CE = 0.

Analiza distribuţiei normale a datelor experimentale şi a valorilor complexităţii s-a realizat cu

ajutorul programului EasyFit aplicând următoarele teste Kolmogorov-Smirnov [10], Anderson-Darling

[11], Chi-Squared [12] şi Jarque Berra [13, 14]. Indentificarea compuşilor care se abat grosolan faţă de

tendinţa compuşilor din set s-a realizat aplicând testul Grubbs [15] pe setul de date normal distribuite.

9 J.B. Hendrickson, P. Huang, A.G. Toczko, Molecular Complexity - A Simplified Formula Adapted to Individual Atoms. J. Chem. Inf. Comput. Sci. 27, 63-67 (1987); and W.D. Ihlenfeldt, Computergestützte Syntheseplanung durch Erkennung synthetisch nutzbarer Möglichkeit von Molekülen. Dissertation, TU Munich 1991. 10 Kolmogorov A. Confidence Limits for an Unknown Distribution Function. The Annals of Mathematical Statistics 1941;12(4):461-463. 11 Anderson TW, Darling DA. Asymptotic theory of certain "goodness-of-fit" criteria based on stochastic processes. Annals of Mathematical Statistics 1952;23(2):193-212. 12 Pearson K. On the criterion that a given system of deviations from the probable in the case of a correlated system of variables is such that it can be reasonably supposed to have arisen from random sampling. Philosophical Magazine 1900;50:157-175. 13 Jarque CM, Bera AK. Efficient tests for normality, homoscedasticity and serial independence of regression residuals. Econ. Lett. 1980;6(3):255-259. 14 Jarque CM, Bera AK. Efficient tests for normality, homoscedasticity and serial independence of regression residuals: Monte Carlo evidence. Econ. Lett. 1981;7(4):313-318. 15 Grubbs F. Procedures for Detecting Outlying Observations in Samples. Technometrics 1969;11(1):1-21.



9

Parametrii statistici descriptivi au fost calculaţi pentru a permite analiza distribuţiei datelor

(aplicarea unui model de regresie presupune existenţa unor date experimentale normal distribuite).

Rezultatele obţinute sunt prezentate în Tabelul 2.

Tabelul 2. Parametrii statistici descriptivi Parametrul statistic logBB Complexitate Media aritmetică -0.1655 275.5773 IC95% medie [-0.3919; 0.0610] [227.8858; 323.2687] Medie ± 2*deviaţia standarde -2.8372; 2.5063 n.a; 838 Eroarea standard 0.1139 23.9944 Mediana 0.0150 281 Modulul 0.0000 267 Deviaţia standard 1.0687 225.0872 Boltirea 5.7363 3.1018 Asimetria -1.4684 0.6801 Minimum -4.1000 0.0000 Maximum 1.4400 952 Volumul eşantionului 88 88

Analiza statisticilor descriptive asociate datelor experimentale pune în evidenţă următoarele:

Compuşii cu valori experimentale < -2.8372 pot fi consideraţi outlieri de răspuns (Y outlier,

activitate experimentală probabil incorectă) în conformitate cu limita de valori normala de

2,5*(deviaţia standard): Taurocholic Acid (-4.100), Glycine (-3.500), Hypoxanthine (-3.500).

Compuşii cu valori experimentale < -2.3029 pot fi consideraţi outlieri de răspuns (Y outlier,

activitate experimentală probabil incorectă) în conformitate cu limita de valori normala de

2*(deviaţia standard): Taurocholic Acid (-4.100), Glycine (-3.500), Hypoxanthine (-3.500),

Morphine (-2.700).

Valorile boltirii şi asimetriei indică că datele experimentale nu sunt normal distribuite:

o Boltirea < -1 indică existenţa unei distribuţii foarte departe de distribuţia normală [16].

o Valoarea boltirii (> 3) indică o distribuţie leptokutrică [16].

Reprezentarea grafică a datelor experimentale se regăseşte în Figura 1 şi Figura 2.

Analiza statisticilor descriptive asociate valorilor complexităţii moleculelor incluse în studiu pune în

evidenţă următoarele:

Compuşii cu valori ale complexităţii > 838 pot fi consideraţi outlieri în conformitate cu criteriul

2*deviaţia standard: Indinavir şi Taurocholic Acid. De observat că intervalul inferior pentru acest

criteriu nu este valid (valori negative în condiţiile în care complexitatea ia valori > 0). Taurocholic

Acid este singurul compus care e identificat ca posibil outlier şi din punct de vedere al activităţii

observate şi al structurii.

16 Cramer D. Basis Statistics for Social Research. Routledge, 1997 (p. 85 interpretarea asiemtriei; p.89 interpretarea boltirii)



10

Valorile boltirii şi asimetriei indică existenţa unei distribuţii normale a complexităţii moleculare.

Reprezentarea grafică a complexităţii prin utilizarea graficului de probabilitate normală şi respectiv

histograma sunt redate în Figura 3 şi Figura 4

-5.0

-3.3

-1.5

0.3

2.0

-3.0 -1.5 0.0 1.5 3.0

Normal Probability Plot of logBB

Expected Normals

logB

B

Figura 1. Valori experimentale vs valori expectate în asumpţia distribuţiei normale: logBB

Probability Density Function

Histogram Normal

x1.20.80.40-0.4-0.8-1.2-1.6-2-2.4-2.8-3.2-3.6-4

f(x)

0.36

0.32

0.28

0.24

0.2

0.16

0.12

0.08

0.04

0

Figura 2. Histograma datelor experimentale (logBB)



11

0.0

250.0

500.0

750.0

1000.0

-3.0 -1.5 0.0 1.5 3.0

Normal Probability Plot of complexitate

Expected Normals

com

plex

itate

Figura 3. Valori experimentale vs valori expectate în asumpţia distribuţiei normale: complexitate

Probability Density Function

Histogram Normal

x960880800720640560480400320240160800

f(x)

0.36

0.32

0.28

0.24

0.2

0.16

0.12

0.08

0.04

0

Figura 4. Histograma complexităţii structurilor moleculare

Distribuţia normală a datelor a fost testată (H0: Datele experimentale urmează distribuţia

normală vs. Ha: Datele experimentale nu urmează o distribuţie normală; H0: Valorile complexităţii

moleculare urmează distribuţia normală vs. Ha: Valorile complexităţii moleculare nu urmează

distribuţia normală) şi rezultatele sunt prezentate în Tabelul 3.

Tabelul 3. Rezultate ale testării normalităţii: date experimentale & complexitate

logBB Complexitate Testul Kolmogorov-Smirnov Volumul eşantionului statistica testului valoarea p

88 0.1510 0.0323

88 0.1221 0.1334



12

ranguri 23 7 α 0.1 0.05 0.02 0.01 0.1 0.05 0.02 0.01 Valoarea critica 0.1285 0.14274 0.15961 0.17126 0.1285 0.14274 0.15961 0.17126 Respingem H0? Da Da Nu Nu Nu Nu Nu Nu Testul Anderson-Darling Volumul eşantionului Statistica testului Ranguri

88 2.524 18

88 1.7049 2

α 0.1 0.05 0.02 0.01 0.1 0.05 0.02 0.01 Valoarea critică 1.9286 2.5018 3.2892 3.9074 1.9286 2.5018 3.2892 3.9074 Respingem H0? Da Da Nu Nu Nu Nu Nu Nu Testul Chi-SquaredNumărul claselor Statistica testului Valoarea p Ranguri

6 5.5574 0.47455 3

6 7.0743 0.31403 2

α 0.1 0.05 0.02 0.01 0.1 0.05 0.02 0.01 Valoarea critică 10.645 12.592 15.033 16.812 10.645 12.592 15.033 16.812 Respingem H0? Nu Nu Nu Nu Nu Nu Nu Nu Testul Jarque-BerraVolumul eşantionului Statistica testului Valoarea p

88 53.7591 2.12·10-12

88 6.5563 3.77·10-2

Analiza datelor din Tabelul 3 pune în evidenţă următoarele:

Datele experimentale nu sunt normal distribuite (3 teste din 4 resping ipoteza normalităţii la un

prag de semnificaţie de 5%) (vezi Tabelul 4).

Asumpţia de normalitate este respinsă pentru complexitatea moleculei de Jarque Berra.

Pentru a rezolva problema distribuţiei normale a datelor trebuie să răspundem la următoarele

întrebări:

Care sunt compuşii chimici ai căror valori experimentale observate se abat de la normalitate?

Care sunt compuşii ai căror valori ale complexităţii se abat de la normalitate?

Tabelul 4. Sumarizarea rezultatelor testelor de normalitate (nivel de semnificaţie 5%)

Testul statistic logBB Complexitate Kolmogorov-Smirnov Anderson-Darling Chi-Squared Jarque Berra

= H0 se respinge = H0 se acceptă

În conformitate cu rezultatele testelor de normalitate aplicate, datele experimentale nu sunt

normal distribuite şi în consecinţă întregul set nu poate fi utilizat în analiza de regresie multiplă pentru

identificarea celui mai performant model qSAR (quantitative Structure-Achivity Relationships).

Pentru identificarea compuşilor care se abat de la normalitate s-a utilizat următorul algoritm

bazat pe momente centrale (media aritmetică şi deviaţia standard):

÷ Ordonarea ascendentă a datelor experimentale



13

÷ Numerotarea datelor experimentale (de la 0 la n)

÷ Calcularea „uniform order statistic medians” utilizând următoarele formule:

o m(n) = 1.51/n

o m(1) = 1-m(n)

o m(i) = (1-0.3175)/(n+0.365) pentru 2 ≤ i ≤ (n-1)

÷ Ordonarea „uniform order statistic medians” de la 1 la n

÷ Calcularea lui G(m(i)):

o G(m(i))=NORMSINV(m(i))

÷ Calcularea mediei artimetice (=AVERAGE(array))

÷ Calcularea deviaţiei standard (=STDEV)

÷ Obţinerea valorii estimate din momente centrale

(=CONCATENATE("Normal(",STDEV,";",AVERAGE,")"))

÷ Estimarea activităţii/complexităţii pe baza momentelor centrale

(=DistInv(CONCATENATE("Normal(",STDEV,";",AVERAGE,")"),m(i)))

÷ Obţinerea residuurilor (diferenţa dintre observat şi estimat)

÷ Calcularea deviaţie strandard a rezidurilor

÷ Calcularea parametrului t (=ABS(reziduu)/STDEV(reziduuri))

÷ Calcularea probabilităţii asociate parametrului t (=TDIST(t(i),(n-2),1)), unde n = volumul

eşantionului; i = molecula i din setul investigat.

În conformitate cu algoritmul descris anterior de estimare a lui logBB şi complexitate din

momente central (medie şi deviaţie standard) s-au calculat probabilităţile ca fiecare din compusul

investigat să aparţină sau nu populaţiei (atât pentru proprietatea observată cât şi pentru complexitatea

compuşilor). Rezultatele sunt prezentate în Tabelul 5.

Tabelul 5. Rezultate ale testării apartenenţei la populaţie: logBB & complexitate

No Name logBB logBBE ptlogBB Comp CompE ptComp 1 Cimetidine -1.420 -1.5457 0.36734 296 291.5532 0.47066 2 Icotidine -2.000 -1.7894 0.28530 577 552.1638 0.34057 3 Lupitidine -1.060 -1.1540 0.39994 637 617.6173 0.37420 4 Clonidine 0.110 0.0020 0.38544 222 233.8368 0.42234 5 Mepyramine 0.490 0.4959 0.49364 277 272.3847 0.46955 6 Imipramine 0.830 0.8706 0.45640 291 285.1577 0.46148 7 Ranitidine -1.230 -1.3032 0.42176 347 363.9970 0.38925 8 Tiotidine -0.820 -1.1084 0.21878 397 399.7157 0.48207 9 BBCPD20 -0.46 -0.7905 0.18700 303 297.9616 0.46677

10 BBCPD21 -0.24 -0.6182 0.15466 403 414.8724 0.42211 11 Zolantidine 0.140 0.0948 0.45148 432 447.3118 0.39998 12 Butanone -0.080 -0.3022 0.27472 38.9 112.2655 0.11329 13 Benzene 0.370 0.2873 0.41180 15.5 -15.1331 0.30619



14

14 3-Methylpentane 1.010 1.5621 0.06955 19.2 35.9450 0.39085 15 3-Methylhexane 0.900 1.0272 0.36582 31 95.1723 0.14486 16 2-Propanol -0.150 -0.3946 0.25509 10.8 -66.4628 0.10153 17 2-Methylpropanol -0.170 -0.5205 0.17295 17.6 -1.0092 0.37906 18 2-Methylpentane 0.970 1.1478 0.31598 21.2 46.9133 0.33527 19 2,2-Dimethylbutane 1.040 1.6851 0.04233 29.8 86.2255 0.17576 20 1,1,1,Trichloroethane 0.400 0.3890 0.48813 26.4 67.3640 0.24915 21 Diethyl ether 0.000 -0.2413 0.25791 11.1 -47.4540 0.16688 22 Enflurane 0.240 0.1261 0.37944 107 173.1855 0.13747 23 Ethanol -0.160 -0.4886 0.18834 2.8 -191.2502 0.00090 24 Fluroxene 0.130 0.0637 0.42902 75.8 151.4388 0.10632 25 Halothane 0.350 0.2218 0.36485 60.4 143.9351 0.08455 26 Heptane 0.810 0.7775 0.46512 19.2 24.3760 0.46586 27 Hexane 0.800 0.7336 0.42894 12 -30.5049 0.24116 28 Isoflurane 0.420 0.4596 0.45751 102 166.0521 0.14531 29 Methylcyclopentane 0.930 1.0855 0.33758 33.3 103.8427 0.12240 30 Nitrogen 0.030 -0.1503 0.31356 8 -88.2817 0.05681 31 Pentane 0.760 0.6911 0.42632 7.5 -114.1803 0.02325 32 n-Propanol -0.160 -0.4570 0.21204 7.2 -146.5899 0.00622 33 Propanone -0.150 -0.3636 0.28250 26.3 57.3639 0.30370 34 Toluene 0.370 0.3207 0.44713 42 120.4655 0.09809 35 Acetylsalicylic acid -0.500 -0.8268 0.18965 212 227.3227 0.39991 36 Pentobarbital 0.120 0.0327 0.40700 305 304.3882 0.49596 37 Physostigmine 0.079 -0.0287 0.38583 403 422.6899 0.37228 38 Salicylic acid -1.100 -1.2015 0.39217 133 180.2174 0.21764 39 Trifluoro Perazine 1.440 2.4166 0.00491 510 539.0522 0.31541 40 Valproic acid -0.220 -0.5853 0.16304 93.4 158.8070 0.14030 41 Verapamil -0.700 -0.9409 0.25830 606 581.6595 0.34358 42 Zidovudine -0.720 -0.9808 0.24126 484 483.7906 0.49862 43 Hydroxyzine 0.390 0.3546 0.46195 376 392.3475 0.39337 44 Thioridazine 0.240 0.1577 0.41223 432 455.9822 0.34576 45 Alprazolam 0.044 -0.0592 0.39046 434 464.9290 0.30448 46 Phenserine 1.000 1.2878 0.21928 507 515.2095 0.44596 47 Midazolam 0.360 0.2544 0.38791 471 474.1854 0.47897 48 t-butyl Chlorambucil 1.000 1.3683 0.16106 330 323.8318 0.45934 49 Codeine 0.550 0.5710 0.47741 509 526.7785 0.38430 50 Chlorpromazine 1.060 1.8390 0.01904 339 343.6430 0.46937 51 Promazine 1.230 2.0510 0.01452 285 278.7699 0.45893 52 Nevirapine 0.000 -0.2109 0.28495 397 407.2194 0.43284 53 Thioperamide -0.160 -0.4257 0.23722 322 310.8384 0.42672 54 Didanosine -1.301 -1.4787 0.31607 348 370.9371 0.35215 55 Ibuprofen -0.180 -0.5527 0.15818 203 220.7680 0.38437 56 Antipyrine -0.097 -0.3329 0.26265 267 259.6014 0.45127 57 Theophyline -0.290 -0.6516 0.16546 267 253.1930 0.40962 58 p-Acetamido phenol -0.310 -0.7199 0.13541 139 187.1575 0.21311 59 Nitrous Oxide 0.030 -0.1200 0.34305 29.3 76.9691 0.21546 60 Carbon bisulphide 0.600 0.6099 0.48931 18.3 12.1023 0.45915 61 Indomethacin -1.260 -1.3581 0.39567 506 504.2412 0.48839 62 Indinavir -0.745 -1.0220 0.22794 952 819.3910 0.01519 63 Oxazepam 0.610 0.6499 0.45713 407 430.6890 0.34755 64 Carbamazepine 0.000 -0.1806 0.31326 326 317.3177 0.44287 65 carbamazepine epoxide -0.340 -0.7549 0.13254 358 385.1024 0.32695 66 Amitriptyline 0.880 0.9202 0.45681 331 330.3866 0.49595



15

67 Desipramine 1.000 1.4585 0.10919 267 265.9969 0.49338 68 Mianserin 0.990 1.2148 0.27242 342 350.3579 0.44499 69 ORG 4428 0.820 0.8231 0.49663 414 438.8891 0.34025 70 Mirtazapine 0.530 0.5330 0.49674 345 357.1400 0.42038 71 Tibolone 0.400 0.4240 0.47426 636 598.6085 0.26821 72 Domperidone -0.780 -1.0645 0.22192 655 639.4363 0.39837 73 Risperidone -0.020 -0.2717 0.24895 731 665.3348 0.13936 74 Risperidone -0.670 -0.9019 0.26612 764 697.7445 0.13722 75 Temelastine -1.880 -1.6992 0.31308 593 566.2877 0.32928 76 Chlorambucil -1.600 -1.6187 0.47987 250 240.3161 0.43633 77 Glycine -3.500 -2.3819 0.00165 42.9 128.4646 0.07955 78 Hypoxanthine -3.500 -2.1699 0.00027 190 214.1664 0.34464 79 Morphine -2.700 -2.0160 0.03391 494 493.7907 0.49862 80 Phenylalanine -1.300 -1.4164 0.37683 153 200.7967 0.21484 81 Phenytoin -2.200 -1.8930 0.20441 350 377.9691 0.32180 82 Propranolol -1.200 -1.2511 0.44517 257 246.7663 0.43275 83 Taurocholic Acid -4.100 -2.7475 0.00022 891 742.4047 0.00781 84 Methane 0.040 -0.0896 0.36343 0 -268.2365 0.00001 85 Trichloroethylene 0.340 0.1896 0.34263 42.9 136.2821 0.06238 86 Carmustine -0.520 -0.8639 0.17748 156 207.5116 0.19742 87 Acetaminophen -0.310 -0.6855 0.15641 139 194.0145 0.18182 88 Amitryptiline 0.890 0.9723 0.41220 331 336.9881 0.46052 logBB = estimarea activităţii pe baza momentelor centrale (medie şi deviaţie standard) ptlogBB = probabilitatea asociată testului t pentru logBB Comp = complexitate ptcomp = probabilitatea asociată testului t pentru complexitate

Au fost identificaţi astfel următorii compuşi cu probabilităţi mai mici de 0.05*0.05 = 0.0025:

Activitatea observată: Glycine (valoare extremă spre minim), Hypoxanthine (valoare extremă

spre minim) şi Taurocholic Acid (valoare extremă spre minim).

Complexitatea moleculară: Ethanol (valoare extremă spre minim) şi Methane (valoare extremă

spre minim). Abaterea cea mai grosolană a fost observată la metan, acest compus având

complexitatea 0.

Prin îndepărtarea compuşilor identificaţi din momente centrale a rezultat un set de 83 molecule

a căror normalitate a fost testată din nou; rezultatele sunt prezentate în Tabelul 6.

Tabelul 6. Rezultate ale testării normalităţii (83 compuşi): date experimentale & complexitate

logBB Complexitate Testul Kolmogorov-Smirnov Volumul eşantionului statistica testului valoarea p ranguri

83 0.0994 0.3607 19

83 0.11572 0.20016 5

α 0.1 0.05 0.02 0.01 0.1 0.05 0.02 0.01 Valoarea critica 0.13226 0.14691 0.16428 0.17627 0.11576 0.13226 0.14691 0.16428 Respingem H0? Nu Nu Nu Nu Nu Nu Nu Nu Testul Anderson-Darling Volumul eşantionului Statistica testului Ranguri

83 1.0951 15

83 1.4535 5



16

α 0.1 0.05 0.02 0.01 0.1 0.05 0.02 0.01 Valoarea critică 1.9286 2.5018 3.2892 3.9074 1.9286 2.5018 3.2892 3.9074 Respingem H0? Nu Nu Nu Nu Nu Nu Nu Nu Testul Chi-Squared Numărul claselor Statistica testului Valoarea p Ranguri

6 7.317 0.29252 12

6 6.99 0.32178 3

α 0.1 0.05 0.02 0.01 0.1 0.05 0.02 0.01 Valoarea critică 10.645 12.592 15.033 16.812 10.645 12.592 15.033 16.812 Respingem H0? Nu Nu Nu Nu Nu Nu Nu Nu Testul Jarque-BerraVolumul eşantionului Statistica testului Valoarea p

83 8.8415 1.20·10-2

83 4.1608 1.25·10-1

Acest subset de 83 de compuşi s-a dovedit a fi normal distribuit. Pentru a identifica valorile

extreme foarte depărtate de cele ale eşantionului s-a aplicat testul Grubbs

(http://l.academicdirect.org/Statistics/tests/Grubbs/). Rezultatele testului sunt prezentate în Tabelul 7.

Tabelul 7. Rezultatele testului Grubbs de identificare a valorile semnificativ diferite de majoritatea datelor

Proprietate logBB Complexitate moleculară n 83

G valoare critică α = 5% 3.4835 α = 1% 3.8307

Gmin 0.0236 0.0074

Respinfem H0? α = 5% Nu Nu α = 1% Nu Nu

Gmax 3.1016 3.1214

Respinfem H0? α = 5% Nu Nu α = 1% Nu Nu

Pregătirea moleculelor pentru modelare

Următoarele etape au fost urmate în pregătirea moleculelor pentru modelare:

÷ Identificarea moleculelor în baza de date PubChem [17].

÷ Salvarea pe local a structurii 3D (*.sdf). Structura 3D a compuşilor din baza de date PubChem are

geometria optimizată astfel încât nu a mai necesitat aplicarea de metode de optimizare a

geometriei.

÷ Transformarea compuşilor *.sdf în compuşi *.hin (pentru aceasta a fost creat un program PHP).

÷ Validarea compuşilor şi calcularea sarcinilor parţiale cu programul HyperChem [18] (acolo unde a

fost necesar).

17 http://pubchem.ncbi.nlm.nih.gov/ 18 http://www.hyper.com/



17

Generarea familie de descriptori

Următorii paşi au fost aplicaţi în generarea familiei de descriptori moleculari pe baza

modelului dezvoltat şi implementat în anul anterior de finanţare al proiectului (Anul 2008):

o Rularea programului `0_mdfv_set_def.php` pentru definirea setului de compuşi

investigat (logBBB)

o Rularea programului `1_mdfv_set_init.php` pentru:

Crearea tabelului ` logBBB_mdfv` (conţine denumirile descriptorilor);

Crearea tabelului `logBBB_data` (conţine fişierele *.hin ale compuşilor din setul

logBBB);

Crearea tebelului `logBBB_prop` (conţine valorile proprietăţii de invest,

logBBB).

o Rularea programului `2_mdfv_set_calc.php` pentru calcularea descriptorilor MDFV

pentru toate moleculele din set.

o Rularea programului `3_mdfv_set_calc.php` pentru a crea tabela `logBBB_prop`.

o Rularea programului `4_mdfv_prop_upload.php` pentru a popula cu valorile logBBB

tabela `logBBB_prop` .

o Rularea progranului `5_mdfv_prop_init.php` pentru a crea şi popula tabela

`logBBB__logBBB`.

Într-o primă etapă au fost generaţi un număr de 2387280 descriptori moleculari de structură

care au fost filtraţi folosind instrumentele statisticii descriptive şi inferenţiale. În urma filtrării au

rezultat un număr de 2394 descriptori moleculari relevanţi pentru studiul logBBB a compuşilor de

traversează bariera hemato-encefalică:

Informaţia totală care a fost generată şi care este păstrată în baza de date pentru caracterizarea

structurii compuşilor organici investigaţi ca agenţi ai partiţionării coeficientului de traversare a barierei

hemato-encefalice cumulează aproximativ 1.5 Gb.

Identificare modele

Următorii paşi au fost paarcurşi în identificarea modelelor structură-activitate:

÷ Rularea programului `6_mdfv_prop_kusk.php` pentru a îndepărta din baza de date descriptorii

moleculari cu valoarea Jarque-Bera mai mare decât valoarea Jarque-Bera a activităţii de interes.



18

÷ Rularea programului `7_mdfv_prop_bias.php` pentru a îndepărta din baza de date descriptorii care

au un coeficient de intercorelaţie mai mare de 0.99. Descriptorii prezentaţi ca şi denumire în

Tabelul 8 au fost identificaţi ca fiind valizi pentru regresia liniară simplă şi multiplă.

Tabelul 8. Descriptori moleculari de structură identificaţi după filtrare

TCJAAaDI TCJaAaDI TCJaAaDL TCJIFaDI TCjaAiDL TCjiFiDR TCjFAIDL TCWaPaDL TCFiFiDL TCFFIiDR TMOPFADI TMoiFADL TMRPFADI TMriFADR TMkAIADI TMkAFADI TMkiFaDI TMLAAaDI TMLaAaDI TMLaAADL TMLaFaDI TMLIFADL TMlaAaDL TMlaaaDL TMlaFaDL TMMIFADL TMmiIfDL TMNAFADL TMNaAADL TMNaFaDI TMNIAADI TMNIFaDI TMNIFADL TMNiAFDL TMnaAaDL TMnIFaDI TMwaAaDL TMwaPaDL TMwiAFDL TMXaAPDL TMXaAADL TMXaFADL TMxaAfDL TMxaAcDL TMxaAaDL TMxaaaDL TMxaFaDL TMxiAFDL TMYaFADL TMYIFADL TMyaFaDL TMyiIfDL TMyiFaDL TMZaAFDL TMZaAADL TMZaFPDL TMZIFADL TMsiIfDL TMsiFADL

TMsiFiDL TMsiFIDL TMsFAIDI TMsFAIDL TMTaAiDL TMTFAIDL TMtIAiDR TMtiFiDR TMtiFIDL TMuiFIDL TMVFAIDI TMVFAIDL TMviFADR TMviFIDL TMfiIfDL TMfiFFDI TMfiFiDL TMfFIIDL TMGIAiDL TMGIFiDL TMGFIiDR TMgiIfDL TMgiFIDL TMgFIiDR TMgFIIDL TMHPFADI TMhiFFDI TMhiFIDL TMhFIIDL TMiiIfDL TMiiFIDL TMiFIIDL TMaiIfDL TMaiFIdL TMBaIIDL TMbiIfDL TMbiFFDR TMbiFFDL TMciFIDL TMcFIIDL TM0iFiDL TM1IPcdL TM1iFFDL TM1iFiDL TM3iFFdR TM3FIIDL TM7iIfDL TM7iFFDL TEOAAADI TEOaAADI TEOaAADR TEOPFaDI TEoIFADL TEoIFAdR TEPAAIDL TEPAFaDI TEPaAADI TEPaAADR TEPIAADI

TEPIAADR TEPIaADI TEPIaADR TEPIFADI TEPIFADR TEpiFidR TEQAAaDI TEQAAaDR TEQAAIDL TEQAaIDI TEQAIFDI TEQAFaDI TEQaAIDI TEQaAIDR TEQaIADI TEQaIADR TEQaIADL TEQaiFDL TEQIaADR TEQIFadR TEQIFADR TEQIFADL TEQPFaDI TEQPFADI TEQPFIDI TEqAaiDI TEqAIiDI TEqaAiDI TEqIFADL TEqIFAdR TEqiFAdR TEqiFiDR TEqiFIDR TEqiFIdR TERAAADI TERAAADR TERAIADI TERAIADR TERAFaDI TERIaADI TERiaFDL TEriFidR TEKAAADI TEKAIADI TEKAIADL TEKAFADI TEKaAFDL TEKaAaDI TEKaAADL TEKaaADL TEKaIADL TEKaFADL TEKIAADI TEKIFaDI TEKIFADI TEkIAADI TEkiFidR TELAAaDI TELAaIDR

TELAFADI TELAFADL TELaAADL TELaaADL TELaFaDI TELIAADI TELIFADI TELIFADL TElaFaDI TElaFaDL TElIaIDL TElIPaDL TEMAAADL TEMAFaDI TEMAFADI TEMAFADL TEMaAADL TEMaaADL TEMaIADL TEMaFADL TEMIAADL TEMIFADL TEMiAFDL TEMFFADL TEmIAIDL TEmIFIDR TEmiFidR TENAAaDI TENAAADL TENAFaDI TENaAaDI TENaAADL TENaaADL TENIFADI TENIFADL TEnaPaDL TEnIFIDI TEWaFADL TEXaAADL TEYaaFDL TEYaPADL TEYIFADL TESFAIDL TEsaAiDL TEsaFIDL TEsiFiDR TEsiFIDL TETFAIDI TETFAIdL TETPFIDL TEtiFiDR TEtiFIDL TEUAFaDI TEUiFiDR TEUiFiDL TEUFAIDI TEuaFIDL TEuIFAdR TEuiFAdR

TEuiFIDL TEViFiDR TEvIFADI TEviFiDR TEviFIDL TEfaPFDI TEfaPCDI TEfiFFDI TEfFIiDR TEgiFIDL TEgFIiDR TEHiFiDL TEhaFIDL TEhaPFDI TEhiFFDL TEhiFIDL TEhFIiDR TEhFIIDL TEiiFIDL TEiFIiDR TEiFIIDL TEaaIIDL TEaaFFDI TEaaFiDL TEaaPFDI TEaaPFDL TEaaPCDI TEaaPCDL TEaIFFDR TEaIFFdR TEaiFFdR TEaiFCDL TEaiFiDL TEcaPFDI TEcaPFDL TEciFFDR TEciFFdR TEcFIIDL TEdaFFDI TEdaPFDI TEdaPFDL TEdaPCDI TEdaPCDL TEdiFFDR TEdiFFdR TEdiFCDL TE1aFFDL TE1aFCDL TE1aPFDI TE1aPFDL TE1aPCDI TE1aPCDL TE1IFFdR TE1iFCDR TE1iFCDL TE2FAIDI TE3aPFDI TE3aPCDI TE3iFFdR

TE3iFCDL TE5aPFDI TE5aPFDL TE5IFFdR TE5iFFdR TE5iFCDL TE5iFIDL TE7aFFDI TE7aPFDI TE7aPFDL TE7aPCDI TQOAAaDL TQOAAADL TQOAAIDI TQOAICDL TQOAFaDL TQOAFADL TQOAPCDL TQOAPaDL TQOAPadL TQOAPADL TQOAPAdL TQOAPidL TQOAPIdL TQOaAaDL TQOaaaDL TQOaiaDL TQOaFadL TQOaPaDL TQOaPadL TQOaPIDI TQOIAaDL TQOIFaDL TQOIPcdL TQOIPpdL TQOiaaDL TQOPAADL TQOPAIDL TQOPFADL TQoAaPDL TQoAPadL TQoAPidL TQoIPadL TQoFPaDL TQoFPADL TQPAACDL TQPAAaDL TQPAAIDI TQPAAIDL TQPAFaDL TQPAFADL TQPAPaDL TQPAPadL TQPAPADL TQPAPidL TQPAPIdL TQPaaCDL TQPaaADL TQPaFaDL

TQPaFADL TQPaPadL TQPaPADL TQPaPAdL TQPaPIDI TQPIAaDL TQPIPcdL TQPIPpdL TQPPIADL TQpAAIDR TQpAPadL TQpAPAdI TQpAPidL TQpIPadL TQpFAaDL TQpPFADL TQKAAADL TQKAaIDI TQKAPaDL TQKAPadL TQKaaaDL TQKaiaDL TQKaPaDL TQKIPcdL TQKIPadL TQKiaaDL TQKFPADL TQKPAADL TQkAaCDL TQkaFFDL TQkIFaDL TQkIFIDL TQkIPadL TQkFAADL TQkPIADL TQkPFaDL TQLAACDL TQLAAIDL TQLAPCDL TQLAPadL TQLAPidL TQLaIADL TQLaPCDL TQLaPADL TQLIPcdL TQLIPpdL TQLIPadL TQLIPAdL TQLFIaDL TQLFPADL TQlAAcDL TQlAFaDL TQlAPadL TQlaFaDL TQlaPaDL TQlIAaDL TQlIFaDL TQlIFADL TQlIPaDL



19

TQlIPadL TQlIPAdL TQlFFADL TQlFPaDL TQlPIaDL TQMFaiDL TQMFIiDL TQMFPiDL TQmIFaDL TQmFPiDL TQWAAIDI TQWAICDL TQWAPadL TQWAPAdL TQWAPIdL TQWaAFDL TQWaaaDL TQWaiaDL TQWIPcdL TQWIPpdL TQWIPadL TQWiaaDL TQWiFaDL TQWFPADL TQwAaCDL TQwAPadL TQwaFFDL TQwaFaDL TQwIAaDL TQwIFaDL TQwIPadL TQwiFIDL TQwFPaDL TQwFPADL TQwPaADL TQXAAcDL TQXAAIDI TQXAFaDL TQXAFADL TQXAPadL TQXAPidL TQXaAADL TQXaaaDL TQXaaADL TQXaIaDL TQXaIADL TQXaiaDL TQXIAADL TQXIFADL TQXIPcdL TQXIPpdL TQXIPadL TQXiIaDL TQXiFaDL TQXiFADL TQxAApDL TQxAFaDL TQxAPadL TQxaaADL TQxaFaDL TQxaFADL TQxaPADL TQxIAaDL TQxIAADL TQxIFaDL TQxIFADL TQxIPcdL

TQxIPpdL TQxIPadL TQxiaaDL TQxFIaDL TQxFFADL TQYAFiDL TQYFAiDL TQYFaiDL TQYFIiDL TQYFIIDL TQYFFiDL TQYPFiDL TQYPFIDL TQyFPiDL TQSAAaDL TQSAICDL TQSAPIdL TQSaACDL TQSaAaDL TQSaaaDL TQSaiaDL TQSaFaDL TQSaPIDI TQSIAaDL TQSIFaDL TQSIPcdL TQSIPpdL TQsAPIdL TQsIFIDL TQsiFIDL TQTAACDL TQTAApDL TQTAAIDI TQTAAIDL TQTAaCDL TQTAaADL TQTAIADL TQTAFaDL TQTAPCdL TQTAPPDL TQTAPaDL TQTAPadL TQTAPAdL TQTAPidL TQTAPIdL TQTaACDL TQTaPCDI TQTaPIDI TQTIFaDL TQTIFIDL TQTIPcdL TQTIPpdL TQTIPaDL TQTiFIDL TQtAPAdL TQtIPadL TQtFPaDL TQtPAaDL TQUIPcdL TQFAACDL TQFaPPDI TQFIAaDL TQFIFaDL TQFIFIDL TQFIPcdL TQfAPIdL TQfIPadL

TQfiFIDL TQGAACDL TQGAAIDL TQGAaCDL TQGAapDL TQGAPCDL TQGAPCdL TQGAPPdL TQGAPIdL TQGaPPDI TQGIFaDL TQGIFIDL TQGIPpdL TQGiFIDL TQGFIADL TQGFFaDL TQhIFaDL TQhIPaDL TQAIFaDL TQAiFIDL TQaAIIDL TQaAPIdL TQaaACDR TQaiFIDL TQBAApDL TQBAaCDL TQBAICDL TQBAPCdL TQBAPPDL TQBAPPdL TQBaPCDI TQBiFIDL TQBFIADL TQbPPaDL TQCiFIDL TQcIAaDL TQ0AaCDL TQ0AIIDL TQ0APPDL TQ0aPPDI TQ0IFIDL TQ0iFIDL TQ0PAPDL TQ1AIIDL TQ2AACDL TQ2AapDL TQ2AICDL TQ2aPIDI TQ2IFIDL TQ2FaADL TQ2FPaDL TQ2PiaDL TQ3IFIDL TQ3FaADL TQ3FPaDL TQ3FPADL TQ5APIDL TLOAaiDL TLOaFiDL TLoAIFDI TLoAFaDI TLoAFadI TLoaFaDI TLoFAaDI TLoFPiDL TLoPFiDL TLPAIiDL

TLPaAiDL TLPaPiDL TLpaAFDI TLpaACDI TLpaAaDL TLpaacDL TLpaIcDL TLpaiFDI TLpaFADI TLpaPFDI TLpaPCDI TLpIAFDI TLpIaFDL TLpIFFDI TLpiAFDI TLpiFFDI TLpiFaDI TLpiFaDL TLpFAaDI TLpPFaDI TLpPFADI TLQAaiDL TLQAIiDL TLQaAiDL TLqAIfDL TLqAIFDI TLqAFADI TLqaAaDL TLqaIcDL TLqaFaDI TLqaPCDL TLqIFfDL TLqIPfDL TLqiFaDL TLqFAaDI TLqFaaDI TLqFFADI TLqPFaDI TLRaaIDR TLRaPiDL TLrAafDI TLrAFaDI TLrAPadL TLraFaDI TLraFaDL TLraFADI TLraPCDL TLrIAFDI TLrIFFDI TLriFFDI TLrFaADI TLrFPADI TLrPFADI TLkAFaDI TLkAFADI TLkAPAdL TLkaAaDI TLkaaaDI TLkIAaDI TLkIFaDI TLkiFaDI TLkPAcDL TLkPPcDL TLLAIiDR TLLAIiDL TLLAFADI TLLaaiDR

TLLaaiDL TLLaIiDR TLLaFiDL TLLIAiDR TLlAFaDI TLlAFADI TLlaafDL TLlaIcDL TLlaFfDL TLlaFADI TLlIAaDL TLlIAADI TLlIaADL TLlIFaDL TLlIFADI TLliFADI TLlFaIDL TLlPAfDL TLlPPfDL TLMAIiDR TLMAIiDL TLMaAiDR TLMaaiDR TLMaIiDR TLMIAiDR TLMIAIDR TLMIaIDR TLmAAaDI TLmAIADI TLmaAcDL TLmaPCDL TLmIAcDL TLmIaADL TLmIFfDL TLmIFaDL TLNAIiDR TLNAIIDI TLNaAiDR TLNaaiDR TLNaaiDL TLNaIiDR TLNIAiDR TLNIAIDR TLnAIADI TLnAFaDI TLnaPCDL TLnIAaDL TLnIAADI TLnIAADL TLnIFaDL TLnPAfDL TLnPPfDL TLwAAfDL TLwAPfDL TLwiAfDL TLwiIfDL TLwFIFDL TLwFIADL TLwFPfDL TLwPifDL TLwPPcDL TLXaIIDL TLxAAfDL TLxaAaDL TLxaiFDL TLxaPCDL TLxIAaDL

TLxIaADL TLxIFaDL TLxIFADL TLxiFaDL TLxiFADL TLxFaIDL TLxFPIDL TLxPAfDL TLxPafDL TLYaFiDL TLyaPCDL TLyIFfDL TLyIFFDL TLzAIFDL TLzAFADL TLzaafDL TLzaaADL TLzaIcDL TLzaFaDL TLzaFADL TLzIAADL TLzIFADL TLziAfDL TLziFaDL TLzFIIDL TLzFPADL TLzPPfDL TLSAIiDR TLSaAiDR TLSaFiDR TLSIAiDR TLSIFIDR TLSiAFDL TLSFaiDR TLSFaidR TLSFIiDR TLSFIidR TLsAAFDI TLsAafDI TLsAIFDI TLsAiFDI TLsIApDI TLsiFaDI TLTAIiDR TLTAIiDL TLTaFiDL TLTFaIDR TLTFIiDR TLTFIIDR TLTFIIdR TLTPIiDL TLtAAFDI TLtAAaDI TLtAAaDL TLtAIFDI TLtAFFDI TLtAFFdI TLtAFaDI TLtAFaDL TLtAFADI TLtaAPDI TLtaAaDI TLtaacDL TLtaIfDL TLtaFFDI TLtaFaDI TLtaFaDL

TLtaFADI TLtIAfDL TLtIAFDI TLtIaFDL TLtIiFDL TLtIFFDI TLtIPfDL TLtiFfDL TLtiFFDI TLtiFCDI TLtiFaDI TLtiFaDL TLtiFiDR TLtFAADI TLtFAIDL TLtFIFDI TLtFFADI TLtFPADI TLtPFADI TLUAaiDL TLUAIiDL TLUaAiDL TLUIFiDL TLUFIiDR TLUPaiDL TLUPIiDL TLuAAFDI TLuAAaDI TLuAIfDL TLuAIFDI TLuAFFDI TLuAFaDI TLuAPadL TLuaAaDI TLuaAaDL TLuaafDL TLuaFaDI TLuaPCDL TLuIPcDL TLuiFaDI TLuFAADI TLuFaADI TLVaAiDL TLVFaiDR TLVFIiDR TLvAAaDI TLvAIFDI TLvAIcDL TLvAiFDI TLvAFFDI TLvAFaDI TLvaAaDI TLvaFFDI TLvaFaDI TLvaFADL TLvaPFDI TLvaPCDL TLvIApDI TLvIFFDL TLvIFADR TLviAFDI TLviFFDI TLviFaDI TLvFAFDI TLvFAADI TLvFAIDL TLvFaADI



20

TLvFIADI TLvPFADI TLvPFIDL TLFIFFDR TLFFIiDR TLfAIFDI TLfAiFDI TLfaApDI TLfaFfDI TLfIApDI TLfIFfDI TLfiFfDI TLfFIFDI TLfFiFDI TLfFFFDI TLfFPFDI TLfPFFDI TLGAIiDL TLGiFiDL TLGiFIDL TLGFaIDL TLGPIiDL TLgAAFDI TLgAaFDI TLgAiFDI TLgAFfDL TLgAFFDI TLgAFFdI TLgAFaDL TLgaAFDL TLgaACDL TLgaApDL TLgaAPDL TLgaacDL TLgaIcDL TLgaFaDL TLgaPpDL TLgIAFDL TLgIPfDL TLgiFfDL TLgFAFDI TLgFAaDL TLgFAADI TLgFIaDL TLgFiFDI TLgFFaDL TLgFFADI TLgFPaDL TLgFPADI TLgPFADI TLHFaiDL TLHFaIDL TLhAPAdL TLhaIcDL TLhaPCDL TLhaPaDL TLhIAcDL TLhiFaDL TLhFAIDL TLhPIfDL TLIaFiDL TLIiFiDL TLIFaiDL TLIFaIDL TLIFIiDL TLIFIIDL TLiAApDI

TLiAIFDI TLiAiFDI TLiAFFDI TLiaFfDI TLiaPFDL TLiIApDI TLiIAaDI TLiFAFDI TLiFAIDL TLiFaADI TLiFIFDI TLiPaaDL TLiPFFDI TLiPFIDL TLAIaiDL TLAIFFdR TLAIFIDL TLAFIIDL TLaAApDI TLaAIFDI TLaaapDI TLaIApDI TLaFFFDI TLBAIiDL TLBaAiDL TLBaaIDL TLBaIIDL TLBIAiDL TLBIaADL TLBIaiDL TLBiFiDL TLBFaIDL TLBFIIDL TLBPIiDL TLbAAFDI TLbAiFDI TLbAFfDL TLbAFADI TLbaApDL TLbaPpDL TLbIAFDR TLbIApDI TLbIFfDI TLbFIaDL TLbFFFDI TLbFFaDL TLbFPFDI TLbPAaDL TLCAIIDL TLCaaiDL TLCFaIDL TLcAPAdL TLcaACDL TLcaApDL TLcaAaDL TLcaAADL TLcaacDL TLcaaADL TLcaIADL TLcaFADL TLcaPFDL TLciFADL TLcFPaDL TLcPaaDL TLDAIIDL TLDaaIDL TLDaFIDL

TLDIAiDL TLDIaiDL TLDIaIDL TLDIFFDL TLDFIiDL TLDFIIDL TLdAApDL TLdAAADL TLdAIADL TLdaafDL TLdaIcDL TLdaFfDI TLdaPpDL TLdIApDI TLdIFfDI TLdFAFDI TLdFIADL TLdFiFDI TLdFFaDL TLdFPaDL TLdPaaDL TLdPFFDI TL0aaIDL TL0IFIDL TL0FIIDL TL1aApDI TL1FIFDI TL1FiFDI TL2AIiDL TL2aAiDL TL2aaiDL TL2IAiDL TL2IaFDL TL2IaiDL TL2iFiDL TL2iFIDL TL3AaFDI TL3AFFDI TL3AFFdI TL3aApDL TL3aFfDL TL3IFfDI TL3FAFDI TL3FAaDL TL3FAADI TL3FIaDL TL3FPaDL TL4iFiDL TL4iFIDL TL4FIIDL TL5aAFDL TL5aACDL TL5aaFDL TL5aIfDL TL5aiFDL TL5aPFDL TL5IFFDR TL5FApDL TL5PFaDL TL6AIIDL TL6aAFDL TL6aIIDL TL6IaiDL TL6IFiDL TL6FIIDL TL7AApDI TL7IPcDL

TL7FIadL TL7FiFDI TL7PFFDI TL7PFaDL TAOaAFDL TAOaaFDL TAOaiFDL TAOaFaDI TAOIFIDL TAOPAAdL TAoAacDI TAoAIfDL TAoAIFDL TAoIAfDL TAoIPfDL TAoFAfDL TAoFAcDL TAoFIfDL TAoFIcDL TAoFIpDL TAoFifDL TAoFFfDL TAoFPpDL TAoPAfDL TAoPApDL TAoPafDL TAoPIfDL TAoPifDL TAoPFfDL TAoPFIDI TAoPPfDL TAPAPadL TAPaPadL TAPaPAdL TAPPFaDI TApiFaDI TAqAIFDL TAqFAADI TAqFIADL TAqFPADL TAKAaADI TAKAFaDI TAKAFADI TAKAPCdL TAKaAFDL TAKaAaDI TAKaaFDL TAKaFCDL TAKaFPdL TAkAAfDL TAkAafDL TAkAIfDL TAkAIFDL TAkAifDL TAkAFfDL TAkAPfDL TAkAPcDL TAkAPCdL TAkaAIDI TAkaFfDL TAkaFcDL TAkaFpDL TAkIPfDL TAkiFaDI TAkiFiDI TAkFAfDL TAkFAcDL

TAkFFfDL TAkFPfDL TAkFPFDL TAkPAfDL TAkPafDL TAkPFfDL TAkPPfDL TALAAaDI TALAFADI TALAPadL TALAPiDI TALaFiDI TAlAPadL TAlaaaDL TAliFaDI TAliFiDL TAlFPaDL TAMAIIDI TAMIPCdL TAmAIADL TAmAIIDI TAmAFIDI TAmaAcDL TAmaIiDI TAmaFiDI TAmaPiDI TAmIApDL TAmIAIDI TAmIPcDL TAmIPCdL TAmIPpDL TAmFIADL TAmFPADL TAmPaCDL TAmPFADL TAnAFADL TAnaIADI TAnaFADI TAnaPADI TAWaAFDL TAWaFFDL TAWaFPDL TAWaFIDL TAWIFIDR TAWPIADL TAwAApDL TAwAafDL TAwAacDL TAwAapDL TAwAIfDL TAwAifDL TAwAPfDL TAwAPCdL TAwAPpDL TAwaAfDL TAwaafDL TAwaIfDL TAwaFfDL TAwaFcDL TAwaFpDL TAwaFIDL TAwaPfDL TAwiAfDL TAwiFiDL TAwiFIDL TAwFAfDL TAwFIADL

TAwFifDL TAwFPfDL TAwFPFDL TAwFPcDL TAwPIfDL TAwPifDL TAwPFADL TAwPPfDL TAXAPadL TAxAFaDL TAxaAFDL TAxaFFDL TAxaCFDL TAxiAFDL TAxiFFDL TAxiFiDL TAxFFaDL TAxFPaDL TAxPIaDL TAYIPCdL TAyAIADL TAyaaaDL TAyaIcDL TAyaFaDL TAyaPpDL TAyIApDL TAyIPcDL TAyIPCdL TAyiAfDI TAyiFaDL TAyiFiDL TAyFPADL TAzaFaDL TASAaIDR TASAIIDR TASIFIDL TAsAAIDR TAsAaIDR TAsAIfDI TAsAIFDL TAsAICDI TAsAFfDI TAsFAfDL TAsFafDL TAsFIcDL TAsFIpDL TAsFFfDL TAsFPFDL TAsFPpDL TAsPAfDL TAsPafDL TAsPFfDL TAsPFfdL TAsPPfDL TATAAaDI TATAAIDI TATAIADR TATAFADI TATaAaDI TATaaaDI TAtAACDI TAtAPFDI TAtiFFDI TAUaaIDR TAUaFIDL TAuAIFDL TAuiFFDL

TAuiFCdL TAuFAADI TAuFaADI TAuFiADI TAuFFADL TAuFPpDL TAuFPADL TAuPFADL TAfAIFDL TAfAFfDI TAfAFfDL TAfAPIDL TAfIFIDL TAfFFfDL TAfFPIDL TAfPafDL TAfPPfDL TAGAAaDL TAGAAIDI TAGAFaDL TAGAPaDL TAGaFaDL TAgAAFDI TAgAAFDL TAgAACDI TAgAFFDL TAgAPFDI TAgAPFDL TAgAPCDI TAgaFFDI TAgaFaDL TAgiFFDI TAgFIADL TAgPIADL TAHaFIDL TAhaAaDR TAhiAFDL TAhiFFDL TAhFPpDL TAhFPADL TAhPFADL TAIiFIDL TAAIFIDL TAaAAIDL TAaIFIDL TABAFaDL TABaFaDL TABIFaDL TABiPFDI TABFFaDL TABFPaDL TABPiaDL TAbAAFDI TAbAAFDL TAbAACDI TAbAiFDI TAbAiFDL TAbAFFDL TAbAPFDI TAbAPFDL TAbaaaDL TAbaFFDI TAbiFFDI TAbiFaDL TAbPIADL TACaFIDL TAcAFfDI



21

TAcIAaDI TAcIFaDI TAcFPADL TAcPFADL TADaaIDL TADiFIDL TA0AaIDL TA0APCDR TA0IFFDL TA1AIFDL TA1AFfDL TA1APIDL TA1PafDL TA2AFADI TA2PPaDL TA3AIADL TA3AiFDI TA3AiFDL TA3APCDI TA3aAaDL TA3IFFDR TA3iFFDR TA3iFFDL TA3iFADL TA3FCFDI TA3FCFDL TA3PaADL TA4aFIDL TA5AFfDI TA5FACDL TA5FIFDL TA5FPADL TA5FCFDI TA6aaIDL TA6aIIDL TA6iFIDL GCJaAADL GCJaPaDI GCJIFPDL GCjiFiDR GCjiFIDL GCOIFFDL GCWiApDL GCWPaIDI GCWPFIDI GCFiFIDL GMOIFFDL GMoiFADL GMPIFFDL GMpiIfDL GMpiFFDL GMpiFPDL GMqiFADL GMRIFFDL GMRIFPDL GMrIFPDL GMriFFDL GMKIFFDL GMKPAIDI GMkAFADI GMkAPADI GMkIFFDL GMkIFPDL GMkPFIDI GMLIFPDL GMLPPIDI GMlAFADI

GMlIFFDL GMlIFPDL GMMIFPDL GMmAPADI GMmIFPDL GMNIFPDL GMnIFPDL GMWFAIDI GMWPaIDI GMWPIIDI GMWPPIDI GMwIFFDL GMwPAIDI GMXPIIDI GMxiApDL GMYIFPDL GMYPAIDI GMYPPIDI GMyiApDL GMyPAIDI GMZIFFDL GMZPAIDI GMzIFFDL GMzIFPDL GMsiFIDL GMtiFiDR GMtiFIDL GMviFIDL GMFiFIDL GMfaAIDL GMfiFIDL GMGiFIDL GMhiFIDL GMIiFIDL GMiiFIDL GMAiFIDL GMaiFIDL GMBiFIDL GMDiFIDL GM0iFIDL GM3iFIDL GM5aAIDL GM5aPIDL GM6iFIDL GM7aAIDL GM7iFIDL GEOAFaDI GEOaAFDL GEOaFCDL GEOaFPDL GEOIFFDL GEOiAPDI GEOFAPDL GEOFaPDL GEOFiPDL GEoaAADI GEoaAADR GEoIFFDI GEoIFFDL GEoICCdL GEoiFAdR GEoiFidR GEoFACDL GEoFaFDL GEoFiFDL GEoFPFDL GEoFPCDL

GEPAFaDI GEPIFFDI GEPIFFDL GEPIFPDL GEPFAPDL GEPFaPDL GEpACCdL GEpFAFDL GEpFACDL GEpFaFDL GEpFiFDL GEpFiCDL GEpFPFDL GEpFPCDL GEQAFaDI GEQaAaDR GEQaAADI GEQaAADL GEQaAIDL GEQaFPDL GEQIFPDL GEQiFPDL GEqaAiDI GEqaPIDL GEqIFFDI GEqIFPDI GEqiFAdR GEqiFiDR GEqiFIDR GEqiFIdR GEqFaFDL GEqFiFDL GEqFPFDL GERaAIDR GERFAPDL GERFaPDL GERFiPDL GEraAADI GEraAIDL GErIFFDI GEriFidR GEriFIdR GErFaFDL GErFPFDL GEKAFaDI GEKaAaDI GEKaaaDI GEKaaADL GEKaPaDI GEKiAaDI GEkIFPDL GELAFaDI GELAFADI GELAPaDI GELaPaDI GELIFPDL GELiAADL GEMaaADL GEMaiPDL GEMaPaDI GEMiAADL GEMiaCDL GEMiIPDL GEMPAIDI GEMPIIDI GEMPFIDI GENAFADI

GENAPaDI GENAPADI GENaaaDI GENaaADL GENaFaDI GENaPaDI GENiAFDL GEnAFADI GEnAPADI GEnIFFDL GEWIFFDL GEWiIPDL GEWPAIDI GEwIFPDL GEXaAADL GEXIFPDL GEXiFFDL GEXPPIDI GExIFFDL GEYIFFDL GEYFaIDI GEYPAIDI GEYPIIDI GEZFaIDI GEsaAiDR GEsaFIDL GEsaCIDL GEsiFIDL GETiFiDR GETiFIDL GEtiFIDL GEuaFIDL GEuaPIDL GEuiFIDL GEViFIDL GEFiFIDL GEGiFIDL GEhaFIDL GEhiFIDL GEIiFIDL GEaiFIDL GEbiFIDL GECiFIDL GEDiFIDL GEdiFIDL GE0iFIDL GE1iFIDL GE4iFIDL GQOAAcdI GQOAAcdR GQOAApdL GQOaaaDL GQOiAPDL GQOFFADL GQPAAcdI GQPAaCDL GQPAiPDL GQPaFADL GQPiAPDL GQPPaFdL GQQPaFdL GQQPiFdL GQqiIfDL GQKAAcdR GQKAApdL GQKAAIDL GQKAIIDL

GQKAPIDI GQKAPIDL GQKaaaDL GQKIAaDL GQKIFaDL GQKiaaDL GQKiFADL GQkAICDL GQkAPCDL GQkIPaDL GQkFaaDL GQkFIADL GQkPAADL GQLAAIDL GQLAaPDL GQLAipDL GQLaACDL GQLaAPDL GQLaAADL GQLaaPDL GQLaaADL GQLaIADL GQLaFADL GQLIFaDL GQLiAPDL GQLiaPDL GQMFAiDL GQMFaiDL GQMFIiDL GQMFFiDL GQMFPiDL GQmIAfDL GQmIPfDL GQmIPaDL GQmiAfDL GQmiIfDL GQmFPiDL GQWAAcdR GQWAApdL GQWAAADL GQWAPIDL GQWaiaDL GQWiFaDL GQwAFADL GQwIPaDL GQwFPaDL GQwPAcdL GQwCAcdL GQXAACDL GQXAAaDL GQXaaADL GQXaIaDL GQXaIADL GQXaiaDL GQXaFADL GQXaPaDL GQXIFADL GQXiaaDL GQXiFADL GQxAAcDL GQxAicDL GQxaAADL GQxaaaDL GQxaFADL GQxaPaDL GQxaCADL GQxIAADL

GQxIPaDL GQxiaaDL GQxFPaDL GQxFPADL GQxPACdL GQxPaCdL GQYAFiDL GQYFaiDL GQYFaIDL GQYFIiDL GQYFFiDL GQYFPiDL GQYFPIDL GQYPFIdL GQYCFidL GQyAFiDL GQyaafDL GQyaFcDL GQyiAfDL GQyiIfDL GQyFIiDL GQyFPiDL GQSAACDL GQSAAPdI GQSAAaDL GQSAAADL GQSAaPdI GQSAICDL GQSAiPdI GQSAPaDL GQSAPADL GQSaaaDL GQSaPaDL GQSiaaDL GQSiPPDL GQSFaADL GQSFFaDL GQSPPADL GQsAPadI GQsIFIDL GQsiFADL GQsiFIDL GQTAACDL GQTAAPdI GQTAaCDL GQTAaPdI GQTAaADL GQTAICDL GQTAiPDL GQTAFADL GQTAPCDL GQTAPaDL GQTiACDL GQTPIADL GQtFPaDL GQtCaCdL GQUIaPdI GQUIiPdI GQuPCCdL GQuCPCdL GQFAAcdL GQFAApDL GQFAIcDL GQFAipDL GQFAPcDL GQFAPCDL GQFAPpDL

GQFAPaDL GQFaAcDL GQFIFIDL GQFPIADL GQFPPaDL GQFPPADL GQfAAcdI GQfAPadI GQfIFIDL GQfiFIDL GQfPCcdL GQfCAcdL GQfCacdL GQGAApDL GQGAAPdI GQGAacDL GQGAaCDL GQGAaPdI GQGAIPdI GQGAicDL GQGAiCDL GQGAipDL GQGAiPdI GQGAPcDL GQGAPpDL GQGAPaDL GQGaacDL GQGaapDL GQGaipDL GQGaPpDL GQGIFIDL GQGiAcDL GQGiApDL GQGiFIDL GQGFAADL GQGFFaDL GQGFPaDL GQGFPADL GQGPACdL GQGPaCdL GQGPIaDL GQGPIADL GQGPCCdL GQGCaCdL GQGCICdL GQgIFADL GQgFPaDL GQgCACdL GQHPICdL GQHCPCdL GQhPaCdL GQhPiCdL GQIAiPdI GQAAApDL GQAAacDL GQAAPcDL GQAIFIDL GQAFPaDL GQAPACDL GQAPApDL GQaAaIDL GQaAIIDL GQaAPadI GQaIFIDL GQBAAcDL GQBAApDL GQBAaPdI



22

GQBAIPdI GQBAipDL GQBAiPdI GQBiFIDL GQBFPaDL GQBPACDL GQBPipDL GQBPCCdL GQBCACdL GQBCaCdL GQBCICdL GQBCPCdL GQbAPadI GQbIAADL GQbFPaDL GQCPPcdL GQCCACdL GQ0AIIDL GQ0APadI GQ0iFIDL GQ0PPaDL GQ1AaIDL GQ1AIIDL GQ1APadI GQ1PacdL GQ1PPcdL GQ1PCcdL GQ1CAcdL GQ1CacdL GQ1CIcdL GQ1CicdL GQ2AaPdI GQ2AIPdI GQ2AiPdI GQ2IFIDL GQ2FaaDL GQ2FFaDL GQ2PAcDL GQ2PCCdL GQ2CICdL GQ2CiCdL GQ3FPaDL GQ4CPCdL GLoAAFDI GLoAIFDI GLoAFaDI GLoAFadI GLoAPFDI GLoaPaDI GLoaPADR GLoiACDI GLoiAPDI GLoiFFDI GLoFAADI GLoPFADI GLpAFPDI GLpAFaDI GLpAFADI GLpAFIDI GLpaAFDI GLpaiFDI GLpaiCDI GLpaiPDI GLpaFFDI GLpaFPDI GLpaFaDI GLpaFadL

GLpaPFDI GLpaPPDI GLpaPaDI GLpaPaDL GLpaCFDI GLpIAFDI GLpIFFDI GLpiAFDI GLpiAPDI GLpiaCDI GLpiaPDI GLpiFFDI GLpiFADI GLpiPFDI GLpFaaDI GLpFPADI GLpFPIDL GLqAIFDI GLqAiFDI GLqAicDL GLqAFaDI GLqaAaDL GLqaAIDL GLqaFfDL GLqaPaDI GLqaPADL GLqaCFDL GLqIiFDL GLqFaADI GLqFIADI GLqFPADI GLqPFADI GLRaAADL GLrAFFDI GLrAFADI GLrAFAdI GLraAIDL GLraPaDI GLraPaDL GLraPADL GLraCFDL GLrIFPDL GLrIPFDL GLriACDI GLrFIADI GLrFFADI GLKAaiDR GLKAFADI GLKAPADI GLKaAiDL GLKiAiDL GLkAAaDI GLkAAADI GLkAIADI GLkAFADI GLkAPaDI GLkaAaDI GLkaaaDI GLkaPaDI GLkaCaDI GLkIAaDI GLkIFFDL GLkIFPDL GLkIFaDI GLkiAaDI GLkiFaDI GLkFaIDI

GLkPAIDI GLkPIIDI GLkPFIDI GLLAIiDL GLLaAiDL GLLaaiDL GLLaFaDI GLlAFADI GLlIAaDI GLlIaCDL GLlIiFDL GLMAaiDL GLMAIiDR GLMAIiDL GLMaAiDL GLMaFiDL GLmaPADL GLNaAiDL GLNaAIDL GLNaIIDL GLNIAIDL GLnACPdR GLnaPADL GLnaCFDL GLnIACDI GLnIaADL GLWIAIDL GLWIFIDL GLwACPdR GLwIFFDL GLwIFPDL GLwiAfDL GLwPAIDI GLwPaIDI GLwPifDL GLXIIADL GLxaAPDL GLxaaCDL GLxaFaDL GLxaCCDL GLxIPaDL GLxiAFDL GLxiAPDL GLxiaFDL GLxiFFDL GLxiFPDL GLxPAcDL GLxPPfDL GLYaAiDL GLYaAIDL GLYaaiDL GLYaFIDL GLyaPFDL GLyaPADL GLyIFaDL GLzAIFDL GLzACPdR GLzaAaDL GLzaPFDL GLzaPADL GLzIACDL GLzIAaDL GLzIFPDL GLzIFADL GLzIPCDL GLzFCFDL GLSAIiDR

GLSaAiDR GLSaIiDR GLSaFiDR GLSIAiDR GLSIFAdR GLSIFIDR GLSIPADR GLSiAiDR GLsAAFDI GLsAACDI GLsAafDI GLsAacDI GLsAIFDI GLsAICDI GLsAicDI GLsAFFDI GLsIAaDI GLsIPaDI GLsiFFDI GLsiFPDI GLsiFiDR GLTAIiDR GLTAIiDL GLTaAiDL GLTFAFDI GLTFiCDI GLTPIiDL GLtAAaDL GLtAPaDL GLtaAaDL GLtaacDL GLtaaaDL GLtaipDL GLtaFaDL GLtaPFDI GLtaPaDL GLtaPADI GLtIACDI GLtIAaDI GLtIaFDL GLtIaCDL GLtIPfDL GLtIPCDI GLtIPaDI GLtiFfDL GLtiFaDL GLtiFiDR GLtFPADI GLtFPIDL GLtPAADI GLtPAIDL GLtPaADI GLtPFIDL GLtPPADI GLUAaiDL GLuAACdI GLuAIcDL GLuAiCdI GLuaAaDL GLuaacDL GLuaIfDL GLuaicDL GLuaipDL GLuaPFDL GLuaPpDL GLuaCFDL GLuIPcDL

GLuiApDL GLuiFfDL GLuiFPDI GLvAIfDL GLvAPaDL GLvaAaDL GLvaFaDL GLvaFADL GLvaPFDL GLvaPaDL GLvaCFDL GLvIAaDI GLvIFaDI GLviAFDI GLviFPDI GLFFIiDR GLfAPaDL GLfPAcDL GLfPAADL GLfPaADL GLfPIADL GLfPifDL GLfPPcDL GLGAIiDL GLGiFIDL GLGPIiDL GLgFAPDL GLgFIPDL GLgFFIDL GLgFPIDL GLgPAcDL GLgPAIDL GLgPFIDL GLgPPcDL GLhAACdI GLhAApDL GLhAaCdI GLhAiCdI GLhaApDL GLhaAaDL GLhaaaDL GLhaIcDL GLhaicDL GLhaPFDL GLhaPCDL GLhaPpDL GLhaCFDL GLhIAcDL GLhiApDL GLhiFfDL GLhiFaDL GLhFaPDL GLhFIPDL GLhPIcDL GLhPicDL GLIFaIDL GLIFIIDL GLIPIiDL GLiAaCdI GLiAICDL GLiAiCdI GLiFAPDL GLiFaPDL GLiFIPDL GLiFiPDL GLiPAcDL GLiPifDL

GLiPFPdL GLiPPcDL GLaFIPDL GLBAIiDL GLBAIIDL GLBaiIDL GLBIAiDL GLBFaIDL GLBPIiDL GLbAAIDL GLbFFFDL GLbFFIDL GLbPAIDL GLbPFIDL GLCFaIDL GLcAACdI GLcAApDL GLcAICDL GLcAIADL GLcAiCDL GLcAiCdI GLcACCdL GLcFAPDL GLcFIPDL GLcFiPDL GLcFFaDL GLcFPpDL GLcFPPDL GLcFCPDL GLcPICDL GLcPIpDL GLcPiCDL GLcPFPDL GLcPFaDL GLDAIIDL GLDIAiDL GLDIAIDL GLDFIIDL GLDPIiDL GL2AIiDL GL2aaIDL GL2IAiDL GL2IaiDL GL2FIiDL GL2FIIDL GL4PIiDL GL4PIIDL GL5FIPDL GL6aiIDL GL6IaiDL GL6IaIDL GL6FIIDL GAOAACdI GAOaAFDL GAOaFCDL GAOaFaDI GAOiAFDL GAoAacDI GAoAicDI GAoaFfDL GAoIFFDI GAoIFFDL GAoFapDL GAoPAfDL GAoPafDL GAoPicDL GAoPipDL

GAoPPfDL GAPAFaDI GAPaFaDI GAPaFADI GAPFAaDI GAPFFaDI GAPFPADI GApaPADI GApiAPdI GApiFaDI GApCiCdL GAQIACdI GAQIICdI GAQIIPdI GARaFADI GAKAaADI GAKAPaDI GAKaAFDL GAKaAaDI GAKIFIDL GAKiAFDL GAKiAaDI GAKiFFDL GAKiFPDL GAkAAfDL GAkAIfDL GAkAifDL GAkAFpDL GAkAPcDL GAkAPIDL GAkaAaDI GAkaafDL GAkaFfDL GAkaFcDL GAkIFFDL GAkIFPDL GAkiFaDI GAkPafDL GAkPPfDL GALAPADI GAlAFIDI GAlaaaDL GAlFPaDL GAMaPiDI GAmAIADL GAmAFiDI GAmaIcDL GAmaIiDI GAmaFiDI GAmaPiDI GAmaCiDI GAmIIPdI GAmIFFDL GAmiApDL GAmiIcDL GAmFPADL GAmPaCDL GAmPiPDL GAniAADI GAniaADI GAniIADI GAniIIDI GAniPADI GAniCADI GAWaFCDL GAWIFIDL GAWiFIDL



23

GAWFIADL GAwAafDL GAwAacDL GAwAIfDL GAwAifDL GAwAipDL GAwaFfDL GAwaFIDL GAwIFFDL GAwIFPDL GAwiFfDL GAxaFFDL GAxFPaDL GAxPIaDL GAyAIADL GAyiApDL

GAyiAaDL GAyiFaDL GAziIIDI GASAACdI GASAAPdI GASAAaDI GASAaIDR GASAiCdI GASAPaDI GASaAaDI GASaaaDI GASaiaDI GASaPaDI GASIFIDL GASiaaDI GAsAaCdI

GAsAIFDI GAsAIFDL GAsAiCdI GAsaFpDL GAsaPaDI GAsiaaDI GAsiFpDL GAsiFaDI GAsFApDL GAsPAfDL GAsPPfDL GATAAaDL GATAPaDL GATaaaDL GATaiaDL GATaFADL

GATaPaDL GATPPADI GAtCICdL GAUIACdI GAUIiCdI GAuAPcdR GAuPICDL GAuPicDL GAuPipDL GAuCACdL GAuCicdL GAuCiCdL GAViFIDL GAViPADR GAFAIADL GAFIFIDL

GAFFIADL GAFPAADL GAfAPIDL GAGaAaDL GAGFFaDL GAGFPaDL GAgaAaDL GAgiFaDL GAgCICdL GAhCAcdL GAhCACdL GAAAICDL GAAAIADL GAAAiCDL GAAAPaDL GAAaAaDL

GAAaaaDL GAAaiaDL GAAiaaDL GAAFAADL GAAFIADL GAAPaADL GABAaCdR GABPCCdL GABCACdL GABCPCdL GAbaAaDL GAbaaaDL GACCICdL GAcIAPdI GA0AICDL GA0AiCDL

GA0aaaDL GA0iaaDL GA0FIADL GA0PAADL GA1APIDL GA2AaCdR GA2CICdL GA2CiCdL GA3iFADL GA5IAPdI GA6iIIDL

÷ Rularea programului `run 8_mdfv_mult.pas` pentru a obţine modele de regresie simplă sau

multiplă. Acest program creează iniţial tabela `logBBB_qsar`.

÷ Rularea programului `9_mdfv_clean.php` pentru îndepărtarea regressilor invalide (coeficienţi

neacceptaţi).

÷ Modelele structură - activitate au fost generate pentru un număr de variabile în ecuaţie de la 1 la 4

(descriptori de structură).

÷ Criteriul principal de selectare a unui model a fost abilitatea de estimare exprimată prin

coeficientul de determinare.

Analiză şi validare modele

÷ Cel mai performant model cu 1 descriptor:

Valoarea estimată a activităţii şi diferenţa dintre măsurat şi estimate prin ecuaţia QSAR sunt

redate în Tabelul 9. Ŷ=-3.24·10-1+TLtFAIDL*(-1.33) Eq. 4

unde Ŷ1d = logBBB estimat de modelul cu 1 descriptor, TLtFAIDL = descriptor din familia MDFV.

Tabelul 9. Estimate versus măsurat: cel mai performant model cu 1 descriptor

Mol logBBB logBBB prezis Reziduuri 1 -2.7000 -0.1800 -1.2400 2 -2.2000 -0.2166 -1.7834 3 -2.0000 -0.3865 -0.6735 4 -1.8800 -0.0792 0.1892 5 -1.6000 0.5420 -0.0520 6 -1.4200 0.6126 0.2174 7 -1.3010 -0.3292 -0.9008 8 -1.3000 -0.3696 -0.4504 9 -1.2600 -0.2084 -0.2516

10 -1.2300 -0.2072 -0.0328 11 -1.2000 0.7159 -0.5759



24

12 -1.1000 -0.2028 0.1228 13 -1.0600 0.8457 -0.4757 14 -0.8200 0.6550 0.3550 15 -0.7800 0.6319 0.2681 16 -0.7450 -0.2008 0.0508 17 -0.7200 -0.2043 0.0343 18 -0.7000 0.7033 0.2667 19 -0.6700 0.6960 0.3440 20 -0.5200 0.1094 0.2906 21 -0.5000 0.7268 -0.7268 22 -0.4600 -0.5243 0.7643 23 -0.3400 -0.2125 0.3425 24 -0.3100 -0.2866 0.6366 25 -0.3100 0.6679 0.1421 26 -0.2900 0.6902 0.1098 27 -0.2400 -0.4491 0.8691 28 -0.2200 0.7268 0.2032 29 -0.1800 -0.3554 0.3854 30 -0.1700 0.7268 0.0332 31 -0.1600 -0.2023 0.0423 32 -0.1600 -0.2008 0.0508 33 -0.1500 0.7435 -0.3735 34 -0.1500 -0.4044 -0.0956 35 -0.0970 -0.5236 0.6436 36 -0.0800 -0.2201 0.2991 37 -0.0200 -0.4036 -0.6964 38 0.0000 -0.2187 1.6587 39 0.0000 -0.2137 -0.0063 40 0.0000 -0.2017 -0.4983 41 0.0300 -0.6444 -0.0756 42 0.0300 -0.3876 0.7776 43 0.0440 -0.2907 0.5307 44 0.0790 0.5490 -0.5050 45 0.1100 0.0903 0.9097 46 0.1200 -0.2169 0.5769 47 0.1300 -0.2916 1.2916 48 0.1400 -0.3541 0.9041 49 0.2400 -0.2163 1.2763 50 0.2400 0.0886 1.1414 51 0.3400 0.6208 -0.6208 52 0.3500 -0.2157 0.0557 53 0.3600 0.2983 -1.5993 54 0.3700 -0.4051 0.2251 55 0.3700 -0.2143 0.1173 56 0.3900 -0.2116 -0.0784 57 0.4000 -0.4060 0.0960 58 0.4000 -0.4022 0.4322 59 0.4200 0.3232 0.2768 60 0.4900 -0.4520 -0.8080 61 0.5300 -0.6067 -0.1383 62 0.5500 -0.4460 1.0560 63 0.6000 -0.2099 0.2099 64 0.6100 -0.2108 -0.1292



25

65 0.7600 0.6126 0.2674 66 0.8000 0.6199 0.3801 67 0.8100 0.6331 0.3569 68 0.8200 -0.2151 1.0351 69 0.8300 0.6331 -0.1031 70 0.8800 -0.4089 0.8089 71 0.8900 -0.4460 -0.3340 72 0.9000 -0.4073 0.3873 73 0.9300 -0.5229 -0.1471 74 0.9700 -0.2661 -1.6139 75 0.9900 -0.3540 -1.2460 76 1.0000 -0.4063 -2.2937 77 1.0000 -0.3825 -0.9175 78 1.0000 -0.4045 -1.7955 79 1.0100 -0.2099 -0.9901 80 1.0400 -0.0722 0.4122 81 1.0600 -0.5337 0.0137 82 1.2300 -0.4022 0.0922 83 1.4400 0.6126 0.2774

a. Analiza modelului de regresie este redată în Tabelul 10.

Tabelul 10. Analiza ANOVA: modelul cu 1 descriptor

df SS MS F Significance F Regression 1 16.21866039 16.21866 30 5.11E-07 Residual 81 44.08414679 0.544249 Total 82 60.30280718

Activitatea măsurată versus activitatea estimată cu modelul cu 1 descriptor este redată în Figura

5.

1 50

-1.00

-0.50

0.00

0.50

1.00

1.50

2.00

-1.00 -0.50 0.00

Obs

erva

t

Figura 5. Măsurat vs estimat de ecuaţia cu 1 descriptor

b. Analiza corelaţiei activitate măsurată – activitate estimată de modelul QSAR -

descriptori (Tabelul 11):



26

Tabelul 11. Analiza corelaţiei: modelul cu 1 descriptor

Pearson TLtFAIDL logBBB logBBBprezis TLtFAIDL - -0.52 -1logBBB 5.1e-7 - 0.52 logBBBprezis 0.0e-1 5.1e-7 - Semicantitativ - λ TLtFAIDL logBBB logBBBprezis TLtFAIDL - 0.51 1logBBB 8.8e-7 - 0.51 logBBBprezis 1.3e-2155 8.9e-7 - Spearman - ρ TLtFAIDL logBBB logBBBprezis TLtFAIDL - -0.5 -1logBBB 1.5e-6 - 0.5 logBBBprezis 2.0e-2033 1.5e-6 - Kendall tau a - τa TLtFAIDL logBBB logBBBprezis TLtFAIDL - 0.34 1logBBB 7.2e-6 - 0.33 logBBBprezis 1.4e-40 7.4e-6 - Kendall tau b - τb TLtFAIDL logBBB logBBBprezis TLtFAIDL - 0.34 1logBBB 7.2e-6 - 0.33 logBBBprezis 1.4e-40 7.4e-6 - Kendal tau c - τc TLtFAIDL logBBB logBBBprezis TLtFAIDL - 0.33 0.98logBBB 9.3e-6 - 0.33 logBBBprezis 1.2e-39 9.5e-6 - Gamma TLtFAIDL logBBB logBBBprezis TLtFAIDL - 0.34 1logBBB 0.13 - 0.34 logBBBprezis 7.6e-41 0.13 -

c. Analiza leave-one-out (Tabelul 12):

Tabelul 12. Parametrii în analiza leave-one-out: model cu 1 descriptor

Parametrul Estimat Prezis SSe 44.08 45.82 QSSe 0.74 0.75 r2 0.2689 0.2409 F 30 26 p 5.11E-7 2.58E-6



27

÷ Cel mai performant model:

Ŷ =-1.99(±0.97) + TQXIPadL*(-3.91E-001(±0.11)) + TQ5APIDL*(-2.23E-

001(±0.07))+GLwACPdR*(-5.15E-001(±0.26)) + GLqIiFDL*(-2.08E-001(±0.07))

Valoarea estimată a activităţii (ElogBBB) şi diferenţa dintre măsurat şi estimate prin ecuaţia

QSAR (res = reziduuri) sunt redate în Tabelul 13 .

Tabelul 13. Estimate versus măsurat: cel mai performant model pentru compuşii organici ce traversează bariera hemato-encefalică

Mol logBBB ElogBB Res 001_2756 -1.42 -1.141 -0.2794 003_72108 -2.00 -1.338 -0.6625 005_51671 -1.06 -1.207 0.1473 006_2803 0.11 -0.413 0.5230 007_4992 0.49 -0.043 0.5332 008_3696 0.83 1.256 -0.4262 009_5039 -1.23 -0.112 -1.1184 010_50287 -0.82 -1.249 0.4291 024_9971484 -0.46 -1.025 0.5654 025_10498206 -0.24 0.23 -0.4697 029_91769 0.14 0.716 -0.5764 031_6569 -0.08 0.717 -0.7966 032_241 0.37 0.463 -0.0933 033_7282 1.01 0.481 0.5291 034_11507 0.90 1.201 -0.3014 035_3776 -0.15 -0.387 0.2375 036_6560 -0.17 0.24 -0.4104 037_7892 0.97 0.737 0.2326 038_6403 1.04 0.687 0.3527 040_6278 0.40 0.169 0.2306 041_3283 0.00 0.937 -0.9365 042_3226 0.24 -0.371 0.6105 044_9844 0.13 -0.502 0.6317 045_3562 0.35 0.391 -0.0411 046_8900 0.81 0.476 0.3343 047_8058 0.80 0.537 0.2633 048_3763 0.42 -0.562 0.9818 049_7296 0.93 1.006 -0.0760 050_947 0.03 -0.014 0.0444 051_8003 0.76 0.904 -0.1440 052_1031 -0.16 -0.353 0.1927 053_180 -0.15 -0.032 -0.1185 055_1140 0.37 1.152 -0.7819 057_2244 -0.50 -0.179 -0.3206 058_4737 0.12 -0.028 0.1483 059_5983 0.08 0.409 -0.3305 060_338 -1.10 -0.123 -0.9774 061_5566 1.44 1.238 0.2022 062_3121 -0.22 -0.466 0.2461 063_2520 -0.70 -1.033 0.3328 064_5726 -0.72 -0.964 0.2441 083_948 0.03 -0.231 0.2614 066_3658 0.39 -0.108 0.4984 067_5452 0.24 0.183 0.0566



28

068_2118 0.04 -0.281 0.3249 069_192706 1.00 0.604 0.3961 070_4192 0.36 -0.22 0.5798 071_83909 1.00 0.612 0.3881 072_5284371 0.55 -0.257 0.8070 073_2726 1.06 0.487 0.5728 074_4926 1.23 0.748 0.4820 075_4463 0.00 -0.616 0.6162 076_3035905 -0.16 0.295 -0.4547 077_3043 -1.30 -1.048 -0.2526 078_3672 -0.18 -0.387 0.2068 079_2206 -0.10 0.185 -0.2818 080_2153 -0.29 -0.467 0.1775 081_1983 -0.31 -0.148 -0.1623 084_6348 0.60 0.466 0.1342 086_3715 -1.26 -0.541 -0.7189 087_5362440 -0.75 -1.005 0.2596 088_4616 0.61 -0.115 0.7247 096_2554 0.00 -0.582 0.5819 097_2555 -0.34 0.009 -0.3486 101_2160 0.88 0.645 0.2348 102_2995 1.00 1.309 -0.3088 103_4184 0.99 0.41 0.5804 104_166560 0.82 0.312 0.5080 110_4205 0.53 0.416 0.1141 111_21844 0.40 0.061 0.3389 112_3151 -0.78 -0.386 -0.3945 114_5073 -0.02 -0.372 0.3518 115_475100 -0.67 -0.865 0.1951 116_55482 -1.88 -1.072 -0.8083 117_2708 -1.60 -0.99 -0.6098 120_5288826 -2.70 -1.066 -1.6339 121_994 -1.30 -0.425 -0.8750 122_1775 -2.20 -1.636 -0.5638 123_4946 -1.20 -0.271 -0.9286 126_6575 0.34 0.196 0.1441 127_450682 -0.52 -0.092 -0.4281 128_1983 -0.31 -0.148 -0.1623 129_2160 0.89 0.645 0.2448

Media erorii exprimată ca medie a diferenţei absolute dintre valoarea activităţii măsurate şi

valoare activităţii estimate de către modelul QSAR exprimată procentual a fost de 10.05 %.



29


Tabelul 14. Analiza ANOVA: modelul cu 4 descriptori

df SS MS F pF Regresie 4 38.47 9.6196 34.38 1.58E-16 Reziduri 78 21.82 0.2798 Total 82 60.30

Coeficienţi Eroarea standard t pt

Intercept -2.00 0.49 -4.10 9.91E-05 TQXIPadL -0.39 0.06 -7.06 6.10E-10 TQ5APIDL -0.22 0.04 -6.05 4.63E-08 GLwACPdR -0.51 0.13 -3.98 1.52E-04 GLqIiFDL -0.21 0.04 -5.92 8.05E-08

Reprezentarea grafică a reziduurilor este redată în Figura 6.

-3

-2.5

-2

-1.5

-1

-0.5

0

0.5

1

1.5

2

-2 -1.5 -1 -0.5 0 0.5 1 1.5

Reziduuri

logB

BB

Figura 6. Reziduuri versus descriptor: model cu 4 descriptori

Activitatea măsurată versus activitatea estimată cu modelul cu 4 descriptori este redată în

Figura 7.



30

R2 = 0.6381

-3

-2.5

-2

-1.5

-1

-0.5

0

0.5

1

1.5

2

-2 -1.5 -1 -0.5 0 0.5 1 1.5

Estimat

Obs

erva

t

Figura 7. Măsurat vs estimat de ecuaţia cu 4 descriptor



Tabelul 15. Analiza corelaţiei: modelul cu 4 descriptor

Pearson (r) logBBB TQXIPadL TQ5APIDL GLwACPdR GLqIiFDL ElogBB logBBB - -0.53 -0.35 -0.34 -0.32 0.8 TQXIPadL 3.5e-7 - -0.07 0.08 0.1 -0.66 TQ5APIDL 1.0e-3 0.56 - 0.2 -0.24 -0.44 GLwACPdR 1.9e-3 0.45 0.07 - -0.17 -0.42 GLqIiFDL 3.1e-3 0.36 0.03 0.13 - -0.4 ElogBB 1.5e-19 1.5e-11 2.6e-5 7.3e-5 1.7e-4 - Semi-cantitativ (λ) logBBB TQXIPadL TQ5APIDL GLwACPdR GLqIiFDL ElogBB logBBB - 0.52 0.32 0.35 0.35 0.79 TQXIPadL 4.1e-7 - 0.07 0.11 0.11 0.65 TQ5APIDL 2.8e-3 0.52 - 0.16 0.17 0.42 GLwACPdR 1.1e-3 0.31 0.16 - 0.09 0.46 GLqIiFDL 1.2e-3 0.34 0.12 0.42 - 0.42 ElogBB 4.1e-19 4.1e-11 7.4e-5 1.4e-5 8.2e-5 - Spearman (ρ) logBBB TQXIPadL TQ5APIDL GLwACPdR GLqIiFDL ElogBB logBBB - -0.52 -0.3 -0.37 -0.38 0.79 TQXIPadL 4.8e-7 - -0.08 0.15 0.11 -0.64 TQ5APIDL 0.01 0.48 - 0.12 -0.13 -0.4 GLwACPdR 5.6e-4 0.16 0.26 - -0.05 -0.5 GLqIiFDL 3.7e-4 0.32 0.25 0.67 - -0.44 ElogBB 1.1e-18 1.1e-10 1.9e-4 1.8e-6 3.7e-5 -



31

Kendall tau a (τa) logBBB TQXIPadL TQ5APIDL GLwACPdR GLqIiFDL ElogBB logBBB - 0.34 0.2 0.25 0.26 0.6 TQXIPadL 5.9e-6 - 0.05 0.1 0.06 0.42 TQ5APIDL 0.01 0.51 - 0.08 0.09 0.28 GLwACPdR 7.1e-4 0.18 0.29 - 0.03 0.35 GLqIiFDL 5.8e-4 0.38 0.24 0.71 - 0.3 ElogBB 1.5e-15 1.5e-8 1.5e-4 3.0e-6 5.4e-5 - Kendall tau b (τb) logBBB TQXIPadL TQ5APIDL GLwACPdR GLqIiFDL ElogBB logBBB - 0.35 0.2 0.25 0.26 0.6 TQXIPadL 4.3e-6 - 0.05 0.11 0.07 0.44 TQ5APIDL 0.01 0.51 - 0.08 0.09 0.28 GLwACPdR 7.1e-4 0.17 0.29 - 0.03 0.35 GLqIiFDL 5.8e-4 0.38 0.24 0.71 - 0.3 ElogBB 1.5e-15 9.0e-9 1.5e-4 3.0e-6 5.4e-5 - Kendall tau c (τc) logBBB TQXIPadL TQ5APIDL GLwACPdR GLqIiFDL ElogBB logBBB - 0.33 0.2 0.25 0.25 0.59 TQXIPadL 5.6e-6 - 0.05 0.1 0.06 0.42 TQ5APIDL 0.01 0.51 - 0.08 0.09 0.28 GLwACPdR 8.2e-4 0.18 0.3 - 0.03 0.34 GLqIiFDL 6.7e-4 0.38 0.25 0.71 - 0.3 ElogBB 3.3e-15 1.3e-8 1.9e-4 3.9e-6 6.6e-5 - Gamma (Γ) logBBB TQXIPadL TQ5APIDL GLwACPdR GLqIiFDL ElogBB logBBB - 0.49 0.2 0.25 0.26 0.6 TQXIPadL 1.1e-3 - 0.07 0.15 0.1 0.62 TQ5APIDL 0.58 0.95 - 0.08 0.09 0.28 GLwACPdR 0.39 0.78 0.93 - 0.03 0.35 GLqIiFDL 0.35 0.9 0.92 0.99 - 0.31 ElogBB 1.6e-6 4.0e-7 0.28 0.1 0.2 -






32

Obiectivul 3.2. Derivaţi de sulfonamide - inhibitori ai anhidrazei carbonice II &

Taxoizi – inhibiţia creşterii celulare (elaborare modele structură-activitate)


Derivaţi de sulfonamide – inhibitori ai anhidrazei carbonice II

Supuran şi colaboratorii [19] realizează în 1999 un studiu al relaţiilor structură-proprietate a

derivaţilor disulfonaminici (1,3,4-tiadiazol şi 1,3,4-tiadiazoline) cu activitate inhibitoria asupra

anhidrazei carbonice. Expresii cuantice QSAR pentru 20 1,3,4-tidiazol disulfonamide şi 20 1,3,4-

tidiazoline disulfonamide, care sunt inhibitori ai anhidrazei carbonice, pentru izomerii CA I, CA II şi

CA IV au fost dezvoltate pe baza calculelor de tipul AM1 (Austin Model 1). Sarcina pe atomii din

gruparea sulfonamidică s-a dovedit a fi de importanţă centrală, alături de câmpul electric în punctele

centrale ale grupării primare sulfonamidice. De asemenea, polarizabilitatea moleculei este implicată

într-o manieră anizotropică. O nouă facilitate este corelaţia cu energia de solvatare a moleculei,

calculată prin modelul continuu COSMO. Următoarele modele au fost identificate ca fiind performante:

÷ Anhidraza carbonică I: logIC50 = Πxx*9,29·10-3 - Πzz * 5,72·10-3 – QNr2*13,04 + QS1*17.07 + QS2 * 1,560 + μx * 6,90·10-2 – 50,29

n = 40; r2 = 0.753; Q2 = 0.628; s = 0.289; F = 16,78; Λ = 2,87 (indicator de diagnostic; Λ =1/n*∑(1/λi) Eq. 5

unde λi = eigenvalues ale matricii de corelaţie a descriptorilor; o valoare > 5 indică existenţa unei

probleme de colinearitate).

÷ Anhidraza carbonică II: logIC50 = Πxx*8,92·10-3 – QCr1 * 6,68 + QS1*18,97 – EH *0,736 + μx * 0,0667 - μz * 0,0417 + ΔHS * 0,0275 – 64,15

n = 40; r2 = 0.719; Q2 = 0.475; s = 0.304; F = 11,70; Λ = 2,47 Eq. 6

÷ Anhidraza carbonică IV: logIC50 = Πxx*7,31·10-3 – QCr1 * 5,570 + QS1*11,46 + μx *0,0602 – 37,16

n = 40; r2 = 0.719; Q2 = 0.475; s = 0.304; F = 11,70; Λ = 2,47 Eq. 7

Thakur şi colaboratorii [ 20 ] au realizat un studio qSAR pe benzensulfonamide utilizând

descriptori topologici utilizand indicele Balaban. Au fost incluşi în analiză un număr de 29 compuşi.

Modelul cel mai performant identificat a fost:

logKc = 18,3126 – 6,538(±0,6004)*J + 0,7504(±0,1999)*1χ – 0,0025(±8,6322)*W + 1,2837(±0,1651)*I

n = 29; Se = 0,2412; r = 0,9873; F = 231,859; Q = 4,0933. Eq. 8

19 Supuran CT, Clare BW. Carbonic anhydrase inhibitors – Part 57: Quantum chemical QSAR of a group of 1,3,4-thiadiazole and 1,3,4-thiadiazoline disulfonamides with carbonic anhydrase inhibitory propertie. Eur J Med Chem 1999;34:41-50. 20 Thakur A, Thakur M, Khadikar PV, Supuran CT, Sudelea P. QSAR study on benzenesulphonamide carbonic anhydrase inhibitors: topological approach using Balaban index. Bioorganic & Medicinal Chemistry 2004;12:789-793.



33

unde W = indicator Wiener, 1χ = indice de conectivitate Randin de ordinal 1; I = indicator de

parametru, n = volumul eşantionului, se = eroarea standard a estimatului, r = coeficientul de corelaţie,

F = parametrul Fisher, q = coeficientul de validare încrucişată.

Taxoizi – inhibiţia creşterii celulare

Treizeci şi cinci taxoizi cu activitate citotoxică au fost izolaţi prin purificare cromatografică din

Taxus cuspidate Sieb. Et Zucc. Var nana Rehder [21,22]. Aceşti compuşi au fost studiaţi prin analiza

comparativă a câmpului molecular (comparative molecular field analysis, CoMFA) [ 23 ].

Caracteristicile molelului raportat de Morita şi colaboratorii sunt:

r2 = 0.979, r2cv-loo = 0.818, s = 0.196, F = 267.621, n = 35, v = 5 Eq. 9

unde r2 = coeficientul de determinare, r2cv-loo = pătratul coeficientului de validare încrucişată, s =

eroarea standard a estimatului, F = parametrul Fisher, n = volumul eşantionului, v = numărul de

variabile din model.

Setul a fost investigat anterior de membrii echipei prin aplicarea metodei de modelare MDF

[24]. Cele mai performante model identificate şi caracteristicile acestuia sunt [25] (Tabelul 17):

Ŷ1d = -8.23 + IHDrFHt ·0.89 Eq. 10

Ŷ3d = -8.20 + lmPrsCg ·(-0.99) + IIMdPQg ·147.51 + IHDrFHt ·0.79 Eq. 11

Ŷ5d=-7.39+ lmPrVQt ·(-0.23)+ iNMMkQg ·(2.85·10-2)+ lmPrsCg ·1.11+ IIMdPQg ·193.25+ IHDrFHt ·0.71 Eq. 12

Tabelul 17. Caracteristici statistice ale modelelor MDF - taxoizi

Caracteristica (simbolul) Eq(2) Eq(3) Eq(4) Coeficient de corelaţie [95% CI] (r) 0.91 [0.86 – 0.95] 0.97 [0.94 – 0.98] 0.99 [0.98 – 0.99]Coeficient de corelaţie ajustat (r2

adj) 0.82 0.94 0.97 Eroarea standard a estimatului (s) 0.51 0.31 0.21 Parametrul Fisher (F) 156* 161* 226*

Intervalul de confidenţă de 95% a interceptului [-9.47 – -7.00] [-9.03 – -7.37] [-8.02 – -6.77] IC95% a x1 [0.75 – 1.04] [-1.28 – -0.71] [-0.33 – -0.14]

x2 n.a. [98.46 – 196.59] [-0.04 – -0.02] x3 n.a. [0.70 – 0.89] [-1.13 – -0.92] x4 n.a. n.a. [156.72 – 229.80]x5 n.a. n.a. [0.68 – 0.82]

Eroarea standard a interceptului 0.61 0.41 0.31 Eroarea standard a x1 0.07 0.14 0.05

21 Morita H, Gonda A, Wei L, Yamamura Y, Takeya K, Itokawa H. Taxuspinananes A and B, New Taxoids from Taxus cuspidata var. nana. J Nat Prod 1997; 60: 390-392. 22 Morita H, Gonda A, Wei L, Yamamura Y, Wakabayashi H, Takeya K, Itokawa H. Four New Taxoids from Taxus cuspidata var. nana. Planta Med 1998; 64: 183-186. 23 Morita H, Gonda A, Wei L, Takeya K, Itokawa H. 3D QSAR analysis of taxoids from Taxus cuspidate var. nana by comparative molecular field approach. Bioorg Med Chem Lett 1997; 7: 2387-2392. 24 Jäntschi L. Molecular Descriptors Family on Structure Activity Relationships 1. Review of the Methodology. Leonardo Electronic Journal of Practices and Technologies 2005; 4(6): 76-98. 25 Bolboacă SD, Jäntschi L. Structure-activity relationships of taxoids: a molecular descriptors family approach. Archives of Medical Science 2008;4(1):7-15.



34

x2 n.a. 24.02 0.01 x3 n.a. 0.05 0.10 x4 n.a. n.a. 17.84 x5 n.a. n.a. 0.03

Parametrul t al interceptului -13.57* -20.22* -24.18*

Parametrul t al x1 12.48* -7.07* -4.83*

x2 n.a. 6.14* -5.19*

x3 n.a. 16.95* -11.65*

x4 n.a. n.a. 10.83*

x5 n.a. n.a. 22.23*

Pătratul coeficientului de corelare încrucişată (r2

loo) 0.81 0.93 0.97

Parametrul Fisher în analiza lasă-unul-afară (Floo)

137* 128* 156*

Eroarea standard în analiza lasă-unul-afară (sloo) 0.53 0.34 0.24 * p < 0.0001; n.a = nu se aplică

Setul de compuşi

Derivaţi de sulfonamide – inhibitori ai anhidrazei carbonice

Un set de 18 compuşi sulfonamidici cu activitate inhibitorie asupra anhidrazei carbonice au fost

incluşi în analiză [26] (5 acetazolamide, 8 derivaţi de sulfonamoide, şi 5 compuşi utilizaţi cu scop

terapeutic (acetazolamide, methazolamide, dichlorophenamide, ethoxolamide şi dorzolamide)).

Abrevierea, denumirea chimică, structura şi activitatea de interes (exprimată în scară

logaritmică, logKI(nM), unde KI = constante de inhibiţie) sunt prezentate în Tabelul 18.

Tabelul 18. Abreviere, denumire, constanta de inhibiţie experimentală: sulfonamide

Abb. Denumire logKI (nM) s001 Acetazolamide 1.079 s002 2-(2-morpholinoethanoylamino)-1,3,4-thiadiazole-5-sulfonamide 0.000 s003 2-(2-methylpiperidinoethanoylamino)-1,3,4-thiadiazole-5-sulfonamide 0.579 s004 2-(2-benzylpiperazinoethanoylamino)-1,3,4-thiadiazole-5-sulfonamide 0.255 s005 2-(2-methylpiperazinoethanoylamino)-1,3,4-thiadiazole-5-sulfonamide 0.204 s006 2-(3-methylpiperazinopropionylamino)-1,3,4-thiadiazole-5 sulfonamide 0.278 s007 4-(3-methylpiperazinopropionylamino)benzene sulfonamide 2.217 s008 4-(3-benzylpiperazinopropionylamino)benzene sulfonamide 2.369 s009 4-(3-methylpiperidinopropionylamino)benzene sulfonamide 2.238 s010 4-(3-benzylpiperidinopropionylamino)benzene sulfonamide 2.411 s011 4-(2-Morpholinoethanoylamino)benzene sulfonamide 1.939 s012 4-(4-methylpiperidinobutanoylamino)benzenesulfonamide 2.423 s013 4-(4-Morpholinobutanoylamino)benzene sulfonamide 2.017 s014 4-(5-Morpholinopentanoylamino)benzene sulfonamide 1.886 s015 Methazolamide 1.146 s016 Dichlorophenamide 0.903 s017 Ethoxolamide 1.579 s018 Dorzolamide 0.954

26 Eroğlu E, Türkmen H, Güler S, Palaz S, Oltulu O. A DFT-Based QSARs Study of Acetazolamide/Sulfanilamide Derivatives with Carbonic Anhydrase (CA-II) Isozyme Inhibitory Activity. International Journal of Molecular Sciences 2007; 8(2):145-155.



35

Structurile compuşilor incluşi în studiu sunt:

÷ s001:

÷ s002:

÷ s003:

÷ s004:

÷ s005:



36

÷ s006:

÷ s007:

ON

HHS

NH

HO

O

HH

H

N

N

H

H

H

H H

H

H

H

H

HH

H

HH

H

÷ s008:

÷ s009:



37

÷ s010:

O

N

HHS

NH

H

O

O

HH H

NH

HH

H

H

H H

H

H

HHH

H

H

H

H

H

H

H

H

÷ s011:

÷ s012:

S

OO

NH

H

H

H

N

NO

H

HH

H

H

HH

H

H

H

HH

H

H

O

H H

H

÷ s013:

÷ s014:

S

OO

N

H

H

H

H

N

N

O

HH

H

H

H

H

H

H

H

H

H

H

H

H

O

H

H

H



38

÷ s015:

SO

O

NHH

NN

S

N

H H

H

O

H

H

HHH

H

H

÷ s016:

÷ s017:

÷ s018:

S

S

H

S O

O

N

H

H

N

H

HH

HH

HHH

H

H

HH H

O

O

Taxoizi – inhibiţia creşterii celulare



39

Au fost investigaţi 34 compuşi (vezi Tabelul 19). Activitatea de interes a fost exprimată în

scară logaritmică (log(1/IC50), unde IC50 = concentraţia de taxoid necesară pentru a determina

inhibiţia creşterii in vitro cu 50%) [27].

Tabelul 19. Abreviere, denumire, activitatea citotoxică experimentală taxoizi

Mol Denumire Yobs Mol Denumire Yobs Tax001 taxol 1.66 Tax019 taxa-4(20), 11-diene-2α, 5α, 9α, 13α-pentaol pentaacetate -1.78Tax002 10-deaceltyl-taxol 1.37 Tax020 taxa-4(20), 11-diene-5α, 7β, 9α, 10β, 13α-pentaol pentaacetate -0.62

Tax003 taxol B 0.77 Tax021 taxa-4(20), 11-diene-5α, 7β, 9α, 10β, 13α-pentaol 7β, 9α, 10β-triacetate -1.20

Tax004 10-deaceltyl-taxol B 1.18 Tax022 2α-α-methyl butyryloxy-5α-7β, 10β-triacetyl-(4), 20, 11-taxadine -0.48

Tax005 taxol C 1.09 Tax023 taxa-4(20), 11-diene-5α, 7β, 10 β, 13α-pentaol 7β, 9α, 10β, 13α tetra-acetate -1.36

Tax007 10-deaceltyl-taxol C 1.39 Tax024 taxinin B -2.00Tax008 taxuspinanane A 1.74 Tax025 decinnamoyl taxinine J -1.90Tax009 taxol D 0.77 Tax026 taxuspinanane K -1.91Tax010 baccatin III -1.20 Tax027 taxuspine F -1.18Tax011 9-dihydro-14-acetyl baccatin III -1.28 Tax028 taxuspinanane G -0.59Tax012 taxuspinanane C -1.00 Tax029 taxuspine L -1.85Tax013 7,9,10-deacetyl baccatin VI -1.54 Tax030 taxchin A -1.91Tax014 taxuspinanane D -1.32 Tax031 taxinine M -1.57Tax015 brevifoliol -1.60 Tax032 taxgifine -2.00Tax016 taxusin -0.34 Tax033 taxa-4(20), 11-taxadiene-2α, 5α, 10β, 14β-(s)2’-methyl butyrate -0.64Tax017 2α-deacetoxy taxinine J -0.64 Tax034 1β-hydroxy-baccatin I -2.00Tax018 taxinin -2.00 Tax035 taxuspinanane H -1.32

Structura 2D a compuşilor investigaţi a fost:

÷ tax001:

27 Morita H, Gonda A, Wei L, Takeya K, Itokawa H. 3D QSAR analysis of taxoids from Taxus cuspidate var. nana by comparative molecular field approach. Bioorg Med Chem Lett 1997; 7: 2387-2392.



40

÷ tax002:

÷ tax003:

÷ tax004:



41

÷ tax005:

÷ tax007:

÷ tax008:



42

÷ tax009:

÷ tax010:

÷ tax011:



43

÷ tax012:

÷ tax013:

÷ tax014: O

O

O

O

O

O

OO

OO

O



44

÷ tax015:

÷ tax016:

÷ tax017:



45

÷ tax018: O

O

O

OO

O

O

O

O

÷ tax019:

O

O

O

O

OO

O

O

O

O

÷ tax020:



46

÷ tax021:

÷ tax022:

OO

O

O

O

O

O

O

÷ tax023:



47

÷ tax024: O

O

O

OO

O

O

O

O

O

O

÷ tax025:

÷ tax026:



48

÷ tax027:

÷ tax028:

O

O

O

O

OO

O

O

O

O

O



49

÷ tax029:

O

O

O

O

O

O

O

O

O

O

O

OO

÷ tax030:



50

÷ tax031:

÷ tax032:

÷ tax033:



51

÷ tax034:

OO

OO

O

O

OOO

O

O

O

O O

÷ tax035:


Derivaţi de sulfonamide – inhibitori ai anhidrazei carbonice II

Testarea normalităţii s-a aplicat ca după metodologia precedentă. În conformitate cu rezultatele

obţinute s-a considerat că datele experimentale sunt normal distribuite (vezi Tabelul 20).

Tabelul 20. Teste de normalitate: derivaţi se sulfonamide setul 1

Kolmogorov-Smirnov

Volum eşantion Statistica valoarea p ranguri

18 0.17442 0.58439 13

α 0.2 0.1 0.05 0.02 0.01

Valoarea critică 0.2436 0.27851 0.30936 0.34569 0.37062

Respingem H0? Nu Nu Nu Nu Nu

Anderson-Darling



52

Volum eşantion Statistica Ranguri

18 0.61141 9

α 0.2 0.1 0.05 0.02 0.01


Respingem H0? Nu Nu Nu Nu Nu

Chi-Squared

Grade de libertate Statistica Valoarea p ranguri

2 3.9098 0.14158 35

α 0.2 0.1 0.05 0.02 0.01


Respingem H0? Da Nu Nu Nu Nu

Setul Taxoizi

Testele de normalitate aplicate setului de 35 taxoizi a pus în evidenţă că datele experimentale

sunt normal distribuite (Tabelul 21).


Kolmogorov-Smirnov

n statistica valoarea p ranguri

35 0.19533 0.12063 22

α 0.1 0.05 0.02 0.01

Valori critice 0.20185 0.22425 0.25073 0.26897

Respingem H0? Nu Nu Nu Nu

Anderson-Darling

n statistica ranguri

35 1.9225 13

α 0.1 0.05 0.02 0.01

Valoarea critică 1.9286 2.5018 3.2892 3.9074


Chi-Squared

Grade de libertate Statistica Valoarea p Ranguri

3 4.1103 0.2498 20

α 0.1 0.05 0.02 0.01





53

Compusul nr. 6 din setul iniţial de date s-a dovedit a fi outlier de structură; astfel modelarea

moleculară s-a făcut pe un set de 34 compuşi.

Pregătirea moleculelor pentru modelare: sulfonamide


÷ Desenarea moleculelor cu HyperChem. Adăugarea atomilor de hidrogen şi realizarea geometriei.

÷ Salvarea ca fişiere *.mol.

÷ Optimizarea geometriei moleculare cu Molecular Modeling Pro Plus:

o Analiză conformaţională

o Optimizare a geometriei prin aplicarea modificărilor moderate (Moly minimizer – Make

moderate changes).

÷ Optimizarea geometriei moleculare cu HyperChem (metoda semi-empirică PM3).

÷ Salvarea pe local a moleculei optimizate; salvarea moleculei ca fişier *.hin.

÷ Validarea compuşilor şi calcularea sarcinilor parţiale cu programul HyperChem (acolo unde a fost

necesar).

Pregătirea moleculelor pentru modelare: taxoizi


÷ Desenarea moleculelor cu HyperChem. Adăugarea atomilor de hidrogen şi realizarea geometriei.

÷ Salvarea ca fişiere *.mol.

÷ Optimizarea geometriei moleculare cu Molecular Modeling Pro Plus:


o Optimizare a geometriei prin aplicarea modificărilor moderate (Moly minimizer – Make

moderate changes – 2*Refine).


÷ Validarea compuşilor şi calcularea sarcinilor parţiale cu programul HyperChem (acolo unde a fost

necesar).



modelului dezvoltat şi implementat în anul anterior de finanţare al proiectului:


investigat (sulfon18 – primul set de sulfonamide, sulfon45 – al doilea set de

sulfonamide şi taxoids – setul de taxoizi).



54


Crearea tabelului `sulfon18_mdfv`, respectiv `taxoids_mdfv` (conţine

denumirile descriptorilor);

Crearea tabelului `sulfon18_data`, `taxoids_data` (conţine fişierele *.hin ale

compuşilor din setul de interes);

Crearea tebelului `sulfon18_prop`, `taxoids_prop` (conţine valorile activitătilor

de invest).



o Rularea programului `3_mdfv_set_calc.php` pentru a crea tabela `sulfon18_prop`,

`taxoids_prop`.

o Rularea programului `4_mdfv_prop_upload.php` pentru a popula cu valorile activităţii

tabelele `sulfon18_prop`, `taxoids_prop` .


`sulfon18__logKI`, `taxoids_logIC50`

Derivaţi de sulfonamide



rezultat un număr de 15354 descriptori moleculari relevanţi pentru studiul logKI a setului de

sulfonamide cu 18 compuşi:

Informaţia totală care a fost generată şi care este păstrată în baza de date pentru caracterizarea relaţiei

structură-activitate a setului sulfon18 cumulează aproximativ 2,8 Mb.

Taxoizi



rezultat un număr de 22813 descriptori moleculari relevanţi pentru studiul logIC50 a compuşilor cu

activitate inhibitorie asupra creşterii celulare:



55

Informaţia totală care a fost generată şi care este păstrată în baza de date pentru caracterizarea relaţiei

structură-activitate a setului taxoizi cumulează aproximativ 6.9 Mb.

Identificare modele - sulfonamide

Următorii paşi au fost aplicaţi în identificarea modelelor structură-activitate:




au un coeficient de intercorelaţie mai mare de 0.99. Descriptorii prezentaţi ca şi denumire în

Tabelul 22 (sulfonamide 18 compuşi), respectiv Tabelul 23 (taxoizi) au fost identificaţi ca fiind

valizi pentru regresia liniară simplă şi multiplă.

Tabelul 22. Descriptori moleculari de structură identificaţi după filtrare: setul sulfon18

TCJaAFDR GMSIACDL TCJaiFDI TCJaFADL GAqAFFDL TCJIAaDI TCJIAADI GAOPiFdL TCJIFAdI GMSaFiDR TCJFAiDI TCJFaaDI GATFaFdI TCJFFidI GAfFFfDL TCJPFIDI TCJPFIdI TCjaAfDI TCjaAFDL GLMAaIDR GAfFAfDL GMtAICdR TCjIFFdI TCjiFiDR TCjFAFDI GEgaiPDL TCjFaIDI TCjFaIDR GLnIApdI TCjFIFDI TCjFPFdI TCOaiFDI TCOIPFdI TCWaFADI TCWIAaDI TCWIAADI

TCWIFaDI GAtAIfDL TCFAIiDR GQAAACDL GMtAIFDI GAqPFFdL GAHAFiDL GAsFACDI GQAAAcdL GMSFaaDL TCAaifDI TCAaFFdI TCAFAFdI GMSiACDI TCAFIiDR TCAFIIDR GMTFAidI TC0AIiDR GQBiaFDL GMSaiFDL TC0aFFDI GMSiPFDL GAsFAcDI TC0FIFdI TC0FIiDR THOAPPdI THOaPcDI THPAPIdI GLFPacDI THWaPfDL GLFPAaDL THSaPfDI THSPAcDL THTAPPdI THTaPfDL THTaPFDI

THTaPcDI THTPAFDI GLfaPaDL THFPAcDI THFPAcDL THFPIfDL THFPIcDI GMtIPfDI GAFAFaDL THFPPcDI THGaPfDI GAhAaIDR THAPafDI THAPIcDI THBPAcDI GMSiACdL TH0aPcDI TH0PAfDL TH0PafDI TH0PacDI TH0PIfDI TH0PifDI GEHaiFDL TH0PPfDL TMOAIFDI TMOAIFDR TMOAICDL TMOaAFDI TMOaAFDL TMOaAcDI TMOaApDL TMOaFFDL GMtFFiDI GLtiFPDI GMSAFaDL GMtAPadR

TMOIiFDL TMOIPCdI TMOIPCdL TMOiAfDL TMOFPiDI TMOPFadI GAsFPFDI GAsFAfDI GMTIiPDL TMoaACDI GAviPiDI TMoaFADR TMoaPCdI TMoIAfDI TMoIaFDL TMoIifDI TMoIiFDL TMoFAiDI TMoFPADI TMPaAFDI TMPaAFDR TMPaAFDL TMPaAcDI TMPaACDR TMPaACDL GAUCIcdL TMPaFAdI GQ2AApDL TMPiAFDI TMPiAFDR TMPiAFDL TMPFaADI TMPFaAdI TMpaAcDI TMpaAcDL GMSIFaDL

TMpaifDL TMpIAFDI TMpIacDR GL2AFIDL TMpIPcDI GMtaPADR GMtiAcDI TMpFAiDI GL2AFaDL TMpFIiDL TMpFFiDL TMpFFIDI TMpFFIdI TMpFPAdI GLAAACDL TMpFPIDI GAviPaDI TMQAAFDI TMQAaFDI TMQAaFDL TMQAIFDI TMQAFaDI TMQaAfDI TMQaAcDI GMTIFaDR GMSIFaDR GAuIACdL TMQaFcDL TMQaFpDL TMQaFaDI TMQaFADR TMQaFADL TMQaFIDL TMQIAaDL GMsiFADR TMQIaFDL

TMQIiFDL TMQFAaDR TMQFAadR TMQFaaDI TMQFaaDR TMQFaaDL GEQaAFDI TMQFIaDR TMQFPaDI TMQFPaDL TMQPFaDR GEUIFaDI GEUIFpdI TMqAAfDR TMqAacDL TMqAaiDI TMqAFidI TMqaAcDI TMqaFfDI TMqaFfDL TMqaFADR TMqaPfDL TMqaPCDL TMqaCfDI TMqaCcDI TMqIAfDI GAgPPfDR TMqIApDI TMqIFidR TMqiFiDR TMqFaiDI TMqFaidI TMqFIaDI TMqFIiDI TMqFIiDL TMqFIIdI

TMqFFiDI TMqFFIDI TMqPFiDI TMRAIFDI TMRAIFDL TMRAFadR GM0aPiDL TMRaAcDI GAUCIcdI TMRaAaDI TMRaaADI TMRaaADR TMRIPFdI TMRFAaDI TMRFaadI TMrAPFdI TMrAPCdI GMSIiFDL TMrIAfDI TMrIacDL TMriAfDI TMrFAiDI TMrFAiDL TMrFaiDI TMrFaidI TMrFIiDI TMrFIiDL GQsAAcdL TMrFPIdI TMrPFidI TMKAAADI TMKaAFDL TMKaAaDR TMKaaADL TMKaIADL TMKaFaDR



56

TMKaFADL GQkIACdI TMKIiFDL TMkAAaDI TMkAFaDI GLtAACdI GLIaiPDL GASIAfDI TMkaFADI TMkIAFDI TMkIAaDI TMkIAADI TMkIiFDL GLriFfdR TMkIFADI TMkIFADL TMkIFAdI TMkFAidI TMLaAADI TMLaAIDR TMLaiFDI TMLaFIdI TMLIAADI TMLIFADI TMLIFAdI TMLFIaDI TMLFPaDI TMlaAFDI TMlaAFDR GMTFAADI GLkaiCDL TMlaFFDI TMlaFADI GLsAACdI TMlaFAdI TMlaFIdI TMlIAfDI TMlIAFDI TMlIFAdI TMliFADI TMliFAdI TMlFAidI GAOFaiDI GQ4FAcDL TMlFFIDI GLiCACdI GMtAFaDR TMlFPIdI TMMAAaDI TMMAIADI TMMAFaDI TMMAFadI TMMaAfDL TMMaFaDR TMMaFaDL TMMIAADI TMMIiFDL TMMFaaDI TMMFIaDI TMMFFaDI TMMPFaDI TMMPFADI TMMPFidI TMmAAFDI TMmaafDR TMmaaADL TMmaIfDL

TMmaIcDL TMmaFIDR TMmaPFdI TMmIAFDI TMmIAcDI TMmIAADI TMmIaADL TMmIFFDI TMmIFADI TMmiAcDL TMmiFaDI TMmFaIDI TMmFFIDI TMmFPiDI TMmPFidI GLhAApdI GLriFfDR TMNAAaDI TMNAFaDI TMNAFadI GLHAFPDL GMSFiPDL TMNaFADI TMNaFADL TMNaFIDL GMSFPaDI TMNIAFDI TMNIAADI TMNFPADI TMnaIcDR TMnaIADR TMnaFADI GAuiFFDL GMsiFaDL TMnaFAdL TMnIacDR TMnIaADR GL4IAFDR TMnIFaDI TMnIFADI TMnFFIDI TMnFFIdI TMWaFADL TMWIAaDI TMWIFaDI TMWIFADI TMwaAcDL GASIAFDL GMSFFFDI TMwIAaDI TMwIFFDL TMwIPCdL TMXIAaDI TMXIFADI TMXIFAdI TMXiAfDL TMXFIaDI TMxAAaDI TMxaAcDL GMSiAfDI TMxaifDL TMxaFFDI GL6PaFdL TMxIFADI TMYIAFDI TMYIAADI TMYIFaDI

TMYIFADI TMYFIaDI TMyaIcDL TMyaifDL GMtiAiDL TMyaFIDR TMyaFIdR GMsIFADI GMSFFiDL GMTFaFDI GAPPiCdR GASIAcdI TMzaFADI TMzIAaDI TMzIPCdL TMSAaFDI TMSaAfDI TMSaAfDL TMSaAcDI GAYIAFDR TMSaaCDL TMSaIFDL TMSaFFDR TMSaFIDL TMSiAfDI TMSiAfDR TMSiAfDL TMSFaaDI TMSFaidR TMSFIiDL TMSFIidI TMSFIidR GAgaAfDL GMtAFFDL TMsaACDI TMsaACDL TMsaAiDL GLdPFPdL TMsaFiDL GMSCiPdL TMsIAfDI TMsIafDL TMsIaFDI GMtiFPdI TMsiFFDR TMsiFFDL TMsiFFdR TMsFAiDI TMsFAiDR TMsFFiDR TMsFFiDL GMTAFaDL TMsFPidI TMsPFiDI TMsPFiDL TMsPFidI GM5iIfDL TMTAFFdL TMTaAfDL TMTaAcDI GEsPIaDI TMTaApDR TMTaiFDI TMTaFADI TMTaFAdI GAgFPfDR GMTPaaDI

TMTiAFDR TMTFaIDL TMTFaIdI TMTFFADL TMTFFAdR TMtAFFdI TMtaAFDI TMtaAFDR TMtaAFDL TMtaACDI TMtaACDR TMtaACDL TMtaIfDR TMtaifDL GAlaCIdI TMtaFcDI TMtaFiDL TMtaPfDI TMtaPFDI TMtaPcDI TMtaPCDI TMtaPCdI TMtIAfDI TMtIafDR TMtIFFdI TMtIPfDI TMtiAFDI TMtiAFDR TMtiAFDL TMtiFCdI TMtFaIDI TMtFIIDL TMtFIIdI TMtFIIdR GMtAPFDL TMtFPidI TMtPFidI GMSAACDR GQtAAcDL TMUAFFdR GM1FPCDL TMUaAfDI TMUaAfDL TMUaApDR TMUaApDL TMUaifDI TMUaFFDR TMUaFFdR TMUaFcDI TMUaFcDL TMUaFcdI TMUaFpDI TMUaPpDL TMUIAaDI GAgPAfDR TMUIaCDL TMUIiFDL TMUIFadI GEsPIADI TMUiAfDR TMUiAfDL GAOFCCDI TMUFaIDR TMUFaIdR GMsFPiDI TMUFIIdR TMUFFFDR

TMUFFFdL GMSiAfDL TMUFFidR TMUPaIDL GMsFAidI TMuAPFdI TMuaAfDI TMuaAFDI TMuaAFDL TMuaAcDL TMuaACDI TMuaACDL TMuaAPDI TMuaAiDL TMuaaFDL GMTaAiDL TMuaiFDL TMuaFiDR TMuaFiDL TMuaCfDL GLqAAFDR TMuIAfDI GQBAACDL TMuIFidR TMuIFIdR TMuiAFDI TMuiAFDL TMuiFfDI TMuiFfdI GATPIFDI TMuiFiDR TMuiFiDL TMuFAidI TMuFaiDI TMuFaIDI TMuFaIdI TMuFIADI TMuFPidI TMuPFidI TMVaAcDI TMVaACDL TMVaApDR TMVaApDL GMSIiFDI TMVaFFDL TMVaFIDL TMVIaFDL TMVFaIDR TMVFaIDL GMtAPIdI TMVFaIdR TMvAIiDR TMvAPFdI TMvaAFDR TMvaAFDL TMvaAcDI TMvaACDR TMvaACDL TMvaAiDR TMvaFiDR TMvaFiDL TMvIiFDR TMviAfDI TMviAFDI TMviAFDR TMviAFDL TMviFFDI

TMviFFDR TMviFFDL TMviFADL TMviFidR TMviFIDI TMviFIdI TMvFaidI GLlPIiDI TMFaApDR TMFaApDL TMFaaFDL TMFaIFDI TMFaifDI TMFaFFDR TMFIiFDL TMFFafDI GAOPAFdL TMFFaadI TMFFIIDR TMFFIIdR TMfAIiDR TMfaAFDI TMfaAFDL GQFiFpDL TMfaIFDL TMfaPcDI TMfaPcDL TMfIafDL TMfFAFDI TMfFaIDI TMfFaIdI TMfFPIDR TMGaAfDI TMGaAfDL TMGaFFDI TMGaFFDL TMGIAFDR TMGIaFDR TMGIiFDR TMGFIiDR TMGFFADL TMGFFAdI TMGFFAdR TMgAIiDR GMSFiFDI TMgaiFDL TMgaFFdI TMgIAcDI TMgiFFDR TMgiFFDL TMgiFFdR TMgiFCdI TMgiFiDR TMgFIidR TMgFIIDR TMgFIIdR TMHAFFdI TMHAFFdR TMHaAfDI TMHaAfDR TMHaAfDL TMHaACDR TMHaApDR TMHaaCDL TMHaifDI TMHaiFDR TMHaFFDR

TMHaFFdR TMHaFcDI TMHaFpDL TMHaFpdI TMHaFADL GAyPafdL TMHIaFDR GLBaFfDL TMHFaIDL TMHFFFDR TMhAIiDR TMhaAfDL TMhaAFDI GMsaAaDR TMhaAFDL TMhaACDI TMhaACDL TMhaAPDI TMhaAPDL GQ4aAfDL TMhaCfDL TMhIAfDI TMhIAFDI GEQIPFDI TMhIApDI TMhiAFDI TMhiAFDL TMhiFADR TMhiFADL TMhiFiDL TMhFaiDR TMhFaIDI TMhFaIDL TMhFIidR TMhFPcDI TMhPafDL TMhPacDL TMIAIiDR TMIaAfDI TMIaAfDL TMIaAFDI TMIaACDR TMIaACDL TMIaIFDL TMIaFFDR TMIaFFDL TMIIaFDR TMIiAfDR TMIiAfDL TMIiAFDL GMtiAFDR TMIFaIDI TMIFaIDL TMIFIidR TMiAIiDR TMiaAFDR TMiaACDR TMiaACDL TMiaIFDR TMiaiFDR TMiaFFdI GMTFiPDI GQjIFfdI TMiaPfDI TMiaCcDI TMiIAcDI GMTAPFDL



57

TMiIiFDI TMiiFFDR TMiiFFdR TMiiFCDI TMiiFCdI TMiiFiDR TMiFaIDI TMiFaIdI TMiFIIDR TMiPPfDI TMAaAfDI TMAaAfDR TMAaApDR TMAaaFDL TMAaifDI TMAaiFDL GAGaiFDL TMAIaCDR TMAIiFDI GMTFFaDL TMAFFFDR TMAFFFDL TMAFFFdR TMaAIiDR TMaaAFDL GLnPiCDL TMaaacDR GMSPicDI TMaaIFDL GLVaPaDL TMaIAfDI TMaIifDR TMaiAcDL GMTAPaDL GMsiAPDL TMaFIiDR TMaFIidR TMaFPIdR TMBaAfDI TMBaAfDR GLAFPPDL TMBaApDR TMBaApDL TMBaFFdI TMBaPCDL TMBIAFDI TMBiAfDR TMBiAfDL TMBFFFDR TMbAIiDR GLxFaIDR TMbaFfDI TMbaPcDL TMbaCcDI GLxaPFDL GAkCPcdL TMbIAcDI TMbIAiDR TMbiFFDR TMbiFCdI TMbiFiDR TMCAIiDR TMCAFFDI GMIAAFDR GMIAAFDL TMCaAfDI TMCaAfDL

TMCaAFDR TMCaApDL TMCaFFDR TMCaFcDI TMCaFcdI TMCaFpDI TMCaFpdI GMtIicDR TMcAIiDR TMcAIIDR GMTPAFDI TMcAPFdI TMcaAfDL TMcaAFDI TMcaAFDL TMcaaFDL TMcaIFDL GLnPiFDI TMciFiDL TMcFPFDI TMcFPcdI TMcPPfDI TMDAaIDI TMDaAfDR TMDaAfDL TMDaAFDL GL2iAcDL GLSAAfDI TMDaApDR TMDaApDL TMDaaFDR TMDaaFDL GLoIAFDI TMDaIFDI TMDaIFDL TMDaiFDR TMDaiFDL GEiPaFdL TMdAaiDR TMdaAFDR TMdaAFDL TMdaaFDR TMdaacDR TMdaacDL TMdaIFDR TMdaiFDR TMdaiFDL TMdaFFdI TMdiFFDR TMdiFFdR GMTiACDI TM0AIiDR TM0aAcDI TM0aApDI TM0aiFDL TM0aFFDR GLrAAFDI TM0IiFDR TM0iAFDL TM1aAFDL GQ3FACDL TM1aaFDI TM1aaFDL TM1aacDL TM1aIFDI TM1aiFDI TM1aiFDL

GLxaPfDL TM1iAcDL TM1FIFdI TM1FIiDR TM2AAFDR TM2aAfDI TM2aAfDR GAOPFADI TM2aFFDI TM2aFFdI TM2IAFDR TM2iAfDI TM2iAfDR TM2iAfDL GAmCPfdI TM2FFFDL TM2FFFdI TM3AIiDR TM3APcDI TM3aAcDI GMsiIFDL TM3aIfDL TM3aIFDR TM3aFfDI TM3aFfdI TM3aFFDI TM3aFFdI TM3aPfDI TM3aPfDL TM3aPcDL TM3aCfDI TM3aCcDL TM3IAfDI GMSAIFDL GMTaACdI TM3iFFDL TM3iFCdI TM4AIiDR TM4aAfDI TM4aAfDR TM4aAfDL TM4aApDR TM4aFFDR TM4aFcDI TM4aFcDR TM4aFcdI GAfiIFDL GEzFIIDI TM5AIiDR TM5aAFDI TM5aACDI GLvCFFdI GLnPIIDL TM5IAfDI TM5iAFDI GAPiPFDI TM5FIFDI TM5FiFDI TM5FFFDI TM5PacDI TM5PacDL TM6AIiDR TM6AFFdR GAsIPcDI TM6aAFDL TM6aACDL TM6aIFDI

TM6aFFdL TM6iAFDR TM7AIiDR TM7aAFDR TM7aAFDL GQYFFiDI TM7aacDL GMTaFaDL TM7aiFDR GE6APiDR TM7aFFdI GMTPPiDL TM7IAfDI TM7IifDL TM7iAFDR TM7iAFDL TM7iFFdR GMTaPFDI TEOaAFDI TEOaAFDR TEOaAFDL TEOaACDI GMtIPcdR TEoaAcDI GAVAFIDI TEoiAfDL GQYAPfDI TEPFFAdI TEpaFIdI TEpIAfDI TEpIAFDI GMTiACdL TEpiFIdI GQYAFIDI TEQaiFDI TEQFIadI TEqaIcDR TEqaiFDI TEqaFAdI TEqiAfDL TEqiFIDI GQYAPFDI TERaACDI TERiAfDI GMTFIaDI TEraiFDI TErIFfDI GAHaPaDL TEKAFadI TEKaAcDL GAxCPfdL TEKaFADI TEKaFADL TEKaFAdI TEKIAfDI TEKIAaDI GLPPaCdI TEkaAiDR TEkaFADI TEkaFADL TEkaFAdI TEkFFiDI TELAFaDI TELaFaDI TELaFadI TELaFADI TELaFAdI

TELIAaDI TELIAADI TELFAadI TELPFaDI TElaFFdI GQTaIFDL GLICiCdI TElIAfDI TElIFADI GAOCFIdI TEMAFaDI TEMAFadI TEMAFADI TEMAFAdI TEMaAfDL TEMaFADI TEMaFAdI TEMIFAdI TEMFIaDI TEMFFaDI GL2CPFdI GMsFAIdI TEmaAADI TEmaaaDL TEmaFFDI TEmaFFdI GEVaACDL GMTIaFDI TEmaFIdI GMSPICDI TEmiFADI TEmiFIDI TEmiFIdI TEmFIIDI TEmFPIDI TEmFPIdI TENAFaDI TENaFADI GAWiAFDI TENIAaDI GMSFaPDL TENIFADI TENIFAdI TEnaFADL TEnIAFDI TEWaFADI TEWIFAdI TEwaFADI TEXAAaDI TEXaFADI TEXIAaDI TExaifDL GMtiPFDL TEYIAaDI TEYiAfDL TEyaAADI TEyaFFDI TEyaFADI TEZaFADI GMTFFiDL TEzaFADI TESaAaDI TESaAaDR TESFAadI TESFAIDR TESFaIDI TESFaIDR

GATAAFDI TESFIiDR TESFFadI TEsaAFDR GAtAIcDI TEsaAcDI TEsaACDR TEsaACDL TEsaAiDL GLYIAcdI GL6aaIDL GLMAaIDL TEsiFiDR TEsFAiDI GATCPCdI TEsFaiDL TEsFaidR TEsFaIDL TEsFaIdI TETaiFDI TETaFiDR GQAFaPDL TETIiFDI TEtAaiDR TEtAIiDR TEtaAFDI TEtaAFDR TEtaAFDL TEtaACDR TEtaACDL GMSIAfDI GLrPifDI TEtIFfDI TEtIFFdI TEtiAFDI TEtiAFDR TEtiAFDL TEtiFidR TEtFaiDI TEtFaiDR TEtFaIDL TEtFaIdI TEtFIIdR TEUAIiDR TEUaifDI GMSAAPdL TEUiFidR GMsFIADI TEUFaIdI TEUFaIdL TEUFFidR TEuAaiDR TEuAIiDR TEuaAFDR TEuaAFDL GQKPIFDI TEuaFiDR GAfiPfDL TEuIacDR TEuiFiDR TEuiFidR TEuFaiDI TEuFaiDR TEuFaiDL TEuFaIDI TEuFPidI GLxiFADI

TEViAFDI TEVFaIDI TEvAIiDR TEvaAFDR TEvaAFDL GMsPFIdI TEvaACDR TEvaACDL TEvaiFDI TEviAFDR TEviAFDL GLuAFfdI TEvFaiDL TEvFaidI TEvFaidR TEvFaIDL TEvFaIdI TEFAACDR TEFAIiDR TEFaFFDI TEFaFFdI GMtaFpDI TEFFIiDR TEFFIidR TEfAIiDR TEfaiFDR TEfaiFDL TEfaFFdI TEfiAfDI TEfFaIdI TEGAIiDR GMTPiFDI GMTFFiDI TEGaAcDI TEGaFFDI TEGaFFdI GMTPIiDL TEGIAFDR GLDAaIDL TEGIaFDR GLzIiCDL TEGIiFDR TEGFaIdI TEGFIidR TEgAIiDR TEgaAFDR TEgaAFDL TEgaFFdI TEgaFcDI TEgaFcdI TEgaPcDI TEgiFidR TEgFIidR TEHAAFDR TEHAIiDR TEHaAfDI TEHaAfDL TEHaApDI TEHaiFDR TEHaiFDL TEHaFFdI TEHFIiDR TEhAaiDR TEhAIiDR TEhAFFdR TEhaIcDL TEhaiFDL



58

TEhaFFdI TEhaPfDI TEhaPCDR GAFIAfDI TEhiFidR TEhFaIDI TEhFaIdI TEhFIIdR TEIaAfDI GLaAafDL TEIaFFDI GMtFPaDI TEIiAfDI GQCCACdI TEiAaiDR TEiAIiDR GMsAACdL TEiaifDI TEiaFFdI TEAAIFDR TEAAIiDR TEaaAFDR TEaaiFDR TEaaPcDI TEaaPCDI TEaFIFDI TEBAIiDR GMtaFcDI TEbaifDI TEbaPCDI TEbaPCDR TEbiFiDR GLsAICdI TECAIFDI TECAIFDR GAPaAFDI TECIiFDR TECiAfDI TECiAfDR TECiAfDL TEcAIiDR TEcaifDI TEcaPFDI TEcaPcDI TEcIAcDI TEcIafDR TEciFiDR TEcFaFDI TEcFIiDR TEDAIiDR TEDaFFdI TEdAIiDR GLHCiCdI TEdaPCDI TEdaPCDL TE0aAcDI TE0aFFDI TE1AIiDR GQKPaFDI TE1aFFDI TE1aFFdI TE2AIiDR TE2aAfDI TE2aAfDL GMsIicDR GEgFiCDL TE2aFFDI

TE2aFFdI GMTFAFDL TE2FAIdR TE3AIiDR TE3aPcDI TE3aPCDI TE3aPCDR GLCiPFDL TE4AaFDI TE4AaFDR TE4AIFDI TE4AIFDR TE4AiFDR TE4APCDI GMhFFPDL TE4aAFDI TE4aAFDR TE4aAFDL TE4aifDI TE4aFFdI GLkaicDL TE5aIcDL TE5aifDI TE5aFFDI TE5aFFdI TE5aPfDI TE5aPFDI TE5aPFdI GLLiPFDI TE5iAFDR TE5iAFDL TE5FFFDI GMSPFFdL TE6aFFDI TE7aFFDI TQOAAFDI TQOAAaDI TQOAAaDL TQOAFaDL TQOaAaDI TQOaAaDL TQOaaFDL TQOaiFDL TQOaFaDI TQOaPCdI TQOaPaDI TQOaPaDL TQOIafDL GMTIFFDL TQOFAiDI TQOFaiDL TQOFIFDL TQOFIaDI TQOFIiDI TQOFiaDI GMTPPaDI TQOFPaDI TQOFPiDI TQOFCFDI TQOPACDI TQOPAIDI TQOPIadL TQOPifdI TQOPiFDI TQOPiadL TQOPPadL TQoAPAdL

GEzAAPdR TQoaaFDL GMTPaIDL TQoaPCDR TQoaPIDR TQoIaFDL TQoIiFDL GMTPPidI TQoPIfdL GMTACFdI TQPAICDI TQPAIpDL TQPAFFDI TQPAFFDL TQPAPCDI GMsPICDI TQPaAFDI TQPaACDI TQPaAPDI GAHCicdR GAgPPfdL TQPaFIDL TQPaPFDI GAUaAADI TQPIACDI TQPIAaDR TQPIAaDL TQPiPFDI TQPFAFDL TQPFAaDI TQPFAidI GAqCicdR GAjPPADI TQPFIaDI TQPFiaDI TQPFiadI TQPFPCDL TQPFPaDI TQPPACDI TQPPIAdL TQPPFFDL GAPIFPDI GAHaFiDL TQpAAcDL TQpAIcDL TQpaAPDL TQpaIcDR TQpIPfDL TQpPACDL GMtaPFDI TQpCPfdL TQQaACDI TQQaApDI TQQaaCDI TQQaaaDL TQQaIaDL GAsAFPDL TQQaPcDI TQQIFfDL TQQIPfDL TQQiAcDI TQQiFADL TQQFAFDL TQQFaFDL GMTaAcdI TQQFiFDL TQQFFIDL

GAkiFFDI TQQFPIDI TQQPFFdL GAOFAADR TQQPPFdL GQ0ACPdL TQqaIcDR GMsaiPDL TQqPACDL TQqPIFdL TQqPPFdI GMsaPiDL TQRIIADL TQraAaDL TQraPaDL TQrIaiDL TQKAAaDL TQKAIiDI TQKAFiDL TQKaaFDL GAXaFADI TQKaIFDL TQKaFFDL TQKIAaDI TQKIaaDL TQKIFaDI GQBPAidI TQKFAiDL TQKFaaDI TQKFIaDL TQKFPaDI GMTaiFDI TQKPACDI TQKPaCDI TQKPFaDI TQKPPIDI TQKCPfdL TQkaiFDL TQkaPCDR TQkIAFDR TQkIAFDL TQkIaFDL TQkIiFDL GMTFaIDL GMtFiCDL TQkPIfdL TQLAFIDL TQLaApDL GMTFaFDL TQLaAADL TQLaaFDL TQLaIFDL TQLaIIDI TQLaiFDL TQLaFADL TQLaFiDL TQLaPpDL TQLaPADL TQLIAaDI TQLIAADL TQLIafDR TQLIFADL TQLiAcDL GLFiAfDL TQLFAIDI TQLFaADI GMTFIaDL

TQLFIADI GAgPFidL TQLFiaDI TQLFFIDL TQLFPADI TQLPAfdI TQLPACDI GMTPIaDI TQLPIpdL TQLPifdI GMtAFiDR TQLPFIDL GAgFIcDL TQlAaCDL TQlAICDL GMsIAFDI TQlaAPDL GAsFicDI GLFiApdI GMsFaIDI GMTIPFDR GMTIaFDL TQlCPfdL TQMPAFdI TQmAapDL TQmIafDR GE0FAFDL TQnaAaDL TQnIAADL TQnIaiDL GLIPaCdI TQWAAcDL TQWAAaDL TQWAIiDI TQWAFaDL TQWaAfDL TQWaACDR GMTAAfDI TQWaFFDL TQWIPfDL TQWFaaDL TQWFiFDL TQWFFaDL TQWFFIDL TQWFPaDL TQWPACDI TQWPaCDI GMtPAidI GMtaFIDI TQwaFIDL TQwIAFDL TQwIFFDL TQwFiFDL GAxaAcDI GLNIAFDI GMsaPIDL TQXaFADL TQXaFiDL TQXaPcDL TQXIAaDI TQXIAADL GMSFaaDI TQXIaFDL TQXIiFDL TQXIFADL TQXFAIDL TQXFaADI

GMTPIaDL TQXFFIDL GMtAAFDL TQXFPADI TQXPAfdI TQXPACDI TQXPifdI TQXPPfdI TQXCPfdL TQxAACDL GMtiAcDL GMsFFiDI TQxaiFDL TQxIAfDL TQxIFfDL TQxIPfDL TQxFAcDL TQxFPfDL GMtIaFDI TQxPAfdL TQxPIfdL TQxPIFdL TQxPifDL TQxCPfdL TQYAACDI TQYaACDL TQYaaFDL TQYaaADL TQYaIFDL TQYaifDL TQYaiFDL TQYaiADL TQYaFaDI TQYaPaDI TQYIafDR GMSFPADL GMtFAiDI GMsaACDL TQYPAFdI TQYPiFdI TQYPPFdI TQyaaFDL TQyaIFDL TQyaIpDR TQyaiFDL GMTFAAdI TQZAIiDL TQZIaaDL TQZiFiDL TQzaAaDL GMTPFidI TQSAAFDI TQSAACDI TQSAIcDR TQSaAcDI TQSaApDI TQSaAaDI TQSaaaDL TQSaFaDI TQSaFIDL GLgAaFDR TQSaPPDI TQSIACDI TQSIafDL TQSFAaDI TQSFaaDI TQSFaiDI

TQSFIFDL TQSFICDI TQSFIaDI TQSFiaDI TQSFPFDI TQSFPaDI TQSFPiDI TQSPaCDI TQSPIfdL TQSPifdI GLaAACDR GAfPAFDL TQSPPfdI GAFaFiDL TQsaiFDL TQsaPCDR TQsIafDL GMtaFiDI TQsIFfDL GMtAFidR TQTAacDI GMsFAIDI TQTAIcDL TQTAICDL TQTAFaDL TQTAPpDL TQTAPiDI TQTaACDL TQTaApDI TQTaAPDL TQTaAaDI TQTaAaDL TQTaIcDR TQTaICDI TQTaFaDI TQTaFIDL TQTaPfDI TQTaPcDL TQTaPCdI TQTIApDI TQTIAaDL TQTIaIDI TQTIFaDL TQTiAFDI GMtPaidI TQTiAcDI GL2FPaDL TQTiPfDI TQTFAFDL GAxAAcDL TQTFAADI GAOAicdL GAriPiDI GLgPIadI TQTFPFDI GLuFCPdI TQTPPcDI TQtAAcDL GLNFAIDL TQtAacDL TQtAIcDL TQtaApDL GMSIPfDI TQtaPCdI TQtIFfDL TQtIPfDL TQtPafdL



59

TQtPifdR TQtPifdL TQtCPfdL TQtCPFdI TQtCPFdL TQUaaaDL GAOFAADI TQUaIaDL TQUaPCDL TQUIFiDL TQUIPCDI TQUiFADL TQUPAFdI TQUPaIDI TQUPPFdI TQuaIfDR TQuaFFDL GMTPAiDI TQuPAfdI TQuPafdI TQuPIfdI TQuPIcDL GLDCaCdI TQuPifdI TQuPPfdI TQuPPcDL TQuCPfdI TQuCPfdL TQvAaiDL TQvAPiDL TQvaAaDL TQvaPaDL TQvIFaDR TQFAIfDI GAOIFFDI TQFaApDI GMTPaFdL TQFaacDR TQFaIfDL TQFaICDI TQFaPfDI TQFaPcDI TQFIACDI TQFIafDL TQFIacDI TQFiAcDI GL1PAfDR GAsFCfdI TQFFFFDL TQFPACDI TQFPaCDI TQFPIcdI TQFPICDI TQFPFFdL TQFPPCDI TQfaIcDR TQfaICDR GL7iIfDL TQfIafDR TQfFPaDR TQfPifdI TQGAacDI TQGAIcDI TQGAPcDL TQGAPpDL TQGAPiDI TQGaApDI

TQGaaCDI TQGaIcDR TQGaICDI TQGaFIDL TQGaPfDI GMSFPiDL TQGiAFDI TQGiAcDI TQGiPfDI TQGFAFDL TQGFaFDI TQGFIFDL TQGFICDI TQGFiFDI TQGFPCDI GAsFPIDL TQGPAfdL TQGPACDI TQGPAIDI TQGPafdL TQGPacDI TQGPFADI TQGPPfdI TQGPPfdL TQgAacDL TQgAIcDL GMtAIFDL TQgaApDL GMsaCIDL TQgaPpDR TQgIAfDL TQgIFfDL GASPIIdI GMtiAFDI TQgPafdL TQgPIfdL TQgCPfdR TQgCPfdL TQgCPFdI TQHaaaDL TQHaIaDL TQHaIiDR TQHaIIDI TQHaFiDR TQHaFIDL TQHaPCDL TQHIPCDI TQHFaiDL TQHPAFdI TQHPAiDI TQHPaiDR TQHPPiDI GMTIPfDI TQhAPAdL TQhPAfdI TQhPAfdL TQhPafdI TQhPIfdI TQhPIfdL TQhPIFdI TQhPifdI TQhPPfdI TQhCPfdI TQhCPfdL TQiAAiDL TQiAaiDL TQiAFiDL

TQiAPiDL TQiaAaDL GMtAACDL TQiPaiDL GAHaAcDL TQAAPcDR TQAaApDI TQAaApDL GL3CACdI GQHFPPDL GMsFAiDI TQAIAfDL TQAIACDI TQAIafDL TQAIFfDL GMtaPIDI GAsFCfDI TQAFIfDL TQAFPfDI TQAPAfdI GAOFiFDI TQAPACDI TQAPACDL TQAPApDI TQAPaCDI TQAPICDI TQAPifdL TQAPPfdI GLGCPCdI TQaPAfdL TQaPifdI TQBAACDL TQBAacDI TQBAaADI GLTCiCdI TQBAPIDL TQBaAfDI GERiPFDI GAHCAcdL TQBaFaDI TQBaPcDI TQBaPcDL GQxPAfdL TQBaPpDL TQBIFfDL TQBiAFDI GEwPAiDI TQBiFIDL TQBiPfDI GMsAFaDL TQBFaFDI TQBFaADI TQBFIFDI TQBFPFDI TQBPAfdL TQBPApDI TQBPICDI TQBPPfdI TQBPPfdL TQBCPFdI TQbAPcDL TQbaACDL TQbPAfdL GAGAiCDR TQbPifdL TQbPPfdL TQbCPfdL

GANaiIDL TQCAaIDL TQCaIiDR TQCaFiDR TQCaFIDL TQCIafDL TQCIPCDI TQCiFiDR TQCFaiDL TQCPAFdI TQCPaFdI TQCPIFdI TQCPiFdI TQCPPFdI GMsIFIDL TQcaIcDR GMsIiFDI GMsPaIDL TQcPAfdI TQcPAfdL TQcPAFdI TQcPafdL TQcPIfdI TQcPIFdI TQcPifdI TQcPiFdI TQcPPfdI TQcPPfdL TQcCPfdI TQcCPfdL TQDAAIDL TQDAIIDL GMtiFFDI GMtiFFdI TQdAAiDL TQdAaiDL TQdAFiDL TQdaPaDL TQdFaiDL GMTiPFDL TQdPAiDL TQ0AIFDL TQ0AICDL TQ0AFaDI TQ0APcDL TQ0APpDL GMtIiFDI TQ0aACDI TQ0aApDL TQ0aAPDI TQ0aafDL TQ0aICDI TQ0aPcDI TQ0aCfDI TQ0IAfDL TQ0IafDL GAGaIFDL TQ0IFfDL TQ0IPfDL TQ0iAcDI TQ0FIfDL TQ0PAfdI TQ0PACDI TQ0PACDL TQ0PApDI TQ0PICDI TQ0PifdL

TQ0PFFdL TQ0PPCDI TQ1aPCDR TQ1FPaDR TQ1PAfdL TQ1PifdI TQ1PPfdL GLmaiFDL GMtIipDL TQ2AIcDI TQ2APcDI TQ2APcDL TQ2APpDL TQ2APIDL TQ2aAfDI TQ2aApDI GMsIFIdR TQ2aafDR TQ2aaCDI GMSFAiDL TQ2aIfDR TQ2aICDI TQ2aFFDL GAMFIFDI TQ2IFfDL TQ2IFIDL TQ2IPpDI TQ2iAfDI TQ2iAcDI TQ2iPfDI TQ2FAFDL TQ2FACDL TQ2FaFDL TQ2FaIDI TQ2FiFDL TQ2FPFDI TQ2FPFDL TQ2PAfdL TQ2PACDI TQ2PaCDI TQ2PICDI TQ2PPfdL TQ2PPpDL TQ2CPFdI TQ3AIcDL TQ3APCdL TQ3aIpDR GE1PaadI TQ3PAfdL TQ3PApDL TQ3PifdL TQ3PPfdL TQ3CPfdR TQ3CPfdL TQ3CPFdI TQ4AaIDL TQ4aFiDL TQ4aFIDL TQ4IafDL GLkiaCDL GMTPifDI TQ4PaFdI TQ4PIFdI TQ4PiFdI TQ4PPFdI GMtFPiDI TQ5PAfdL

TQ5PAFdI TQ5PafdL TQ5PaFdI TQ5PIFdI TQ5PifdI TQ5PiFdI TQ5PPfdI TQ5PPFdI TQ5CPfdI TQ5CPfdL TQ6AFIDL TQ7AFiDL TQ7aPaDL TQ7IAaDI TQ7FFiDL TQ7PAiDL TQ7PPiDL TLOAPFdI TLOaAfDL TLOaaFDL TLOaIFDL TLOIAfDI GQHaFcDL TLOPFADI TLoaApDR TLoaafDL TLoaaFDL TLoaIfDL TLoaifDL TLoaFcDR GATaiFDI GMtAACdR TLoIafDI TLoiFfDR TLoFaiDI TLoFaidI TLoFPidI TLoPFADL TLoPFAdI TLPIAfDI TLPIAFDI TLPIPCdI TLPFPFDI GQAPFPdL TLpAFFdR TLpAPfDI TLpaAFDR TLpaAFDL TLpaApDR TLpaApDL TLpaafDR TLpaIcDL GAsAApDL TLpaFFDR TLpaFcDL TLpaPFDR GE0FACDL TLpIAfDI TLpIAFDI TLpIAFDR TLpIAFDL TLpIApDI TLpIFfDI TLpIFfdI TLpIPfDI TLpiAcDI TLpiIfDL

TLpiFFDL TLpiFFdI TLpiFFdR TLpiFCdI GMSaAaDL GMtiFCDI GMsIFAdI TLQaaADL GLaAAPdI TLQaFcDI TLQIAFDI TLQFaiDR TLqaAcDR GMTIFaDL TLqaIfDL TLqaPfDR TLqIAFDI TLqIAFDR TLqIafDI TLqIifDL TLqIPfDR TLqIPcDL TLqiFFdR TLqFAfDI TLqFAFdL TLqFaFDR TLqFaADL TLqFaAdI TLqFaAdR TLqFIFDI TLqFIFDL GMsaIfDL TLqFIpDI TLqFIADI TLqFIAdI TLqFIAdL TLqFiFDR TLqFiFDL GAmIIfDI TLqFFadI TLqFPfDI TLqFPfDL GMtAPaDL TLqFPFDI TLqFPFDL GAnaaIDL TLqPifDI GMsAFADL TLqPifDL TLqPFADL TLqPFAdI GLOaAcdL TLRaAcDL TLRaFFDI TLRaFADL TLRIAFDI TLRIaFDL GE2aAIDL TLRiAfDL TLrAafDI TLrAafDL TLraAfDI TLraAfDL TLraAcDI TLraIfDL TLraifDI TLraFfDR



60

TLraFfdR TLraPfDR TLrIAfDI TLrIAfDR TLrIAFDI TLrIafDI GAUPPFdL TLriAFDR TLriFfDR TLriFfdR TLrFAFDI TLrFAFDL GLzAPidI GLuiFfDR TLrFAIdI TLrFaFDI TLrFaFDL GASPFpDI TLrFaADL TLrFaAdI TLrFaiDR TLrFIFDI TLrFIADL TLrFIAdI TLrFiFDI TLrFiFDR TLrFiFDL TLrFFFDL TLrFFaDI TLrFPFDI TLrFPFDL TLrFPFdI TLrFPadI TLrPFAdI TLrPFIDL TLrPFIdI TLKAaFDI TLKaAcDL TLKaaADL TLKaFaDI TLKIACDL TLKIaADI TLKIaADL TLkAFaDI TLkAFaDL TLkaApDR TLkaaFDL TLkaacDR TLkaIcDL TLkaIpDL TLkaifDL TLkaFcDL TLkaFpDR TLkaPfDL TLkaPFdI TLkaCfDL TLkIAFDI TLkIAaDI TLkIaADL TLkiAcDR TLkiFaDI TLkiFaDL TLLAFaDI TLLaAFDL TLLaAcDL TLLaACDL TLLaAADI

TLLaAIDI TLLaAIDL TLLaFADI TLLaFIDI TLLiAFDL TLLFaIDL TLLFIIDL TLlAFadI TLlaAcDI TLlaACDL TLlaApDL GMSFAaDI TLlaIfDL TLlaIcDL TLlaIpDL TLlaifDL TLlaFFDL TLlaFcDI TLlaFcDL TLlaFpDL TLlaFADI TLlaFADL TLlaFAdI TLlaPFDI TLlaPCDI TLlaPCDL TLlaPCdI TLlIAADI TLlIFfdI TLlIPfDI TLliAfDL TLliAcDR TLliIpDL TLliFCDL TLliFadI TLlFIadI TLlFFadI TLlFPAdI GAgFaIDL TLMaAfDL TLMaAiDR GMSaFADI TLMaFiDR TLMIAFDI TLMIaADL TLMIFaDI GAgiFfDL GAxiFFDI TLmAFADI TLmAFADL TLmAFAdI TLmaApDR TLmaaFDL TLmaIfDL GMsAICdL TLmaFfDR TLmaPfDR TLmIAfDI TLmIApDL TLmIafDI TLmIFfDL TLmIPfDI TLmIPfDL TLmiFfDR TLmFAFdI TLmFAaDI TLmFAadI

TLmFaaDI TLmFaadI TLmFaidR TLmFIaDI TLmFIadI TLmFIiDI TLmFIiDR TLmFIiDL TLmFIidI TLmFIIDL TLmFIIdI TLmFIIdR TLmFiFdI GL7FCPDL TLmFPfdI TLmFPcDI TLmFPcdI TLmPAfDI TLmPAfDL TLmPAcDI TLmPAcDR TLmPAcDL TLmPafDI TLmPifDI TLmPPfDR TLmPPfDL GAUiAfDI TLNAaiDR TLNAaIDI TLNAIFDI TLNAIIDL GQSPIFdL TLNaAiDR TLNaAIDI TLNaFiDL TLNaFIDI TLNIAFDI TLNIAaDI TLNIaADL TLNFIiDI TLNFIiDL TLNFIIDL GMtiFCdI TLNPFiDL GAsPafdI TLnAFADI TLnAFAdI TLnaApDR TLnaaFDL TLnaacDR TLnaIfDL TLnaIcDL TLnaifDL TLnaiFDL GMsIFaDL TLnaFcDR TLnaFpDR TLnaFIDL TLnaPFdI TLnaCfDL TLnIAcDI TLnIAADI TLnIaFDL TLnIFFdI TLnIPfDI TLniAcDR TLniFadI

TLniFADI GAliPfDI TLnFAadI TLnFAIDI TLnFAIDR TLnFaadI TLnFaiDR TLnFaidR TLnFIiDI TLnFIiDR GAtAFiDL GQ0FAPDL TLnFIIdI TLnFIIdR TLnFPaDI TLnPIIDL TLWaAFDL TLWaaADL GMSFFiDR TLWaIADL TLWaiFDL TLWIAaDI TLwAAaDI TLwAFaDL TLwaAcDL GAtFPcDR GEWAApdR TLwaIfDR TLwaFcDL TLwaPfDL TLwIAaDI TLwIaFDL TLwIiFDL TLwIFaDI TLwIFADI TLwiAfDL TLwFAFDI TLXaAFDL GMSFPpDI TLXaFFDL TLXaFADI GMTIiCDL TLXIFADI TLXFaIDL TLxAFfdI TLxAPfDI GMTPFADI TLxaAcDI GMtAICdL TLxaifDL TLxaPCDI TLxIAFDI TLxIAaDI TLxIAADI TLxIafDL TLxIaFDR TLxIacDL TLxIaADL TLxIFFDI TLxIFaDI TLxFIfDI TLxFIaDI TLxFIIDL TLxFIIdI TLxFFaDI TLxFPfDI TLYAAIDL

TLYAFIDL TLYIAFDI TLYIAaDI TLYFaIDL TLYFIiDI TLYFIiDL TLYFIidI TLYFIIDL TLYFFIDL TLyAAaDL TLyaaFDL TLyaIfDL TLyaiFDL GMsFIiDI TLyIAFDI TLyIAaDI GMSPPaDI TLyIiFDL TLyIFfdI TLyIFFdI TLyIPfDI TLyiFfDL TLyFaaDI TLyFaadI TLyFaAdI TLyFIaDI TLyFPAdI TLyPacDI TLZAFIDI TLZAFIdI TLZaAcDL TLZaAIDL TLZaaIDL GMSiAiDR TLZaFIDL TLZIAADI TLZFAIDI TLZFaIDI GASPFidL TLZFPIDI GMSPiFdL TLZPFiDL GAHAPaDL TLzAIFDI TLzAIFDL GAlAAFDR TLzaAfDL TLzaAcDI TLzaIcDL TLzaFcDL TLzaFpdL GMTFAFDI TLzaPfDL TLzIAaDI TLzIFFdI GMtaCFDI TLziAfDR TLzFAiDI TLzFAiDR TLzFAIDR TLzFaadI TLzFaidR TLzFIadI TLzFIAdI TLzFIiDR TLzFIiDL GMSPFidL

TLzFIIdR GAHFaFDL TLzFFFDI TLzFFaDI TLzFPaDI TLzFPAdI TLzFPidI TLzPIIDL GL5FaFDL TLzPFAdI GAGaaFDL TLzPFIDL TLzPFIdR TLSAAfDI TLSaAiDL TLSaifDI TLSaFcDI TLSaFcdI TLSaFiDR TLSaFiDL TLSIAfDI TLSIFfDI GAuAACDL TLSFaFDI GMhPiFDL TLSFaIDL TLSFaIdI TLSFIIDI TLSFIIdI TLsAFfdI TLsaApDR TLsaApDL TLsaIfDL TLsaFfDR TLsaFIDL TLsaPfDR TLsaCfDL TLsaCcDL TLsIFfDI TLsIPfDI TLsiFfDR TLsiFfDL TLsiFIDL TLsFAIDR TLsFAIDL TLsFaFDI TLsFaFDR TLsFaFDL TLsFaIDI TLsFaIDR TLsFaIDL TLsFIFDR TLsFIFDL TLsFIFdI TLsFIadI TLsFIiDI TLsFIiDR GAgCFFdL GAHFPIDL TLsFIIDI TLsFIIDR TLsFIIDL TLsFFadI TLsFFIDR TLsFPadI GLtFACDI TLsFPIdR

TLsPFFDI TLsPFIDR TLsPFIDL TLsPFIdR TLTAaiDR TLTAIFDI GLnaIADL TLTaAfDI TLTaAcDI TLTaFFdI TLTaFcDI TLTaFIDI TLTIAfDI TLTIFfDI TLTiAfDI GQCaCcdR TLTFaidR TLtAAFDI TLtAAFDR TLtAApDI TLtAApDL TLtAFfdI GMUIFfdI TLtAFFdR GLXaAFDL TLtAPcDI GLXaAFDI TLtaAfDI TLtaAfDL TLtaAFDR TLtaAFDL TLtaACDR TLtaACDL TLtaApDR TLtaAPDR TLtaAPDL TLtaIfDI TLtaIfDL TLtaIFDL TLtaFfDR TLtaFfdL TLtaFFDI TLtaFFdI TLtaFAdI GAgFFPDL TLtaPfDR TLtaPCDI TLtaPCDR TLtaCfDL TLtaCcDL TLtIAfDI TLtIAfDL TLtIAFDI TLtIAFDL TLtIFfdI TLtIFFDI TLtIFFDL TLtIPfDI TLtIPfDL TLtIPpDI TLtiFfDR GQ2iAcDL TLtiFfdL TLtiFFDI TLtiFFdI TLtiFADI TLtiFiDR



61

TLtFAFdI TLtFaFDI TLtFaFdI TLtFIFDI TLtFIFDR TLtFIFdI TLtFIAdI TLtFFfDI TLtFFFDR TLtFFFDL GE3IipDL GE3IFpDL TLtFFADL TLtFFAdI TLtFFAdR TLtFPFDI GQHiFfDL TLUAAfDI TLUAaiDR TLUaFcDI TLUaFpDI TLUaFadL TLUIAFDI TLUIaFDI TLUIFFdI GAgiFiDL TLUFaidR TLUFaIDI TLUFaIDR TLUFaIDL TLUFIIDI TLUFIIDL TLUFiFDI TLUFPADI TLuAFaDI TLuAFaDL TLuAFADR TLuAPfDR TLuaAfDR TLuaAcDR GMSAPadI TLuaIfDL TLuaFfDR TLuaFfDL TLuaFaDI TLuaFaDL TLuaFadI TLuaPfDR TLuIAFDI TLuIAFDL TLuIFfDL TLuIFFDI TLuIFFDL GMtFPaDL TLuIPfDR GEyaAaDL TLuiFfDR TLuiFfDL TLuiFaDI TLuiFaDR TLuiFaDL TLuFAfDL TLuFAFDR GLsaCfDL TLuFAaDI TLuFAaDL TLuFAADI

TLuFAADL TLuFafDL TLuFaFdR TLuFaADR TLuFaADL TLuFaAdR TLuFaIDR TLuFIFDR TLuFIFdR TLuFIpdL TLuFIADR TLuFIADL TLuFIAdR TLuFIIDR TLuFIIDL TLuFifDR TLuFifDL TLuFFfDL TLuFFaDI TLuFFaDL TLuFFADR GM7iIFDL TLuFFAdL TLuFPFDR TLuFPFDL TLuFPFdR TLuFPAdI TLuFPAdL TLuPAADR TLuPFFDR TLuPFFdR TLuPFaDI TLuPFADI TLuPFADR TLuPFADL TLVAaiDR TLVaAFDL TLVaApDI TLVaAiDR GAlIPfDR TLVIaFDL TLVIiFDI GMSPFFdI TLVFaiDR TLVFaidR TLVFaIDI TLVFaIDR TLVFaIDL TLVFIIDI TLVFIIDR TLVFIIDL TLvAApDR TLvAApDL TLvAFfdR TLvAPfDI GExaIFDL TLvaAfDR TLvaAFDR TLvaAcDR TLvaACDR TLvaAPDR TLvaIfDL TLvaIFDL TLvaiFDL TLvaFfDR TLvaFfdR TLvaFaDI

TLvaFaDL TLvaFadI TLvaFADL GAjFifDI GLYCFPdL TLvaCcDL TLvIAfDR TLvIAfDL TLvIAFDR TLvIAFDL TLvIApDL TLvIafDI TLvIiFDR TLvIiFDL TLvIFfDL TLvIFADL GM1FACDL TLviFfDR TLviFfdR TLviFaDI TLviFaDL TLvFAFDR GALPiCdL TLvFAaDR TLvFAaDL TLvFAADI TLvFAADR TLvFAADL TLvFAIDR TLvFAIdR TLvFaFdR TLvFaaDL TLvFaADR TLvFaADL TLvFaAdR TLvFaIDR TLvFaIDL GMTFAiDI GL1aCaDL TLvFIFDR TLvFIFdR TLvFIaDI TLvFIaDL TLvFIADR TLvFIAdR TLvFIIDR TLvFIIdR GAPFaIDI TLvFiFDL GMHCFFdL TLvFFaDL TLvFFAdR TLvFPfDI TLvFPFdR TLvFPcdI TLvFPaDI TLvFPADL TLvFPAdI TLvPAfDI TLvPAfDL TLvPAcDI TLvPAcDL TLvPifDI GM1FaFDL TLvPFFdR TLvPFaDI TLvPFaDL

TLvPFADI TLvPFADR TLvPPfDI TLvPPfDL TLvPPcDI TLvPPcDL TLFaAcDI GAhAACdL TLFaFcDI TLFaFiDL TLFIAfDI TLFIFfDI GQgaAcDL TLFFaiDR TLFFaIDL TLFFIFDI GLPaPCdL TLfAAFDI TLfAApDI TLfAaFDI TLfAIiDR TLfAFfdI TLfAPcDI GAHCacdL TLfaApDL TLfaIfDL TLfaFfDI TLfaFfDL TLfaFadL TLfaFIDL TLfaPcDR TLfIApDI TLfIaFDR GAxCPfdI TLfIiFDR TLfIiFDL TLfIFfDI TLfIPfDI TLfiFfDI TLfiFfDL TLfiFaDL TLfiFIDL GEmiACDI TLfFAFDL TLfFAadI TLfFAIDR TLfFAIdR TLfFaFDR TLfFIFDL TLfFIFdR TLfFIiDR TLfFIidR TLfFIIDL TLfFiFDL TLfFFFDI TLfFFFDL TLfFPFDI TLfFPFdI GAuCPfdI TLfPAcDI TLfPifDI TLfPFFDI TLfPFFDR TLfPFFdR TLfPFadI TLfPFIdR TLGAIFDI

GAYIFPDL TLGAIFDL TLGAICDR TLGaAFDI TLGaAFDL TLGaACDR TLGaACDL TLGaFpDI GLMFFFDL TLGiAfDI TLGiAFDR TLGiAFDL TLGFaiDR TLGFIFDI TLGFIIDR TLGFIIDL TLGFIIdR TLGFPFDI TLgAApDR TLgAApDL GMsPAADI TLgAFfdI TLgAPcDI GQbIAfDL GMsPIADL TLgaIfDI TLgaIfDL TLgaIFDR TLgaIFDL TLgaFfDR TLgaFfDL TLgaFfdR TLgaFFDI TLgaFADI TLgIAFDL TLgIApDI TLgIafDI TLgIFfDL TLgIFfdI TLgIFFDL TLgIPfDI TLgiFfDR TLgiFfDL TLgiFfdR TLgiFFDI GLoFaidI GMtiFaDL TLgFAFDI TLgFAFdI TLgFaFDL TLgFaAdI TLgFIFDR TLgFIFDL TLgFIFdR TLgFIaDI TLgFIADI TLgFIiDR TLgFIIDR TLgFiFDI TLgFiFDR TLgFiFDL TLgFFFDR TLgFFFdR GAlCPFdI TLgFFADL GEdPFCdL GLYPIIDL

TLgPifDI TLgPFADI TLgPFAdI TLgPPcDI TLHaApDI TLHaaFDL TLHaFcDI TLHaFiDR GEtFAidI TLHFaiDR TLHFaIDI TLHFiFDI TLHPaIDL TLHPFADI GEWiPFDI TLhAFaDL TLhAPcDL TLhaAfDR TLhaAcDR TLhaApDL TLhaIfDL TLhaFfDL TLhaPfDR TLhIAFDL TLhIaFDR TLhIFfDL TLhIFFDL TLhIFADL TLhiFfDL TLhiFIDL TLhFApDR TLhFAaDR TLhFAadR GMcFAPDL TLhFafDL TLhFaaDR TLhFaaDL TLhFaadR TLhFaADR TLhFaAdR TLhFIfDR TLhFIfDL TLhFIfdR TLhFIFDI TLhFIFDR TLhFIpDR TLhFIaDR TLhFIaDL TLhFIadR TLhFIAdR TLhFifDR TLhFifdR TLhFifdL TLhFFaDR TLhFFAdR TLhFPFdR TLhFPpDL TLhFPaDR TLhFPADR TLhFPADL TLhFPAdR TLhPApDL TLhPFaDR TLhPFADR TLhPFAdR TLIAFFdI TLIaAfDI

TLIaApDI TLIaAiDL TLIaFpDI TLIaFaDI TLIFaIDI GMSiACDR TLIFFaDI TLIFPFDI TLiAFfdR GMTaFiDL TLiaApDR TLiaAaDR GEmaAFDI TLiaIFDL TLiaFfDR TLiaFfDL TLiaFADL TLiIAFDR TLiIAFDL TLiIApDI TLiIApDL TLiIAaDI TLiIafDI TLiIaFDR TLiIifDL TLiIiFDR TLiIPfDR TLiiFfDR TLiiFfDL TLiiFaDI TLiiFaDL TLiFAFDR TLiFApDI TLiFApDL GLPiPFDI TLiFAADR TLiFAAdR TLiFAIdR TLiFafDI TLiFaFdR TLiFaadR TLiFaADR TLiFaADL TLiFaAdR TLiFaIDL TLiFIfDI TLiFIfDL TLiFIFDR GMUFAfDI TLiFIpDI TLiFIaDL TLiFifDI TLiFifDL TLiFiFdR TLiFFfDL TLiFFaDR TLiFPfDI TLiFPfdI TLiFPFDL TLiFPFdR TLiFPcDI TLiFPcdI TLiFPaDL TLiFPADI TLiFPAdR TLiPAfDI TLiPAfDL



62

TLiPAcDI TLiPifDI TLiPifDL GMviAPDI TLiPFFdR GE6iACdI TLiPFAdR GMSPaFDI TLiPPfDI TLiPPfDR GLgAiCdI GLaAAADR TLAAaiDL TLAaAfDL TLAaAcDL TLAaFcDI TLAaFpDI TLAIAfDI TLAiAfDI GQFiFfdL TLAFIiDR TLaAApDI GMtiFPDI TLaAaIDL TLaAIiDR GAxCICdL GAxCifdI GAxCPFdI TLaaApDI TLaaApDL TLaaaIDL TLaaIfDL TLaaFfDI GMtaFADL TLaaFIDL TLaIAfDI TLaIApDI GMtiFIDL TLaIFfDI TLaIPfDI TLaiFfDI TLaiFIDL TLaFAFDL TLaFAFdR GMtiFCDL TLaFAIdR TLaFaFDL TLaFaFdR TLaFIFDL TLaFIFdR TLaFIiDR TLaFFFDI TLaFFFdI TLaPAfDI TLaPAcDI TLaPifDI TLaPFFDL TLaPFFdR TLaPPcDI TLBAAfDI TLBAaiDL TLBAIIDR GMTPACdL TLBaAcDI TLBIAfDI GLkAIiDI TLBiFiDR

TLBFaiDL TLBFaIDI GMSPiCdL TLbAApDI TLbAApDR TLbAApDL TLbAFfdR TLbAPfDI GLpiApDL TLbaAfDR GMSPAaDL GMsFIPDL TLbaIFDR TLbaIADR GMsPPiDI GMSaAcdI TLbaFfdR TLbIApDI TLbIApDL TLbIafDI TLbIiFDR TLbIFfDL TLbIPfDI TLbIPfDL GLoFIFDI TLbFAFDI GL1AafDL TLbFaFDI TLbFaFdI TLbFIFDI GATAFIDR GLbiAcDL TLbFiFdI TLbFFFDL TLbFFadI TLbFFADR GEdPFFdL TLbFPFDR TLbFPFdI TLbFPADI GQuPifdI GAhAIiDI GATAFIDL GL1CFPdL TLbPPcDI TLbPPcDL GEtFaIdI TLCAFFDI TLCaAfDI GEpiFADI TLCaIFDL TLCaiFDL GQ3IFfDL TLCiAfDI GEtFIFDL GQ2IAfDL TLcAaIDL TLcAIIDR TLcAPcDL TLcaAfDR TLcaApDL TLcaIfDL TLcaIFDL TLcaIADL TLcaFfDI TLcaFfdL TLcaFaDR

TLcaFADL TLcIAFDL GMSPFiDL GMtaAaDL TLcIaFDR GAlAIfDR TLcIiFDR TLcIFfDL TLcIFFDL TLciFfDL TLciFaDR TLciFadR TLcFAfDR TLcFAADR TLcFAAdR TLcFafDR TLcFafDL TLcFaadR TLcFaIDL TLcFIfDR TLcFIfdR TLcFIpDR TLcFIadR TLcFifdR TLcFFfDR TLcFFaDR TLcFPpDR TLcFPaDR TLcFPAdR GLwFIIDR TLcPFfDR GMhaCFdI TLDAaiDL TLDAIiDR TLDAFFDI TLDAFFdI TLDaAfDI TLDaAfDL GLUPIiDR GEZiPCDI TLDaFiDL TLDIAiDR TLDIFfDI GMSAAPdI TLDiAfDI GMtFCPDI TLDFaiDL TLDFFFDI TLDFFADI GAFAiPdI GMfAaFDL TLdAPcDR TLdaAfDR GEqFIiDI TLdaIFDL TLdaFfDI TLdaFfDL GMSAACDI GMSPAiDI TLdaFFDL TLdaFaDI TLdaFADL TLdIAFDR TLdIaFDR TLdIFfDL TLdiFfDI TLdiFfDR

TLdiFfDL TLdiFaDI TLdFAaDL TLdFAadR TLdFAADR TLdFAIdR TLdFaFdR TLdFaaDR TLdFaaDL GEQFaFDI TLdFIaDR TLdFIadR TLdFIADR TLdFIAdR GAPFaIdI TLdFiFDR TLdFPfdI TLdFPFDL TLdFPcDI TLdFPcdI TLdFPaDR GEQPFFdL GEQPFCdL TLdPAfDL TLdPAcDI TLdPAcDR TLdPifDI TLdPifDL TLdPFfDI TLdPFaDR TLdPFadR TLdPPfDI TLdPPfDL TLdPPcDR TLdPPcDL TL0AaiDL GMsPFidI TL0AIiDR GMtFIaDL TL0aAfDL GEaFAFDL TL0FaFDI TL0FaiDL TL1AaIDL TL1APfDI GAxCPcdL GAYAIiDR GAYaAFDI TL1aIfDI TL1aCfDL TL1IAfDI TL1IPfDL TL1iFfDI TL1iFfdI TL1FAFDR TL1FaFdR TL1FaIDL TL1FIfdI TL1FIFDR TL1FiFDI TL1FiFDR TL1FFfDI TL1FPfdI TL1FPFDI TL1FPFdI TL1PAfDI TL1PAcDI

TL1PaCDR TL1PifDI TL1PFFdI TL1PPcDI TL1PPcDR TL2AaiDL TL2aAfDI GMTaAiDI TL2aApDI TL2aFcDI TL2aFADL TL2IAiDR TL2iAfDI TL2FaiDL GLNAaIDL GAkIAfDR TL2FFFDI TL3AApDI TL3AApDR TL3AApDL TL3AFfdR GMSAACDL TL3APfDI TL3aApDR TL3aIfDI TL3aIfDL TL3aIFDR TL3aFfDR TL3aFfDL GLmCFFdL TL3aFAdI GMSaPFDL TL3IApDI TL3IApDL TL3IafDI TL3IPfDI TL3IPfDL TL3IPpDL TL3iFFDI TL3iFFdI GQBiCCdL GAsPAfDI TL3FAFdI TL3FAADI TL3FaADI GQAFAfDL TL3FIFDL TL3FIADI TL3FiFDI TL3FFFDR TL3FFAdI TL3FFAdR TL3FPFDI GQuPifdL TL3PAcDI TL3PacDI TL3PacDL TL3PifDI TL3PFADI TL3PFADR TL3PFADL TL4aAfDI TL4aApDI GLOiAfDI TL4aFpDI TL4aFaDI TL4IAfDI

TL4IFfDI TL4iAfDI TL4iFiDR TL4FAFDI TL4FAADI TL4FIFDI TL4FIaDI GEtFAiDI TL4FPFDI GEcAAiDR TL5AFadR TL5aAcDR TL5aAaDL TL5aIFDL TL5aFaDL TL5aFADL TL5aPfDR TL5IaFDR TL5IifDL TL5IiFDR GMTFPADI TL5iFfDI TL5iFaDL TL5FAfDR TL5FAfDL TL5FApDR TL5FApDL GEiAFiDR TL5FafDR TL5FafDL TL5FaadR TL5FIfdR TL5FIpDR TL5FIpDL TL5FIadR TL5FifDR TL5FFadR TL5PaaDR TL5PIcDR TL5PIcDL GQHPFpDL TL5PFaDR TL5PFadR TL6AAFDI TL6AaiDL TL6aAfDI TL6aAcDI GLUPIiDI TL6aiFDL GEMFAiDI TL6iAfDI TL6FaiDL TL6FIiDR TL6FIIDR TL6FIIdR GEuaAiDL TL7AIIDR GMviAPdI TL7aApDR TL7aaADL TL7aIFDL TL7aIcDL GEpFFPDI TL7aFFDL TL7IAFDR TL7IafDI TL7IiFDR

TL7IPfDI TL7IPfDR GEOAAcdI TL7iFCDL GALPiCdI TL7FAAdR TL7FaFdR TL7FaADR TL7FaAdR GATaPCDI TL7FIFdR GMHFAPDL GAPFaPDI TL7FiFDR GLsaPIDL GLaCFPdL TL7FPFDR GErPiCdL GAyiAPdI TL7FPADL TL7FPAdI TL7FPAdR GLSiAfDI GLDCACdI GLSiAfDL TL7PafDI TL7PacDI TL7PFADI TL7PFADR GLgAiFDR TAOAAfDI TAOAIFDI TAOAIFDL TAOAPcDI TAOaAcDI TAOaACDR TAOaAPDR TAOaaCDR TAOaFFDI TAOaFFdI TAOIaFDR TAOIiFDR TAOIiFDL TAOFACDI TAOFAADI TAOFAADL TAOFAiDI TAOFAidI TAOFFAdI TAOFPIDI GAtFifDL TAOPFAdI TAOPFidI TAOPFIdI TAOPPFdI TAOPPIDI TAoAAfDI TAoAAfDL TAoAafDI TAoAIfDI TAoAIfDL GAUAFaDR TAoAPfDR TAoAPcDI TAoAPcDR TAoAPpDI TAoaApDR



63

TAoaFIDI TAoaFIdI TAoaPCDI TAoaPIDR TAoIAcDI GQyAacDL TAoIApDR TAoIacDI TAoIFfDL TAoIFIDI TAoIPfDI TAoIPcDI TAoiFfDL TAoFAFDL TAoFAcDL TAoFApDL TAoFaFDL TAoFICDL TAoFiFDL TAoFPfDI TAoFPpDL TAoFCfDL TAoPAfDR TAoPAfDL TAoPACDI TAoPAIDI TAoPafDR TAoPafDL TAoPafdI TAoPaCDI TAoPaCDR TAoPifDR TAoPifDL TAoPFfDL TAoPFIdL TAoPPfDR TAoPPfDL TAoPPcDI TAoPPCDI TAoPPCDR TAoPPpDI TAoPPIDI TAoPPIDR TAPAIiDR TAPAPcDI TAPaAcDI TAPaFIdI TAPaPFDI TAPIaFDL TAPFaFDI TAPFFAdI TApAafDL TApAaCDI TApAIfDL GLtCPCdI TApAPpDI TApAPpDR TApaAFDI TApaAcDI TApaAcDR TApaACDI TApaAPDI TApaIFDR TApaIcDI TApaICDI TApaFFDI TApaPFdI

TApaPFdL TApaPpDI TApaPPDI TApaCfDI TApIAfDL TApIafDI TApIaCDI TApIICDI TApIPfDL TApiPfDI TApFAfDL TApFAcDL TApFACDI GMTAFaDR TApFICDL TApFifDL TApFPfDL TApFPFDL TApFPpDL TApFCfDL TApPAfDL TApPAfdL TApPAcDL TApPACDI TApPACDL TApPaFdL TApPaCDR GLdiFiDL TApPIFdL TApPICDI TApPICDR TApPifDL TApPiFdL TApPFfDL TApPFfdL TApPPFdL TApCPfdL TApCPFdL GLOAAcdI TAQAPFDI TAQaAFDI TAQaAcDI TAQaAaDR TAQaaCDR TAQaIADI TAQaFAdI TAQaFIDR TAQaPFDI TAQaPCDI TAQIAFDR TAQIAaDR TAQIFadR TAQFAFDI GLnAPfDR TAQFaIDI TAQFaIdI TAQFICDI GLnAIiDL TAQPaFDI GLOAFFDI GAoaFIDI TAqAAFDR TAqAAFDL TAqAACDR TAqAaFDR TAqAaFDL TAqAaCDR

TAqAIFDL TAqAICDL TAqAFFDI TAqaAFDL TAqaApDI TAqaaFDL TAqaaCDR GAHCIcdL TAqaFADR TAqaFIDI TAqIAcDI GEhAAiDR TAqIFIdI TAqIPCDI TAqiAFDL TAqFAcDL TAqFACDL TAqFAADI TAqFaADI TAqFaADL TAqFIfDL TAqFIFDL TAqFICDL TAqFIADR TAqFifDL TAqFPfDI GLSFFaDL TAqPaCDI TAqPIfdI TAqPICDR TAqPifdI TAqPFfDL TAqPFAdI TAqCPfdI TARaPiDI GMtPiCdL GL6CPCdI TAraPiDI TAriFADI TAKAAaDL TAKAIiDI TAKAFaDL TAKAFiDI TAKaFFDI TAKaFIDI GLmFPidI TAkAApDL GMtAPaDR TAkAFidI TAkAPcDL TAkAPpDL TAkaAfDL TAkaACDR TAkaAPDI TAkaAIDR TAkaafDR TAkaacDR TAkaaCDI TAkaaIDI TAkaaIDR TAkaIfDL TAkaifDL TAkaFcDL TAkaFpDL GAQPFCdL TAkaPFdI TAkaPpDL

TAkaPIDI TAkaCcDL TAkIAfDL GExFAidI TAkIApDI TAkIifDI TAkIPcDI GExFaiDI TAkiIfDL TAkFAFDL TAkFApDL TAkFafDL TAkFaFDL TAkFIfDL TAkFICDL TAkFFfDL TAkFPfDL TAkFPcDL TAkFPpDL GMSAACdI TAkPafDL TAkPifDL TAkPFfdL GMtiAPdI GAXaFIDI GMSFaPDR TALAIIDI TALAFiDI TALAFidI TALAPCDI GMsFaIDL TALaFIDI TALaFIdI TALaPFDI TALaPFDL TALIAaDI TALIAaDL TALIAiDI TALIiFDL TALIFIdI TALFAiDI TALFaaDI TALFIaDI TALFIiDI TALFiadI TALFPadI TALFPAdI TAlAAfDL TAlAApDL TAlAaIDI TAlAIfDL TAlAPfDR TAlAPfDL TAlAPcDI TAlAPcDL TAlaAcDL TAlaAIDI TAlaIfDL TAlaICDI TAlaifDL TAlaFIDI TAlaFIDL TAlaPCDI TAlaPpDI TAlaPPDI TAlaCcDL TAlIAFDI

GMTFFADL TAlIaFDL TAlIFFDI TAliFadI TAliFIDI TAliFIdI GMtAPcDL TAlFIfDL TAlFIcDL TAlFICDL TAlFifDL TAlFFfDL GMTIiFDI TAlFPfDL TAlFPFDL TAlFPcDL TAlFPpDL TAlFCfDL TAlPACDI TAlPafdL GMSAFaDR TAlPIfdI GAFaiCDR TAlPifdI TAlPFfDL TAlPFfdL TAlPPfdI TAlPPfdL TAlCPfdI GMtaIcDL TAlCPfdL TAlCPFdL TAMAAFDI GAtiIcDI TAMAIFDI TAMAFaDI TAMAFadI TAMAFADI TAMAFAdI TAMAFIDI TAMAFIdI TAMaAaDL TAMaaADL GEDiAfDL TAMaiFDI TAMaFFDI TAMaFADI TAMaFIDI TAMaFIDL GAqFaADL TAMIAFDI TAMIAFDL TAMIaFDL TAMIaADI TAMIFADI TAMIFAdI TAMFAaDI TAMFAidI TAMFaADI GAHFafDI TAMFIaDI TAMFIiDI TAMFFaDI TAMFFiDI GAViPaDI TAMFPIDI TAMPFADI

TAMPFIdI TAmAACDL TAmAaFDL TAmAIFDL TAmAIpDL TAmAIiDI TAmAIIDI TAmAPCDL GMtIPaDL TAmaAPDI TAmaAaDI TAmaaCDR GMtPAiDI TAmaPPDI TAmIAFDI TAmIaFDR TAmIacDR TAmIFFDI GLOIAFDI TAmIPpDR TAmFPFDL TAmFCfDI TAmFCfDL GLdFAPDL TAmPAfDL TAmPAfdL TAmPACDL GMsFPaDI TAmPafDI TAmPaFdL TAmPifDI TAmPifDL TAmPifdI TAmPiFdL TAmPPFdL TAmPPCDL TAmCPfdI GASPFPDI TANAIIDR TANaAADI TANaAIDI TAnAIIDR GMtaiFDL TAnaaIDR TAnaIADL TAnaPADR TAnaPiDI TAnaPIDL TAWAIiDI TAWaAFDL TAWIAFDL TAWiAfDL TAwAAcDL TAwAacDL TAwaAfDL TAwaifDL TAwaFcDL GAyPafDL TAwaFpDL TAwaPIDI TAwIAfDL TAwIiFDL TAwIPfDL TAwiFIDI TAwFICDL GMtaipDL TAwFPFdL

TAwPACDL TAwPPfdL TAXAAaDI TAXAIiDI TAXAFadI TAXAFiDI TAXaAFDI TAXaAFDL TAXIAaDI TAXIAADI TAXIFAdI GAsPaIDI GAsPaiDI TAXFIaDI TAXFPaDI GAsPaidI TAxAACDL TAxAApDL TAxAaCDL TAxAapDL TAxAIfDL TAxAPcDL TAxAPpDL TAxaICDI GL6PaCDL GMtFFFDL TAxaPCDL TAxaPCdI TAxaPPDI TAxIIfDL TAxiFIDI TAxFAfDL TAxFIcDL TAxFPFDL TAxFPCDL GAHAACDL TAxPIfdI TAxPIFdI GMSPFadL TAxPifdL TAxPFfDL GAHCicdL TAxPPfdI TAxPPFdI TAxCPfdL TAxCPFdI GLFFACDL TAxCPFdL TAYaICDL TAYIaADI TAYIFaDI TAYIFADI TAYIFAdI TAYFPIDI TAyAApDL TAyAapDL TAyAIFDL TAyAIcDL TAyAIpDL TAyAFadI TAyaAfDL TAyaAPDI TAyaaCDR TAyaIpDR TAyaIIDI TAyaFfDL TAyaFIdI



64

TAyaPPDI TAyaPPDL TAyIFaDL TAyIFIdI GAUAAFDI TAyFICDL TAyFIaDI TAyFPcDI TAyFPcDL TAyPAfDR TAyPAcDL TAyPaFdL TAyPIfdI TAyPICDR TAyPifDL TAyPPfDR GMSiaCDL GMtPACdL GMTPFidL TAzaAIDI TAzFIiDL TAzPAiDL TASAAfDI TASAaIDR TASAaIDL TASAIFDI TASAIIDR TASAFfdI TASAPcDI TASaAcDI TASaFFDI GAOIAFDI TASFAaDI TASFaFDI GLuIPPdL TASFifDI TASFPFdI TASFCFDI TASPiFDI GLDAICDL TASPPCDI TAsAApDL TAsAapDI TAsAIfDI TAsAIcDI TAsAFfDR TAsAFfDL TAsAPfDI TAsAPcDI GE3AAPdI TAsAPpDI TAsaACDR TAsaapDI TAsaIfDL TAsaIcDR GMTaPaDL TAsaFfDI TAsaPpDI TAsaCfDL GQAaAfDL TAsIApDI TAsIapDI TAsIIcDI TAsIifDI TAsIPfDI GEFAAFDR TAsIPpDI

TAsiAFDR TAsiFfDI TAsiPfDL TAsFAfDL TAsFAFDL TAsFAcDI TAsFApDI TAsFafDI TAsFafDL TAsFIfDI TAsFICDI TAsFifDL TAsFFfDL TAsFFFDI TAsFFFDL TAsFFIDI TAsFFIdI TAsFPfDI TAsFPFDI TAsFPFDL TAsFPpDI TAsFPpDL TAsFPIdI TAsFCfDI TAsFCfDL TAsPAfDR TAsPAfDL TAsPAfdL TAsPAcDI TAsPAcDL TAsPApDI TAsPafDI TAsPafDL TAsPafdI TAsPacDI TAsPaCDR TAsPIfDI TAsPIfDL TAsPIcDI TAsPICDI GEVCiCdI TAsPIpDL TAsPifDR TAsPifDL TAsPFIDI TAsPPfDI TAsPPfDR TAsPPcDI TAsPPcDR TAsPPIDI TATAAFDR TATAAFDL TATAPcDI TATaAfDI TATaAcDI TATaAPDI TATaIFDL TATaFFDI TATaFFDL TATaFAdI TATaPFDI TATIAADR TATIFFdI TATIFAdR TATIPFDI TATFAFdI TATFACDI

GL5aAIDL GMtaAaDR TATFaAdI TATFIAdI TATFFFDI TATFFADI TATFFADL TATFPCDI GMSAPaDL GMSAPadR TAtAApDL GMSaAaDR TAtAaCDI TAtAIfDL TAtAIFDR TAtAICDI TAtAICDR TAtAICDL TAtAIpDI TAtAFfDL TAtAFFDI TAtAFFDL TAtAFFdI TAtAPcDI TAtAPCDL TAtAPCdL TAtAPpDI TAtAPpDL TAtaAFDI TAtaAcDL TAtaACDR GMTAFfdI TAtaaFDR TAtaIcDI TAtaIpDI TAtaiFDR TAtaFFDL TAtaPfDL TAtaPFDI TAtaPcDL TAtaPCDR TAtaPpDI TAtaCFDI TAtIAcDI TAtIACDI TAtIacDI TAtIICDI TAtIPfDL TAtiFFDL TAtFAFDI TAtFACDI TAtFACDL TAtFICDL TAtFIpDL GAhIAFDR TAtFFfDL TAtFFFDI TAtFPfDL TAtFPFDR TAtFPFDL TAtFPcDI TAtFPCDI TAtPAfdI TAtPAfdL TAtPAcDI TAtPAcDR TAtPAcDL

TAtPACDI TAtPACDR TAtPApDI TAtPafDL TAtPaFdL GERiAPDI TAtPaCDR TAtPIfdI TAtPIFdL TAtPICDI TAtPifdI TAtPifdL TAtPFFDR TAtPFFDL TAtPPfdL TAtPPFdL TAtPPcDI TAtCPfdL TAUAAFDR TAUAaFDR TAUAIFDR TAUAIIDI TAUAFfdI TAUAPFDR GAjFPADI TAUaAcDI TAUaAcDL TAUaaFDR TAUaaFDL GAHCIcdR TAUaICDI TAUaIADI TAUaIIDI TAUaiFDR TAUaiFDL TAUaFpDI TAUaFIDL TAUIACDI GMSFaADI GMsIifDL TAUIFfDI GMTAPaDI TAUIFFdI TAUIFaDR TAUIFIDI TAUiAfDI TAUFAFDI GAHFPPDL TAUFAidI TAUFAIDL GLTAIFDL TAUFaadI TAUFaidI TAUFaIDI TAUFaIDL TAUFICDI GAMIAFDL TAUFiFdI TAUFPCDI TAUFPCdI TAUFCFDI TAUPAIDR TAUPiFDI TAUPFIdL TAUCFFdI TAuAAFDR TAuAAaDR

TAuAaFDI TAuAaFDR TAuAaIDR TAuAIfDI TAuAIFDL GMSAIFDR GLwPaIDI TAuAiFDL TAuAFfDI TAuAFFDI TAuAFFDL TAuAFFdI TAuAFaDL TAuAFADL TAuAPFDI TAuAPFDR GEwIAFDL TAuaAFDL TAuaApDI GQ0PifdL TAuaAaDL TAuaaFDR TAuaaCDR TAuaaIDR GEDPiFDL TAuaFaDL TAuaPFDL GMSFaFDI TAuIICDI TAuIFFDL TAuIFaDL TAuIPCDI TAuiFFDL TAuiFCDL TAuiFADR GAMFaPDI TAuFApDI TAuFAaDL GMSAPaDR TAuFAADL GMtaFiDL TAuFaADR TAuFIFDL TAuFIADR TAuFIADL TAuFifDI GMTFiPDL TAuFiADR TAuFiAdL TAuFFaDL TAuFFADL TAuFPfDI TAuFPfdI TAuFPFDI TAuFPaDL TAuFPADI TAuFPidI TAuPAfdI TAuPACDI GAHIPfDI TAuPaFDL TAuPIfdI TAuPiFDI GAHCPcdL TAuPFADI TAuPFADL GLVFAFDI

TAuPPfdI TAuCPfdI TAVAFIDI TAVaAiDI TAVaPaDI GMsIaCDI GMtFPADL TAvaPiDI TAFAAfDI TAFAACDR GAKPPFdI TAFAIcDI TAFAIIDR TAFAFfdI TAFaAPDI TAFaaFDL TAFaIFDL TAFaFcDI TAFaFcdI TAFaFpDI GL0iFpDL TAFFICDI TAFFPFdI TAFFPIdI GAHFFidL TAFPAFDI TAFCFFdI TAFCFIdI TAfAApDL TAfAIfDI TAfAIfDR TAfAIcDI TAfAPfDI TAfAPcDL TAfAPpDI GMsIIcdR TAfaAFDR TAfaACDR TAfaApDI TAfaaFDL TAfaapDI TAfaIfDL TAfaIFDL TAfaIcDI TAfaIcDR TAfaICDR TAfaIpDR TAfaFfDI TAfaPpDI TAfIAcDI TAfIApDI TAfIaFDI TAfIacDI TAfIIcDI TAfIPpDI TAfiAFDL TAfiFfDI TAfFAcDI TAfFApDI GLPFAFDI TAfFaIDI TAfFIFDI TAfFICDI TAfFifDI TAfFifDL TAfFFfDL TAfFFFDI

TAfFPcDI TAfFPIdI TAfFCfDI TAfPAfDI TAfPAfDR TAfPAfDL TAfPAfdI TAfPAcDI TAfPAcDL TAfPACDR TAfPApDI TAfPacDI TAfPIfDI TAfPIfDL GMcPFCdL TAfPifDI TAfPifDR TAfPifDL TAfPFIdI TAfPPfDI TAfPPfDR TAfPPfDL TAfPPcDI TAfPPcDL TAfPPCDI TAfPPpDR TAfPPIDI TAGAAfDI TAGAFFDR TAGAFFdR TAGaAFDR TAGaAPDI GATaFPDI TAGaFFdL TAGaFcDI TAGaFcdI TAGaPFDL GLuFAfDI GLPCaCdL TAGFaFdI TAGFaADI TAGFIadI TAGFIADI GLuaPpDR TAGFFFDI TAGFPADI TAGFCFDI TAGFCFdI TAGPaFDI TAGPFADI TAGPFAdI TAgAApDL TAgAaFDI TAgAIFDR TAgAiFDL TAgAFFDR TAgAFFdR TAgAPcDI TAgAPCDL TAgAPpDI TAgAPpDL TAgaACDL TAgaAPDL TAgaIcDR TAgaIpDR TAgaFFDI GAkIifDI



65

GMsFIPDI TAgaPpDI TAgIACDI TAgIacDI TAgIapDI TAgIIcDI GMTFICDL TAgiFFDI GMsFFidI TAgiFFDL GMsFIIDL TAgiPFDI TAgFAFDI TAgFAFDL TAgFACDI TAgFIFDI TAgFICDI GAUPiFDI TAgFiFDR TAgFiFDL TAgFFFDI TAgFPFDI TAgFPcDI TAgFPcDL TAgFPCDI TAgFPCdI TAgPAfdI TAgPAcDI TAgPAcDL TAgPACDI TAgPApDI TAgPApDL TAgPafdI TAgPaFdI TAgPacDI TAgPIfdI TAgPIFdI TAgPifdI TAgPPfdI TAgPPcDI TAgPPcDL TAgPPpDI TAgCPfdI TAgCPfdL TAHAAFDR GMtaCFDL GAOAAFDI TAHaFcDI TAHaFcdI GMTiAcDI TAHaFIDL GMSiACDL TAHIFIDL TAHFAFDI TAHFAFdI GAhAPFDL TAHFaFdI TAHFaIDL TAHFICDI TAHFIADI TAHFIAdI TAHFIIdI TAHFFFDL TAHFPCDI TAHFPIdR TAHFCFDI TAHFCFDL

TAHFCFdI TAHPFfDI TAHPFIDL GLaPFPdL TAhAAFDI TAhAAFDL TAhAIfDR TAhAIfDL TAhAFadR TAhAFAdR TAhaACDR GL3CiCdI TAhaaFDL TAhaaCDR TAhaaADR TAhaIfDR TAhaiFDR TAhaiFDL TAhaFFDI TAhaFaDR TAhaFADR TAhaFADL TAhaPCDI TAhaCFDI TAhIAFDI TAhIACDR TAhIaCDI TAhIaADI GMtFIFDL TAhIFfDL TAhIFFDI TAhiFFDI TAhiFaDR TAhiFAdL TAhFACDL TAhFAaDR TAhFAIDI TAhFaadR TAhFaADR GQQFAfDI TAhFaIDI TAhFIFDL GLUIAfDI TAhFFFDI TAhFFADR GMsiAiDL TAhFPfDI TAhFPfdI TAhFPADI TAhFPADR TAhPAFdL TAhPaFDL GLwFIIDL TAhPFaDR TAhPFADR TAhCPfdI TAiaPADL TAiaPIDL GLHAIiDI TAAaAfDI TAAaAPDI TAAaaCDI TAAaFcDI GAsAAFDI GAOIAcdI GAMiAIDR TAAIiFDR

TAAFACdI TAAFAadI TAAFafDI TAAFaFdI GLuFApDI TAaAApDI TAaAapDI TAaAIfDI GECAIFDR TAaAIpDI TAaAPfDI GQvAaiDL TAaaAFDR TAaaAFDL TAaaApDI TAaaAPDR TAaaaCDR GAOFAADL TAaaIfDL TAaaIFDR TAaaFfDI TAaaFFDR TAaaFIDI TAaaPcDR TAaaCfDL GQTiACDI TAaIAcDR TAaIApDI TAaIApDR TAaIapDI TAaiAFDR GLoAFiDL TAaiFfDI GAHCacdI TAaFApDI GLZCPCdI GEUiFiDR TAaFFIdI TAaFPcDI TAaPAcDI TAaPAcDL TAaPApDI TAaPacDI GMSAIFDI TAaPaCDR TAaPapDI GENIPFDL TAaPICDI TAaPifDI TAaPifDR TAaPifDL TAaPFIDI TAaPPpDR TABAFFDR TABACFdL TABaAcDI TABaFIdI TABaPFDL TABIIFDL TABiPFDL TABFACdI TABFaFdI TABFaIdI TABFiFDI TABFFADI TABFFADL TABFPAdI

GLqICCdI TAbAApDR TAbAapDI TAbAIFDI TAbAFFdR TAbAPFDI TAbAPcDI GQFAIfDL TAbaAFDI TAbaaFDR TAbaaCDR TAbaIFDL TAbaIcDI TAbaICDR TAbaIpDI TAbaFFDI TAbaFIDI TAbaPfDR GMHFFADL TAbaCFDI TAbIacDI TAbIapDI TAbIIcDI TAbIifDI TAbIifDL GLdaAIDL GMtFFaDL TAbIPfDL TAbIPcDI TAbiFFDI TAbiFFDL TAbFACDI TAbFIFDI TAbFFFDI TAbFPFDI GEzFAiDI GMsIiPDI TAbFPcDI TAbPApDI TAbPApDL TAbPafdI TAbPaFdI TAbPacDI TAbPapDI TAbPIFdI TAbPIcDI TAbPifdI TAbPiFdI TAbPPfdI TAbPPFdI TAbPPcDL TAbCPfdI TACAAFDI TACAAFDL GAOAACdI TACaFcDI TACIiFDL TACIFfDI TACIFfdI TACFAFDI TACFAADI TACFAAdI TACFaFdI TACFaAdI GELiFiDL GLkIAFDR GLMIFFDI

TACFFFDR TACFPFDI TACFPCDL GAGPAIdI GLYAIiDI TACPiFDI TAcAAFDI TAcAApDI TAcAApDL TAcAIfDR TAcAIfDL TAcAFfDR TAcAFfDL TAcAFadR TAcAPAdL TAcaAFDI TAcaACDR TAcaaADR TAcaIFDL TAcaiFDR TAcaFFDI TAcaFFdI TAcaPPDR TAcaCFDI TAcaCFDL GAuCFPdL TAciAFDI TAciAFDR TAciAFDL TAciFFDI TAciFFdI TAciFaDR TAcFAadR TAcFAADL GMtaIFDL TAcFIaDR TAcFIAdL TAcFFFDI TAcFFaDR TAcFFADR TAcFPADI TAcFPADL TAcFPIdI TAcPACDR TAcPaFDL GLtAiCdI GLwFiCDL GLKAPCdL TAcPiFDI TAcPiFDL GLTAFIDI TAcPPfdI TAcCFIdI TAcCPfdI TAcCPfdL GMtIiPDL TADAAIDL TADaPiDL TADIFADL TAdaPADL TA0AIcDI TA0AFfdI TA0aAfDR TA0aAFDI TA0aAcDI TA0aAPDI GApFApDL

TA0aIFDI TA0aICDI TA0aFFDI TA0aFcDI TA0aPcDI TA0IiFDR GLPPPFdL TA0IFfdI TA0iAfDI GAYiPFDI TA0FAFdI TA0FaFDI GLviFfDR TA0FiFdI TA0FPFDI TA0FCFdI TA0PPCDI GEnFaFDI TA1AapDL TA1AFfDI TA1AFfDL GMtiIpDL GQvAAiDL TA1APcDI TA1aAFDR TA1aAFDL TA1aAcDR TA1aACDR TA1aapDI TA1aIfDL TA1aIFDL TA1aFFDR TA1aFFDL TA1aFFdR GMSFaPDI TA1IAcDI TA1IAcDR TA1IApDI TA1IacDI TA1IIcDI TA1IPcDI TA1IPcDR TA1IPpDI TA1iAFDL TA1iFfDL TA1FACDI TA1FAIDI TA1FIFDI TA1FICDI TA1FIpDI TA1FFIDI GMsIiCdI TA1FPcdI TA1FPIDI GLYPFPdL TA1PAfdI TA1PafDL TA1PafdI TA1PIcDI GENICCdL TA1PPcDI TA2AFFdR TA2APpDI TA2aiFDI TA2aFFDL TA2aFpDI TA2aFIDI

TA2aPFDI TA2iPFDL TA2FACDI TA2FaADI TA2FIADI TA2FiFdI TA2FFFdI GAYFIPDL GMSaFiDL TA2PaFDI TA2PPFdI TA3AIFDI TA3AIFDR TA3AFFdR TA3APFDL TA3APCDL TA3aApDR TA3aIFDR TA3aIcDR TA3aIpDR TA3aFFDI TA3aFFdL TA3aFIDL GMTPFiDI TA3aPpDI TA3IAcDI TA3IACDI GE1aipDL TA3IifDI TA3IPfDL TA3iFFDI TA3iFFdL TA3FAFDI TA3FIFDI TA3FICDI TA3FFFDI TA3FFFDL TA3FPFdI GMtAFPDL TA3FPCDI TA3FPCdI TA3PAfdI TA3PAcDI TA3PACDI TA3PApDR TA3PafdI TA3PaCDI TA3PIfdI TA3PICDI TA3PifDI TA3PifDL TA3PiFdI TA3PPfdI TA3PPcDI TA3CPfdI TA3CPfdL TA4AAFDL TA4AFfDI TA4AFfdI GMtiAFDL TA4aAfDI TA4aAcDI TA4aAcDL TA4aaADI TA4aIIDI TA4aiFDI TA4aFcDI



66

TA4aFpDI TA4IAfDI TA4IAFDL TA4IaCDR GMsaPIdI TA4FACdI TA4FafDI TA4FaFDI GAGAaPDR TA4FaIDI TA4FICDI TA4FICdI TA4FiFDI TA4FiFdI GAHPIcdI TA4FPFDL TA4FPCDR TA4FPiDI GAGPACDI GAfAAFDL TA4PiFDI TA4PiFdI TA4PFFdL TA4PFIDR TA4PFIDL TA4PPIDR TA5AApDI TA5AaFDR TA5AIfDR TA5AIfDL TA5AFfDR TA5AFfdR TA5aAFDI TA5aACDR TA5aaCDR TA5aIfDL TA5aIFDR TA5aiFDL TA5aFFDI TA5aFFdI TA5aPPDR TA5aCFDI TA5aCFDL TA5IApDI TA5IacDI TA5IaCDR GMsaFpDI TA5IIcDI TA5iAFDI TA5iAFDL TA5iFFDI TA5iFFdI TA5iFCDI TA5iFCdI TA5FAIDI TA5FaADR GL7PIcdI TA5FFFDI TA5FFAdR TA5FPFDR GMtaAcdI TA5FPFdR GQLaFPDI TA5FPADR TA5FPAdR TA5PaFDI TA5PIfdI

TA5PiFDI TA5PiFDL TA5PiFdL TA5PPfdI TA5CFFdI TA5CPfdI TA6aPIDL TA6IAaDL GAgCifdL TA6IFADL TA6IPaDL TA7aPADL TA7aPIDL GCJAACdL GAriPaDI GCJAFIdI GCJAPIDI GCJaAFDI GCJaAaDI GCJaAaDR GCJaAiDI GCJaIADI GMTaAaDL GMSIFfdI GCJaPFDI GCJaPCDI GCJIAFDL GCJIAiDI GAyPifDI GCJIipDL GCJIiPdI GCJIFFDL GCJIFPDI GCJIFidI GCJIFIdI GCJIPFDL GCJICCdL GCJICPdL GCJiAFDI GL2IFAdR GAhaPIdI GCJiACDI GCJiACDL GCJiACdI GCJiApdI GAHFFFDL GCJiAiDI GCJiFiDL GL2CaCdI GAtCPfdL GAkFacDL GCJiPPDI GCJiPPDR GCJiPPDL GCJFFiDI GCJPAidI GCJPICdI GCJPIPdI GCJPFFdL GCJPFCdL GCJCiPdL GCjAAFDL GCjAACDL GCjAiFDI GCjAiFDL GCjAFFDL GCjAFPDL

GCjAFaDR GCjAFaDL GCjAFADR GCjAFADL GCjAPFDL GCjAPCDL GCjAPaDR GCjAPaDL GCjaAfDL GCjaAcdI GCjaACDL GLaAicdL GCjaiFDI GCjaFcDI GMtAFADR GCjaFaDL GCjaFiDL GE1PPiDR GQtiCCdI GCjIaFDI GCjIiFDI GCjIiCDI GCjIiCDL GCjIFFDI GCjIFFDL GCjIFaDL GL3iAIDL GCjiACDR GCjiAiDI GCjiPFDI GCjiPFDL GCjiPCdL GCjiPPdL GCjFAaDI GLfAFFDR GEDAiFDR GCjFAiDI GCjFAidI GCjFaaDI GCjFaaDL GCjFIFDL GLfAFpDL GCjFIADI GCjFIADL GCjFIiDI GCjFIiDL GLzaFpDL GCjFiCDL GCjFFaDL GCjFFiDI GCjFPaDI GCjFPaDL GLLFAPDL GCjFPiDI GCjFPidI GLHiPFDL GCjPAaDL GCjPAiDI GCjPaFDI GLAAPaDL GCjPIaDL GCjPiFDI GCjPiCdL GCjPFFdL GCjPFCdL GCjPFaDI GLfAFPDR

GCjPFadL GLPaAFDI GCjPFidI GLLiPPDL GCjCaCdL GCOaAFDI GCOaFFDI GCOaPFDI GCOIAFDI GCOIAcdI GCOIPFDI GCOiAFDI GCOiPFDI GCOFIFDL GCOFICDL GCOFiCDI GCOFFFDI GATPFFDI GCOPiFdL GCOPFFdL GMsFPidI GCWAFIdI GAwPafdI GCWaAFDI GCWaAaDL GCWaFFDI GCWaFFdI GCWaFPdI GCWaFADI GCWaFADL GMTFaIDI GCWaPFDI GCWaPADI GCWaPADL GAsAapDI GCWIPFDL GCWiAFDI GCWiACDL GLLFIFDI GCWiAPDL GCWiAPdI GCWiPFDI GMTiaCDL GCWiPCDR GCWiPCDL GAgPIfDL GCWFAiDI GCWFIiDI GCWFiFDL GCWFPiDI GCWPAiDI GCWPaFdL GCWPaCdL GCWPaiDI GCWPIPdI GCWPIiDI GCWPIIDI GCWPiFdI GCWPPiDI GAYPiPdL GCFAAFDR GMtiACDL GCFAACDL GLSiICDL GCFAAiDR GAUAIiDI GCFAiFDR

GL3PifdI GCFAFFDR GCFAFpDL GCFAFADR GCFAFADL GCFAFidR GCFAPFDL GAgaipDI GCFaAfDL GCFaApdR GCFaiFDL GCFaFcDL GLuPICDR GCFaPfDL GMsiApdI GE2AaPdI GMTaAADR GCFIaFDI GCFIaCDI GCFIiCDI GCFIiCdI GCFIiPDI GCFIFaDL GELPPiDI GCFiAfDL GCFiApdI GCFFAADL GCFFAiDI GCFFAiDL GCFFAidI GCFFaPDL GCFFIFDL GCFFICDL GCFFIPDR GCFFIPDL GCFFiFDL GCFFiCDL GCFFFFDL GMTPacDI GCFFFaDL GAMaAaDL GCFFPiDI GCFFPidI GCFFCCDL GCFPAiDI GCFPAiDL GAqaFIDL GCFPaCDL GCFPaADL GAyFaFDL GCFPiFDL GCFPiCDL GCFPiCdL GLBIFFDL GCFPFFdL GCFPFCdL GCFPFPdL GMTPIiDR GCFPFiDI GCFPFiDL GCFPFidI GCFPFidL GCFPPCdI GCFPPCdL GCFCFPdL GAUAFFDI GCAAAiDR

GCAAICDR GCAAiFDR GAUAIIDI GCAAFiDR GCAAPFdR GAgaIpDI GCAaAfDL GCAaAcDL GCAaApdR GCAaICDL GApAAFDI GCAaFaDL GCAaPcDL GE2AAiDR GCAIacDL GCAIicDL GAwaicdI GCAiApDL GLnCPCdI GMsAFFDL GMTFAiDL GMTFICDI GAqAiCDL GAWaaFDL GCAFIADL GCAFiFDL GCAFiPDL GCAFPPDL GMtAPCDL GCAFCFDL GCAPAFDL GCAPaFDL GCAPaFdL GCAPaCdI GAqAiCDR GCAPIFDL GCAPICDL GCAPiCDL GCAPiPDL GCAPFPDL GCAPPfDL GCAPPCdR GATIACdL GAoAPfDI GC0AAiDR GC0AaFDL GC0APaDL GC0aAcDL GMtaPFDL GC0IacDL GC0IicDL GEbFAPDL GC0iAfDL GC0iaCDL GLNPFPdL GAqAiCdI GL2FFFDL GC0FIFDL GC0FICDL GC0FIPDL GC0FiCDL GAyPifDL GC0FPpDL GC0FCFDL GAqAiCdL GC0PIFdL GC0PICdR

GC0PICdL GC0PFCdL GLNPiPdL GAqAipdR GC0PPFdR GC0PPFdL GC0PPCdR GC0PCCdI GC0CICdI GHPAPIdI GHPaPfDL GHKaPcDI GHWaPfDL GHXaPFDL GAyaCCDR GHSPIfDL GAyaCCdL GHSPPfDL GHTAPPdL GHTaPfDI GHTaPFDI GHFPAfDI GHFPIfDI GHGaPfDI GHAPAfDI GHAPAcDL GHAPifDI GMOAApdI GMOAaCdL GMOAICdI GEQFFAdI GMOAFaDL GMOAFadI GMOAFadR GMOaAcdI GAhAFPDR GQ2CafdI GMOaFFDL GMOIAFDI GMOIAcdI GLZAaiDL GMOIApdR GMOIiFDL GMOIiPDL GMOIPFDI GMOiAFDL GMOiIFDL GMsPiCdL GMOFaFDI GMOFaaDI GMOFaadI GMOFiCDI GMOPiCdL GMoAPFdL GMoAPidI GMoAPidR GMoaAcdI GAXPAPdI GAXPaFdL GMoaIFDL GAFaFpDL GMoaicDL GMoaiCDI GMoaFADL GMoaPFDI GMoaPFDL GMoaPADR



67

GMoaPADL GMoIAFDI GMtIFaDR GMoIiPDL GMoIFFDI GMoIFFdI GMoiAPDI GMoiAPDL GMsiFADL GMoiPFDI GMPaiCdI GMPaFAdI GMPaFIDI GMPIAFDI GMPIAFDL GMPIipdL GMPIPFDI GMPIPFDL GMPiAcdR GMPiApdI GAUFiFDI GMPiAPdI GMPiaCDI GMPiaCdI GL4PFPdL GMPFaPDI GMPFaPDL GMPFaADI GMPFaAdI GMtiAiDI GMPFPIdI GMPPAFdL GMPPACdI GMPPACdL GMPPiCdL GMTFPidI GMpAFIDI GENAAcdR GMpaAFDI GMpaAcdI GMSFPADI GMpaifDL GMpaicDL GMpaiCDI GMpaipDL GMpaFPDI GMpaPFDI GMpaPCdL GMpaPAdI GMpaCFdI GMpIAfDI GMpIAFDL GMpIAcdR GMpIApdI GMpIiPdI GMpIPFDI GMpIPFDL GMpiAFDI GMpiACDI GMpiAPdI GMpiFFDI GMpiFFDL GLCaaADL GMpiFPDI GMtAPADL GMpFAiDI GMpFAiDL

GMpFaFDI GMpFaPDI GMpFaiDI GMpFaiDL GMpFIPDI GMpFIPDL GMpFiCDI GMpFFFDI GMpFFPDI GMpFFiDI GMpFFIDI GMpFFIdI GMpPiPdL GMpCACdL GMpCaCdL GAYPAidL GMQAACdL GMQAApdI GMQAICdI GMQAICdL GMQAIPdI GMQAIPdL GMQAFadI GMQAFidI GMSAiFDI GMQAPidI GMQaAcdI GMQaaFDL GMQaIFDL GMQaiFDL GMQaiCDL GMQaiPDL GMQaFcDL GMQaFaDI GMQIAFDI GMQIAFDL GMQIiCDI GMQIiPDL GMQIPFDI GMQIPFDL GMQiAfDL GMQiaCDL GMQiaPDL GMQFAaDI GMQFAaDR GMQFAaDL GMQFAadR GMQFaFDI GMQFaPDL GMQFIaDI GMQFIaDR GMQFIaDL GMQFiCDI GMQFiCdL GMQFFADR GQMIAcDI GMQPFPdL GMQPFaDI GMQPFaDL GMqAafDL GMqAFidI GMqAPPdL GMtIaCDL GMqaAFDI GMsaPAdI GMqaaIDL GMqaIcdI

GMqaiCDI GMqaFfDL GMqaFFDL GMqaFPDI GMqaFADR GMqaFAdR GMqaPFDL GMqIAFDL GMqIaFDL GMqIiFDL GMqIiCDL GMqIipDL GMqIipdL GMqIiPDL GMqIFFDI GMqIFFDL GMqIFPDI GMqIPFDR GMqIPFDL GMqiAPdI GMqiFADR GMqiFAdR GMqiPFDL GMqFaiDI GMqFaidI GMqFaIdI GMqFIFDL GMqFICDI GMqFICDL GAHFPaDL GMqFiCDI GMqFiCDL GMtaiFDI GMqPiFdL GMqPiCdL GMqPiPdL GMqCiPdL GMDAACDL GMRAICdL GMRAFadI GEtiFaDL GMRAFADR GEtiFaDR GMRAFidI GAtIipDI GMRAPadL GMRaAcdI GMRaiFDI GMsFaaDI GMRaFaDI GQ1PaFDL GMRaFIDL GMRaPFDI GMRIAFDI GMRIAcdI GAuAPiDI GMRIApdI GMRIAPdI GLGAAcDL GMRIPFDI GMRiAPDI GMRiAPDL GMRiPFDI GMRiPCDI GMRiPCDL GMRFAaDI GMRFaFDI

GMRFaPDI GMRFaPDL GMRFIFDL GMRFICDL GMRFIPDI GMRFiCDI GMRFFaDI GMRFFaDL GMRPAFdL GMRPiFdL GMRPiCdL GAYPAidI GMrAFidI GMrAPPdL GMraAFDI GMraAcdI GMraaFDR GLDFAPDL GMraiCDI GMraipDL GL6iAcDL GMraFPDI GMraFPdI GQACICdL GMrIAcdI GMrIaFDR GMrIiFDL GMrIicDR GMrIiCDI GMrIipdL GMrIiPDL GMrIFPDI GMrIPFDL GMriAfDL GMriAPdI GMsPFaDL GMriFFDI GMriFFdI GMriFPdI GMriPFDI GMrFaPDI GMrFIFDL GMrFIidI GMrFiCDI GMrFiCDL GMsPAiDI GMrFPIDI GMrPAPdI GMrPaFdI GAMIAFDR GMrPiCdL GMrPiPdL GMrCPFdI GMKAICdI GMKAIADI GMKAIADR GAgaIcDI GMKAFADR GMKaAFDL GMKaAcDL GMKaAaDL GMKaAADR GMKaAiDI GMKaAiDL GMKaAIDL GMKaaIDL GMKaiCDL

GMKaiPDL GMtiFIDR GMKaFPDL GMKaFaDI GMKaFaDL GMKaFADL GMKaFIDL GMKaPFDI GMKaPcDL GMKaPCDR GMKaPCDL GMKaPaDL GMKaPADR GMKIAFDL GMKIAcdI GAUaicdL GAUaiCDI GMKIApdI GMKIAaDI GMKIAaDR GMKIAaDL GMKIAiDI GMKIAiDL GMKIAIDI GMKIaFDL GMKIaADI GMKIaADL GAvaAIDR GMKIFFDL GMKIFPDI GMKIPFDL GMKIPaDI GMKIPaDL GMKiAfDL GMKiAFDL GMsIAFDL GMKiAaDL GMKiAADR GMKiaPDL GMKiaPdI GMKFAIDL GMKFAIdI GMKFaIDR GMKFaIDL GMKFaIdI GMKFIIDI GMKFIIdR GMKFIIdL GMKFFiDI GMKPIIDI GMKPIIDR GMKPiFdL GMKPiCdL GMKPiPdL GMKPFIdR GMkAACdR GMkAIiDI GMkAIiDL GMkAFiDI GMkAFidI GMkaAfDI GMkaAfDL GMkaAFDI GMkaICDR GAUPFiDI GMkaicDL GMkaicdL

GMkaFPDI GMkaFAdR GMkaFIDI GMkaFIdI GMkaPFDL GMkIAFDL GMtIFFDR GMkIACdI GMkIAPdI GMkIAPdL GMkIAADR GMkIAADL GMkIafDR GMkIaFDR GMkIaADL GMkIiFDR GMkIFFDL GMkIFADR GMkIFADL GMkIPFDL GMkICPdR GMkiAfDL GMkiAFDI GMkiAcdR GEGFPaDL GMTFAaDI GMkFFiDI GMkPAidI GMkPPidI GMLAAcdI GAGPaFdI GMLAIiDI GMLAIiDL GEMAAcdR GElCaCdL GMLAFIdR GMLAPAdI GMLAPIDI GMLAPIdR GAhAAFDL GAtFAPDL GMLaAcDL GMLaACDI GMTIFpdI GMLaaADL GMLaaIDL GMLaicdL GMLaiCdI GMSFiPDI GMLaFFdI GMLaFPdI GMLaFADI GMLaFAdI GMLaPFDI GMLaPpDL GMLaPADI GMLIAFDL GMLIAaDR GMLIAaDL GMLIAiDL GMLIaFDL GMLIaADL GMLIaIDI GMLIiCDL GMLIiPDL GMLIFaDR GMLIFaDL

GEuFiCDR GMLIPFDL GMLICPdL GMLiAcDL GMLiAcdI GMLiAPdI GAgCFpdL GMLiPFDI GAXIFPDL GMLFAiDI GMLFAidI GMLFaPDI GMLFaADL GMLFiCDL GMLFFiDI GMLPAidI GMLPaiDI GMLPaiDL GMLPiPdL GMLPFiDI GMLPFidI GMLPPiDI GMLPPidI GMlAAPdR GAHCFidL GMlAIiDI GMlAIiDL GMlAIIDR GMlAIIDL GMlAPIDL GMlAPIdR GMlaAFDI GMlaAaDR GMlaAaDL GMlaAIDI GMlaaADI GMlaIFDL GMlaIADI GMlaIADL GMlaIIDI GMlaifDL GMlaicDL GMtaFPDI GMlaipDL GMlaFPDI GMlaFPdI GMlaFIDL GMlaPFDI GMlaPCDI GMlaPCDL GMlIAFDL GMlIAcdR GMlIApdR GMlIaFDL GMlIaADL GMlIiFDL GMlIiCDL GMlIiPDL GMlIiPdI GMlIFFDI GMlIFPDI GMlIPFDL GMTPIadI GMliAcDL GMliACDI GMliACDL GMliAPDI



68

GMliAPDL GMliAaDR GMliAaDL GMliFADR GMliFADL GMlFACDI GMlFiCDL GMlFFIDI GMlFFIDR GMlPAidI GMlPiPdL GMlCAFdI GMMAICdI GMMAIiDI GMMAIiDL GASPPIDI GMMAFAdR GEMAApdR GMMAPaDR GMMAPaDL GMMaAfDL GMMaAcDL GMMaAcdI GMMaAaDI GMMaAiDI GMMaaFDL GMMaaIDL GMMaIFDL GMMaICDL GMMaIADI GMMaFFDL GMTPaIDI GMMaFADL GMMaPFDI GMMaPcDL GMMaPCDR GMMaPCDL GL2FaIDL GMMIAFDL GAfIAcDI GMMIApdR GMMIAaDR GMMIAADI GMMIAADL GMMIAiDL GMMIaFDL GMMIFADI GMMIFADL GMMIFAdI GMsFaIdI GMMIPFDL GMMiAcDL GMMiApDL GMMiApdI GMMiAaDI GMMiAiDI GLGCACdI GMMiPFDI GMMFAiDI GMMFAidI GMMFAIDI GMMFAIDR GMMFaFDI GMMFaPDI GMMFIIDI GMMFIIDL GMMFIIdI

GMMFFiDI GMMPIIDI GMMPIIDR GMMPiCdR GMMPFIdR GMMPPiDI GMMPPIDR GMmAaiDI GMmAaiDL GMmAFIdI GEqaPFDI GMmAPIDI GMTaPFDL GMmaAFDI GMmaAFDL GMmaafDL GMmaaCDR GMmaaADR GMmaIcdL GMmaIADR GMmaiFDI GMmaicdL GMmaipDL GAQiPFDI GMmaFPDI GMmaFAdR GMmaFIDI GMmaFIdI GMmaPFDL GMmaCFDL GMmIAFDL GMmIAADR GMmIAADL GMmIaFDR GMmIaCDR GMmIaADL GMmIiFDR GMmIiFDL GLLiPCDI GMmIFFDL GMmIFADL GMmIPFDL GMmIPCDL GMmiAFDI GMmiAcDL GMmiFFDI GMmiFFDL GMmiFCDI GMmiFCDL GMmiFPDI GMsiAPDI GMmiPFDL GMmPaidI GMmPIFDL GMmPiPdL GMTIPFDL GMNAIiDI GMNAIiDL GMNAFIdR GMNaAFDI GMsFIidI GMNaAcDL GMNaAcdI GMNaAaDI GMNaAaDL GMNaaFDL GMNaaADI

GAYiPCDI GMNaIFDL GMNaIADI GMSFIaDL GMNaiCDI GMNaiPDI GAWiACdI GMNaFPDI GMNaFADI GMNaFAdL GMNaPFDI GMNaPCDI GMNaPCDR GMNaPCDL GMNaPIDL GMNIAFDR GMNIAFDL GMNIAcdI GMNIApdI GMNIAaDR GMNIAaDL GMNIAiDL GMNIaADI GMNIaADL GMNIiCDI GMNIPFDR GMNIPFDL GMNiAcDL GMNiApDL GMNiAPdI GMTIiFDL GMNiAaDI GMNiaCdI GMNiIFDL GMNiPFDI GMNiPCDR GMNiPCDL GMNFAiDI GMNFAidI GMNFaFDI GAsCFpdI GMNFIIDL GMNFIIdI GMNPaFdL GMNPaCdL GMNPiCdL GMNPiPdL GMNPFCdL GMnAaIDI GMnAaIDR GQ5IIPdI GMnAFIdR GMnAPIDL GMnAPIdR GMnaAFDI GMnaAaDI GMnaAaDR GMnaAaDL GMnaaADL GMnaaIDI GLkaipDL GMnaICDR GMnaFFdI GMnaFPDI GMnaFPdI GMnaFADR GMnaFADL

GMSFIaDI GMnaFAdR GMnaPADR GMnaPADL GMnaPIDI GMnIAADI GMnIAADR GMnIAADL GMnIaFDR GMnIaCDR GMnIaADL GMnIiCDL GMnIiPDL GMnIFFDI GMnIFADR GMnIFADL GMnIFAdR GMnIPCDL GMnIPPdI GMniAFDI GMniFADR GMniFADL GMnFFiDI GMnPAFdL GMnPAidI GMnPiFdL GMnPiPdL GMnPFCdL GMWaAfDL GMWaAFDL GMWaAcDL GMWaAaDL GMTFPaDI GMWaIFDL GMTFPiDI GMWaIADI GMWaFFDL GMWaFaDL GMWaFADI GMWaFADL GAUIFFDL GMWaPFDI GMWaPcDL GMWaPCDI GMWaPCDL GAHPFFDL GL1AApDL GMWIAaDR GMWIAaDL GMWIAIDI GMWIaIDL GMWIPFDL GMWiAFDI GMWiAFDL GMWiAcDL GMWiACDL GMWiAaDL GMWiAADL GAkCacdL GMWiaPDL GMWiPFDI GMWiPFDL GAgAIfDL GMWFAidI GMWFAIDR GMWFaIDI GMWFIiDI

GMWFIIDR GMWFIIDL GMWFPiDI GMWPIiDI GMWPIIDI GMWPiFdL GMWPPiDI GLjFAADI GMwaAFDL GMwaAaDL GMwaIaDL GMwaicdL GMwaFFDL GMwaPFDL GAxPIfdI GMwIAFDL GMwIACdI GMwIAiDL GMwIiCDL GMwIipDL GMwIiPDL GMwIFFDL GMwIFPDL GMwIPFDR GMwIPFDL GMwIPCDL GMwICCdL GMwiAcdI GMwFAiDI GMwFIIDI GMwFFIdR GMwFPiDI GMwPIiDI GMwPPiDI GMXAIIDI GMXAFIdL GMXAPIDI GQCFFPDL GMXaAFDR GMXaAFDL GMXaAcDL GMsFPIdI GQTFFADL GMXaicdL GMXaFFDI GMXaFPDI GMXaFADI GMXaPFDI GMXaPFdR GMXaPcDL GAXPiCdL GMXaPADL GMXIApdR GMXIaFDL GMtAPiDR GMXIaIDI GMXIipDL GMXIipdL GMXIiPdI GMtAPadI GMXICPdL GMXiAcdI GAHiPPDI GMXiACDL GMXiACdI GLuFICDI GMXiAaDI

GMXiPFDI GMXFIIDI GMXFIIdI GMXPACdI GAPIAFDR GMXPaFdL GMXPIiDI GMXPIiDL GMXPiPdL GMXPFIdR GMXPPIDL GAhaaFDL GMSaPaDL GMxAaIDR GMxAaIDL GMxAIIDI GMxAFIDI GLLiACDL GLXaACDI GMxAFIdR GMxAPIDI GMxaAFDL GMxaACDI GMxaicDL GMxaFFDI GMxaFFdI GMtIifDL GMxaFPDI GMxaFPdI GMxaFADI GMxaFADL GMxaPFDI GMxaPFDL GMxaPCDR GMxaPCDL GMxaPADI GMxaPADL GMxIAFDL GMxIAiDI GMxIiFDL GMxIipdL GMxIFFDL GMxIPFDL GMxICCdL GMxiAfDL GMxiAFDI GMxiAFDL GMxiAcDL GMxiAPDL GMxiAaDL GMxFAidI GMxFaidI GMxFIIDI GMxFFIdR GMxFPidI GMxPACdL GMxPaFdI GMxPaFdL GMxPaiDI GMxPIiDI GMxPiFdL GMxPiCdL GAGPPFdI GMxPFidI GMxPPiDI GAHFAPDL GMYaAfDL

GMYaAFDI GMYaAcDL GMYaAcdI GMTaACDR GMYaICDL GMYaiCDL GMYaFFDI GMYaFPDI GMYaFADI GMYaFAdI GMYaPFDI GMYaPcDL GMTPIiDI GMYaPCDL GMYIAaDR GMYIaFDL GAfAafDI GMYIipdL GMYICPdL GMYiACdI GMYiApdI GMYiAPdI GMYiAaDI GApIPFDI GMYiPFDI GMYFAiDI GMYFIiDI GMYFIidL GMYFIIDI GMYFIIDL GMYFPiDI GMYPAIDR GMYPIiDI GMYPiFdI GMYPPiDI GEGAACDR GMyaAFDR GMyaAFDL GMyaaIDI GMyaIcDL GMyaicDL GMyaipDL GMyaFFDR GMyaFFDL GMyaPFDR GMyaPFDL GMyaPAdI GMyaCFDR GAPaFFDI GMyaCFdI GMsPaIDI GMyIAFDL GMyIACdI GMyIAPdI GMyIAADR GMyIaFDL GMyIiFDL GMyIiCDL GMyIiPDL GMyIFFDL GMyIFPDL GMyIPFDL GMyiAFDL GMyiAcDL GMyiFFDL GMyiFPDL GMyiPFDR



69

GMyFIiDI GMyPaiDI GMyPIiDI GMyPIiDL GMyPiCdL GAHPFIdL GMyPPiDI GAHFAFDL GMZAIiDL GMZAFIDL GQBCICdL GMZAPIDI GMZaAFDI GLIPaCdL GMZaAcDL GLLiPFDL GMZaaFDL GMZaaIDL GMZaIFDL GMZaiFDL GMZaicdL GMZaiPDI GMZaFFDI GMZaFFdI GMZaFPDI GMZaFPdI GMZaFADI GMZaPFDI GMTAFaDI GAUIFfDI GMZaPCDI GMZaPCDL GMZIAFDL GMZIaADL GMZIiFDL GMZIicdL GMZIiCDI GMZIiCdI GMZIiPdI GMZIPFDL GMZICPdL GMZiAcDL GMZiAaDL GAhaIFDL GMZiIFDL GAUIFfdI GMZiFiDL GMZiPFDI GMZFAiDI GMZFIIDI GMZFIIDR GMZFIIdL GMtIFFDL GMZPaFdL GMZPaCdL GMZPiCdL GMZPiPdL GAmaPPDI GMZPFIdR GMZPPIDR GAYPifdL GAhIaFDI GMzAaIDI GMzAPIdR GMzaAFDI GMzaIfDR GMzaIFDL

GMzaiFDL GMzaFFDI GLaFicDL GMzaFFdL GMzaFPDI GMzaFADR GMzaPFDL GMzaPADR GQ2AAPdI GMzIAFDL GMzIAiDI GMzIAiDL GMzIaCDL GMzIiFDL GMzIipDL GMzIiPDL GMzIFFDL GMTaiCdI GMzIPFDL GMzICCdL GMziAfDL GMziAFDI GMziAFDL GMziFiDL GMzFIIDI GMzFIIDL GMzFIIdI GMzPaFdL GMzPaCdL GMzPaiDI GMzPIiDI GMzPiCdL GMtPFiDI GMtPFidL GMtPPFdR GMtPPFdL GMtPPCdI GMtPPCdL GMtCACdI GMtCaCdI GMUAACDI GMUAACDR GMUAACDL GMUAACdI GMUAAPdL GMUAaFDI GMUAaFDL GMUAIFDI GMUAIFDR GMUAIFDL GMUAFaDR GMUAPCDI GMUAPCDR GMUAPCDL GMUAPaDR GMUAPadI GMUaAaDR GMUaiFDL GMUaFpdI GMUaFaDR GMUaFaDL GMUaFiDL GMUaPFDI GMUaPFDL GMUaPaDR GMUaPaDL GMUIAFDR

GMUIAaDR GMUIaFDR GMUIaFDL GMUIiFDR GMUIiFDL GMUIFFDL GMUIPFDR GMUIPFDL GMUIPCdL GMUIPaDR GMUIPaDL GMUiAcDI GMUiACDI GMUFAAdI GMUFAiDI GMUFAiDL GMUFaFDI GMUFaPDI GMUFaPDR GMUFaPdL GMUFIaDI GMUFIaDL GMUFiPDI GMUFiPDL GMUFiPdI GMUFFfDI GMUFFFDI GMUFFFDL GMUFFiDR GMUFFiDL GMUFFidR GMUFPaDI GMUFPiDI GMUFPidI GMUFCFdI GMUPAADI GMUPAiDI GMUPAiDL GMUPaADI GMUPIaDI GMUPIaDL GMUPIadI GMUPIiDL GMUPipDI GMUPFaDI GMUPFADI GMUPFAdI GMUPFidL GMUPPiDI GMUPPiDL GMuAACDL GMuAACdR GMuAACdL GMuAIFDI GMuAICdL GMuAiFDL GMuAicDI GMuAFFDL GMuAFPDL GMuAFaDR GMuAFaDL GMuAFADL GMuAPfDI GMuAPFDI GMuAPFDL GMuAPCDL GMuAPaDR

GMuAPadI GMuAPadR GMuAPIdL GMuaAfDI GMuaAaDR GMuaAaDL GMuaAiDL GMuaAIDL GMuaaFDL GMuaiFDL GMuaFpDL GMuaFiDL GMuaPFDR GMuaPaDL GMuaPiDL GMuaPIdI GMuaCFDI GMuaCaDL GMuIAfDI GMuIAFDI GMuIAFDL GMuIApDI GMuIaFDI GMuIaCDI GMuIifDR GMuIifDL GMuIiFDI GMuIicDR GMuIiCdI GMuIiPDI GMuIFfDI GMuIFfdI GMuIFPDI GMuIFaDL GMuIFADI GMuIFADR GMuIFADL GMuIPFDI GMuIPFDL GMuIPCDI GMuIPCDL GMuICCdL GMuiACdI GMuiAPDI GMuiAaDR GMuiAiDL GMuiFfDL GMuiFaDL GMuiFiDL GMuiFIDL GMuFAfDI GMuFAADI GMuFAADL GMuFAiDI GMuFAidI GMuFaaDI GMuFaaDL GMuFaIdI GMuFIFDL GMuFIPdL GMuFIADI GMuFIADL GMuFiCDL GMuFFiDI GMuFPcDL GMuFPADI GMuPACDI

GMuPAaDL GMuPafDI GMuPafDL GMuPaidI GMuPIADI GMuPIADL GMuPIiDI GMuPIiDL GMuPIIDI GMuPIIDL GMuPiFdL GMuPiCdL GMuPFFDI GMuPFadL GMuPFADI GMuPFAdL GMuPFiDI GMuPFidI GMuPPcDL GMVAFaDR GMVAFaDL GMVAFADR GMVAFADL GMVAPFDL GMVAPaDR GMVAPADR GMVaAcdI GMVaAIDL GMVaiFDI GMVaiFDL GMVaFADL GMVaFIDI GMVaPFDI GMVaPaDL GMVaPiDL GMVIAfDI GMVIACDI GMVIACDL GMVIaFDI GMVIaFDR GMVIaFDL GMVIaCDR GMVIiFDI GMVIiFDL GMVIiCDL GMVIiPDR GMVIiPDL GMVIFFDI GMVIFFDL GMViACDI GMViACDL GMViACdL GMViaCDL GMViPFDI GMViPFDL GMViPFdL GMVFAaDL GMVFAADI GMVFAiDI GMVFAiDL GMVFaFDI GMVFaPDI GMVFaPDL GMVFIFDL GMVFIPDL GMVFIaDI GMVFIaDL

GMVFIADI GMVFiPDI GMVFiPDL GMVFFADL GMVFFiDI GMVFFiDR GMVFFiDL GMVFPaDI GMVFPidI GMVPAaDI GMVPAADI GMVPAiDI GMVPaFdL GMVPaaDL GMVPaADI GMVPIADI GMVPIiDI GMVPIiDL GMVPiCdL GMVPFadL GMVPFiDL GMVPFidL GMVPPADI GMVCACdI GMvAAiDR GMvAFaDR GMvAPaDR GMvAPADL GMvaAcdR GMvaACDL GMvaAaDR GMvaaFDL GMvaIFDL GMvaICDL GMvaicDL GMvaiPDL GMvaFcDI GMvaFaDL GMvaFiDL GMvaPFDI GMvaPFDL GMvaPIDL GMvaCFDI GMvaCFDL GMvIAfDI GMvIaFDI GMvIaCDI GMvIaCDL GMvIiFDI GMvIicDR GMvIipDL GMvIiPDL GMvIFFDI GMvIFFDR GMvIFFDL GMvIPcdR GMviAfDI GMviAfDL GMviFADR GMviFIDL GMviPFDI GMviPFDL GMvFAiDI GMvFaaDI GMvFaaDL GMvFaADL GMvFaIDI

GMvFIFDL GMvFIiDI GMvFIiDL GMvFiFDI GMvFFiDI GMvFFidI GMvFPiDI GMvFPidI GMvFCFdI GMvPAADL GMvPAiDI GMvPiCdL GMvPipDI GMvPFaDI GMvPFiDI GMvPFIdI GMvPPFdR GMvPPFdL GMvPPCdI GMvPPCdL GMFAaPdI GMFAFPDR GMFAFPDL GMFAPADL GMFaAfDL GMFaaCDL GMFaaADR GMFaFcDL GMFaFpDL GMFaFiDL GMFaPaDL GMFIAfDL GMFIACdI GMFIACdR GMFIaFDL GMFIaCDI GMFIaCDL GMFIiFDL GMFIiCDL GMFIPfDI GMFiAfDL GMFiAcDL GMFiACDR GMFiaCDL GMFFAPDL GMFFaIDL GMFFIPDL GMFFIADL GMFFiPDL GMFFFFDL GMFFFPDL GMFFFADL GMFFPaDL GMFFPiDI GMFFPiDL GMFFPidI GMFPAadI GMFPAiDI GMFPICDI GMFPiFDL GMFPFiDI GMFPFiDL GMFPFidL GMFPPiDR GMfAIiDI GMfAFFDR GMfAPcDL



70

GMfAPCDL GMfAPADR GMfaAfDL GMfaACDL GMfaAiDL GMfaafDL GMfaacDR GMfaIcDL GMfaiFDL GMfaiCDL GMfaipDL GMfaFiDL GMfaPFDR GMfaPiDL GMfaPIDL GMfaPIdI GMfaCFdI GMfIAcDL GMfIaFDI GMfIaCDI GMfIifDL GMfIicDI GMfIicDL GMfIFpDI GMfIFPDR GMfIFPDL GMfIFADR GMfIFAdI GMfIPADI GMfIPADR GMfiAfDL GMfiAiDL GMfiFIDL GMfFAiDI GMfFAidI GMfFaPDL GMfFaIDL GMfFiCDL GMfFiPDL GMfFPiDI GMfPAiDI GMfPIfdI GMfPIADL GMfPiCdL GMfPFidI GMfPPiDI GMGAaPdI GMGAFpDL GMGaAaDL GMGaiFDL GMGaiCDL GMGaiPDL GMGaFaDL GMGaFiDL GMGIAcDL GMGIAaDL GMGIaFDI GMGIaCDI GMGIicdL GMGIiCDI GMGIiCdI GMGIiPDI GMGIFpDI GMGIFaDL GMGiAfDL GMGiAiDL GMGFAPDL

GMGFAADL GMGFAiDI GMGFAiDL GMGFAidI GMGFaIDL GMGFIPDR GMGFIaDL GMGFiFDL GMGFiPDL GMGFFiDR GMGFPADL GMGFPiDI GMGFPidI GMGPAiDI GMGPAiDL GMGPIADL GMGPFiDI GMGPFiDL GMGPFidL GMgAAFDR GMgAAiDR GMgAICdI GMgAIADR GMgAiFDR GMgAFFDL GMgAFPDL GMgAFADR GMgAFiDR GMgAPfDR GMgAPaDL GMgAPadI GMgAPiDR GMgaaFDL GMgaacDL GMgaIpDL GMgaiFDL GMgaipDL GMgaFiDL GMgaPaDL GMgaPiDL GMgaPIDL GMgaCfDL GMgaCFdI GMgIAcDL GMgIaFDI GMgIaCDI GMgIiFDI GMgIiCdI GMgIFPDL GMgICCdI GMgiAfDL GMgiAiDL GMgiIpDL GMgiFIDL GMgFAiDI GMgFAiDL GMgFIFDL GMgFICDL GMgFIPDR GMgFiFDL GMgFiCDL GMgFFFDL GMgFFPDL GMgFPfdL GMgFPADL GMgPAFdL GMgPACdL

GMgPaFdL GMgPaCdL GMgPaIDL GMgPIFDL GMgPICDL GMgPICdL GMgPiFDL GMgPiCdL GMgPFiDI GMgPPFdR GMgPPFdL GMgPPCdR GMgPPCdL GMgPPADL GMHAAfDL GMHAFPDR GMHAFPDL GMHaiFDL GMHaicDI GMHaiCDL GMHaiPDL GMHaFpDL GMHaPaDL GMHIAfDL GMHIACdI GMHIaCDI GMHIaCDL GMHIicdL GMHIiCDL GMHIiCdI GMHiAfDL GMHiAcDL GMHiIPDL GMHiFpDL GMHFAiDL GMHFaPDR GMHFIFDL GMHFIPDL GMHFiCDL GMHFiPDL GMHFFFDL GMHFFPDL GMHFPiDL GMHPAADL GMHPAiDI GMHPAiDL GMHPaFDL GMHPIFDL GMHPICDI GMHPIADL GMHPiFDI GMHPiFDL GMHPiCDL GMHPiCdL GMHPiPDL GMHPFFdL GMHPFadL GMHPFiDI GMHPFiDR GMHPFiDL GMHPFidR GMHPFidL GMHCFPdL GMhAApDL GMhAaFDR GMhAacDI GMhAaCDL

GMhAICDL GMhAICdI GMhAicDL GMhAFFDL GMhAPFDL GMhaAfDL GMhaAiDL GMhaiFDL GMhaiPDL GMhaFcDL GMhaFaDL GMhaFiDL GMhaPfDL GMhaPFDR GMhaPaDL GMhaPiDL GMhaCfDL GMhIAFDL GMhIicDL GMhIFFDL GMhIFPDR GMhIFPdL GMhIFADI GMhIFADR GMhIPaDL GMhIPADI GMhIPADR GMhiAcDI GMhiAPdI GMhiFiDL GMhiFIDL GMhFAPDL GMhFAADL GMhFAiDI GMhFaPDL GMhFaADL GMhFaIDL GMhFICDL GMhFIiDL GMhFiFDL GMhFiCDL GMhFiPDL GMhFPiDI GMhPAfDL GMhPAFDL GMhPAiDI GMhPafDL GMhPiFdL GMhPiCdL GMhPFCdL GMhPFidI GMhPPcDL GMhPPiDI GMhCFPdL GMIAFFDR GMIAFPDL GMIAFaDL GMIAFADR GMIAPIdL GMIaAfDL GMIaAIDL GMIaaCDL GMIaICDL GMIaiFDL GMIaiCDL GMIaPiDL GMIIAcDL

GMIIaFDL GMIIaCDI GMIIiFDI GMIIiCDL GMIIiCdI GMIIiPDL GMIIPcDL GMIiAfDL GMIiAiDL GMIiaCDL GMIFAPDL GMIFAiDI GMIFAidI GMIFaPDL GMIFIFDL GMIFIPDR GMIFiPdL GMIFFFDL GMIFPaDL GMIPaIDL GMIPiCdL GMIPFFDL GMIPFFdL GMIPFCdL GMIPFPdL GMIPPiDL GMIPCCdI GMICACdI GMICACdL GMICAPdL GMICaCdI GMICICdI GMICiCdI GMICiCdL GMICPCdI GMiAAfDL GMiAICDL GMiAICdI GMiAIiDL GMiAFADR GMiAFiDR GMiAPadI GMiaAaDL GMiaaPDL GMiaIfDL GMiaIFDL GMiaPFDR GMiaPiDL GMiaPIDL GMiaCFdI GMiaCiDL GMiIAADR GMiIicDI GMiIFPDL GMiIPaDL GMiiAfDL GMiiAiDL GMiiIFDL GMiiFIDL GMiFAPDL GMiFAiDI GMiFICDL GMiFiCDL GMiPaCdL GMiPaIDL GMiPiFDL GMiPiFdL

GMiPiCdL GMiPFCdL GMiPFidI GMiPPCdR GMiPPCdL GMAAFPDL GMAAPFdR GMAAPIdL GMAaAfDL GMAaAaDL GMAaaIDL GMAaIFDL GMAaFcDL GMAaPfDL GMAIAfDL GMAIaCdI GMAIiCDL GMAIiCdI GMAIiCdR GMAIiPDL GMAIiPdI GMAIiPdR GMAIFFDL GMAiApdI GMAFAPDL GMAFaFDL GMAFICDL GMAFIPDL GMAFiPDL GMAFFFDL GMAFPFDL GMAPAcdI GMAPacdI GMAPaADL GMaAaPdI GMaAIiDL GMaaAfDL GMaaafDR GMaaaFDL GMaaIcDL GMaaIaDL GMaaIIDL GMaaiCDL GMaaPiDL GMaaPIDL GMaaPIdI GMaaCFdI GMaaCiDL GMaaCIDL GMaIifDL GMaIPADL GMaiAiDL GMaiFIdL GMaFaFDL GMaFaPDL GMaFaIDL GMaFiFDL GMaFiCDL GMaFPFDL GMaFPaDL GMaFPiDL GMaFCPDL GMaPAiDL GMaPIfdI GMaPiFdL GMBAACDL GMBAFidR

GMBAPidR GMBaAfDL GMBaFiDL GMBIAcDL GMBIaADR GMBIaADL GMBIiCDL GMBIPCdR GMBICCdI GMBiAfDL GMBiFIDL GMBFaFDL GMBFapDL GMBFaIDL GMBFiPDL GMBFPFDL GMBPAaDL GMBPaFdL GMBPIADL GMBPFiDR GMBCPCdI GMbAAiDR GMbAPfDR GMbAPadI GMbAPiDR GMbaAIDL GMbaacDR GMbaIaDL GMbaiFDL GMbaPfDL GMbaPaDL GMbaCfDL GMbaCFdI GMbaCIDL GMbIAcDL GMbIFFDR GMbIFPDL GMbIPFDR GMbICCdR GMbICPdI GMbiAcDL GMbiAiDL GMbFaFDL GMbFiCDL GMbFPfDL GMbPaFdL GMbPaCdI GMbPaCdL GMbPicdI GMbPPFdR GMbPPFdL GMbPPCdR GMbPPCdL GMbCACdI GMbCACdL GMbCaCdL GMCAaIDL GMCAFpDL GMCAPidI GMCAPidR GMCaAaDL GMCaiPDL GMCaFiDL GMCaFIDL GMCIaCDI GMCIaCdI GMCIaCdR



71

GMCIaADI GMCIaADR GMCIaADL GMCIiFDI GMCIiCDL GMCIiPDL GMCIFFDL GMCiAfDL GMCiAaDL GMCiaCDR GMCiFIDL GMCiPPdL GMCFaFDL GMCFaPDL GMCFICDL GMCFiPDL GMCFPFDL GMCPICDL GMCPicDL GMCPFFdL GMCCiCdI GMcAafDL GMcAIiDL GMcAFpDL GMcaAfDL GMcaApDL GMcaAiDL GMcaaCDL GMcaIfDL GMcaifDL GMcaiFDL GMcaicDL GMcaipDL GMcaFaDL GMcaFiDL GMcaPfDL GMcaPFDR GMcaPaDL GMcaPIdI GMcaCfDL GMcIicDL GMcIFfDL GMcIPADR GMciACdI GMciApdR GMciAPdI GMciFfDL GMcFiFDL GMcFPFDL GMcFPcDL GMcPAcdI GMcPafDL GMcPaIDL GMcPIcdI GMcPICDL GMcPIADL GMcPiCDL GMcPFFdL GMcPFPDL GMcPPfDR GMcPPcDL GMcPPiDL GMDAIFDR GMDAICDR GMDaaCDL GMDaaIDL GMDaIFDL

GMDaiPDL GMDIaCDI GMDIiCDL GMDIiCdI GMDIFFDL GMDIPcDL GMDFaPDL GMDFiFDL GMDFFFDL GMDFPCDL GMDFCPDL GMDPaFdL GMDPiPdL GMDPFFdL GMDPFCdL GMDPFPdL GMDPPCdL GMdAPiDR GMdaAFDR GMdaIpDL GMdaiPDL GMdaFiDL GMdaFIDL GMdaPIdI GMdIFADR GMdIPADR GMdiAIDL GMdiaCDL GMdFaFDL GMdFIPDL GMdPFFdL GMdPFCdL GMdPPFdR GMdPPCdR GM0APidR GM0IiCDL GM0iFIDL GM0FaFDL GM0FaPDL GM0FIPDL GM0FiFDL GM0FicDL GM0FiPDL GM0FPFDL GM0FPPDL GM0FPiDR GM0PIadI GM0PPcdI GM1aIcDR GM1aPcDL GM1aCFdI GM1IicDL GM1iFPDL GM1FICDL GM1FiFDL GM1FCPDL GM1PAcdI GM1PaIDL GM1PiCDL GM1CFPdL GM2AaPdI GM2APidI GM2APidR GM2aAIDL GM2aipDL GM2aFcDL GM2aFaDL

GM2aPFdR GM2aPCdL GM2IAcDL GM2IaCDL GM2IIADI GM2IIADR GM2IPcDL GM2IPCdR GM2ICCdR GM2iaCDL GM2FaFDL GM2FiCDL GM2FiPDL GM2PIFdL GM2PICdL GM2PiPdL GM2PPCdL GM2CACdI GM2CaCdI GM2CaCdL GM3AAPdI GM3AFPDL GM3APFdR GM3aAIDL GM3aacDR GM3aaCDL GM3aIcDR GM3aPIDL GM3aCFdI GM3IAfDL GM3IAADR GM3iFIDL GM3FaFDL GM3FiFDL GM3FPFDL GM3PAcdI GM3PACdL GM3PaFdL GM3PaCdI GM3PaCdL GM3PIFdL GM3PIcdI GM3PICdL GM3PPFdR GM3PPFdL GM3PPCdR GM3PPCdL GM3CiCdI GM3CiCdL GM4AaPdI GM4IAADR GM4IaADR GM4IiCdI GM4IipdL GM4iACdI GM4FaFDL GM4FIFDL GM4FICDL GM4FiFDL GM4FPFDL GM4PaIDL GM4PFPdL GM5AafDL GM5AaPdI GM5APFdR GM5aAfDL GM5aAcDL

GM5aIfDL GM5aifDL GM5aicDL GM5aipDL GM5aPfDL GM5aPFDR GM5aPpDL GM5aPiDL GM5aPIdI GM5aCfDL GM5aCFdI GM5IIcdI GM5IIcdR GM5IFfDL GM5iAcDL GM5iACdI GM5iApdI GM5iFIDL GM5FiFDL GM5FPfdL GM5FPFDL GM5PAcdI GM5PIfdI GM5PIcdI GM5PiCDL GM5PFFdL GM5PFCdL GM6AFidR GM6aiPDL GM6IAADR GM6ICCdI GM6FaaDL GM6FiFDL GM6PIFdL GM6PICdR GM6PICdL GM6PiFdL GM7APfDR GM7aIFDL GM7aiPDL GM7aPIDL GM7aPIdI GM7ICCdR GM7iAiDL GM7FaFDL GM7FiFDL GM7PIFdL GM7PICdL GM7PPFdR GEJaaADI GEOAPidI GEOAPidR GEOaAFDI GEOaAcdI GEOaFADI GEOaPFDI GEOIipdL GEOIFpDI GEOIPCdL GEOiApdI GEOiPPdL GEOFaFdI GEOFiFDI GEOFiFDL GEOFiFdI GEOFiCDI GEOFiCDL

GEOFPAdI GEOPiFdL GEOPiCdL GEOPFFdL GEoaAFDI GEoIAFDI GEoiAFDI GEoiPCDI GEoiPPdL GEoFiCDI GEoFiCDL GEoFFADI GEoFFAdI GEoPiCdL GEPaAFDI GEPaiCDI GEPIipdL GEPIiPDL GEPIPFDI GEPiAFDI GEPiAcdR GEPiAPDI GEPFaFDI GEPFaPDI GEPFICDL GEPFIPDL GEPFiCDI GEPFFFDL GEPFFPDI GEPFFPDL GEPFFIdI GEPFPIdI GEPPAFdL GEPPiCdL GEpaAFDI GEpIAFDI GEpIAFDL GEpIAcdI GEpIPFDI GEpiAFDI GEpiPFDI GEpFaFDI GEpFIFDL GEpFICDL GEpFIPDL GEpFiCDI GEpFiCDL GEpFFFDI GEpFPADI GEpPaFdI GEpPIadI GEQaAcdI GEQaiFDI GEQaiCDI GEQaFAdI GEQIAFDI GEQIiCDI GEQIiPdI GEQiAFDI GEQiAPDI GEQiAPDL GEQFaPDI GEQFICDI GEQFIPDI GEQFIadI GEQFFIdI GEQPFPdL

GEqAPCdL GEqAPadI GEqAPadR GEqaAFDI GEqaAcdI GEqaicDL GEqaipDL GEqaFFDI GEqaFAdI GEqIAFDI GEqIifDI GEqIPFDI GEqiAFDI GEqiACDI GEqiApdI GEqiAPdI GEqiPFDI GEqFIFDL GEqFICDL GEqFFPDL GEqFFADI GEqFFIDI GEqFFIdI GEqFPAdI GEqPFPdL GERAApdI GERaAFDI GERaFFDI GERaFFdI GERaPFDI GERIAFDI GERIiPDL GERICCdL GERiAPDL GERFaPDI GERFIPDL GERFiCDI GERFiCDL GERFFFDI GERFFPDI GERPAFdL GERPaFDI GERPICdI GERPIPdI GERPiCdL GEraAFDI GEraiCDI GErIAFDI GEriAFDI GEriACDI GErFIFDL GErFICDL GErFIPDL GErFIAdI GErFiCDI GErFiCDL GErFFFDI GErFFFDL GErFFPDL GErPaFdI GErCPCdI GEKAIiDI GEKaAfDL GEKaAcDL GEKaAaDR GEKaAaDL GEKaAiDI

GEKaaADI GEKaFFDI GEKaFFdI GEKaFcDI GEKaFPDI GEKaFPdI GEKaFIDL GEKaPFDI GEKaPCDI GEKaPCDL GEKIaFDL GEKIaIDI GEKIiFDI GEKIiFDL GEKIipDL GEKIiPDL GEKiAaDI GEKiAaDL GEKiPFDI GEKFaFDI GEKFIFDI GEKFIFdI GEKFICDI GEKFICdI GEKFIPdI GEKFiCDL GEKFiPDL GEKFFFDL GEKFFIdR GEKPiFdL GEKPFFdL GEkAIiDI GEkaAiDL GEkaaADI GEkaIADL GEkIAFDL GEkIAiDI GEkIAiDL GEkIaFDL GEkIaADL GEkIIIDI GEkIipDL GEkIiPDL GEkIFFDL GEkIFPDI GEkIPFDL GEkIPPdI GEkiAcdR GEkiAaDR GEkiAaDL GEkiAADR GEkiFiDL GEkiPFDI GEkiPPDI GEkiPPDL GEkFaPDI GEkPaiDL GEkPiCdL GELAIiDI GELAIiDL GELAFIdI GELaAiDI GELaFPDI GELaFPdI GELaFADL GELaPCDR GELaPCDL



72

GELaPIDL GELIAFDL GELIaADL GELIIFDI GELIIFDL GELIiFDL GELIFFDR GELIFFDL GELIPFDL GELICCdL GELICPdL GELiAFDI GELiAiDI GELiPFDI GELiPPDI GELiPPDR GELiPPDL GELFAiDI GELFAidI GELFiFDL GELFFiDI GELPAiDI GElAACdL GElAIiDL GElaAFDI GElaAaDI GElaAaDR GElaAiDL GElaAIDI GElaaIDL GElaIADL GElaFPDI GElaFPdI GElaPCDR GElaPCDL GElIAFDL GElIaFDL GElIaADI GElIiFDL GElIipDL GElIiPDL GElIFFDI GElIFFDL GElIFPDI GElIPFDL GElICCdL GEliAfDL GEliAFDI GEliACDI GEliACDL GEliAPDI GEliAPDL GEliFIDL GEliPFDI GElFiCDL GElFFFDL GElFFiDI GElPAFdL GElPiFdL GElPiCdL GEMAIiDI GEMAPIDL GEMaAiDI GEMaAiDL GEMaIFDR GEMaIADL GEMIAFDL

GEMIAaDI GEMIAiDL GEMIaFDL GEMIaADL GEMIIFDI GEMIiCDI GEMIiPDL GEMIFFDR GEMIFFDL GEMIPFDL GEMiAaDI GEMiPPDR GEMiPPDL GEMFaPDI GEMFIPDI GEMFIPdI GEMFiCDL GEMFFiDI GEMPAiDI GEMPAidI GEMPiFdL GEMPiCdI GEmAIiDI GEmAFidI GEmaAIDI GEmaaADI GEmaaIDL GEmaIADI GEmaIADL GEmaicDL GEmaipDL GEmaFPDI GEmaFPdI GEmaFIDL GEmaPFDI GEmaPCDI GEmaPCDL GEmIAiDI GEmIaADI GEmIFFDI GEmIFFDL GEmIFPDI GEmIFidI GEmIPFDL GEmiAFDI GEmiAcdI GEmiAPDI GEmiAaDL GEmiAADR GEmiAiDL GEmiPFDI GEmFFiDI GEmPAidI GENAFIdI GENaAfDL GENaAFDI GENaAaDL GENaAiDI GENaaADI GENaaADL GENaicdL GENaiADI GENaiADL GENaFFdI GENaFPDI GENaFPdI GENaPCDI

GENaPCDR GENaPCDL GENIAFDL GENIaADI GENIiFDL GENIipDL GENIFFDR GENIFFDL GENiAaDI GENiAaDL GENiAiDI GENFaFDI GENFIPDI GENFIPdI GENFIIDL GENFIIdI GENFiCDI GENFFiDI GENPICdI GENPIPdI GENPiPdL GENPFFdL GENPFCdL GENCAPdI GEnAIPdR GEnaAFDI GEnaAaDI GEnaAaDR GEnaAaDL GEnaAiDL GEnaAIDI GEnaaADI GEnaIADI GEnaPCDL GEnIAFDL GEnIAcdI GEnIApdI GEnIAPdI GEnIaADI GEnIFFDI GEnIFFDL GEnIFidI GEnIPFDL GEnIPCdL GEnICCdL GEniAFDI GEniAcDL GEniACDI GEniAPDI GEniAaDL GEniPPDR GEniPPDL GEnFFiDI GEnPaiDI GEnPiCdL GEWaAFDI GEWaAcDL GEWaAaDL GEWaiFDL GEWaicdL GEWaFFDI GEWaFPDI GEWaFPdI GEWaFADI GEWaFADL GEWaPFDI GEWaPADI

GEWaPADL GEWIAaDI GEWIAiDI GEWIaCDL GEWIicdL GEWIiCDI GEWiAFDL GEWiACDL GEWiAaDL GEWiIFDL GEWFaIdI GEWFIIDI GEWFiCDL GEWFFIdR GEWPAiDI GEWPIIDR GEWPIIDL GEWPFIdR GEwAaPdL GEwaAfDL GEwaAFDI GEwaAaDL GEwaAiDL GEwaFFdI GEwaFADI GEwaFADL GEwaPFDI GEwaPFDL GEwaPADI GEwaPADL GEwIAiDL GEwIaIDI GEwIIIDI GEwIiFDL GEwIipDL GEwIFFDL GEwIFPDL GEwIPFDL GEwIPCdL GEwICCdL GEwiAFDI GEwiAcdI GEwiAaDL GEwFIIDL GEwFIIdI GEwFPiDI GEwPIiDI GEwPIiDL GEwPiFdL GEwPFiDI GEXAFIdI GEXaAfDI GEXaAfDL GEXaiFDL GEXaFFDI GEXaFFdI GEXaFPDI GEXaFADI GEXaFADL GEXaPCDR GEXaPCDL GEXaPADI GEXIAFDL GEXIIFDL GEXIiFDI GEXIPFDL GEXICPdL

GEXiACdI GEXiAaDI GEXiPFDI GEXiPCDI GEXiPPDL GEXFAiDI GEXFPiDI GEXPAiDI GEXPaFdL GEXPaCdL GEXPIiDI GEXPiCdI GEXPPiDI GEXCPFdI GExaAFDL GExaFFdI GExaFPDI GExaFADI GExaPFDL GExaPCDR GExaPCDL GExaPADI GExIAFDR GExIAiDI GExIaFDL GExIiFDL GExIipDL GExIipdL GExIPFDR GExICPdL GExiAFDI GExiAFDL GExiAaDL GExiAiDL GExiFiDL GExiPFDI GExFIIDR GExFIIDL GExFPiDI GExPAiDI GExPaFdL GExPaCdL GExPaiDI GExPIiDI GExPIIDI GExPIIDR GExPiFdL GExPiCdL GExPPiDI GExCACdL GEYAApdI GEYAIIDI GEYaAFDI GEYaAaDL GEYaICDL GEYaFPdI GEYaFADI GEYaPCDI GEYaPADI GEYIAFDL GEYIAaDI GEYIiCDI GEYIPFDL GEYICCdL GEYICPdL GEYiACDL GEYiACdI

GEYiaCDL GEYiIPDL GEYiFfDL GEYiPFDI GEYiPPDR GEYiPPDL GEYFAidI GEYFIiDI GEYFIIDI GEYFIIDL GEYFIIdI GEYPAiDI GEYPIiDI GEYPiFdL GEYPiPdL GEYPFiDI GEyaAFDI GEyaIFDL GEyaicdL GEyaFFDI GEyaFFdI GEyaFPDI GEyaFPdI GEyaFADI GEyaFADL GEyaFIDL GEyaPFDL GEyaPCDR GEyaPCDL GEyaPADI GEyIiFDL GEyIipDL GEyIFFDL GEyIPCdL GEyICCdL GEyiAFDI GEyiAPDI GEyiAPDL GEyiPFDI GEyiPFDL GEyFaiDI GEyFIIdI GEyPaiDI GEyPIiDI GEyPiFdL GEyPFiDI GEZAACdI GEZAFIdI GEZAPIDI GEZaAFDI GEZaAFDL GEZaAaDL GEZaFFDI GEZaFPdI GEZaFADL GEZaPCDR GEZaPCDL GEZaPADL GEZaPIDL GEZIaFDL GEZIiFDL GEZIipDL GEZICPdL GEZiACDL GEZFFIdR GEZPaFdL GEZPIPdI

GEzaAFDI GEzaFFDI GEzaFADL GEzaPFdR GEzaPCDR GEzaPCdL GEzIAFDR GEzIAIDI GEzIipDL GEzIPFDR GEzIPFDL GEzICPdL GEziAfDL GEziAFDI GEziAcDL GEziAPDL GEziPFDL GEzFaFDI GEzFaiDI GEzPAiDI GEzPaCdL GEzPaiDI GEzPiCdL GESAFPDL GESAFaDR GESAFADR GESAFAdR GESAPCdL GESAPaDR GESAPaDL GESAPADL GESAPidI GESACCdL GESaAaDL GESaaFDL GESaaCDL GESaICDL GESaiCDL GESaPFDI GESaPFDL GESaPaDL GESaPiDI GESIAcDI GESIaFDL GESIiCDI GESIiPDL GESIFFDI GESIFFDL GESIFaDL GESIFAdR GESIPfDI GESICCdI GESiAcDL GESiACDI GESiACDR GESiACDL GESiACdL GESiaCDL GESiPFDI GESiPFDL GESFAaDI GESFAiDI GESFaPDI GESFIFdL GESFICDL GESFIaDI GESFIADI



73

GESFiCDL GESFFFDL GESFFPDL GESFFaDL GESFFiDI GESFFiDL GESFPaDI GESFPaDL GESFPiDI GESFPidI GESFCCDI GESPAaDL GESPIFDI GESPFFDI GESPFPdL GESPFadL GESPFiDL GEsAIiDR GEsAPaDL GEsAPADL GEsaAcdI GEsaAiDI GEsaAiDL GEsaAIDR GEsaaFDL GEsaIFDL GEsaiFDI GEsaiFDL GEsaFcDI GEsaFcDL GEsaFADR GEsaFADL GEsaPFDI GEsaPaDL GEsaPADR GEsaPADL GEsIAcDI GEsIAaDR GEsIAaDL GEsIaFDI GEsIaFDL GEsIaCDL GEsIiFDI GEsIiCDL GEsIiPDL GEsIFFDI GEsIFFDR GEsIFFDL GEsIPfDI GEsiFaDR GEsiFaDL GEsiFADR GEsFAiDI GEsFAiDL GEsFAidI GEsFaaDL GEsFaADI GEsFIFDL GEsFIiDI GEsFIiDL GEsFiCDL GEsFFaDL GEsFFiDI GEsFPiDI GEsFPidI GEsPAiDI GEsPaADI

GEsPIiDR GEsPIiDL GEsPiCdL GEsPFFdL GEsPFaDI GEsPFidI GEsPPiDI GETAACDL GETAFFDL GETAFaDR GETAFaDL GETAPCDL GETAPaDL GETAPadI GETAPIdR GETaAfDI GETaAfDL GETaAaDL GETaaFDL GETaaADR GETaiFDI GETaiPDL GETaFaDL GETaPFDI GETaPFDL GETaPaDL GETIACdR GETIApdI GETIaFDI GETIaFDL GETIaCDI GETIiCDL GETIFFDI GETIFFDL GETIFaDL GETiACDR GETiACDL GETiPFDI GETFAiDI GETFAiDL GETFAidI GETFaFDI GETFaaDI GETFaadL GETFaIDI GETFaIDL GETFIFDL GETFIaDI GETFIaDL GETFIADL GETFiCDL GETFFiDI GETFFiDL GETFPaDI GETFPaDL GETFPidI GETFCPdI GETPAaDI GETPAiDI GETPaIDI GETPaIDL GETPICdL GETPiCdL GETPFaDL GETPFiDI GETPPiDL GEtAIiDR

GEtAFaDR GEtAFaDL GEtAPaDR GEtAPaDL GEtAPadI GEtAPadR GEtAPADL GEtaAfDI GEtaAfDL GEtaAcdI GEtaACdI GEtaAiDR GEtaAiDL GEtaIFDL GEtaiFDI GEtaiPDL GEtaFADR GEtaFiDL GEtaPFDI GEtaPaDL GEtaPADR GEtaPADL GEtaPiDR GEtIAcDI GEtIAPdI GEtIaFDL GEtIiFDI GEtIiCDI GEtIiCDL GEtIiPDL GEtIFFDI GEtIFFDR GEtIFFDL GEtIPaDL GEtiACDL GEtiAiDL GEtFICDL GEtFFFDL GEtFFiDI GEtFFidI GEtFPiDI GEtPIFdL GEtPiCDI GEtPFPDI GEtPFadL GEtPFidI GEtPPCdI GEtPPiDI GEUAFaDL GEUAFADR GEUAPFDL GEUAPaDR GEUAPaDL GEUAPADL GEUACCdL GEUaACDR GEUaAaDL GEUaAiDI GEUaAiDL GEUaIFDL GEUaiPDL GEUaFaDL GEUaPaDL GEUaPiDL GEUIAfDI GEUIaFDI GEUIaCDI

GEUIaCDL GEUIiFDI GEUIiCDI GEUIiPDL GEUIFFDI GEUIFFDL GEUIFFdI GEUIFaDL GEUIFADR GEUIFADL GEUIFAdR GEUIPcDI GEUiACDI GEUiACDR GEUiACDL GEUiAaDL GEUiAiDI GEUiaCDL GEUiFiDL GEUiPFDL GEUFAaDI GEUFAaDL GEUFAiDL GEUFaPDI GEUFaPDL GEUFaaDI GEUFaaDL GEUFaIdI GEUFIFDL GEUFICDI GEUFIADL GEUFiCDL GEUFFFDL GEUFFPDL GEUFFaDL GEUFFiDI GEUFFiDL GEUPAiDI GEUPafDI GEUPaADI GEUPiFdI GEUPiCdL GEUPFPDI GEUPFPdL GEUPFadL GEUPFiDL GEUPPaDI GEuAACDI GEuAAiDR GEuAIiDR GEuAIiDL GEuAFaDL GEuAFADL GEuAFiDR GEuAFidR GEuAPadI GEuAPadR GEuaAcdI GEuaAaDR GEuaaCDL GEuaIFDL GEuaICDL GEuaFFDI GEuaFFDL GEuaFcDI GEuaFcDL GEuaFPDI

GEuaFPdI GEuaFaDL GEuaFADR GEuaFADL GEuaFidL GEuaPfDI GEuaPFDL GEuaPADR GEuaPAdI GEuaPIDI GEuaPIdI GEuaCFDI GEuaCFDL GEuaCADR GEuaCIDI GEuIaFDI GEuIacDL GEuIifDR GEuIiFDL GEuIiPDL GEuIFaDL GEuIPCdI GEuIPCdR GEuiAfDL GEuiFCDI GEuiFCDR GEuiFCDL GEuiFPDI GEuiFaDL GEuiFADI GEuiFADR GEuiFADL GEuFAidI GEuFAIdI GEuFIiDR GEuFIiDL GEuFiCDL GEuFFiDI GEuFFidI GEuFPaDL GEuFPiDI GEuFPidI GEuPAiDI GEuPaaDL GEuPaIDL GEuPIiDI GEuPIiDR GEuPiCdL GEuPFFdL GEuPFCdL GEuPFiDI GEuPFidI GEuPFIdI GEVAFFDL GEVAFaDR GEVAFaDL GEVAPFDL GEVAPaDR GEVAPADR GEVACFdI GEVaAiDI GEVaiFDL GEVaFaDL GEVaFiDI GEVaFiDL GEVaPFDI GEVaPFDL

GEVIACdI GEVIApdI GEVIAPdI GEVIaFDI GEVIiFDI GEVIiFDL GEVIiCDL GEVIFFDI GEVIFFDL GEVIFaDL GEVIFAdR GEViAcDI GEViACDI GEViACDR GEViACDL GEViACdL GEViFIDI GEViPFDI GEVFAaDI GEVFAADI GEVFAiDL GEVFAidI GEVFaADI GEVFIFDL GEVFIaDI GEVFiCDL GEVFFaDL GEVFFADL GEVFFiDI GEVFPaDI GEVPIADI GEVPiFDI GEVPiCdL GEVPiPDI GEVPFFdL GEVPPaDI GEvAAFDL GEvAAiDR GEvAIFDI GEvAICDL GEvAPaDL GEvAPadI GEvaAfDL GEvaAcdI GEvaAiDI GEvaAIDR GEvaAIDL GEvaFPDI GEvaFiDL GEvaPfDI GEvaPFDL GEvIACDI GEvIaFDI GEvIacDR GEvIiFDI GEvIicDI GEvIicDR GEvIicdL GEvIiPDL GEvIFFDI GEvIFFDR GEvIFFDL GEviFaDR GEviFADR GEvFAidI GEvFAIdI GEvFaIdI

GEvFIFDL GEvFIiDI GEvFiCDL GEvFFiDI GEvFFidI GEvFPiDI GEvPAiDI GEvPaIDI GEvPFFdL GEvPFiDI GEvPFidI GEFAACDL GEFAAiDR GEFAICDR GEFAiCDR GEFAFPDR GEFAFADR GEFAPFDR GEFAPaDL GEFaaADL GEFaIFDL GEFaFiDL GEFaPpDL GEFIaFDI GEFIaCDI GEFIiFDI GEFIiCdI GEFIiCdR GEFiFIDL GEFFIFDL GEFFICDL GEFFIPDR GEFFIPDL GEFFCPDL GEFPiFDL GEFPiCdL GEFPFadL GEFPFiDI GEFPFiDL GEfAAiDR GEfAIiDR GEfAFiDR GEfAFidR GEfAPidR GEfaAfDL GEfaiFDL GEfaFiDL GEfaFIDL GEfaPaDL GEfIaCDI GEfIicDI GEfIicDL GEfIiCdI GEfIiPDI GEfiFCDR GEfiFCDL GEfFAiDI GEfFAiDL GEfFAidI GEfFaPDL GEfFICDL GEfFiPDL GEfFFFDL GEfFPiDI GEfFPidI GEfPAiDI GEfPAiDL



74

GEfPaIDL GEfPFFdL GEfPFiDI GEfPFidI GEfPFidL GEGAPadI GEGIaFDI GEGIaCDI GEGIiFDI GEGiAfDL GEGiAPdI GEGFaPDL GEGFaaDL GEGFaADL GEGFICDL GEGFPidI GEGPIFDL GEGPIADL GEGPiFdI GEGPiFdL GEGPiCdL GEGPFiDI GEgAFFDR GEgAPadL GEgaACdI GEgaAIDL GEgaaCDL GEgaICDL GEgaPCdL GEgIAcDL GEgIaFDI GEgIacDL GEgIaCDI GEgIiFDI GEgIicDI GEgIicDL GEgIipDL GEgIiPDI GEgIFpDL GEgICCdI GEgiAcDL GEgiFIDL GEgFAPDL GEgFAiDI GEgFaPDR GEgFIFDL GEgFICDL GEgFIPDL GEgFFFDL GEgFPiDI GEgFPidI GEgPAiDI GEgPaFdL GEgPiCdL GEgPPCdL GEgPPiDI GEHAICDR GEHAFFDR GEHAFPDL GEHAFaDR GEHAPCDR GEHAPCDL GEHAPADR GEHAPidR GEHaaCDL GEHaFiDL GEHIaFDI

GEHIaCDI GEHIiCDI GEHIiCdI GEHIFaDL GEHIFADI GEHIFADR GEHIFADL GEHiAfDL GEHiAcDL GEHiIPDL GEHiPCdL GEHFAPDL GEHFaPDL GEHFIFDL GEHFICDL GEHFIPDL GEHFIADL GEHFiCDL GEHFiPDL GEHFFPDL GEHFCCDL GEHPICDI GEHPiFdI GEHPFFdL GEHPFCdL GEHPFPDL GEHPFidL GEHPPiDI GEHPPiDR GEhAIiDR GEhAPfDL GEhAPiDR GEhaFiDL GEhaPfDL GEhaPAdI GEhaPIDL GEhaCFdI GEhIaCDI GEhIifDL GEhIPfDL GEhiApDL GEhFAPDL GEhFAiDI GEhFaPDL GEhFICDL GEhFiFDL GEhFiPDL GEhFFFDL GEhFPiDI GEhFCPdL GEhPAiDI GEhPIADL GEhPiCdL GEhPFFdL GEhPFCdL GEhPFPdL GEhPFiDI GEIAICDR GEIAiFDR GEIAFFDR GEIAFADR GEIAPidI GEIaAfDL GEIaAaDL GEIaFIDL GEIaPaDL GEIIiFDI

GEIIiCdI GEIiAPDL GEIFICDL GEIFIPDR GEIFiPDL GEIFPidI GEIPiFdL GEIPiCdL GEIPFidL GEIPPiDI GEICaCdL GEiAAiDR GEiaAfDL GEiaiFDL GEiIaFDI GEiiAfDL GEiFAidI GEiFIPDR GEiFPidI GEiPiCdL GEiPFCdL GEiPFPdL GEiPPCdR GEiPPiDL GEAAaFDR GEAAIADR GEAAiCDR GEAAFPDL GEAAPiDR GEAaiCDL GEAaFiDL GEAIFAdR GEAIPADL GEAFaFDL GEAFiFDL GEAFiCDL GEAFPCDL GEAPFFdL GEaAAiDR GEaAaPdI GEaAIiDL GEaAFiDR GEaaiFDL GEaaPIDL GEaIipDL GEaIFFDL GEaFiFDL GEaFFPDL GEBAICDR GEBAPFdR GEBAPadI GEBAPidR GEBIFFDL GEBFAFDL GEBFaFDL GEBFICDL GEBFIPDL GEBFiFDL GEBFiCDL GEBPaFdL GEBPICdL GEBPiFdL GEBPPCdI GEBPPCdR GEbaAiDL GEbaaCDL GEbaipDL

GEbIAcDL GEbIAcdI GEbIacDL GEbIipDL GEbIPfDL GEbICCdI GEbPaFdL GEbPaIDL GEbPIcdI GEbCaCdI GECAICDR GECAFidR GECAPidL GECaAfDL GECaAiDL GECaPIDL GECIPfDL GECIPADI GECIPADR GECFICDL GECFiFDL GECFiCDL GECFPPDL GECPFFdL GEcaIcDR GEcaiFDL GEcaPIDL GEcIFFDL GEcIFaDL GEcIPFDR GEciAfDL GEcFIPDL GEcFiFDL GEcFiCDL GEcFiPDL GEcFPPDL GEcPIcdI GEcPFFdL GEcPFCdL GEDaAfDL GEDIaCDL GEDIFADL GEDIFAdR GEDIPADL GEDiAiDL GEDFICDL GEDFiFDL GEdAPiDR GEdIicDL GEdIFFDL GEdFiFDL GEdFFFDL GEdPPCdL GE0aFcDL GE0FiFDL GE0FPCDL GE0PICDL GE0PiFdL GE1AaPdI GE1AFiDR GE1APCdL GE1IAcDL GE1IicDL GE1FACDL GE1FaPDL GE1FICDL GE2AFiDR

GE2aipDL GE2IaCDL GE2IFADR GE2IFAdR GE2FAFDL GE2FaFDL GE2FIFDL GE2FiFDL GE2FiCDL GE2PICdL GE2PiPdL GE2PPFdR GE2PPCdI GE2PPCdR GE3aAfDL GE3aAiDL GE3IAaDL GE3ICCdR GE3iFIDL GE3FiFDL GE3PaFdL GE3PIFdL GE3PICdL GE3PPFdR GE3PPCdR GE3PPCdL GE3CPCdI GE4APiDR GE4IFfDL GE4IFaDL GE4FIFDL GE4FICdL GE4FIPDL GE4FiCDL GE4PiFdL GE4PFFdL GE5AaPdI GE5aiFDL GE5aPAdI GE5IicDL GE5iAfDL GE5FIPDL GE5FiFDL GE5FiPDL GE5PiPdL GE5PFCdL GE6IAADR GE6IFAdR GE6FiFDL GE6PIFdL GE6PICdR GE6PICdL GE6PiFdL GE6PFFdL GE6PPCdL GE7APiDR GE7aFiDL GE7IipDL GE7iACdI GE7PaCdI GE7PIFdL GE7PICdL GE7PiFdL GQOACCdL GQOaAcDL GQOaicdI GQOaFaDI

GQOIapdI GQOiACDI GQOiAPdI GQOFAaDI GQOFAIdI GQOFaaDI GQOFaadI GQOFiCDI GQOFiCdI GQOFPFDI GQOFPFdI GQOPafdI GQOPIadL GQOPiCdL GQOPFiDI GQoIacdL GQoIIcdL GQoIICdI GQoIiCdI GQoIipdI GQoPAcdL GQoPacdL GQoPIfdL GQoPIcdL GQoPicdL GQoPPcdL GQoPCcdL GQPAICdL GQPAIPdI GQPAFaDL GQPAPidI GQPaACDI GQPaaFDL GQPaIFDL GQPaIcdI GQPaiFDI GQPaicDI GQPaicdI GQPaiCdR GQPaFPDI GQPaFaDL GQPaFIDL GQPaPFDI GQPaCFdI GQPIAFDI GQPIACdL GQPIiPdI GQPIiPdR GQPIiPdL GQPIPCdL GQPIPidR GQPICcdL GQPICCdL GQPiPCDI GQPiPCdL GQPFAFDI GQPFAPDI GQPFAaDI GQPFaFDI GQPFaaDI GQPFaadI GQPFICDI GQPFiFDI GQPFFPDI GQPFPCdI GQPFPADI GQPFPiDI

GQPFCFDI GQPFCPDL GQPPaFdI GQPPacDI GQPPIfdI GQPPIfdL GQPPIPdL GQPPIadI GQPPIAdL GQPPifdI GQPPiPdL GQPPiadI GQPPPadI GQpAacDL GQpAaCdR GQpAIPdI GQpaACdR GQpaacDR GQpaiCdR GQpIaPdI GQpIFpDL GQpiACDL GQpiAPDL GQpiCCdI GQpFApDL GQpPAfdL GQpPIfdL GQpPifdR GQpPifdL GQpPPfdL GQpPPCdL GQpCPfdL GQQAaPdI GQQAipdI GQQAiPdI GQQaicDR GQQaiCdR GQQaPfDI GQQaPcDI GQQaCCdL GQQIACdL GQQIafDL GQQIiPdI GQQIPCdL GQQICPdL GQQiaPDI GQQFafDI GQQFIfDI GQQFIcDI GQQFifDI GQQFicDI GQQFPiDI GQQPiFdL GQQPiPdL GQqaIfDR GQqaICdR GQqaicDR GQqaiCdR GQqIApdL GQqICcdR GQqiacDR GQqPAPdL GQqPAidL GQqPaidI GQqPIfdL GQqPifdL GQqCPfdL



75

GQRIaaDL GQRPaPdL GQRPIPdI GQRPiPdL GQrIaiDL GQriCaDL GQKAAFDI GQKAAaDI GQKAIpdL GQKAFFdI GQKAFaDI GQKAFadI GQKAPcdL GQKaaFDL GQKaFFDL GQKaPaDL GQKIACDI GQKIAiDI GQKIapdI GQKIIcdI GQKIIcdR GQKIPaDI GQKiACdI GQKiAPDI GQKiAPdI GQKFAiDL GQKFaADI GQKFaAdI GQKFaiDI GQKFIAdI GQKFFPDI GQKFFADI GQKFPFDI GQKFPPDI GQKFPaDI GQKFPADI GQKFPiDI GQKPAiDI GQKPICdL GQKPIPdL GQKPIaDI GQKPIADI GQKPifdI GQKPiFDI GQKPiCdL GQKPiPdL GQKPFPDI GQKPPcdL GQKPPaDI GQKPPADI GQKCPcdL GQkAipdI GQkaiFDL GQkaPCDR GQkIAPdI GQkIacdL GQkIipdI GQkIiPdI GQkIFIDL GQkPIfdL GQkPIadL GQkPiadL GQLAIIDI GQLAiCDI GQLAPCDI GQLAPPdR GQLAPadI

GQLACCdL GQLaAcDI GQLaApDI GQLaAPDI GQLaaFDL GQLaIFDL GQLaIcdI GQLaICDI GQLaIIDI GQLaFiDL GQLaFIDR GQLaFIdR GQLaPFDI GQLaPcDI GQLIAFDI GQLIAaDI GQLIPCdL GQLIPPdL GQLICCdL GQLICPdR GQLiACDI GQLiPCdL GQLFAFDI GQLFAADI GQLFAAdI GQLFAIdI GQLFaFDI GQLFaPDI GQLFaADI GQLFaAdI GQLFICDI GQLFIPDI GQLFIADI GQLFIAdI GQLFIIDI GQLFiFDI GQLFFADI GQLFFAdI GQLFPPDI GQLFPaDI GQLFPADI GQLFPAdI GQLFPIDL GQLFCFDI GQLPAFdI GQLPAcDI GQLPAcdL GQLPACDI GQLPAIDI GQLPaFdI GQLPIfdI GQLPIADI GQLPIAdL GQLPifdI GQLPiFDI GQLPicDI GQLPicdL GQLPiadI GQLPFAdI GQLPPFDI GQLPPADI GQLPPIDI GQLPCcdL GQlAacDL GQlAapDL GQlACCdR GQlaAcDL

GQlaACDL GQlaACdR GQlaAPDL GQlaCCdL GQlIaPdI GQlIFPDL GQliAPDL GQliaPdI GQlPAfdL GQlPACdL GQlPIfdL GQlPifdR GQlPifdL GQlPiPdL GQlPPfdR GQlPPfdL GQlCPfdL GQlCPCdL GQMAifDI GQMaAPDI GQMaaCdR GQMaIcDR GQMaiCDI GQMaiCdR GQMaFADL GQMaPaDI GQMaPADL GQMIaCdI GQMIIPdI GQMiaPdI GQMiFADL GQMiFIDL GQMiPCdL GQMFApDI GQMFAiDI GQMFAIDI GQMFaIDI GQMFPiDI GQMFPIDI GQMPafDI GQMPaFDI GQMPaCdL GQMPaPDI GQMPaiDI GQMPIfDI GQMPICDI GQMPifDI GQMPiCDI GQMPiPdL GQMPPCDI GQmAAiDL GQmAipdL GQmAPcDL GQmaIcdR GQmaicdI GQmaicdL GQmaPcdR GQmaPcdL GQmaCcdR GQmIAPdI GQmIaCdL GQmIPcdR GQmICPdL GQmiaPdI GQmPAcdL GQmPPcdL GQmPCcdL

GQmCIcdL GQmCICdL GQNIaaDL GQNiaIDL GQNiPaDL GQnIiiDL GQnPiPdL GQWAAcdR GQWAAaDL GQWAFaDL GQWAFADI GQWAFAdI GQWAFIDI GQWAFIDL GQWaACDR GQWaaFDL GQWaIFDL GQWaIADL GQWaIIDI GQWaPcdR GQWIAIDI GQWIapdI GQWIIpdI GQWIPIDI GQWiACDI GQWiACdI GQWFAiDL GQWFaADI GQWFIADI GQWFiaDL GQWFFaDL GQWFPaDL GQWFPADI GQWPACdL GQWPIPdL GQWPifdI GQWPiPdL GQWPPADI GQWCAcdL GQwaaFDL GQwaicdI GQwIAPdI GQwIaFDL GQwIipdI GQwIiPdI GQwIFIDL GQwiACdI GQwPAcdL GQwPIfdL GQwPIcdI GQwPifdL GQwPicdI GQwPiPdL GQwCPfdL GQXAFIdL GQXAPPdR GQXaAcDI GQXaAPDI GQXaIFDL GQXaICDI GQXaIIDI GQXaFiDL GQXaFIDL GQXaPFDI GQXaPcDI GQXIAaDI GQXIFFDI

GQXIFpDI GQXIFPDL GQXIPaDI GQXIPIDI GQXiACDI GQXiAPDI GQXFAADI GQXFIADI GQXFicdI GQXFPcDI GQXFPpDI GQXFPADI GQXFPIDI GQXFCcDI GQXPAFdI GQXPACDI GQXPaFdI GQXPaADI GQXPIPdL GQXPIAdL GQXPIIDI GQXPifdI GQXPiFdI GQXPPADI GQXCPFdL GQxAacDL GQxAICdI GQxaiFDL GQxaCCdL GQxIFPDL GQxiaPdI GQxPIAdL GQxPiPdL GQxPPfdL GQxCACdL GQYAACDI GQYAafDI GQYAiCdR GQYAFpDI GQYACPdL GQYaICdR GQYaicdI GQYaiPDI GQYaFFDI GQYaFCDI GQYaFaDI GQYaFADL GQYaPaDI GQYIACdR GQYIPfDI GQYIPIDI GQYiAPDL GQYiFADL GQYiPCdL GQYFAidI GQYFaaDI GQYFaidI GQYFaIDI GQYFaIdI GQYFIidI GQYFFIDI GQYFPidI GQYFPIDI GQYFPIdI GQYFCfDI GQYFCFDI GQYPAFDI

GQYPAaDI GQYPaFDI GQYPIFDI GQYPICDI GQYPiFDI GQYPiPdL GQYPFFDI GQYPFIDI GQYPPFDI GQYPPIDI GQyAAiDL GQyAaCdR GQyAICdR GQyAipdI GQyAPcDL GQyACCdR GQyaCcdR GQyPACdL GQyPApdL GQyPiPdL GQyCACdL GQZaPiDL GQZIaaDL GQZIiiDL GQZiaIDL GQzIiiDL GQzPiPdL GQSAACdI GQSAAADL GQSAafDL GQSAIfDL GQSAICDL GQSAPcDI GQSAPADL GQSACCdL GQSaAfDL GQSaFiDL GQSaPfDL GQSaPCDI GQSIACdI GQSIAPdI GQSIafDL GQSIapdI GQSIipdI GQSIFiDL GQSICCdL GQSFAADL GQSFAiDL GQSFaFDI GQSFaFdI GQSFIFDI GQSFICDI GQSFIaDI GQSFiFDI GQSFiCDI GQSFiPDI GQSFiPdI GQSFiaDI GQSFFADL GQSFFiDL GQSFPFDI GQSFPaDI GQSPAfdI GQSPACDI GQSPAadI GQSPafdI GQSPaaDI

GQSPIadL GQSPiCdL GQSPiPDI GQSPPCDI GQSPPadI GQsAPIDR GQsaaFDL GQsaacDR GQsaaIDR GQsaIIDR GQsaiFDL GQsaPCDR GQsaPaDL GQsIACdI GQsIApdR GQsIAPdI GQsIaFDL GQsIaCdI GQsIiFDL GQsIiCdI GQsIiPdI GQsIFIdR GQsiAPdI GQsFaADR GQsFPPDR GQsFPaDL GQsPAcdL GQsPacdL GQsPIfdL GQsPIcdL GQsPIaDL GQsPIadL GQsPicdL GQsPiCdL GQsCacdR GQsCIcdL GQsCPcdL GQTAAcDL GQTAacDL GQTAaPDL GQTAaPdI GQTAaPdL GQTAaADL GQTAIcDL GQTAICDL GQTAIpdR GQTAIPdI GQTAIiDI GQTAiCDL GQTAiPDL GQTAiPdI GQTAFFDI GQTAFFDL GQTAFPDL GQTAPcDL GQTAPCDI GQTAPCdL GQTAPADL GQTAPiDI GQTACCdL GQTaAcDL GQTaApDL GQTaipDI GQTaPcDL GQTIAaDL GQTIFfdI GQTIFiDI



76

GQTIPaDL GQTFAPDL GQTFAADL GQTFaPDL GQTFaADL GQTFIADL GQTFiPDL GQTFFPDL GQTFPFDI GQTFPFdI GQTFPADL GQTFCCDL GQTPAcdL GQTPAIDI GQTPaFdI GQTPacdL GQTPIfdI GQTPIcDL GQTPIcdL GQTPifdI GQTPifdL GQTPiCDI GQTPCcdL GQTCAcdL GQTCacdL GQTCIcdL GQTCicdL GQtAAPdI GQtAacDL GQtAIcDL GQtAIPdI GQtAIPdL GQtAIiDR GQtAipDL GQtAPiDR GQtaAPDL GQtaIcDR GQtaicDR GQtaPCDR GQtIAfDR GQtIApdI GQtIFpDL GQtIFiDR GQtIPfDR GQtiACDL GQtPAfdL GQtPIfdL GQtPifdL GQtPiadI GQtPPfdR GQtPPfdL GQtPPidI GQtCPfdL GQUAPPdL GQUACPdL GQUaacDL GQUaicDR GQUaFcDL GQUaFpDL GQUaPcdR GQUIAPdI GQUIICdR GQUIICdL GQUiICdL GQUFicDI GQUFCcDL GQUPAFdL

GQUPIfDL GQUPIpdI GQUPiPdL GQuAApdR GQuaICdR GQuICPdL GQuiaCdR GQuiCcdR GQuPAfdL GQuPIfdI GQuPIfdL GQuPPfdI GQuPPfdL GQuCPfdI GQViAaDL GQViPaDI GQVPIidI GQvaiPdR GQvaiiDL GQviAaDL GQviPaDL GQviCaDL GQFAACDL GQFAAiDL GQFAafDL GQFAIcDI GQFAICdI GQFAICdL GQFAicDL GQFAiCDL GQFAiCdI GQFAiCdL GQFAipdL GQFAFFDL GQFAFPdL GQFAFADL GQFAPcDI GQFAPCdL GQFACCdL GQFaAfDL GQFaAcDI GQFaAcDL GQFaApDI GQFaicDR GQFaFfDL GQFaFcDL GQFaFpDL GQFaFiDL GQFaPfDL GQFIAfDL GQFIFfDL GQFIFpDL GQFIFiDL GQFIPfDL GQFiAfDL GQFiAPdI GQFFAfDL GQFFAcDL GQFFAADL GQFFAIDL GQFFaFDL GQFFaIDL GQFFIcDL GQFFICDL GQFFIpDL GQFFIADL GQFFIiDL

GQFFIIDL GQFFifDL GQFFiFDL GQFFiCdL GQFFFFDL GQFFFPDL GQFFFIDL GQFFPfDL GQFFPFDL GQFFPpDL GQFFPADL GQFFCFdL GQFFCcDL GQFPAfdI GQFPAFDL GQFPACDL GQFPACdL GQFPICdL GQFPIPdL GQFPiCdL GQFPFPDL GQFPPfDL GQFCACdI GQFCFpdL GQfAAaDL GQfAAADL GQfAaADL GQfAiPDL GQfAFaDL GQfAPCDL GQfAPADL GQfaAfDR GQfaAaDL GQfaaFDL GQfaIFDL GQfaFFDL GQfaPCDR GQfaPaDL GQfaPIDL GQfIApdR GQfIafDL GQfIaFDL GQfIiFDL GQfIicdI GQfIipdI GQfIFpDL GQfIPaDL GQfiAPdI GQfFAPDR GQfFAADL GQfFaPDR GQfFaADL GQfFIaDL GQfFiFDR GQfFFADL GQfFPaDL GQfFPADL GQfPaFDR GQfPIfdL GQfPIFDR GQfPIadL GQfPIIDR GQfPiCdL GQfPiadL GQfPPadL GQGAAcDL GQGAACDL

GQGAACdR GQGAacDL GQGAaCDL GQGAaADL GQGAIcDL GQGAiFDL GQGAiCDL GQGAiPDL GQGAFPDL GQGAPcDL GQGAPCDL GQGAPpDL GQGAPIDI GQGaAcDL GQGaApDL GQGaaFDL GQGaIFDL GQGaiFDL GQGaPfDL GQGaPcDL GQGaPaDL GQGaCcDL GQGIAaDL GQGIafDL GQGIicdI GQGIPcdI GQGIPaDL GQGiAcDL GQGiApDL GQGiFPDL GQGiPfDL GQGFAFDL GQGFAPDL GQGFaPDL GQGFaADL GQGFICDL GQGFIPDL GQGFIADL GQGFIIDL GQGFiFDL GQGFiPDL GQGFFPDL GQGFFADL GQGFPFDL GQGFPCDL GQGFPPDL GQGFPADL GQGFPIDL GQGPACDL GQGPIfdI GQGPIFDL GQGPifdI GQGPifdL GQGPicDL GQGPiPdL GQGPFFDL GQGPFPDL GQGPFPdL GQGPFAdL GQgAAcDL GQgAACDL GQgAApDL GQgAAaDL GQgAacDL GQgAacdI GQgAaADL GQgAIcDL

GQgAIcdR GQgAIADL GQgAipDR GQgAipDL GQgAPcdR GQgaApDL GQgaAPDL GQgaAaDL GQgaPaDL GQgaPIdI GQgIAfDL GQgIApdI GQgIacdL GQgIiCdR GQgIFfDL GQgIFpDL GQgIPfDL GQgiPPdL GQgFAADL GQgFaADL GQgFFaDL GQgFFADL GQgPAfdL GQgPIAdL GQgPifdL GQgPiFdL GQgPPfdL GQgPPadI GQgCPfdL GQHAacDL GQHAapdI GQHAaiDL GQHAIfDL GQHAifDL GQHAipdI GQHAFPDL GQHAPfDL GQHaAfDL GQHaACdR GQHaaaDL GQHaIaDL GQHaFpDL GQHaPfDL GQHaPpDL GQHIAPdI GQHIaPdI GQHIPPdI GQHiAfDL GQHFAcDL GQHFApDL GQHFAPDL GQHFacDL GQHFapDL GQHFIcDL GQHFIpDL GQHFifDL GQHFicDL GQHFipDL GQHFFfDL GQHFFFDL GQHFFpDL GQHFFPDL GQHFPfDL GQHFPpDL GQHFCfDL GQHFCcDL GQHFCCDL

GQHFCPDL GQHPAidI GQHPafdI GQHPIfDL GQHPIPdL GQHPFfdL GQHPFFdL GQHPFpdL GQHPFPdL GQHPPadI GQHCFFdL GQhAIPdI GQhaafDR GQhaIcdR GQhaPIdI GQhIacdR GQhIPPdL GQhICPdL GQhiPcdR GQhPAfdL GQhPApdL GQhPAidI GQhPAidL GQhPaidI GQhPIfdL GQhPIPdL GQhPifdL GQhPPfdL GQhPPFdL GQIaFiDI GQIiAaDL GQiAaiDL GQiAiiDL GQiaiPdR GQiiAaDL GQiiPaDL GQiFFiDL GQAAaFDL GQAAICDL GQAAICdI GQAAiCDL GQAAiPDL GQAAFfDL GQAAPPdL GQAaFcDL GQAaFpDL GQAaPfDL GQAIAfDL GQAIFfDL GQAiFpDL GQAFAPDL GQAFAADL GQAFAIDL GQAFaFDL GQAFaIDL GQAFIfDL GQAFIcDL GQAFICDL GQAFFPDL GQAFPPDL GQAFPADL GQAFPIDL GQAFCcDL GQAPAfdI GQAPACdI GQAPIFDL GQAPICdL

GQAPIPdL GQAPIadL GQAPIADL GQAPifdI GQaAAPdI GQaAaCDL GQaAICDR GQaAIPdI GQaAiPDL GQaAPCDL GQaAPaDL GQaAPADL GQaaAFDL GQaaAaDL GQaaAIDR GQaaaFDL GQaaIFDL GQaaPaDL GQaIAfDL GQaIafDL GQaIicDR GQaIipdR GQaIiPdI GQaIFfDL GQaIFPdR GQaIFiDL GQaIPfDL GQaIPaDL GQaFAADL GQaFaADL GQaFIpDL GQaFPFDL GQaFPaDL GQaFPADL GQaFCFDL GQaFCCDL GQaFCPDL GQaPIfdL GQaPIaDL GQaPifdL GQaPFIDR GQaPPfdL GQBAAPdI GQBAacDL GQBAaCDL GQBAaIDI GQBAIcDL GQBAIpdR GQBAiFDL GQBAicDL GQBAiCdI GQBAiPDL GQBAiPdI GQBAPcDL GQBAPpDL GQBaAfDL GQBaApDL GQBaPfDL GQBaPcDL GQBaCCDL GQBIAfDL GQBIFpDL GQBIFaDL GQBIFiDL GQBIPfDL GQBiAcDL GQBiACdR



77

GQBiACdL GQBiApDL GQBiApdR GQBiFfDL GQBiFFDL GQBiFpDL GQBFAPDL GQBFaPDL GQBFaADL GQBFifDL GQBFiPDL GQBFFPDL GQBFFIDL GQBFPfDL GQBFPcDL GQBFPPDL GQBFPADL GQBPaFdL GQBPICdL GQBPIADL GQBPiPdL GQBPFPDL GQBPFPdL GQBPFADL GQBPFIDL GQBPPfDL GQbAAcDL GQbAACDL GQbAAPdI GQbAAaDL GQbAacDL GQbAaADL GQbAicDL GQbAipDL GQbAPCDL GQbAPpDL GQbaACdR GQbaApDL GQbaFpDL GQbaFaDL GQbaFiDL GQbaCcDL GQbIApdI GQbIAaDL GQbIafDL GQbIIcdI GQbIiCdI GQbIiCdR GQbIiCdL GQbIiPdI GQbIFfDL GQbIFpDL GQbIFaDL GQbIFiDL GQbIPCdR GQbiFpDL GQbFaPDL GQbFFADL GQbFPFdL GQbFPCDL GQbFPPDL GQbFPADL GQbFPiDL GQbPAfdL GQbPaADL GQbPIADL GQbPifdL

GQbPiadI GQbPFAdL GQCAAcDL GQCAApDL GQCAafDL GQCAacDL GQCAapDL GQCAIcDL GQCAIPdL GQCAicDL GQCAFPDL GQCAPcDL GQCAPpDL GQCaACdR GQCaIcdR GQCaicdR GQCaFfDL GQCaFpDL GQCaPfDL GQCaPfdR GQCIApdI GQCiAfDL GQCFAcDL GQCFacDL GQCFaPDL GQCFifDL GQCFFFDL GQCFPfDL GQCFPPDL GQCFCPDL GQCPAfdL GQCPAcdL GQCPACdL GQCPafdI GQCPIfdL GQCPIPdL GQCPifdL GQCPiFDL GQCPiCDR GQCPFPDL GQCPFPdL GQCPPfdL GQCCPfdI GQcAIPdI GQcAiPdI GQcaIcdR GQcaICdR GQcaPcdR GQcIafDL GQcIacdR GQcIPCdL GQcPAPdI GQcPAidI GQcPAidL GQcPIFdL GQcPifdL GQDPiPdL GQdAiiDL GQdFAiDL GQ0AIfDL GQ0AipdL GQ0AiPDL GQ0aFiDL GQ0IAfDL GQ0IapdR GQ0IFfDL GQ0IFpDL

GQ0IFiDL GQ0FaPDL GQ0FaIDL GQ0FipDL GQ0FiPDL GQ0FPPDL GQ0FPADL GQ0FPiDL GQ0FCPDL GQ0PAfdI GQ0PACdI GQ0PACdL GQ0PaADL GQ0PICdL GQ0PIPdL GQ0PIADL GQ0PiadL GQ0PFPdL GQ1AAPdI GQ1AaFDL GQ1AaPdI GQ1AIfDL GQ1AIcdL GQ1AIPdI GQ1AifDL GQ1AiPdI GQ1AFFDL GQ1AFIDL GQ1APFDL GQ1APCDL GQ1aAFDL GQ1aAaDL GQ1aaFDL GQ1aacDR GQ1aIFDL GQ1aIcDR GQ1aFpDL GQ1aFIDL GQ1aPfDL GQ1aPCDR GQ1aPaDL GQ1IAfDL GQ1IafDL GQ1IipdR GQ1IFpDL GQ1IFiDL GQ1IPfDL GQ1IPaDL GQ1iAfDL GQ1iAIDR GQ1iIFDL GQ1iFfDL GQ1FAFDL GQ1FAcDL GQ1FACDL GQ1FAPDL GQ1FaFDL GQ1FapDL GQ1FaPDL GQ1FaIDL GQ1FICDL GQ1FIpDL GQ1FIPDL GQ1FifDL GQ1FiFDL GQ1FicDL GQ1FiCDL

GQ1FiPDL GQ1FFpDL GQ1FFPDL GQ1FPFDL GQ1FPcDL GQ1FPPDL GQ1FPaDL GQ1FCfDL GQ1FCFDL GQ1FCCDL GQ1FCPDL GQ1PAfdI GQ1PaADL GQ1PIfdL GQ1PIFDL GQ1PIadL GQ1PifdL GQ1PFpDL GQ1PFpdL GQ1PFPDL GQ1PPfdL GQ1PPFDL GQ2AacDL GQ2AaPdI GQ2AIfDL GQ2AIcDL GQ2AiPDL GQ2AiPdI GQ2APcDL GQ2APCdL GQ2ACCdL GQ2aAfDL GQ2aApDL GQ2aicdL GQ2aFpDL GQ2aPfDL GQ2aPaDL GQ2IAaDL GQ2IFpDL GQ2IFiDL GQ2iApDL GQ2iApdR GQ2FAcDL GQ2FApDL GQ2FAPDL GQ2FaPDL GQ2FIPDL GQ2FFADL GQ2FPFDL GQ2FPpDL GQ2FPPDL GQ2FPADL GQ2FPIDL GQ2FCCDL GQ2FCPDL GQ2PACDL GQ2PACdL GQ2PaFdL GQ2PaADL GQ2PIfDL GQ2PICdL GQ2PIADL GQ2PiCdL GQ2PFPdL GQ2PPAdI GQ2PCCdL GQ2CACdL

GQ2CaCdL GQ2CICdL GQ2CPFdI GQ2CPCdL GQ3AAcDL GQ3AACDL GQ3AApDL GQ3AAaDL GQ3AaFDL GQ3AacDL GQ3AaPdI GQ3AIFDL GQ3AIPdI GQ3AiFDL GQ3AicDL GQ3AiPdI GQ3AFPDL GQ3APfDL GQ3APpDL GQ3aAfDL GQ3aApDL GQ3aIcdI GQ3aiFDL GQ3aicdI GQ3aFfDL GQ3aFcDL GQ3aFpDL GQ3aFaDL GQ3aFiDL GQ3aPfDL GQ3IAfDL GQ3IApdI GQ3IAaDL GQ3IIcdI GQ3IFpDL GQ3IFiDL GQ3iAcdL GQ3iFpdL GQ3FAPDL GQ3FaPDL GQ3FaIDL GQ3FIPDL GQ3FIiDL GQ3FiFDL GQ3FipDL GQ3FiPDL GQ3FFPDL GQ3FPFDL GQ3FPCDL GQ3FPPDL GQ3FPADL GQ3FCfDL GQ3FCFDL GQ3FCCDL GQ3FCPDL GQ3PAidI GQ3PaADL GQ3PIAdL GQ3PifdL GQ3PiFDL GQ3PFPDL GQ3PFPdL GQ3PFAdL GQ3PPadI GQ3PPidI GQ4AAFDL GQ4AAcDL

GQ4AAcdL GQ4AApDL GQ4AAaDL GQ4AacDL GQ4AapDL GQ4AIcDL GQ4AICdL GQ4AIPdL GQ4AicDL GQ4APcDL GQ4APpDL GQ4aPfDL GQ4aPaDL GQ4IAfDL GQ4IAPdI GQ4IAaDL GQ4iAcDL GQ4iAPdI GQ4iFpDL GQ4FAPDL GQ4FacDL GQ4FiPDL GQ4FPPDL GQ4FCPDL GQ4PAfdI GQ4PACDI GQ4PACdL GQ4PApdI GQ4PafdI GQ4PaFdL GQ4PIPdL GQ4PifdL GQ4PiCdL GQ4PFFdL GQ4PFpdL GQ4PPfdL GQ4CACdL GQ4CifdI GQ4CFPdL GQ5AApdR GQ5AapDL GQ5AICdI GQ5AIPdI GQ5AiPdI GQ5aAcdR GQ5aPCdL GQ5IAaDL GQ5IafDL GQ5IacdR GQ5IFfDL GQ5IFpDL GQ5IPcdL GQ5iaCdR GQ5FaFDL GQ5FiCDL GQ5FPFDL GQ5FPCDL GQ5PaidI GQ5PIFdL GQ5PIPdL GQ5PifdL GQ5PiFdL GQ5PiPdL GQ6iAaDL GQ6iPAdI GQ7iAaDL GQ7PAiDL

GQ7PiPdL GQ7PPiDL GLOIaFDI GLOIaCdI GLOIaPdL GLOIIFDI GLOIIFDL GLOIiFDI GLOIiCdI GLOIFFDI GLOIPFDI GLOiAcdI GLOiaCDL GLOiPPdL GLOFAADI GLOFiCDI GLOFiCDL GLOFPFDI GLOFPADI GLOFPAdI GLoAPcdI GLoaifDI GLoaifDL GLoaFcDR GLoaFcdR GLoaPiDR GLoIAFDL GLoIApdR GLoIaFDL GLoIIcdR GLoIiFDI GLoIicDI GLoIicdR GLoIiPDL GLoIPFDI GLoIPFDL GLoiFfDR GLoiPFdL GLoFAFDI GLoFACDI GLoFAADL GLoFAAdI GLoFAAdR GLoFAiDI GLoFAidI GLoFIFdI GLoFICDI GLoFiFDI GLoFiCDI GLoFiPDI GLoFFadI GLoFFAdI GLoFFidR GLoFPAdI GLoFPiDI GLoPFAdI GLoPFAdL GLoPFiDI GLoPFidI GLPAAcDI GLPaAFDL GLPaApdI GLPaiCdI GLPaFFDI GLPaFFDL GLPaFcDI GLPaFpDI



78

GLPaFPDI GLPaFIDI GLPaPFDI GLPaPFDL GLPaCCdI GLPIAFDL GLPIACdI GLPIAPdI GLPIipDL GLPIiPdI GLPIPFDL GLPiAfDL GLPiAFDI GLPiAFDL GLPiACDL GLPiApdI GLPFACDI GLPFIFDI GLPFICDI GLPFIPDI GLPFiCDI GLPFiPDI GLPFFADI GLPFPPDI GLPPPCdL GLPCACdL GLPCAPdL GLPCiCdL GLPCPCdI GLpAAFDI GLpAAFDR GLpAACDI GLpAAPdI GLpAIcdR GLpAFFDL GLpAFFdI GLpAFFdR GLpAFPDR GLpAFPdI GLpAPFDL GLpAPcdI GLpAPCdL GLpaAFDL GLpaIcdI GLpaifDI GLpaicDI GLpaFcDR GLpaFpDI GLpaFpDL GLpaPfDL GLpaPFDI GLpaPFDR GLpaPCdL GLpaPPDL GLpaPIDI GLpaPIdI GLpaPIdL GLpaCfDL GLpaCPDL GLpIAfDI GLpIAcdR GLpIAPdI GLpIifDI GLpIiFDI GLpIicdI GLpIicdR GLpIiPDI

GLpIPFDL GLpIPcdR GLpiApdI GLpiIfDI GLpiFfDL GLpFaPDL GLpFIAdI GLpFPPDI GLpFPPdI GLpPAFdL GLpPACdL GLpPaFdL GLpPaCdL GLpPIFdL GLpPICdL GLpPiFdL GLpPiCdL GLpPiPdL GLpPPFdL GLpPPCdL GLQAAFDI GLQAACdI GLQAAPdI GLQAIPdI GLQaAFDI GLQaFFDI GLQIAFDI GLQIAFDL GLQIaFDL GLQIiPDL GLQIFFDI GLQIFPDI GLQIPFDI GLQIPFDL GLQiAPDI GLQiaPDL GLQiPFDL GLQiPPDI GLQFAFDI GLQFACDI GLQFaFDI GLQFaPDL GLQFIADI GLQPaADI GLQPaIDI GLqAFPDR GLqAFPDL GLqAFPdR GLqAPfDR GLqAPFDI GLqaIcdI GLqaFfdR GLqaPfDL GLqaPIDL GLqIAcdI GLqIAcdR GLqIApdR GLqIicDL GLqIFfDI GLqIPfDR GLqIPcdI GLqIPCdL GLqICPdI GLqiApdI GLqiaCDL GLqiFfdR GLqFAADR

GLqFAADL GLqFafDI GLqFaPDI GLqFaADI GLqFaADR GLqFaAdL GLqFaidR GLqFIadI GLqFIADI GLqFIADL GLqFIAdI GLqFIiDI GLqFIiDL GLqFIIDI GLqFIIDR GLqFifDI GLqFiFDI GLqFicDL GLqFFfDL GLqFFFDL GLqFPPDL GLqFCFDI GLqFCFDL GLqFCPDL GLqPAFDI GLqPAFDR GLqPAFDL GLqPaFDI GLqPaFDL GLqPIfDI GLqPIFDI GLqPIFDL GLqPiFDI GLqPiFDR GLqPiFDL GLqPiFdL GLqPiCDI GLqPiCDL GLqPipDI GLqPiPDL GLqPiPdL GLqPFfDI GLqPFFDI GLqPFFDL GLqPFPDI GLqPFPDR GLqPFPDL GLqPFadI GLqPFADI GLqPFAdI GLqPFAdL GLqPPFDI GLqPPFDL GLRaAFDI GLRaFFDI GLRaFpDI GLRaFPDI GLRaFIDI GLRaPfDI GLRIAFDI GLRIAFDL GLRIaFDL GLRIiFDL GLRIiPDL GLRIFFDI GLRIFFdI GLRIPFDI

GLRIPFDL GLRiAFDI GLRiAcdI GLRiaPDL GLRiPFDL GLRiPCDL GLRFACDI GLRFaPDL GLRFFADI GLRPaFdL GLRPaCdI GLRPiFdL GLRPiCdL GLRPFIdL GLRPPFdL GLRPPCdR GLRPPCdL GLrAAFDL GLrAIFDL GLrAFFDR GLrAFPDI GLrAFPDL GLrAPfDI GLrAPFDR GLraIcdI GLraifDL GLraiCDL GLraFfDR GLraFfdR GLraPfDR GLraPiDR GLraPIDL GLraPIdI GLraPIdL GLraCfDL GLrIAfDR GLrIAfDL GLrIAcdL GLrIApdR GLrIicDL GLrIicdR GLrIiPDI GLrIFfDI GLrIFFDR GLrIFFDL GLrIPfDI GLrIPfDR GLrIPfDL GLrIPcdI GLriACDR GLriaCDL GLrFAADI GLrFAAdL GLrFAIdI GLrFaFDL GLrFaPDI GLrFaADI GLrFaADL GLrFaiDL GLrFICDI GLrFIADL GLrFIAdI GLrFIIDL GLrFIIdI GLrFIIdR GLrFiFDI GLrFFaDI

GLrFFadI GLrFPFDI GLrFPFDL GLrFPCDI GLrFPCDL GLrFPPDL GLrFPaDI GLrFCFDI GLrFCFdI GLrPAFDI GLrPAFDL GLrPaFDI GLrPaFDL GLrPaFdL GLrPaCdL GLrPIFDI GLrPIFDL GLrPIFdL GLrPICdL GLrPiFDI GLrPiFdL GLrPiCDI GLrPiCdL GLrPiPDI GLrPiPDR GLrPiPDL GLrPiPdL GLrPFFDL GLrPFFdL GLrPFPDI GLrPPFDL GLrPPFdL GLrCFPdI GLrCFPdL GLKAAfDL GLKAAcdR GLKAaiDR GLKaAfDL GLKaAcdI GLKaAiDI GLKaicdL GLKaFIDI GLKaPFDL GLKaPIDI GLKIAFDL GLKIAcdI GLKIaFDL GLKIaPdI GLKIIFDL GLKIiPdI GLKIiPdL GLKIFFDI GLKIFFDL GLKIPFDL GLKiAcDL GLKiAcdI GLKiaPDL GLKFPFDI GLKFPPDI GLKFPADL GLKPPADL GLkAIiDL GLkAFIdI GLkAPidR GLkaAcDR GLkaApDR GLkaaFDL

GLkaacDR GLkaaCDL GLkaIcDL GLkaICDL GLkaifDL GLkaiFDL GLkaiPDL GLkaFpDR GLkaFpDL GLkaFADR GLkaPpDR GLkIApdR GLkIaCDL GLkIIcdR GLkIiFDL GLkIicDI GLkIicdR GLkIFPdI GLkIPFDR GLkIPFDL GLkIPcdI GLkiAfDR GLkiApDR GLkiAPdI GLkiAaDL GLkiFfDR GLkFAidR GLkFAIDR GLkFAIDL GLkFAIdR GLkFaIDR GLkFaIDL GLkFaIdR GLkFIIDL GLkFIIdR GLkFiFDL GLkFiCDL GLkFiPDL GLkFFIDI GLkFFIDR GLkFFIDL GLkFFIdR GLkFPiDL GLkFPidI GLkFPidR GLkFPIDL GLkFPIdI GLkFPIdR GLkPAiDR GLkPAIDR GLkPAIDL GLkPaIDL GLkPIIDR GLkPiFdL GLkPiPdL GLkPFiDR GLkPFidR GLkPFIDL GLkPFIdR GLLAFPDL GLLaAFDL GLLaACDI GLLaAIDI GLLaicdL GLLaFFDI GLLaFFDL GLLaFPDI

GLLaFADR GLLaFADL GLLaFIDI GLLaPFDI GLLaPFDL GLLaPCDI GLLaPCdL GLLaPADL GLLIAFDL GLLIACDL GLLIiPdI GLLIFPDL GLLIPFDL GLLiAFDI GLLiAFDL GLLiAcDL GLLiAIDI GLLFIPDI GLLFIPdI GLLFiFDI GLLFiCDL GLLFiPDL GLLFFFDL GLLPAidI GLLPaCdI GLLPPFdL GLLPPCdL GLlAIiDI GLlAIiDL GLlAPidI GLlAPidR GLlaAfDR GLlaAcDR GLlaAcDL GLlaACDI GLlaACDL GLlaApDL GLlaaFDL GLlaIfDL GLlaIcdL GLlaIpDL GLlaifDL GLlaicDL GLlaFpDL GLlaFADL GLlaPCdL GLlaPpDL GLlaPIdI GLlaCFdI GLlIAfDI GLlIAcdI GLlIApDI GLlIAaDI GLlIAaDL GLlIicdI GLlIicdR GLlIipdL GLlIFpdI GLlIFaDI GLlIFaDL GLlIFadI GLlIPfdI GLlIPcDI GLlIPcDL GLlIPcdR GLlIPCdL GLlIPpDI



79

GLlICCdL GLliACDI GLliACDL GLliACdI GLliIpDL GLliPFDI GLlFaIDL GLlFIidI GLlFPFDI GLlFPaDI GLlPACdL GLlPaFdL GLlPaCdL GLlPIFdL GLlPICdL GLlPIIDL GLlPiFdI GLlPiCdL GLlPiPdL GLlPPCdL GLMACCdL GLMACPdL GLMaFFDI GLMIAFDI GLMIAcdI GLMIACDL GLMIaFDL GLMIaADL GLMIIFDR GLMIiFDL GLMIFPDL GLMIPFDI GLMIPFDL GLMiAcDL GLMiAcdR GLMiAPDI GLMiaPDL GLMFACDI GLMFAPDL GLMFaPDL GLMFFPdL GLMPaIDL GLMPIIDL GLMPiFdL GLMPFPdL GLmAAFDI GLmAAFDR GLmAAFDL GLmAACDI GLmAACDR GLmAACDL GLmAIFDR GLmAIFDL GLmAICDI GLmAICDR GLmAICDL GLmAFfdR GLmAFFdR GLmAFPDR GLmAFPDL GLmAFPdR GLmaAIDL GLmaaFDL GLmaaCDL GLmaIfDL GLmaIcdR GLmaipDL

GLmaiPDL GLmaFfDL GLmaFIDL GLmaPfDL GLmaPaDI GLmaPaDR GLmaPaDL GLmIAfDR GLmIAcDR GLmIAcdR GLmIApdR GLmIAaDI GLmIipdL GLmIFfDR GLmIFfDL GLmIFadI GLmIFADR GLmIFADL GLmIPfDR GLmIPfDL GLmIPcdI GLmiaCDL GLmiFfDL GLmFAPdI GLmFAAdI GLmFaPDI GLmFIADI GLmFIADL GLmFIAdI GLmFIIDI GLmFIIDL GLmFIIdI GLmFifDI GLmFicDI GLmFFFDL GLmFFPDL GLmFPfDL GLmFPcDI GLmFPPDI GLmFPiDL GLmFCFDL GLmPAfDR GLmPAFDI GLmPAFDL GLmPACDL GLmPaFDI GLmPaFDL GLmPacDI GLmPaCDR GLmPaCDL GLmPIfDI GLmPIFDI GLmPIFDR GLmPIFDL GLmPICDR GLmPICDL GLmPIADI GLmPIADR GLmPIADL GLmPIiDL GLmPIIDI GLmPIIDL GLmPifDI GLmPifDL GLmPiFdL GLmPiCDR GLmPiCDL

GLmPiCdL GLmPiPDR GLmPiPDL GLmPiPdL GLmPFPDR GLmPFPdI GLmPFidI GLmPPFDR GLmPPCDR GLmCFPdL GLNAaIDR GLNAIiDI GLNAFFDL GLNaAfDL GLNaAFDL GLNaAADI GLNaAIDI GLNaaCDR GLNaaADR GLNaIFDR GLNaIADR GLNaiFDR GLNaFFDI GLNaFPDI GLNaFADI GLNaFIdI GLNaPFdR GLNaPADL GLNaPIDI GLNIAcdR GLNIAPdI GLNIaCDR GLNIaADR GLNIiFDR GLNIipdL GLNIiPDR GLNIFFDI GLNIPFDI GLNIPFDL GLNIPpdI GLNiAcDL GLNiAcdI GLNiACDL GLNiACdI GLNiPFDL GLNiPCDL GLNFAFDI GLNFIIDL GLNFiCDI GLNFFFDL GLNPaCdI GLNPaIDL GLNPFAdL GLNPFIDL GLnAPcDI GLnaAcDR GLnaApDL GLnaafDR GLnaaFDL GLnaacDR GLnaIFDL GLnaIcDL GLnaicDL GLnaiCDL GLnaiPDL GLnaFcDL GLnaFpDL

GLnaPfDR GLnaPfDL GLnaCAdI GLnaCIDL GLnIAfDR GLnIAfDL GLnIAcDR GLnIAaDI GLnIAaDL GLnIaFDL GLnIaCDL GLnIiFDR GLnIiFDL GLnIFfDL GLnIFadI GLnIPfDR GLnIPfDL GLnIPCdL GLnIPaDI GLnIPaDL GLniAfDR GLniAcDR GLniACDR GLniAPDR GLniaCDL GLniIfDL GLniFfDL GLniFcDL GLniFADI GLnFAiDI GLnFAIdR GLnFaFDL GLnFaPDI GLnFIIDI GLnFIIdI GLnFPPDI GLnFPiDI GLnFPidI GLnFPidL GLnPACDI GLnPACdL GLnPAIDR GLnPaFdL GLnPaCdL GLnPICDI GLnPICDL GLnPIiDI GLnPiCdL GLnPiPDI GLnPiPdL GLnPFidI GLnPPiDI GLWAAcdR GLWAIIDI GLWaicdL GLWaFFDI GLWaFCDL GLWaFPDL GLWaFIDI GLWaPFDL GLWaPIDI GLWIAFDL GLWIAcdI GLWIAiDL GLWIIIDI GLWIicdL GLWIiPdI

GLWIFFdL GLWIFPDL GLWIPFDL GLWIPCdL GLWICCdL GLWiAcDL GLWiAcdI GLWiaPDL GLWFIiDL GLWPiFdL GLwaAfDL GLwaAcDL GLwaAIDL GLwaaFDL GLwaaADL GLwaIFDL GLwaIcdL GLwaifDL GLwaicDL GLwaipDL GLwaFpDL GLwaPfDL GLwaPcDR GLwaPpDL GLwIaFDL GLwIaCdI GLwIIcdR GLwIicdI GLwIFPDI GLwIPcdL GLwiAfDL GLwiApDL GLwiaCDL GLwiIFDL GLwFAIDR GLwFAIDL GLwFAIdR GLwFaIDR GLwFaIDL GLwFaIdR GLwFIIDI GLwFFIDR GLwFFIDL GLwFPidI GLwFPIdR GLwPAIDI GLwPAIDR GLwPAIDL GLwPaIDR GLwPaIDL GLwPIiDL GLwPIIDI GLwPIIDR GLwPIIDL GLwPiFdL GLwPFIDI GLwPFIDR GLwPFIDL GLwPFIdR GLwPFIdL GLXaACDL GLXaAIDI GLXaaIDL GLXaFFDI GLXaFFDL GLXaFPDI GLXaFPDL

GLXaFADL GLXaPFDL GLXaPADL GLXIFPDL GLXIPCdL GLXIPpdI GLXIPPdL GLXiAFDI GLXiAFDL GLXiAcDL GLXiACDL GLXiAIDI GLXiPFDL GLXiPCDL GLXFIFDL GLXPiPdL GLxAaIDL GLxAPidI GLxAPidR GLxaAcDL GLxaAiDL GLxaIcDL GLxaIcdL GLxaicDL GLxaiCDL GLxaipDL GLxaiPDL GLxaFFDL GLxaFpDL GLxaFPDI GLxaFADI GLxaFiDL GLxaPcDR GLxaPADI GLxaPIDL GLxIAcDI GLxIAaDL GLxIAiDL GLxIafDL GLxIicdR GLxIiCDL GLxIFaDI GLxIFaDL GLxIPfdI GLxIPfdR GLxIPcDI GLxIPcDL GLxIPpDI GLxIPaDI GLxIPaDL GLxICPdL GLxiAfDL GLxiAFDR GLxiAcdI GLxiAiDL GLxiaCDL GLxiFFDL GLxiFPDI GLxFaIDL GLxFIIdI GLxPaFdL GLxPaCdL GLxPIiDI GLxPIIDI GLxPPCdL GLYaicdL GLYIApdI

GLYIicdL GLYIFPDL GLYIPFDI GLYIPpdR GLYiAcDL GLYiAcdR GLYiaPDL GLYiPFDL GLYFFPDL GLYPaIDL GLyAicdL GLyaAIDL GLyaaCDL GLyaIfDL GLyaICDL GLyaiFDL GLyaiPDL GLyaFfDL GLyaPfDL GLyaPpDL GLyIApdR GLyIiFDL GLyIicDL GLyIiCDL GLyIipdL GLyIFfDL GLyIFaDI GLyIFaDL GLyIPfDL GLyIPcDR GLyIPcdI GLyIPcdR GLyiApDL GLyiaCDL GLyiFfDL GLyiFidL GLyFaFDI GLyFFFDL GLyPICDI GLyPICDL GLyPIIDI GLyPifDI GLyPifDL GLyPiFdI GLyPiCDI GLyPiCdL GLyPiPDI GLyPPfDR GLZACCdL GLZACPdL GLZaAfDL GLZaAFDL GLZaAADL GLZaFFDI GLZaFPDL GLZaFADL GLZaFIDI GLZaPFDL GLZaPCdL GLZaPIDI GLZIaFDL GLZIaADL GLZIFPDL GLZIPcdI GLZIPcdR GLZIPpdI GLZiAFDL



80

GLZiAcDL GLZiAcdI GLZiaPDL GLZiPFDL GLZiPCDL GLZFiFDL GLZFFFDL GLZFFPdL GLZPaCdI GLZPFPdL GLZPPidI GLzAPidR GLzaAfDL GLzaAFDL GLzaAcDL GLzaApDL GLzaAiDL GLzaaFDL GLzaaCDL GLzaaIDL GLzaIFDL GLzaIcDL GLzaIcdL GLzaifDL GLzaiFDL GLzaicDL GLzaiCDL GLzaipDL GLzaFiDL GLzaFIDL GLzaPcDR GLzaPcDL GLzIAcDI GLzIAcDL GLzIAaDI GLzIAaDL GLzIafDL GLzIaADL GLzIifDL GLzIiFDL GLzIicDL GLzIFfDL GLzIPfDL GLzIPCdL GLzIPaDI GLzIPaDL GLziAfDL GLzFAIdR GLzFIIdI GLzPAIDR GLzPaFdL GLzPaCdL GLzPIiDL GLzPIIDI GLzPIIDL GLSAACDL GLSAACdL GLSAaFDL GLSAIFDI GLSAICdL GLSAFaDI GLSAFadL GLSAFADL GLSAPFDI GLSAPFDL GLSAPCDL GLSaAaDL

GLSaAIDL GLSaaCDL GLSaicDI GLSaFiDL GLSaPCdL GLSaPaDL GLSIAcDI GLSIAcdI GLSIaFDI GLSIaFDL GLSIaCdI GLSIaPdI GLSIiFDI GLSIiFDL GLSIFFdL GLSIFPDI GLSIFaDL GLSIPfDI GLSIPFDL GLSiAcDI GLSiACDI GLSiAiDL GLSFACDI GLSFACDL GLSFAPDI GLSFAADI GLSFAIDI GLSFAIdI GLSFaaDL GLSFaADI GLSFaIDI GLSFaIDL GLSFaIdI GLSFICDL GLSFIPDI GLSFIaDL GLSFIADI GLSFIiDI GLSFIiDR GLSFIiDL GLSFIidR GLSFIIDI GLSFiCdI GLSFPfDI GLSFPaDI GLSFPaDL GLSFPIDI GLSFPIdI GLSFCFDI GLSPAFDI GLSPAADI GLSPAIDI GLSPaIDI GLSPaIDL GLSPIFDI GLSPIADI GLSPIiDR GLSPifDI GLSPiCDI GLSPiCdL GLSPipDI GLSPFFDI GLSPFFdI GLSPFPDI GLSPFaDI GLSPFIDI GLSPFIdI

GLSPPADI GLsAIPdI GLsAFaDR GLsAFadL GLsAFADR GLsAPFDL GLsAPCdI GLsAPaDR GLsAPaDL GLsAPADR GLsAPADL GLsACCdL GLsaApDR GLsaApDL GLsaIfDL GLsaFfDL GLsaFpdL GLsaFaDL GLsaPaDL GLsaCFDR GLsaCiDR GLsIAFDR GLsIAFDL GLsIafDI GLsIaFDI GLsIaFDR GLsIaFDL GLsIacdI GLsIaCDI GLsIaCDL GLsIicDI GLsIFFDI GLsIFFDL GLsIFaDI GLsIFadI GLsIPFDR GLsIPFDL GLsIPCDI GLsIPPdL GLsiACdI GLsiAPdI GLsiAaDR GLsiFaDL GLsiFiDL GLsFAFDL GLsFACDL GLsFAPDI GLsFAPDL GLsFAaDL GLsFAIDI GLsFAIDL GLsFaPDI GLsFiPDI GLsFFFDL GLsFFPDI GLsFFPDL GLsFPaDI GLsFPaDL GLsFPiDI GLsFPiDL GLsPAIDI GLsPAIDL GLsPacDI GLsPaaDL GLsPaIDI GLsPaIDL GLsPIaDL

GLsPIIDL GLsPiCdL GLsPFFdL GLsPFPdI GLsPFiDI GLsPPIDI GLTAACDI GLTAACdL GLTAaFDI GLTAaiDR GLTAIFDI GLTAICdL GLTAIiDI GLTAIiDR GLTAiFDL GLTAiCdL GLTAFaDL GLTAPFDL GLTAPADL GLTACFdI GLTACCdI GLTaAFDI GLTaAcdI GLTaAiDL GLTaiFDI GLTaicdL GLTaFfDI GLTaFFDI GLTaFFdI GLTaFcDI GLTaFPDI GLTaFPdI GLTaFaDL GLTaFIDI GLTaPfDI GLTaPFDI GLTaPCDI GLTaPiDR GLTaPiDL GLTIAFDI GLTIAFDL GLTIACDI GLTIipDL GLTIiPDL GLTIiPdI GLTIFfDI GLTIFPDI GLTIFaDR GLTIFaDL GLTIPFDI GLTIPCdL GLTIPPdL GLTiAFDI GLTiACDL GLTiAPDL GLTiAiDR GLTiaPdI GLTiPFDI GLTiPFDL GLTiPCDI GLTiPPDI GLTiPPDL GLTFAFDI GLTFAPDI GLTFAAdL GLTFaPDI GLTFIFDL

GLTFICdL GLTFIADI GLTFiCdL GLTFFFDI GLTFFPDL GLTFFaDL GLTFFADL GLTFPaDL GLTFCFDI GLTPAFDI GLTPAFdL GLTPAADI GLTPaFdL GLTPaCDI GLTPaCdI GLTPaCdL GLTPaaDL GLTPIFDI GLTPIFdL GLTPICDI GLTPipDI GLTPPFdI GLTPPFdL GLTPPCdI GLTPPCdR GLTPPCdL GLTCACdL GLTCPFdI GLtAaCdI GLtAICdI GLtAPcdI GLtaAFDL GLtaACDR GLtaaFDL GLtaIcDL GLtaIcdI GLtaiCDL GLtaiPDL GLtaFIDI GLtaPCDL GLtaPPDR GLtaCfDL GLtaCPDR GLtaCPDL GLtaCaDL GLtIAcdI GLtIicDI GLtIicdR GLtIPcDI GLtIPcDL GLtIPpDI GLtIPPdL GLtiACDR GLtiAPDR GLtiAiDR GLtiFADI GLtiFADL GLtFAFDI GLtFAFDL GLtFACDL GLtFACdI GLtFaPDI GLtFaPdI GLtFIFDL GLtFICDR GLtFICDL GLtFiCDI

GLtPACdL GLtPaFdI GLtPaCdL GLtPIFdL GLtPICdL GLtPiCdI GLtPPFdL GLtPPCdL GLtCPCdL GLUAACDI GLUAaFDI GLUAaiDR GLUAIiDR GLUAIiDL GLUAiFDI GLUAFFDI GLUAFADL GLUAPFDI GLUaAiDR GLUaIFDL GLUaICDL GLUaiFDL GLUaiPDL GLUaFADI GLUaFiDR GLUIAFDI GLUIAFDL GLUIAcdR GLUIACDI GLUIaFDI GLUIaCDI GLUIicdL GLUIipDL GLUIiPDI GLUIFFDL GLUIFPDI GLUIPfDI GLUIPCDI GLUiACDI GLUiaCDL GLUiaPDL GLUiIFDL GLUiPFdL GLUiPPDI GLUFACDI GLUFAPDI GLUFAADI GLUFaPDI GLUFaIDI GLUFaIDL GLUFaIdI GLUFIiDI GLUFIiDR GLUFIiDL GLUFiFDL GLUFFadL GLUFPADI GLUFCCDI GLUPAFDI GLUPaiDR GLUPaIDI GLUPaIDL GLUPIFDI GLUPIADI GLUPIiDL GLUPIIDI GLUPiFdL

GLUPipDI GLUPFFDI GLUPPADI GLuAFpdI GLuAPfDL GLuAPcDI GLuAPcDR GLuAPcDL GLuAPcdR GLuAPadI GLuaAfDR GLuaIcdR GLuaFfDR GLuaFfDL GLuaFpDL GLuaPfDR GLuaPfDL GLuIAFDR GLuIAFDL GLuIAcDI GLuIACDI GLuIACDL GLuIApdI GLuIicDL GLuIFFDI GLuIFPDL GLuIPfDI GLuIPfDL GLuIPFDR GLuIPCdL GLuIPpDI GLuiApDR GLuiFfDL GLuiFPDL GLuiFiDI GLuiFidL GLuFAPDL GLuFafDI GLuFaFDI GLuFIfDI GLuFIFDI GLuFIFDL GLuFifDI GLuFifdL GLuFicDI GLuFicDL GLuFFfDI GLuFFfdL GLuFFpDI GLuFFpDL GLuFFPDR GLuFPfDL GLuFPFDI GLuFPpDI GLuFCFDI GLuFCFDL GLuFCFdI GLuFCCDI GLuFCCdI GLuFCPDI GLuPAFDR GLuPAFDL GLuPAcdI GLuPACDL GLuPAIDI GLuPAIDR GLuPAIDL



81

GLuPaFDR GLuPaFDL GLuPaCDI GLuPaCDR GLuPaCDL GLuPapDI GLuPIFDR GLuPIcDI GLuPIpDI GLuPIIDL GLuPiFDR GLuPiFDL GLuPiFdL GLuPiCDI GLuPiCdI GLuPiCdL GLuPipDI GLuPiPDI GLuPiPDR GLuPiPDL GLuPFFDR GLuPFFDL GLuPFFdL GLuPFPDI GLuPFPDR GLuPFPDL GLuPFPdL GLuPPFDI GLuPPFDL GLuPPCDI GLuCFFdL GLVAaiDR GLVAIiDI GLVAIiDR GLVAiFDI GLVAFaDL GLVaAfDL GLVaAiDR GLVaaFDL GLVaaCDL GLVaIFDL GLVaiFDL GLVaiCdI GLVaiPDL GLVaFFDI GLVaFPDI GLVaFiDL GLVaPFDL GLVaPFdR GLVaPCdL GLVIAfDI GLVIAFDL GLVIAaDL GLVIaFDI GLVIaCDI GLVIipdL GLVIiPDI GLVIFFDL GLVIPCDL GLViAFDI GLViAcdR GLViAPDL GLViaPDL GLViIPDL GLVFACDI GLVFAPDI GLVFIiDI

GLVFIiDR GLVFiFDI GLVFiCdL GLVPaFdL GLVPaADI GLVPIFdL GLVPIiDR GLVPIiDL GLVPiCDI GLVPiCdI GLVPPFdI GLVPPFdL GLVPPCdR GLVPPCdL GLVPCCdI GLVCACdI GLVCACdL GLVCaCdI GLVCiCdI GLVCPCdI GLvAFfdI GLvAFpdI GLvAFIDL GLvAPcDI GLvAPadI GLvaIcDL GLvaIcdI GLvaFfDR GLvaFfDL GLvaFiDR GLvaPfDR GLvaPfDL GLvaPFDI GLvaPFDL GLvaPpDR GLvaPpDL GLvaCfDL GLvIAfDI GLvIAFDL GLvIAcDI GLvIAcDR GLvIAcDL GLvIAcdI GLvIACDR GLvIApDI GLvIApdI GLvIaCDR GLvIaCDL GLvIiFDL GLvIicDL GLvIicdR GLvIiCDL GLvIFpdI GLvIFPDL GLvIFADI GLvIFADL GLvIPfDI GLvIPfDL GLvIPFDL GLvIPcDI GLvIPcDL GLvIPpDI GLviAFDL GLviACDR GLviApDR GLviApDL GLviAPDL

GLviIFDR GLviFfDL GLviFPDL GLvFAPDI GLvFAPDL GLvFAIDI GLvFAIdI GLvFaFDL GLvFIFDL GLvFICDI GLvFICDL GLvFFfDI GLvFFPDR GLvFPfdI GLvPAfDI GLvPAIDI GLvPaFDI GLvPaFDL GLvPaCdI GLvPaCdL GLvPIFdL GLvPICDI GLvPICdL GLvPifDI GLvPiFDI GLvPiFDR GLvPiFDL GLvPiFdL GLvPiCDI GLvPiCdI GLvPiPDI GLvPFFDI GLvPFPDI GLvPFPdL GLvPPfDI GLvPPFdL GLvPPcDI GLvPPCDI GLvPPCdL GLvCFFdL GLvCFPdI GLFAaCDL GLFAiCDL GLFAiCdI GLFAFaDL GLFAPCDL GLFAPADL GLFaAfDL GLFaAIDL GLFaFfDL GLFaPaDL GLFaPiDL GLFaPIDL GLFIAfDL GLFIAFDR GLFIaCdR GLFIaPdI GLFIaPdR GLFIicdL GLFIiCDR GLFIiPDR GLFIiPdI GLFIFFDR GLFIFFdR GLFIFPDI GLFIFaDL GLFIPFDR

GLFFAPDL GLFFaFDL GLFFaPDL GLFFaADL GLFFiPDL GLFFPcDI GLFPaIDL GLFPIADL GLFPIIDL GLFPiCdL GLFPFFDL GLFPFPdL GLfAAPdI GLfAIPdI GLfAicDL GLfAiPdI GLfAFPDL GLfAFADR GLfAPFDR GLfAPFDL GLfaApdR GLfaAIDL GLfaaCDR GLfaIFDR GLfaICDR GLfaiFDR GLfaCfDL GLfaCFdI GLfaCaDL GLfIAfDI GLfIAcDI GLfIApDI GLfIApdI GLfIacdI GLfIaCDR GLfIaCDL GLfIiFDI GLfIipDL GLfIFpdI GLfIFaDL GLfIFADR GLfIFAdR GLfIPCDL GLfiACdI GLfiAPdI GLfiFiDL GLfFAfDL GLfFACDL GLfFAPDR GLfFAPDL GLfFaPDR GLfFIPDR GLfFicdL GLfFiPDR GLfFFpDL GLfFPcDL GLfFPCDL GLfFPPDL GLfFPADL GLfFCCDL GLfFCPDL GLfPAfDL GLfPAIDL GLfPafDL GLfPIcDL GLfPIaDL GLfPiCdL

GLfPFFdL GLfPFPdL GLGAaCDL GLGAICdI GLGAICdL GLGAIiDI GLGAIiDR GLGAIiDL GLGAFPDL GLGAFaDL GLGAPCDL GLGAPCdL GLGAPADL GLGACCdI GLGACPdI GLGaAfDL GLGaAFDL GLGaAcDL GLGaicdL GLGaFCDI GLGaFPDI GLGaFaDL GLGaPFDI GLGaPFDL GLGIAFDL GLGIAcDL GLGIACDL GLGIicdL GLGIiCDL GLGIiPDL GLGIFFDL GLGIFPDL GLGIFaDL GLGIPFDL GLGiAFDI GLGiAFDL GLGiAcDL GLGiACDL GLGiApDL GLGiPCDL GLGiPPDL GLGFAPDL GLGFAADL GLGFaPDL GLGFIADL GLGFiPDL GLGFFPDL GLGFPCDL GLGPAFDL GLGPAaDL GLGPaFdI GLGPaFdL GLGPaCdL GLGPICDL GLGPiFdL GLGPiCdI GLGPFPdL GLGPPFdI GLGPPFdL GLGPPCdL GLGCACdL GLGCaCdI GLgAiPDR GLgAFPDL GLgAFAdR GLgAPFDR GLgAPCDR

GLgAPCdL GLgaaCDL GLgaiFDL GLgaPcDL GLgaPCdL GLgIAcdI GLgIaCDI GLgIicdI GLgIiCDL GLgiaPDL GLgFACDL GLgFaFDL GLgFIFDL GLgFICDL GLgFiPDL GLgFFPDL GLgPACdL GLgPaFdL GLgPaCdL GLgPaIDL GLgPIFdL GLgPiCdL GLgPiPdL GLgPPFdL GLgPPCdL GLHAiFDL GLHAPAdI GLHAPIdR GLHaaCDL GLHaICDL GLHaFPDI GLHIAFDL GLHIACDL GLHIaPdI GLHIaPdR GLHIipDL GLHIiPdI GLHIiPdR GLHIFPDL GLHIFaDL GLHiAFDI GLHiAPDL GLHFaPDL GLHFaIDL GLHFIiDR GLHFIIDL GLHFiCDL GLHFFFDL GLHFFaDL GLHFPPDL GLHPFFdL GLHPFCdL GLHPFPdL GLhAPadI GLhaIcDL GLhaIcdI GLhaIcdR GLhaicdL GLhaiCDR GLhaCFDL GLhIAFDL GLhIAcDR GLhIAcDL GLhIaFDI GLhIaFDL GLhIaCDL GLhIifDL

GLhIicDL GLhIipdL GLhIFpDI GLhIPfDL GLhIPFDL GLhICCdL GLhICPdL GLhiFPDL GLhiFiDI GLhFaPDR GLhFIPDR GLhFiPDR GLhFPfDR GLhPAIDL GLhPaIDL GLhPiFdI GLhPiCdL GLIAAFDL GLIAaCDL GLIAIFDL GLIAPADL GLIAPAdI GLIACCdI GLIaAFDL GLIaAIDL GLIaaFDL GLIaIFDL GLIaicdL GLIaiCDL GLIaipDI GLIaFPDI GLIaFPDL GLIaPaDL GLIIAcDL GLIIACDR GLIIAaDL GLIIaCdI GLIIaPdI GLIIaPdR GLIIiPdI GLIIiPdR GLIIFFDR GLIIFFDL GLIIFPdL GLIIFaDL GLIiAfDL GLIiACDL GLIiApdI GLIiAiDL GLIiFiDL GLIiFIDL GLIiPFDL GLIFAPDL GLIFaPDL GLIFaIDL GLIFIADL GLIFIiDR GLIFIidR GLIFIIDR GLIFiCDL GLIFiPDL GLIPaFdI GLIPaFdL GLIPIIDL GLIPiFdL GLIPFPdL GLIPPFdL



82

GLIPPCdR GLIPPCdL GLiaAFDL GLiaAIDL GLiaaFDR GLiaaCDR GLiaIFDR GLiaiFDR GLiaiCDR GLiaipDL GLiaiPDR GLiaPcDL GLiaPaDL GLiaCFDL GLiIACDR GLiIaFDI GLiIaFDL GLiIaCDR GLiIaCDL GLiIiFDI GLiIiFDL GLiIicDL GLiIiCDR GLiIiCDL GLiIiPDR GLiIiPDL GLiiApdR GLiiaFDR GLiiaCDR GLiiFiDI GLiiFiDL GLiFAPDL GLiPAFdI GLiPafDL GLiPaIDL GLiPIFdL GLiPIadI GLiPiFdL GLiPiCdL GLiPiPdL GLiPPFdI GLiPPFdL GLiPPcdI GLAAICdI GLAAiPDL GLAaAaDL GLAaAIDL GLAaFpDL GLAaPaDL GLAIAfDL GLAIAaDL GLAIaCDL GLAIiCDR GLAIFaDL GLAiACdI GLAiFpdL GLAFAPDL GLAFaPDL GLAFIADL GLAFiPDL GLAFPcDL GLAFPaDL GLAPaADL GLAPaIDL GLAPIcdI GLAPiFDL GLaAIPdI

GLaAicDL GLaAFpDL GLaAPFDR GLaAPcdI GLaAPcdR GLaAPCdL GLaAPadI GLaACCdL GLaaApDL GLaaaFDR GLaaaADR GLaaaIDL GLaaIfDL GLaaIFDR GLaaIcdL GLaaICDR GLaaiFDR GLaaicDL GLaaipDL GLaaFpDL GLaaPfDL GLaaCfDL GLaIAcDL GLaIApDL GLaIAADR GLaIaFDR GLaIaFDL GLaIaCDR GLaIaCDL GLaIFfDI GLaIPfDI GLaIPcDI GLaIPaDL GLaIPADR GLaiAcDL GLaiACdI GLaiAPdI GLaiAaDL GLaiaFDR GLaiIfDL GLaFFaDL GLaFPCDL GLaFPpDL GLaFPADL GLaPAfDR GLaPAcdI GLaPaadI GLaPIcdI GLaPiCdL GLaPPfDR GLBAAaDL GLBAICdI GLBAiCdI GLBAFIDL GLBAPCdL GLBACCdL GLBACPdI GLBaAfDL GLBaAFDL GLBaaFDL GLBaICDL GLBaicdL GLBaFPDL GLBaPFDL GLBaPCdL GLBaPaDL GLBIACDL

GLBIaCDL GLBIiCDL GLBiAfDL GLBiAcDL GLBiACdI GLBiApdI GLBiaCDL GLBFAPDL GLBFaPDL GLBFaiDL GLBFIPDL GLBFifDL GLBFiPDL GLBFFPDL GLBFFADL GLBFPPDL GLBFPaDL GLBFCFDL GLBPACdL GLBPAPdL GLBPaFdI GLBPaFdL GLBPaCdI GLBPIADL GLBPiFDL GLBPiFdL GLBPiCDL GLBPiPdL GLBPFPDL GLBPPFdL GLBPPCdL GLBCPCdI GLbAafDL GLbAFADR GLbAPCdR GLbaAcDL GLbaIFDR GLbaIcdL GLbaicdL GLbaiCDL GLbaCfDL GLbIaFDI GLbIacDL GLbIaCDI GLbIaCDL GLbIaCdI GLbIiFDL GLbIiCDL GLbIiCdI GLbIipDL GLbIipdL GLbiIFDR GLbiFiDI GLbFaFDL GLbFaPDL GLbFIFDL GLbFiFDL GLbFiPDL GLbFPPDL GLbPAFdL GLbPACdL GLbPaFdL GLbPaCdL GLbPIfdI GLbPIFdL GLbPIcdI GLbPiCdL

GLbPiPdL GLbPPFdL GLbCiCdI GLbCFPdL GLCAAPdI GLCAaPdI GLCAIiDL GLCACFdI GLCACCdL GLCaAIDL GLCaaCDL GLCaICDL GLCaiCDL GLCaPIDL GLCIAFDR GLCIFPDR GLCiAiDL GLCiAIDL GLCFaPDL GLCFaADL GLCFaIDL GLCFIiDR GLCFIidR GLCFiPDL GLCPIiDR GLCPiCdI GLCPFFdL GLCPFPdL GLcAaIDL GLcaIcdI GLcIAcDL GLcIApDL GLcIAaDL GLcIaCDI GLcIaCDL GLcIaPdI GLcIifDL GLcIiFDL GLcIicDL GLcIiCDL GLcIipdL GLcIiPDI GLcIiPDL GLcIPFDL GLcIPcDL GLciFidL GLcFPfDR GLcPaIDL GLcPifDL GLcPicDL GLcPiCdL GLDAIiDL GLDAiFDL GLDAiPDL GLDAFPDL GLDaAcDL GLDaAiDL GLDaAIDL GLDaaCDL GLDaICDL GLDaiFDL GLDaicdL GLDaiCDL GLDaFiDL GLDaPaDL GLDaPIDL GLDIAfDL

GLDIAFDR GLDIACdI GLDIaCdR GLDIiCdI GLDIiCdR GLDIiPdR GLDIFfDL GLDIFPDR GLDiAfDL GLDiACdI GLDiApdI GLDiaCDL GLDiPFDL GLDFaFDL GLDFaPDL GLDFaaDL GLDFIPDL GLDFiPDL GLDFFIDR GLDFPPDL GLDPAFdL GLDPACdR GLDPACdL GLDPaFdL GLDPaCDL GLDPaCdI GLDPaCdL GLDPIFDL GLDPIiDR GLDPiFDL GLDPiFdL GLDPFFdL GLDPFCdL GLDPPFdL GLDPPCdL GLdAApdR GLdAAPdI GLdAaPdI GLdAaIDL GLdAIPdI GLdAiPdI GLdAFPDL GLdaAfDR GLdaAcDL GLdaafDL GLdaaIDL GLdaIcdL GLdaicDL GLdaipDL GLdaiIDL GLdaPaDL GLdIaFDR GLdIacDL GLdIaCdI GLdIaCdR GLdIaADI GLdIiFDR GLdiAcDL GLdiAPDL GLdiAaDL GLdiAIDL GLdFaFDL GLdFIFDL GLdFICDL GLdFiFDL GLdFiCDL GLdFFPDL

GLdFPcDR GLdFPPDL GLdPafDL GLdPaadI GLdPiCdL GLdCACdI GL0AiPDL GL0AFPDL GL0APFDL GL0aAIDL GL0aaCDL GL0aaIDL GL0aICDL GL0aFIDL GL0aPaDL GL0IACdI GL0IACdR GL0IAaDL GL0IaFDR GL0IaFDL GL0IaCDL GL0IaCdR GL0IaPdI GL0IaPdR GL0IiCdR GL0IFpDL GL0iAfDL GL0iAcDL GL0iACdI GL0FAPDL GL0FaPDL GL0FaIDL GL0FIPDL GL0FiPdL GL0FPcDL GL0FPaDL GL0PaCDL GL0PICDL GL0PPCDL GL1AFPDL GL1APcdI GL1APCdL GL1APaDL GL1ACCdL GL1aAFDL GL1aAcDL GL1aafDL GL1aaaDL GL1aaIDL GL1aIfDL GL1aIcdL GL1aIpDL GL1aifDL GL1aicDL GL1aipDL GL1aFiDL GL1aFIDL GL1aPfDL GL1aPpDL GL1aCfDL GL1IAfDL GL1IApDL GL1IAaDL GL1IAADR GL1IaFDL GL1IaCDL GL1IiFDL

GL1IipDL GL1IFFDL GL1IFpDL GL1IFPDR GL1IFPDL GL1IFADR GL1IFADL GL1IFAdR GL1IPfDL GL1IPCdR GL1IPaDL GL1iAPdI GL1iAIDL GL1iIfDL GL1iFIDL GL1FIpDL GL1FPaDL GL1PAfdI GL1PAcdI GL1PacdI GL1PiFdL GL1PPfDR GL2AAPdI GL2AaIDL GL2aAiDL GL2aaFDL GL2aICDL GL2aiFDL GL2aicdL GL2aiCDL GL2aPCdL GL2IAFDL GL2IiCDL GL2iApDL GL2iAiDL GL2iaCDL GL2FAIDL GL2FaiDL GL2FIPDL GL2FiFDL GL2FicDL GL2FiPDL GL2FFPDL GL2FFADL GL2FCPDL GL2PACdL GL2PaFdI GL2PaCdI GL2PiCDL GL2PiCdI GL2PPFdL GL2PPCdL GL3aAIDL GL3aIpDL GL3aIaDL GL3aFiDL GL3aFIDL GL3aPCdL GL3aCfDL GL3IAfDL GL3IaCDI GL3IaCDL GL3IaADI GL3IiFDI GL3IiCDL GL3IipDL GL3IipdL



83

GL3FaFDL GL3FaPDL GL3FiFDL GL3FiCDL GL3FiPDL GL3FCPDL GL3PAFdL GL3PAcdI GL3PACdL GL3PaFdL GL3PaCdL GL3PiCdL GL3PiPdL GL3PFPdL GL4AAPdI GL4AiPdI GL4ACCdL GL4ACPdI GL4aAIDL GL4aiFDL GL4IAcDL GL4IAcdI GL4IaPdR GL4iPCdL GL4FaFDL GL4FaPDL GL4FaIDL GL4FIiDR GL4FiPDL GL4FPPDL GL4PIFDL GL4PifdI GL4PiCdL GL5AicDL GL5aIcdR GL5aicDL GL5IApdI GL5IafDL GL5IaFDL GL5IaCDL GL5IaPdI GL5IifDL GL5IiFDL GL5IiCDL GL5IiPDL GL5IiPdI GL5FiCDL GL5PaIDL GL5PifDR GL5PiFdL GL5PicDL GL5PiCdL GL6AACDL GL6AaPdI GL6AIiDL GL6AiCDL GL6AFPDL GL6APaDL GL6aAcDL GL6aaCDL GL6aIFDL GL6aiFDL GL6aicdL GL6aPFdR GL6aPaDL GL6aCCdI GL6IAcDL

GL6IAcdI GL6IACdR GL6IaCdI GL6IaCdR GL6IaPdL GL6IPaDL GL6iACdI GL6iAPdI GL6iaCDL GL6iaPDL GL6iPCdL GL6FAPDL GL6FaFDL GL6FIFDL GL6FIPDL GL6FiFDL GL6FPFDL GL6FPpDL GL6FPPdL GL6FPaDL GL6PaCdI GL6PaCdL GL6PIADL GL6PIiDR GL6PiFDL GL6PiFdL GL6PiCDL GL6PiCdL GL6PFCdL GL6PPFdR GL6PPFdL GL6PPCdL GL7AAPdI GL7AafDL GL7AIPdI GL7AiPdI GL7AFPDL GL7ACCdL GL7aAcDL GL7aAiDL GL7aAIDL GL7aafDL GL7aaaDL GL7aIpDL GL7aifDL GL7aicDL GL7aipDL GL7aFpDL GL7aFiDL GL7aFIDL GL7aPfDL GL7aPCdL GL7aPaDL GL7aPIdI GL7aCfDL GL7aCaDL GL7IAcDL GL7IacDL GL7IaCDR GL7IaCdI GL7IIFDI GL7IipdL GL7IFpDL GL7IFaDL GL7iAcDL GL7iAIDL GL7iFIDL

GL7FaFDL GL7FIFDL GL7FICDL GL7FiFDL GL7FiCDL GL7FiPDL GL7FPFDL GL7FPcDR GL7PAcdI GL7PaFdL GL7PacDL GL7PiFdL GL7PiCdL GL7PiPdL GL7PFPDL GL7PFPdL GL7PPcDR GL7PCCdI GL7CACdI GAOAFFdI GAOAPFDI GAOaAFDI GAOaIFDR GAOaIcdR GAOaFIDL GAOaPFDI GAOIAfDI GAOIApdR GAOIiFDI GAOiAFDI GAOiAcDI GAOiACDI GAOiACDR GAOiAPDR GAOFAIDI GAOFAIdI GAOFaidI GAOFIiDI GAOFIidI GAOFiFDL GAOFPFdI GAOFPIDI GAOFPIDL GAOFPIdI GAOPaFdL GAOPFIdI GAOPPFdI GAOPPFdL GAoAAFDI GAoAFfDI GAoAFfDL GAoaAfDL GAoaacDI GAoaIFDR GAoaicdI GAoaFfDL GAoaFcDL GAoaFpDL GAoaPFDI GAoaCfDL GAoIAfDR GAoIAfDL GAoIAFDL GAoIaFDR GAoIaFDL GAoIipDI GAoIFpDL

GAoIPfDR GAoIPfDL GAoiPFDI GAoFAfDL GAoFAcDR GAoFAcDL GAoFacDL GAoFIfDR GAoFiFDI GAoFiFdI GAoFipDL GAoFFfDL GAoFFpDL GAoFFIDI GAoFPfDI GAoFPfDL GAoFPFDR GAoFPcDL GAoFCfDL GAoFCcDL GAoPAfDR GAoPAfDL GAoPAcdL GAoPafDL GAoPafdI GAoPacDI GAoPacdL GAoPIfDR GAoPIfDL GAoPIcdL GAoPICDI GAoPifDR GAoPifDL GAoPiFdI GAoPicdL GAoPiCDI GAoPiCdL GAoPiPDI GAoPiPDR GAoPFIdL GAoPPfDR GAoPPfDL GAoPPcdL GAPAAFDI GAPAFFdI GAPAPFDI GAPaAFDR GAPaAFDL GAPaFFDL GAPaFPDI GAPaPFDI GAPIAFDL GAPIACdI GAPIApdR GAPIFPdI GAPIPFDR GAPIPFDL GAPiAFDI GAPiAFDL GAPFAPDI GAPFAPdI GAPFFAdI GApAAFDL GApAaFDI GApAaFDL GApAacdL GApAaCDI

GApAaCdL GApAaPdI GApAIFDI GApAIPdI GApAiPDI GApAFFDI GApAFFDR GApAFFDL GApAFFdI GApAFPDI GApAFPDR GApAPFDR GApAPFdI GApAPCdI GApAPCdL GApACCdL GApaAFDI GApaIPdI GApaiCDI GApaiPDI GApaFFDI GApaPfDL GApaPIdI GApaCCDR GApaCPdI GApIAFDI GApIApdR GApIiFDR GApIiFDL GApIicdR GApIiPDI GApIFfDL GApIFFDI GApIFpDL GApIPfDL GApiACDI GApiAPDI GApiAPDR GApiaCdL GApiFFDI GApiFIdL GApFAcDL GApFAPDL GApFacdL GApFaPDR GApFaPDL GApFIfDL GApFIcDL GApFipDL GApFFPDL GApPAFdL GApPAPdL GApPafDL GApPafdL GApPIfDL GApPIfdL GApPiFdL GApPiPdL GApPPfdL GApCAcdI GApCACdL GApCPfdL GApCPFdI GAQAaFDI GAQAaCdL GAQAICdL GAQAFFDI

GAQAFAdR GAQAPFDI GAQAPadI GAQAPadR GAQaAcdI GAQaIFDL GAQaiCDI GAQaiPDI GAQaiPDR GAQaFFDL GAQaFpDI GAQaFpdI GAQaFADI GAQaPFDI GAQIAFDI GAQIAFDL GAQIiFDL GAQIFFDI GAQIFFDL GAQIFPDI GAQIPfDI GAQIPFDL GAQiAFDI GAQiACDI GAQiaCDR GAQiaPDR GAQFAFDI GAQFAFDL GAQFaiDI GAQFaidI GAQFaIDI GAQFaIdI GAQFIFDI GAQFIFDL GAQFiFDI GAQFiCDI GAQFiCDL GAQFFaDR GAQFPFDI GAQFPFDL GAQFPCDI GAQFPCdI GAQFPPDI GAQFCCDI GAQPAFdL GAQPaFDI GAQPIFDI GAQPiCdL GAQPiPdI GAQPiPdL GAQPFPDI GAQPPFdL GAqAAFDI GAqAACdI GAqAAPdI GAqAAPdL GAqAaCDR GAqAIcdR GAqAICdR GAqAiPDL GAqAPFDR GAqAPPdL GAqAPIDI GAqACPdL GAqaAFDL GAqaAcdL GAqaIfDR

GAqaIfDL GAqaiFDL GAqaiPDR GAqaFFDL GAqaFADR GAqaPCdL GAqaPADR GAqaPIdI GAqaCCDR GAqIAfDR GAqIAFDI GAqIAFDL GAqIApdI GAqIaFDR GAqIIfDI GAqIIfDL GAqIifDI GAqIiFDR GAqIiFDL GAqIiCDI GAqIiPDI GAqIFfDL GAqIFFDI GAqIFIDI GAqIFIdI GAqIPfDR GAqIPfDL GAqIPFDI GAqIPFDL GAqIPPdI GAqiAFDL GAqiApDI GAqiAPdI GAqiaPDR GAqiFFDL GAqFApDL GAqFAADI GAqFAADR GAqFAAdL GAqFaCDL GAqFIFDL GAqFIADI GAqFIADR GAqFIADL GAqFiCDL GAqFipDL GAqFiADR GAqFiADL GAqFFpDL GAqFFADI GAqFPfDI GAqFPfDL GAqFPFDL GAqFPPDI GAqFPPDL GAqFPidI GAqPAFDR GAqPAFDL GAqPafdI GAqPaFdI GAqPifdI GAqPiCDI GAqPiPDR GAqPiPdL GAqPFPdL GAqPFIDI GAqPPfdI



84

GAqPPFdI GAqCIcdR GAqCFFdL GAqCPfdI GARiaiDI GARiPaDI GARPaPdL GArAFIDI GAraPiDR GAriCADR GAKAaIDI GAKAIiDR GAKAIIDL GAKaAFDI GAKaAIDI GAKaaFDL GAKaaIDI GAKaIiDR GAKaiFDL GAKaFPDI GAKaFiDI GAKaFiDL GAKaFIDI GAKaPFDI GAKaPCDI GAKIAFDL GAKIAcdI GAKIPfDI GAKIPFDL GAKiAFDI GAKiACDI GAKiAPDI GAKFAIDL GAKFaFDL GAKFaPDL GAKFIADI GAKFIADR GAKFIADL GAKPAADL GAKPAAdL GAKPaADR GAKPaADL GAKPIPdL GAKPIADI GAKPIADR GAKPIADL GAKPIAdL GAKPiFdL GAKPiPdL GAKPPFdL GAkAacDI GAkAapDL GAkAIpDL GAkAipDL GAkAPcDI GAkAPpDL GAkaAfDL GAkaApDL GAkaafDL GAkaIfDL GAkaIiDR GAkaifDL GAkaicDI GAkaipDL GAkaFcDR GAkaFpDL GAkaFIDR

GAkaFIDL GAkaPFDI GAkaPpDL GAkaCFDI GAkaCcDL GAkIAfDL GAkIAFDR GAkIAcDI GAkIApDR GAkIApdR GAkIiFDL GAkIipDI GAkIFpDL GAkIFPDI GAkIFPDL GAkIPfDL GAkIPcDI GAkIPpDR GAkiAcDI GAkiAcdI GAkiApDL GAkiFFdI GAkiFcDL GAkiFpDL GAkiFPdI GAkiFIDI GAkiFIDR GAkiFIDL GAkiPcDI GAkiPcDR GAkiPcDL GAkFAcDL GAkFApDL GAkFipDL GAkFFfDL GAkFFpDL GAkFFIDL GAkFPcDL GAkFPpDL GAkFPIDL GAkFCcDL GAkPAcDI GAkPAcdL GAkPACDI GAkPafdI GAkPacdL GAkPaCDR GAkPIfdL GAkPIcdL GAkPIpDI GAkPicdL GAkPiCDI GAkPipDI GAkPFpdL GAkPPcdL GAkPPCDR GAkCAcdL GAkCFpdL GALAipdL GALaAFDI GALaAaDI GALaAaDL GALaAIDI GALaaIDI GALaicdL GALaFFDI GALaFFdI

GALaFPDI GALaFPdI GALaFADI GALaFADL GALaFAdI GALaFIDI GALaFIDL GALaFIdI GALaPFDI GALaPFDL GALaPFdR GALaPCDI GALaPADI GALaPADR GALaPADL GALaPIDI GALIAFDR GALIAFDL GALIAaDI GALIaFDL GALIFFDL GALIFPDI GALIFaDL GALIPFDR GALIPFDL GALIPIdI GALiAPDI GALiaPdI GALiPFDI GALiPFDL GALPiPdL GAlAApDL GAlAafDL GAlAaFDR GAlAapDL GAlAIcDI GAlAicDL GAlAicdI GAlAipDL GAlAFpDR GAlAPFdI GAlAPcDI GAlAPcDL GAlAPCDI GAlAPCDR GAlAPCdL GAlAPpDI GAlAPpDL GAlACCdL GAlACPdL GAlaAfDL GAlaAcDI GAlaAPDI GAlaaCdR GAlaICDI GAlaIiDR GAlaifDL GAlaiFDL GAlaiPDI GAlaFFDI GAlaFFdI GAlaFIDR GAlaFIdR GAlaPfDI GAlaPFDI GAlaPCDI GAlaPpDI

GAlaPPDI GAlaPIdI GAlaCfDI GAlaCFDI GAlaCCDI GAlIaFDL GAlIiFDI GAlIicdR GAliAPDI GAliIFDL GAliPCDI GAlFacDL GAlFapDL GAlFIfDL GAlFIcDL GAlFIpDL GAlFFpDL GAlFPfDL GAlFPpDL GAlPAcDR GAlPApDR GAlPafdL GAlPIfdL GAlPifdI GAlPPfdL GAlPPcDR GAlCAcdL GAMAApdR GAMAAiDR GAMAIiDR GAMaAFDI GAMaAaDR GAMaAIDR GAMaaFDL GAMaaADL GAMaIFDR GAMaiFDL GAMaiPDI GAMaiIDR GAMaFFDL GAMaFPDI GAMaFaDL GAMaFADI GAMaFAdI GAMaPFDI GAMaPCDI GAMIaADI GAMIaADR GAMIipdL GAMIPFDL GAMiAFDI GAMiAcDL GAMiACDI GAMiAPDI GAMiAaDR GAMiAaDL GAMiPFDI GAMiPCDI GAMFIFdI GAMFICDL GAMFiFDL GAMFiCDL GAMFiPDI GAMFiPDL GAMFPFDI GAMFPFdI GAMPIfdI

GAMPiCdI GAMPiCdL GAMPiPdL GAmAaCDL GAmAaCdR GAmAaIDR GAmAIcdR GAmAICDL GAmAICdR GAmAIpdR GAmAiCDL GAmAiPdI GAmAiPdR GAmAiPdL GAmAPcdR GAmAPCDL GAmAPPdR GAmAPPdL GAmAPaDI GAmAPaDL GAmACCdR GAmaAfDR GAmaaPDR GAmaaIDR GAmaIcdR GAmaiFDL GAmaiCDR GAmaFADR GAmaFAdR GAmaPcdL GAmaPADR GAmaPIdI GAmaCcdL GAmaCADR GAmIAfDR GAmIAfDL GAmIAADR GAmIAADL GAmIaFDL GAmIapDR GAmIapdI GAmIIcDR GAmIifDI GAmIiFDL GAmIipDR GAmIFfDR GAmIFaDR GAmIFADI GAmIFAdR GAmIPCdR GAmIPpDR GAmICcdR GAmiAPDL GAmiAPdI GAmiIcdR GAmiFADR GAmiFAdR GAmFaFDR GAmFIFDL GAmFICDL GAmFIADI GAmFIADL GAmFiCDL GAmFPfDI GAmFPfDR GAmFPfDL GAmFPcdR

GAmFCcdR GAmPAfdL GAmPafdI GAmPaCDI GAmPIfdI GAmPIfdL GAmPIPdI GAmPifdL GAmPiCDI GAmPiPDL GAmPPfdL GAmPPidI GANiAADI GANiAIDI GANiPAdI GAnaiIDL GAniAIDI GAniiADL GAniPADI GAniPiDI GAniCiDI GAWAicDI GAWaAFDI GAWaAFDL GAWaIFDL GAWaIiDR GAWaiFDL GAWaFFdI GAWaFPDI GAWaFiDL GAWaFIDI GAWaPFDI GAWaPCDI GAWIFFDL GAWIFPDL GAWIPFDL GAWPPadI GAwAAcdL GAwAApDL GAwAapDL GAwAIcDL GAwAicDL GAwAipDL GAwAPcDL GAwAPpDL GAwaAfDL GAwaAFDL GAwaAcDL GAwaIfDL GAwaIFDL GAwaifDL GAwaiFDL GAwaFCDL GAwaFpDL GAwaFPDL GAwaFIDL GAwaPFDL GAwaPIDI GAwIApdR GAwIaFDL GAwIifDI GAwIiFDL GAwIFpDL GAwIPfdI GAwiApDL GAwiFfDL GAwiPcDL

GAwPApDI GAwPIfdL GAwPifdI GAwPiFdL GAwPicdL GAwCAcdL GAwCacdL GAwCPfdI GAXAipdL GAXACPdL GAXaAfDI GAXaAfDL GAXaAFDI GAXaAaDI GAXaIiDI GAXaFFDI GAXaFPDI GAXaFaDI GAXaFIDL GAXaPFDL GAXaPFdR GAXaPCDR GAXaPaDI GAXaPADI GAXaPADL GAXaPIDI GAXIAFDL GAXIaFDL GAXIIFDI GAXIFaDI GAXIFaDL GAXIPFDL GAXIPaDI GAXiAFDL GAXiACdI GAXiPFDL GAXPiFdL GAXPiPdL GAxAapDL GAxAIcDI GAxAICDL GAxAPFdI GAxAPcDI GAxAPcDL GAxAPCDI GAxAPpDI GAxAPpDL GAxACcdI GAxaAIDI GAxaIfDL GAxaIFDL GAxaICDI GAxaifDL GAxaiFDL GAxaiPDI GAxaPFDI GAxaPFDL GAxaPCDI GAxaPCDR GAxaPPDI GAxaCCDR GAxIaFDL GAxIFPDL GAxiApDI GAxiFFDL GAxiFaDI GAxiFADL



85

GAxiPFDL GAxiPPDI GAxiPPdL GAxFapDL GAxFIcDL GAxFIpDL GAxPAfdI GAxPAfdL GAxPafdL GAxPIcdI GAxPICDL GAxPifdI GAxPPfdL GAxPPcdL GAxCACdL GAYaAaDR GAYaAaDL GAYaIFDL GAYaFFDI GAYaFPDI GAYaFaDL GAYaFADI GAYaFAdI GAYaFIDL GAYaPFDI GAYaPCDI GAYIIFDL GAYIipdL GAYIFFDR GAYIPFDR GAYiAFDI GAYiACdI GAYiApdI GAYiAaDR GAYiAaDL GAYiAIDI GAYFiCDL GAYFiPDL GAYFPFDL GAyAIcDL GAyAIcdR GAyAICdR GAyAIpDL GAyAIPdI GAyAiCDL GAyAPPdR GAyAPPdL GAyaAPDL GAyaaADL GAyaFfDL GAyaPCDR GAyIAfDL GAyIAcDR GAyIAcdR GAyIAcdL GAyIaFDL GAyIifDI GAyIiFDL GAyIFfDL GAyIPfDL GAyIPcdL GAyICcdR GAyiAPDL GAyFaCDL GAyFIFDL GAyPIfdI GAyPIfdL

GAyPifdL GAyPicDI GAyPiPDR GAyPiPDL GAyPiPdL GAyPPfdL GAZaiIDL GAZiiADL GAzaiIDL GAziAIDL GAziaADL GAziIADL GAziiADL GAziCADL GASAACdL GASAAPdI GASAICdI GASAIiDR GASAicDI GASAiCdL GASAFaDL GASAFADL GASAFiDL GASAPFDL GASAPCdI GASACCdI GASACPdI GASaaCDR GASaIFDR GASaIcdR GASaiFDI GASaicDI GASaFcDL GASaFpDI GASaFpDL GASaFaDL GASaFiDL GASaPfDL GASaPFDI GASIACdL GASIAaDI GASIAaDL GASIaFDI GASIiFDI GASIFfdI GASIFFDL GASIFPDI GASIFidL GASIPfDI GASIPFDL GASIPaDI GASiAcDI GASiAPDR GASiAPdI GASiAaDL GASFAPDL GASFAaDL GASFAiDI GASFAIDI GASFaFDL GASFaIDI GASFIADI GASFIiDI GASFIIDI GASFFFDL GASFFiDL GASFFIDL

GASFPFDI GASFPCDI GASFPaDL GASFPiDI GASFCCDI GASPAAdL GASPAIDI GASPaFDI GASPaAdL GASPaIDI GASPIFDI GASPICDI GASPIADI GASPIAdL GASPIIDI GASPiFDI GASPiCdL GASPFiDI GASPPFDI GASPPFdL GASPPadI GAsAIcdR GAsAIiDR GAsAipDL GAsAFFDR GAsAFFDL GAsAFiDR GAsAPcDI GAsAPpDI GAsaIFDL GAsaIcDI GAsaIpDI GAsaiFDL GAsaFfDI GAsaFfDL GAsaFpDI GAsaFiDL GAsaPFDR GAsaPpDI GAsaPaDL GAsaCfDL GAsIAcDI GAsIaFDI GAsIacDI GAsIaIDR GAsIiFDI GAsIicDI GAsIipDI GAsIFFDI GAsIFFdI GAsIFiDR GAsIFiDL GAsiPfDL GAsFACDL GAsFApDI GAsFApDL GAsFAIDI GAsFafDI GAsFaFDL GAsFapDI GAsFaPDL GAsFaiDL GAsFaIDI GAsFIfDI GAsFIFDR GAsFIFDL GAsFIiDI

GAsFifDI GAsFiFDI GAsFipDI GAsFFpDI GAsFFPDL GAsFPFDL GAsFPcDL GAsFPpDI GAsFPpdI GAsFPiDI GAsFPIDI GAsFCFDI GAsFCcDL GAsPAfDL GAsPAcDI GAsPAcDL GAsPACDI GAsPApDI GAsPAiDI GAsPAIDI GAsPacDI GAsPacDL GAsPaCDI GAsPaCDR GAsPapDL GAsPIcDI GAsPICDI GAsPIIDI GAsPifDI GAsPicDI GAsPiCDI GAsPiCDR GAsPiCdL GAsPipDI GAsPiPDI GAsPiPDR GAsPFpDI GAsPFPDI GAsPFiDI GAsPFiDL GAsPPfDI GAsPPfDL GAsPPcDI GAsPPCDI GAsPPCDR GAsPPpDL GAsPPIDI GAsPCcdL GATAaFDL GATAaCDI GATAIFDI GATAIIDR GATAFFDL GATAFPDR GATAFPDL GATAFiDL GATAPFDL GATAPCDI GATaAfDL GATaaFDL GATaICdI GATaiFDL GATaicDI GATaFfDI GATaFFDI GATaFFDL GATaFcDI

GATaFcDL GATaFiDL GATaFIDR GATaFIDL GATaPfDI GATaPFDI GATIAfDI GATIACDI GATIAaDI GATIAaDL GATIAADI GATIFfDI GATIFADL GATIFiDL GATIPCdL GATICCdL GATiAfDL GATiAFDI GATiAFDL GATiACDI GATiPFDI GATiPFDL GATiPCDI GATiPCdL GATFAIdI GATFICDI GATFICdI GATFIpDI GATFIPDI GATFIPDL GATFPIDI GATFCFDI GATPAFDI GATPACdL GATPAPdI GATPAidI GATPIFdL GATPICdL GATPiFDI GAtAIfDR GAtAIpDI GAtAIiDR GAtAiFDL GAtAFfDL GAtAFIDR GAtAFIDL GAtAPcDI GAtAPcDR GAtAPpDI GAtaAFDR GAtaaFDL GAtaaCdR GAtaIcDI GAtaicdI GAtaiPDR GAtaFPDL GAtaPfDL GAtaPFdI GAtaPpDI GAtaPPDR GAtaCfDL GAtaCCDI GAtaCpDI GAtIAfDL GAtIAcDI GAtIACDI GAtIApdR

GAtIAPdI GAtIafDL GAtIaFDR GAtIaFDL GAtIacDI GAtIaCDI GAtIaPdI GAtIICDI GAtIiCDI GAtIiPDI GAtIiPdI GAtIFfDL GAtIFpDL GAtIFPDL GAtIPfDL GAtIPpDI GAtiAFDR GAtiApDL GAtiaCDR GAtiFiDL GAtiPFdI GAtFAIDI GAtFafDL GAtFIcDL GAtFIpDL GAtFicDL GAtFFiDL GAtFPfDR GAtFPfDL GAtPAfdL GAtPAcDI GAtPACDI GAtPApDI GAtPApDR GAtPAidI GAtPAIDI GAtPafDL GAtPafdL GAtPacDI GAtPaPDI GAtPIfdL GAtPIcdI GAtPICDI GAtPICDR GAtPIpDL GAtPIidI GAtPifdL GAtPicDL GAtPiPDI GAtPFfdL GAtPFpDL GAtPFPDI GAtPPfdL GAtPPcDI GAtPPpDI GAtCFfdL GAtCFPdI GAtCFPdL GAUAAcDI GAUAACdI GAUAIFDI GAUAFaDL GAUAFiDR GAUAFiDL GAUAFidR GAUAPFDI GAUAPCDI

GAUAPCdI GAUAPaDL GAUaAfDI GAUaAcdI GAUaAIDI GAUaaFDR GAUaaFDL GAUaaIDI GAUaIFDL GAUaicDI GAUaFcDI GAUaFpDI GAUaFPDI GAUaFADI GAUaFAdI GAUaFiDL GAUaFIDI GAUaPfDI GAUaPFDI GAUaPaDL GAUaPADI GAUaPIDI GAUIAFDL GAUIAcDI GAUIAaDR GAUIAaDL GAUIAADL GAUIaFDI GAUIaADR GAUIIPdI GAUIiFDI GAUIFPDI GAUIFaDL GAUIFiDI GAUIFidI GAUIFIDI GAUIFIdI GAUIPFDR GAUIPFDL GAUIPCdL GAUIPiDI GAUICCdL GAUiAcDI GAUiACDI GAUiApDL GAUiAPDI GAUiAPdI GAUiaCDR GAUiPFDI GAUiPPDI GAUiPPdL GAUFAADI GAUFAAdI GAUFaADI GAUFaAdI GAUFIADI GAUFIAdI GAUFiFDL GAUFicDI GAUFiCDL GAUFFaDL GAUFFADL GAUFPFDL GAUFPCDI GAUFPCDL GAUFPPDI GAUFPaDI



86

GAUFPiDI GAUFCcDI GAUFCCDI GAUFCPDI GAUPAFDI GAUPaFDI GAUPaADI GAUPIFDI GAUPIFdI GAUPIFdL GAUPIcdL GAUPICDI GAUPIADI GAUPiPDI GAUPFPDI GAUPFADI GAUPPFDI GAUPPaDI GAUPPadI GAUPCcdI GAUCFidL GAUCPcdL GAuAApdI GAuAaCDR GAuAaCDL GAuAaIDI GAuAaIDR GAuAIADR GAuAIiDI GAuAicdI GAuAiPDR GAuAiPDL GAuAiADR GAuAiADL GAuAFPDR GAuAFPDL GAuAFaDI GAuAFadI GAuAFIDL GAuAPCDI GAuAPaDI GAuaACDL GAuaaFDL GAuaIFDL GAuaIpdL GAuaiFDL GAuaFiDL GAuaPFdI GAuaPPDR GAuaPaDI GAuaPIdI GAuaCFdI GAuaCCdL GAuIACDI GAuIAaDL GAuIaFDI GAuIaCdI GAuIaCdL GAuIiCdI GAuIiCdL GAuIFidI GAuiFCDL GAuFACDL GAuFAPDI GAuFAPDL GAuFaPDL GAuFaAdI

GAuFIPDL GAuFIADI GAuFIADL GAuFIAdI GAuFIidL GAuFiPDL GAuFiADI GAuFiAdI GAuFFPDL GAuFFaDI GAuFFADI GAuFPPdL GAuFPiDI GAuFPiDL GAuFCcdR GAuPIADI GAuPIADL GAuPiADI GAuPFPDI GAuPFPdL GAuPFadI GAViaIDL GAViFAdI GAViPiDI GAViCaDI GAvaiIDR GAviAaDI GAviFADI GAviPADI GAviPADR GAviCaDI GAFAACdI GAFAAPdI GAFAaFDR GAFAIcDI GAFAIcdI GAFAIPdI GAFAFPDL GAFAPcDI GAFAPCDL GAFAPADL GAFaAfDL GAFaACDR GAFaaCDR GAFaFfDL GAFaPaDL GAFIAFDR GAFIAFDL GAFIApdR GAFIFfDI GAFIFFDL GAFIFPDI GAFIPFDL GAFIPIDR GAFiAfDL GAFiAPdI GAFiFpDL GAFFAIDL GAFFaIDL GAFFIPDL GAFFiPDL GAFFCcDI GAFFCCDL GAFPAFDL GAFPaFDL GAFPaFdL GAFPFpDI

GAFPFIdL GAFCACdI GAFCICdI GAfAicDI GAfAFFDL GAfAFpDL GAfAFIDR GAfAPFDR GAfaaFDL GAfaIpDI GAfaFiDL GAfaPfDL GAfaPFDR GAfaCfDL GAfaCFdI GAfaCcDL GAfaCPdI GAfIAfDL GAfIaFDI GAfIFfDL GAfIFiDL GAfIPfDL GAfIPcDI GAfICcdL GAfiAfDI GAfFAPDL GAfFAadL GAfFAIDL GAfFaIDL GAfFFPDL GAfFFIDL GAfFPiDL GAfPafDL GAfPaFDL GAfPaCDI GAfPIfDL GAfPICDI GAfPICDR GAfPiFDL GAfPiCDI GAfPiCDR GAfPiCdL GAfPiPDI GAfPFPdL GAfPFIdL GAfPPfDR GAfPPCDI GAfCFPdL GAfCPfdI GAGAAFDL GAGAIFDR GAGAFiDL GAGAPFDR GAGaAfDL GAGaIpdI GAGaFiDL GAGaPfdR GAGaPCdL GAGIAPdI GAGIAADI GAGIICDR GAGIiPDR GAGIPCdL GAGIPidI GAGICCdL GAGiACdI GAGiaFDL

GAGiaCDI GAGiPCDI GAGFAiDL GAGFIPDL GAGFiPDL GAGFFFDL GAGFFPDL GAGFFiDL GAGPiCDI GAGPFPDL GAGPFPdL GAGPPFdL GAgAaFDL GAgAaCdR GAgAIfDR GAgAFfDR GAgAFfDL GAgAFpDR GAgAFpDL GAgAFPDL GAgAPFDL GAgAPcDI GAgAPcDR GAgAPcDL GAgAPCdR GAgACCdR GAgaicdI GAgaFfDL GAgaPfDL GAgaPFdI GAgaPcdL GAgIAfDL GAgIAFDL GAgIacdR GAgIaIDR GAgIFfDL GAgIFpDL GAgIPfDL GAgIPFDL GAgiPFdI GAgiPcDL GAgFAcDL GAgFAPDL GAgFafDL GAgFapDL GAgFaPDL GAgFifDL GAgFicDL GAgFiPDL GAgFFfDL GAgFFpDL GAgFPfDL GAgFPCDL GAgFPpDL GAgFPPDL GAgFCfDR GAgFCfDL GAgFCFDL GAgPAfdL GAgPAcDL GAgPACdL GAgPAPdL GAgPafDL GAgPafdL GAgPaFDL GAgPaCDI GAgPIfdR

GAgPIfdL GAgPIFDL GAgPIFdL GAgPICDI GAgPIpDI GAgPifdL GAgPiPDI GAgPFpdL GAgPFPDL GAgPFPdL GAgPPFdI GAgPPFdL GAgPPcDI GAgPPcDL GAgCPfdL GAHAIIDI GAHAFFDL GAHAFIDR GAHAPCdL GAHAPiDI GAHaaFDL GAHaaCDR GAHaIFDL GAHaIcdL GAHaiFDL GAHaiCDR GAHIAFDR GAHIAFDL GAHIAPdI GAHIaADR GAHIIPdI GAHIipdL GAHIFFDR GAHIFFDL GAHIFPDL GAHIFiDL GAHIFIDI GAHIPFDR GAHIPFDL GAHIPcDI GAHIPaDL GAHICCdL GAHiaCDR GAHFaCDL GAHFIfDI GAHFIFDL GAHFIpDI GAHFIADL GAHFiFDI GAHFicDI GAHFiCDL GAHFFIDL GAHPAidI GAHPaADL GAHPaIdI GAHPiFdL GAHPicDI GAHPFFdL GAHPFpDI GAHPFPdL GAHPPcdI GAHPCcdI GAHPCcdL GAHCAcdR GAhAaCdL GAhAFFDL GAhAPCdL

GAhAPpDI GAhAPiDI GAhaIpDR GAhaFiDL GAhaCFdI GAhIACDR GAhIaCDR GAhIIPdI GAhIiCDR GAhIiPDR GAhIiPdI GAhIFADR GAhIFIDI GAhIFIdI GAhIPADI GAhIPADR GAhiAPdI GAhiFpDL GAhFACDL GAhFAPDL GAhFaFDL GAhFaCDL GAhFaPDL GAhFIFDL GAhFIPDL GAhFiPDL GAhFFPDL GAhFPFDL GAhFPCDL GAhFPPDL GAhFPiDL GAhFCFDL GAhPAFDL GAhPaFDL GAhPaFdI GAhPaFdL GAhPIFdI GAhPICdL GAhPifDI GAhPifDL GAhPiFDL GAhPiFdL GAhPiCDR GAhPFPdL GAhCFPdL GAhCPfdI GAIiaIDL GAIiFADI GAiaPiDL GAiiFADI GAiiPaDI GAiPAidI GAAAaPdI GAAAipdL GAAAiPdI GAAAPCDL GAAaFfDL GAAaFpDL GAAIAfDL GAAIAFDL GAAIFfDL GAAIFFDL GAAIFPDL GAAIPfdR GAAIPFDL GAAIPiDR GAAiFfDL

GAAFaPDL GAAFaIDL GAAFifDL GAAFiPDL GAAFFIDL GAAFPpDL GAAFPADL GAAPIfdI GAAPIFDL GAAPIFdL GAAPifdL GAAPiFDL GAAPiFdL GAAPPfdI GAAPCfdI GAACFPdL GAACFIdL GAaAApDL GAaAafDL GAaAapDL GAaAIfDL GAaAicDL GAaAipDL GAaAipdI GAaAPFDL GAaAPpDL GAaaAfDL GAaaafDI GAaaIfDL GAaaifDL GAaaFfDL GAaaFpDL GAaaPFDR GAaaPcDL GAaaCfDL GAaaCFdI GAaIifDL GAaIFfDL GAaIPfDL GAaiPfDL GAaFAcDL GAaFAPDL GAaFafDL GAaFIpDL GAaFifDL GAaFiPDL GAaFFfDL GAaFFPdL GAaFPPDL GAaFPiDL GAaFCCDL GAaFCPDL GAaPAfdI GAaPAcdL GAaPApDL GAaPafDL GAaPapDL GAaPIfDL GAaPiFDL GAaPiCdL GAaPFPdL GAaPPFDL GAaCafdI GAaCFPdL GAaCPfdI GABAacDR GABAiCDR



87

GABAipdL GABAFPDL GABAPfDL GABaaFDL GABaIFDL GABaPfDL GABIAFDL GABIAADI GABIIPdI GABIiPdI GABIFFDL GABIFiDL GABIPFDL GABIPCdR GABICCdR GABiAfDL GABFAPdL GABFIPDL GABFiPDL GABFFFDL GABFPCDL GABFCCDL GABPAFdL GABPafdI GABPiFdL GABPiPdL GABPPfdI GABPPFDL GABPPFdI GAbAafDL GAbAacDL GAbAIfDL GAbAiFDL GAbAicDL GAbAFpDL GAbAFPDL GAbAFiDL GAbACCdR GAbaAfDL GAbaApDL GAbaAPDL GAbaafDI GAbaifDL GAbaiFDL GAbaFfDL GAbaPfDL GAbaPcDL GAbaPpDL GAbaPPDR GAbaCfDL GAbaCFdI GAbIAfDL GAbIAFDR GAbIAcdR GAbIACdL GAbIApdR GAbIacdR GAbIaCdL GAbIifDL GAbIFfDL GAbIFpDL GAbIPfDL GAbIPFDR GAbIPFDL GAbiApDL GAbiFfDL GAbiPFdI

GAbiPcDL GAbFapDL GAbFaPDL GAbFIfDL GAbFIcDL GAbFIpDL GAbFIPDL GAbFipDL GAbFiPDL GAbFFFDL GAbFPfDL GAbFPCDL GAbFPpDL GAbFPPDL GAbFCfDR GAbFCFDL GAbPAfdL GAbPafdL GAbPaFDL GAbPIfdL GAbPIFDL GAbPIFdL GAbPICDI GAbPifDR GAbPifdL GAbPiFDL GAbPFpDL GAbPFPDL GAbPPfDR GAbPPfdL GAbPPFdL GAbCPfdL GACAAcDL GACAACDL GACAACdI GACAaFDL GACAICDL GACAICdL GACAIpdI GACAIIDI GACAFpDL GACAFPDL GACAPCdL GACACPdL GACaaFDL GACaIcdI GACaIcdR GACaicdI GACaFcDL GACaFpDL GACaFiDL GACaPfDL GACIAfDL GACIAFDL GACIApdR GACIacdR GACIaPdI GACIIPdI GACIicdR GACIipdL GACIiPdI GACIFfDL GACIFFDL GACIFpDL GACIFPDL GACIFaDL GACIFiDL

GACIPFDL GACIPcDI GACICcdL GACiAfDL GACiaPdI GACFAPDL GACFaFDL GACFaCDL GACFaPDL GACFIFDL GACFIpDL GACFIPDL GACFiCDL GACFipDL GACFiPDL GACFFfDL GACFFFDL GACFFPDL GACFFIDL GACFPFDL GACFPcDL GACFPCDL GACFPpDL GACFPPDL GACFPADL GACFPIDL GACFCcDL GACFCCDL GACFCPDL GACPAfdI GACPafdI GACPaADL GACPIfDL GACPIFDL GACPFFDL GACPFpDL GACPFPDL GACPFPdL GACPPFdL GACPPaDL GAcAACDL GAcAACdI GAcAAPdI GAcAAPdL GAcAaCDL GAcAaPdI GAcAaIDR GAcAIfDL GAcAICDL GAcAICdL GAcAiPdI GAcAiPdL GAcAFfDL GAcAFpDL GAcAFPDL GAcAFiDL GAcAPFDL GAcAPCDL GAcaAFDL GAcaiFDL GAcaFpDL GAcaPFdI GAcaPCdL GAcaPIdI GAcaCFdI GAcIAfDL GAcIAFDR

GAcIAaDL GAcIaFDL GAcIIPdI GAcIiPdI GAcIFfDL GAcIFpDL GAcIFiDL GAcIFIDI GAcIPfDL GAcIPFDR GAcIPFDL GAciAPdI GAciFfDL GAcFAFDL GAcFACDL GAcFApDL GAcFAPDL GAcFAAdL GAcFaCDL GAcFaPDL GAcFIFDL GAcFIpDL GAcFIPDL GAcFIiDL GAcFiFDL GAcFiCDL GAcFiPDL GAcFiADL GAcFFPDL GAcFPFDL GAcFPCDL GAcFPPDL GAcFPADL GAcFCCDL GAcFCPDL GAcPAcDI GAcPaFDL GAcPifDI GAcPifDL GAcPicDI GAcPFfDL GAcPFFDL GAcPFpDL GAcPFpdL GAcPFPdL GAcPFadL GAcCFPdL GADAFIDL GADiAiDL GADiAIDL GADiPIDL GADiPIdI GADPAAdI GAdaaPdR GAdaCIDL GAdPPidI GA0AFPDL GA0aFpDL GA0IAfDL GA0IFpDL GA0IFPDL GA0IPFDL GA0FAPDL GA0FAIDL GA0FaFDL GA0FaPDL GA0FipDL

GA0FiPDL GA0FFfDL GA0FPFDL GA0FPcDL GA0PAcdL GA0PAPdI GA0PaFDL GA0PacdL GA0PIfdI GA0PIcdL GA0PifdL GA0PicdL GA0PFFDL GA0PPfdI GA0PPcdL GA0CAcdL GA0CifdI GA0CPcdL GA1AafDL GA1AacDL GA1AIfDL GA1AIcDL GA1AicDL GA1AipDL GA1AipdR GA1AFFDL GA1AFPDL GA1aAfDL GA1aafDL GA1aIfDL GA1aIFDL GA1aifDL GA1aFfDL GA1aFcDL GA1aFiDL GA1aPfDL GA1aPcdL GA1aCfDL GA1IaPdI GA1IifDL GA1IFfDL GA1IFpDL GA1IFiDL GA1IPfdR GA1IPcdL GA1FApDL GA1FAPDL GA1FapDL GA1FifDL GA1FiPDL GA1FPpDL GA1FPPDL GA1FCfdL GA1FCcDL GA1FCPDL GA1PAfdI GA1PAFDL GA1PAcdI GA1PAcdL GA1PafDL GA1PIfDL GA1PICDR GA1PifDL GA1PifdI GA1PicdI GA1PiCdL GA1PPfdI

GA1CAfdI GA1CAcdI GA1CAcdL GA1CicdI GA1CPfdI GA2AipdL GA2AFpDL GA2APfdR GA2aAfDL GA2aPFdI GA2aPCdL GA2aCCdL GA2IAFDR GA2IAADI GA2IFFDR GA2IFpDL GA2IFPDR GA2IFPdR GA2IPFDL GA2IPidL GA2iAfDL GA2iFpDL GA2FAPDL GA2FaPDL GA2FPCDL GA2FPpDL GA2PAfdI GA2PafdI GA2PIfdI GA2PiFdL GA2PiPdL GA2PFPdL GA2PPFdI GA2PPcdI GA2PCCdL GA2CIFdI GA2CPFdI GA2CPCdL GA3AafDL GA3AIfDL GA3AiFDL GA3AicDL GA3AFPDL GA3APpDL GA3aAfDL GA3aAPDL GA3aicdI GA3aFpDL GA3aPfDL GA3aCfDL GA3IAFDR GA3IAFDL GA3IIcdL GA3IifDL GA3IFfDL GA3IFpDL GA3IFiDL GA3IPFDL GA3iACDL GA3iFfDL GA3iPcdR GA3iCCdI GA3FApDL GA3FAPDL GA3FIpDL GA3FiPDL GA3FPfDL

GA3FPcDL GA3FPCDL GA3FCfDR GA3FCFDL GA3FCCDL GA3FCPDL GA3PAfdI GA3PAfdL GA3PACdL GA3PafdI GA3PafdL GA3PaFdL GA3PIfdL GA3PIFdL GA3PIcdI GA3PICDR GA3PIpdI GA3PifDR GA3PifdL GA3PFpDL GA3PPfDR GA3PPfdL GA3PPFdI GA3PPcdI GA3CFPdL GA4AACdI GA4AICdI GA4AIIDI GA4AicDL GA4AipdR GA4APcDL GA4APCdI GA4APCdL GA4ACCdR GA4ACPdL GA4aAfDL GA4aAaDL GA4aAADL GA4aIADL GA4aFpDL GA4aPIDL GA4IAFDR GA4IAPdI GA4IAaDL GA4IaPdI GA4IiFDL GA4IicdR GA4IipdL GA4IiPdI GA4IFfDL GA4IFFDR GA4IFFDL GA4IFpDL GA4IFPDR GA4IFIDI GA4IPFDL GA4iIADL GA4iFpDL GA4FAcdL GA4FACDL GA4FApDL GA4FaFDL GA4FaCDL GA4FaPDL GA4FIpDL GA4FIPDL GA4FiFDL



88

GA4FipDL GA4FiPDL GA4FFfDL GA4FFFDL GA4FFpDL GA4FFPDL GA4FFaDL GA4FPFDL GA4FPcdL GA4FPCDL GA4FPpDL GA4FPIDL GA4FCcDL GA4FCCDL

GA4PAfdI GA4PafdI GA4PIfdL GA4PIFDL GA4PIADL GA4PifdL GA4PFpDL GA4PFpdL GA4PFPdL GA4PFidL GA4PPFdL GA4CFPdL GA5AaCDL GA5AaCdI

GA5AICdR GA5AIPdI GA5AFfDL GA5APCdR GA5aaIDR GA5aFpDL GA5aCFdI GA5aCaDL GA5IAfDL GA5IAFDR GA5IApdI GA5IaFDL GA5IFfDL GA5IFpDL

GA5IFAdR GA5IFIDI GA5IPfDL GA5IPFDL GA5IPaDL GA5IPADR GA5ICCdL GA5iFfDL GA5FACDL GA5FAPDL GA5FAADL GA5FaCDL GA5FIFDL GA5FifDL

GA5FiFDL GA5FiPDL GA5FPCDL GA5FPPDL GA5FPaDL GA5FCFDL GA5FCCDL GA5FCPDL GA5PAfdI GA5PAFDL GA5PAcdI GA5PafDL GA5PaadI GA5PIcdI

GA5PICdL GA5PiFDL GA5PicdI GA5PFFdL GA5PFCdL GA5PFpDL GA5PFPdL GA5PFIDL GA5PPcdI GA5CAcdI GA5CAcdL GA5CIcdI GA5CICdL GA5CFPdL

GA6IAaDL GA6iAIDL GA6iiIDL GA6iFADL GA6iPaDL GA6iPIDL GA6iCIDL GA7aPIDL GA7iPIDL GA7iCIDL

Tabelul 23. Descriptori moleculari de structură identificaţi după filtrare: setul taxoizi

TCJAAfDI TCJAAfDR TCJAAfDL TCJAAFDI TCJAAFDR TCJAAFDL TCJAAaDI TCJAAaDR TCJAAaDL TCJAFfdI TCJAFfdR TCJAFFdI TCJAFFdR TCJAFaDI TCJAFaDR TCJAFaDL TCJAFadI TCJAFadR TCJAFADI TCJAFADR TCJAFADL TCJAFAdI TCJAFAdR TCJAFAdL TCJAFiDI TCJaAfDI TCJaAfDR TCJaAfDL TCJaAFDI TCJaAFDR TCJaAFDL TCJaAcDI TCJaAcDR TCJaAcDL TCJaACDI TCJaACDR TCJaACDL TCJaApDI TCJaApDR TCJaApDL TCJaFFDR TCJaFFDL TCJaFFdI TCJaFFdR TCJaFcDI TCJaFcDL TCJaFcdR

TCJaFpdI TCJaFadI TCJIAfDI TCJIAfDR TCJIAfDL TCJIAFDI TCJIAFDR TCJIAFDL TCJIAaDI TCJIAaDR TCJIAaDL TCJIAADI TCJIAADR TCJIAADL TCJIaADI TCJIaADR TCJIaADL TCJIiFDI TCJIFfDI TCJIFfDR TCJIFfDL TCJIFfdI TCJIFfdR TCJIFFDI TCJIFFDR TCJIFFDL TCJIFFdI TCJIFFdR TCJIFaDI TCJIFaDR TCJIFaDL TCJIFadI TCJIFadR TCJIFadL TCJIFADI TCJIFADR TCJIFADL TCJIFAdI TCJIFAdR TCJIPFdI TCJiAfDR TCJFAfDI TCJFAfDR TCJFAfDL TCJFAfdI TCJFAfdR TCJFAFDR

TCJFAFdI TCJFAFdR TCJFAaDI TCJFAaDR TCJFAaDL TCJFAadI TCJFAadL TCJFAADI TCJFAADR TCJFAADL TCJFAAdI TCJFAAdR TCJFAAdL TCJFAiDR TCJFAiDL TCJFAidI TCJFAidR TCJFaADI TCJFaADR TCJFaAdR TCJFIfDL TCJFIfdI TCJFIfdR TCJFIFDI TCJFIFDR TCJFIFDL TCJFIFdI TCJFIFdR TCJFIaDI TCJFIaDR TCJFIaDL TCJFIadI TCJFIadR TCJFIadL TCJFIADR TCJFIAdI TCJFIAdR TCJFIiDI TCJFIiDR TCJFIiDL TCJFIidI TCJFIidR TCJFiFdI TCJFiFdR TCJFFfDR TCJFFfDL TCJFFFDI

TCJFFFDR TCJFFFDL TCJFFFdL TCJFFaDI TCJFFaDR TCJFFaDL TCJFFadI TCJFFadR TCJFFADI TCJFFADL TCJFFAdI TCJFFAdR TCJFFiDR TCJFFiDL TCJFFidI TCJFFidR TCJFFIDI TCJFFIDR TCJFFIDL TCJFFIdI TCJFFIdR TCJFPfDI TCJFPfDR TCJFPfDL TCJFPfdR TCJFPFDI TCJFPFDR TCJFPFDL TCJFPFdI TCJFPpDR TCJFPaDI TCJFPaDR TCJFPadI TCJFPADR TCJFPADL TCJFPAdR TCJPIcdI TCJPIcdL TCJPFfDI TCJPFfDR TCJPFfdI TCJPFFDR TCJPFFDL TCJPFFdR TCJPFaDI TCJPFadI TCJPFadR

TCJPFADI TCJPFiDR TCJPFiDL TCJPFidI TCJPFIDI TCJPFIDR TCJPFIDL TCJPFIdI TCJPFIdR TCjAAfDI TCjAAfDR TCjAAfDL TCjAAFDI TCjAAFDR TCjAAFDL TCjAACDL TCjAAiDI TCjAICDR TCjAFfdI TCjAFFDI TCjAFFDR TCjAFFDL TCjAFFdI TCjAFFdR TCjAFiDI TCjAFiDR TCjAFiDL TCjAFidI TCjAFidR TCjAFIDI TCjAFIDR TCjAFIDL TCjAFIdI TCjAFIdR TCjAPidI TCjAPIDI TCjaAfDI TCjaAfDR TCjaAfDL TCjaAFDI TCjaAFDR TCjaAFDL TCjaAcDI TCjaAcDR TCjaACDI TCjaACDR TCjaACDL

TCjaApDL TCjaafDL TCjaFFDI TCjaFFDR TCjaFFDL TCjaFFdI TCjaFFdR TCjaFcDI TCjaFcDR TCjaFcdI TCjaFcdR TCjaFpdI TCjaFpdR TCjaFidI TCjaPfDR TCjIAfDI TCjIAfDR TCjIAfDL TCjIAcDL TCjIiFDI TCjIiFDR TCjIiFDL TCjIFfDI TCjIFfDR TCjIFfdR TCjiAfDR TCjiAFDI TCjiAFDR TCjiAFDL TCjFAfDI TCjFAfDR TCjFAFDI TCjFAFDL TCjFAFdR TCjFAIDI TCjFAIDR TCjFAIDL TCjFAIdI TCjFAIdR TCjFIfDR TCjFIfdR TCjFIFDR TCjFIFdI TCjFIFdR TCjFIIdI TCjFiFDR TCjFiFDL

TCjFiFdI TCjFiFdR TCjFFfDR TCjFFFDI TCjFFFDR TCjFFFDL TCjFFFdI TCjFFFdR TCjFFIDI TCjFFIdI TCjFPfDR TCjFPfdI TCjFPfdR TCjFPFDI TCjFPFDR TCjFPFDL TCjFPFdI TCjFPFdR TCjFPFdL TCjFPiDI TCjFPiDR TCjFPidI TCjFPidR TCjPIfDR TCjPIfDL TCjPFfDI TCjPFfDR TCjPFfDL TCjPFfdR TCjPFFDI TCjPFFDL TCjPFFdI TCjPFFdR TCOAAfDL TCOAFFdI TCOaAFDI TCOaAFDR TCOaAcDI TCOaAcDL TCOaACDR TCOaaFDL TCOaFcDI TCOaFcDR TCOaFcDL TCOaFcdI TCOaFpdI TCOaFpdR



89

TCOIAfDI TCOIAfDR TCOIAFDI TCOIAFDR TCOIiFDI TCOIiFDL TCOIFfDI TCOIFfDR TCOIFfDL TCOIFfdI TCOIFfdR TCOiAfDI TCOiAFDI TCOiAFDR TCOiAFDL TCOFAfDI TCOFAfDR TCOFAfDL TCOFAfdR TCOFAFDI TCOFAFDR TCOFAFdR TCOFIfDL TCOFIfdR TCOFIfdL TCOFIFDI TCOFIFdR TCOFiFdI TCOFiFdR TCOFFfDI TCOFFfDR TCOFFFDI TCOFFFDR TCOFFFdR TCOFPfDI TCOFPfDL TCOFPfdI TCOFPfdR TCOFPFDI TCOFPFdI TCOFPFdR TCOPIcDR TCOPFfDI TCOPFfDL TCOPFfdI TCOPFFdI TCOPFFdR TCOPPfDR TCWAAfDR TCWAAFDI TCWAAFDR TCWAAFDL TCWAAaDL TCWAFfdI TCWAFfdR TCWAFFdR TCWAFaDI TCWAFaDR TCWAFaDL TCWAFadI TCWAFadR TCWAFAdI TCWAFAdR TCWaAfDR TCWaAFDI TCWaAFDR TCWaAFDL

TCWaAcDR TCWaAcDL TCWaACDI TCWaACDR TCWaACDL TCWaApDR TCWaaFDL TCWaFFdI TCWaFFdR TCWaFcDI TCWaFcDR TCWaFcdI TCWaFcdR TCWaFpdI TCWaFpdR TCWIAfDI TCWIAfDR TCWIAfDL TCWIAFDI TCWIAFDR TCWIAFDL TCWIAaDI TCWIAaDR TCWIAaDL TCWIAADI TCWIAADR TCWIaADI TCWIaADR TCWIiFDR TCWIiFDL TCWIFfDR TCWIFfDL TCWIFfdI TCWIFfdR TCWIFFDI TCWIFFDL TCWIFFdR TCWIFaDR TCWIFaDL TCWIFadI TCWIFadR TCWIFADI TCWIFADR TCWIFADL TCWIFAdI TCWIFAdR TCWIPadI TCWIPadR TCWIPadL TCWiAfDR TCWiAFDI TCWiAFDR TCWiAFDL TCWFAfDI TCWFAfDR TCWFAFdR TCWFAaDI TCWFAadI TCWFAadR TCWFAADR TCWFAAdR TCWFAAdL TCWFaADI TCWFIfDL TCWFIfdI TCWFIfdR TCWFIFDI

TCWFIaDI TCWFIaDL TCWFIadI TCWFIadR TCWFIAdI TCWFiFDI TCWFiFdR TCWFFfDI TCWFFFDI TCWFFFDR TCWFFaDR TCWFFaDL TCWFFADR TCWFFADL TCWFPfDI TCWFPfDR TCWFPfdL TCWFPFDR TCWFPaDR TCWFPaDL TCWFPadR TCWFPADR TCWFPADL TCWFPAdR TCWPFaDI TCWPFaDR TCWPFadI TCWPFadR TCWPFADI TCFAAfDI TCFAAfDR TCFAAFDI TCFAAFDR TCFAAFDL TCFAACDI TCFAFfdR TCFAFiDI TCFAFiDR TCFAFiDL TCFAFidI TCFAFidR TCFAFIDI TCFAFIDR TCFAFIDL TCFAFIdI TCFaAfDI TCFaAfDR TCFaAfDL TCFaAcDI TCFaApDR TCFaFcDR TCFaFcDL TCFaFcdR TCFaFcdL TCFaPfDR TCFIAfDI TCFIAfDR TCFIAfDL TCFIAFDI TCFIAFDR TCFIAFDL TCFIiFDI TCFIiFDR TCFIiFDL TCFIFfDR TCFIFfDL TCFIFfdR

TCFIFfdL TCFIFFDI TCFIFFDR TCFIFFDL TCFIFFdI TCFIFFdR TCFIPfdI TCFiAfDI TCFiAfDR TCFiAfDL TCFFAfDL TCFFAfdR TCFFAFDR TCFFAFDL TCFFAFdI TCFFAFdL TCFFAIDI TCFFAIDR TCFFAIDL TCFFAIdI TCFFaFDR TCFFaFdI TCFFaiDR TCFFaiDL TCFFaidI TCFFaidR TCFFaIDI TCFFaIDR TCFFaIDL TCFFaIdI TCFFaIdR TCFFIfDI TCFFIfDR TCFFIfdR TCFFIFDR TCFFIFDL TCFFIFdI TCFFIcDR TCFFIiDI TCFFIiDR TCFFIiDL TCFFIidI TCFFIidR TCFFIIDR TCFFIIDL TCFFIIdI TCFFIIdR TCFFiFDI TCFFiFDR TCFFiFDL TCFFiFdI TCFFiFdL TCFFFfDR TCFFFfdR TCFFFFDR TCFFFFDL TCFFFIDI TCFFFIDR TCFFFIDL TCFFFIdI TCFFFIdR TCFFFIdL TCFFPfDI TCFFPfDL TCFFPfdR TCFFPFdI TCFFPFdL

TCFFPpdR TCFPFfDR TCFPFfdR TCFPFfdL TCFPFFDR TCFPFFDL TCFPFFdI TCFPFFdL TCAAAFDI TCAAAFDR TCAAAFDL TCAAACDI TCAAaiDI TCAAaiDR TCAAaIDI TCAAaIDR TCAAIIDI TCAAIIDR TCAAFfdI TCAAFiDR TCAAFIDI TCAAFIDR TCAAFIDL TCAAFIdI TCAAFIdR TCAAPIDI TCAAPIDR TCAAPIDL TCAaAfDI TCAaAcDR TCAaApDR TCAaAiDI TCAaAiDR TCAaFcDI TCAaFcDL TCAaFcdI TCAaFcdL TCAaFpdI TCAaFidI TCAaFidR TCAaPfDR TCAaPcDL TCAIAfDI TCAIAfDL TCAIAFDI TCAIAFDR TCAIAFDL TCAIiFDI TCAIiFDR TCAIFfDR TCAIFfDL TCAIFfdR TCAIFFDI TCAIFFDR TCAIFFDL TCAIFFdI TCAIFFdR TCAIPfDR TCAIPfDL TCAFAfdR TCAFAFDI TCAFAFDL TCAFAFdI TCAFAIDI TCAFAIDR TCAFAIDL TCAFAIdI

TCAFAIdR TCAFaiDI TCAFaiDR TCAFaidI TCAFaidR TCAFaidL TCAFaIDI TCAFIfDR TCAFIFDL TCAFIiDI TCAFIiDL TCAFIidI TCAFIidR TCAFIIDI TCAFIIDL TCAFIIdI TCAFIIdR TCAFiFDI TCAFiFDR TCAFFfdI TCAFFfdR TCAFFFDI TCAFFFDR TCAFFFdI TCAFFiDI TCAFFidI TCAFFIDR TCAFFIDL TCAFFIdI TCAFFIdR TCAFPfdR TCAFPFDI TCAFPFDR TCAFPFdI TCAFPpdR TCAPFfDR TCAPFfdI TCAPFfdR TC0AAFDI TC0AAFDR TC0AAFDL TC0AAcDL TC0AACDI TC0AaiDI TC0AaiDR TC0AaIDI TC0AIFDI TC0AIFDR TC0AIFDL TC0AICDI TC0AIIDI TC0AIIDR TC0AFfdI TC0AFIDI TC0AFIDR TC0AFIDL TC0AFIdI TC0AFIdL TC0aAfDI TC0aApDR TC0aApDL TC0aFcDR TC0aFcdR TC0aFpdI TC0aFidI TC0aFidR TC0aPfDR

TC0IAfDI TC0IAfDR TC0IAfDL TC0IFFDI TC0IFFDR TC0IFFDL TC0IFFdI TC0IPfdI TC0IPCDR TC0FAfDR TC0FAFDL TC0FAFdI TC0FAFdR TC0FAIDI TC0FAIDR TC0FAIDL TC0FAIdI TC0FAIdR TC0FaFdR TC0FaiDL TC0FaidI TC0FaidR TC0FaIDR TC0FaIDL TC0FaIdI TC0FIfDI TC0FIfDR TC0FIfDL TC0FIfdR TC0FIiDI TC0FIiDR TC0FIiDL TC0FIidI TC0FIidR TC0FIIDI TC0FIIDR TC0FIIDL TC0FIIdI TC0FIIdR TC0FiFDI TC0FiFDR TC0FiFdI TC0FFfDI TC0FFfdI TC0FFfdR TC0FFFDR TC0FFFdR TC0FFiDI TC0FFidI TC0FFIDI TC0FFIDR TC0FFIdI TC0FFIdR TC0FPfDR TC0FPfdR TC0FPFdR TC0FPpdR TC0PFfdR TC0PFFdI THOaFFdI THOFAfDI THOFAfdI THOFafDI THOFafdI THOFIfDI THOFIfdI THOFifDI



90

THOFifdI THOFFfDI THOFFfdI THOFPcdI THOFPpDI THOFPpdI THOPAfDI THOPAfDR THOPAFDI THOPAFDR THOPAFDL THOPAcDR THOPACDI THOPACDR THOPACDL THOPacDI THOPIfDI THOPIFDI THOPIFDR THOPIFDL THOPIcDI THOPICDR THOPICDL THOPIpdI THOPIpdR THOPIpdL THOPifDI THOPPfDI THOPPfDR THOPPFDI THOPPFDR THOPPFDL THOPPcDR THOPPCDI THOPPCDR THOPPCDL THPAPpdI THPPAfDR THPPAFDI THPPAFDR THPPAFDL THPPACDI THPPACDR THPPACDL THPPaFDR THPPaFDL THPPIFDI THPPIFDR THPPIFDL THPPIcDR THPPICDI THPPICDR THPPICDL THPPICdI THPPPfDR THPPPFDI THPPPFDR THPPPcDR THPPPCDI THPPPCDR THPPPCDL THQPAfDI THQPAfDR THQPAfDL THQPIfDI THQPIfDR THQPIfDL

THQPIFDI THQPIpdR THQPPfDI THQPPfDR THQPPfDL THQPPFDR THQPPFDL THKaFFdI THKFAfDI THKFAfdI THKFAadI THKFaadI THKFIfDI THKFIfdI THKFIadI THKFifDI THKFFfDI THKFFFdI THKFFaDI THKFFadI THKFPpdI THKPAfDR THKPACDR THKPIFDR THKPPfDR THKPPFDR THKPPCDR THKPPCDL THLFIAdI THLFFAdI THLPAFDR THLPACDR THLPACDL THLPaCDR THLPIFDL THLPICDR THLPICDL THLPPFDR THLPPCDL THMPAfDR THMPAFDR THMPAcDI THMPAcDR THMPAcDL THMPACDR THMPIfDR THMPIfDL THMPIFDL THMPIcDI THMPIcDR THMPIcDL THMPICDR THMPPfDR THMPPfDL THMPPcDI THMPPcDR THMPPcDL THMPPCDR THWAFfdI THWAFFdI THWAFadI THWAFAdI THWaFFdI THWaFcdI THWaFCDI THWFAfDI THWFAfdI

THWFaaDI THWFIfDI THWFIfdI THWFIadI THWFifdI THWFFfDI THWFFFDI THWFFadI THWFFAdI THWFPpDI THWFPpdI THWPAfDR THWPACDR THXAFfdR THXaFFDI THXaFFdI THXaFCDI THXaFCdI THXFIFdI THXFIAdI THXFFFDI THXFFADI THXFFAdI THYPAfDR THYPAFDI THYPAFDR THYPAFDL THYPAcDR THYPACDI THYPIcDR THYPPfDR THYPPFDI THYPPFDR THYPPFDL THYPPcDR THYPPCDR THSFAfdI THSFAadI THSFafdI THSFaadI THSFIfDI THSFIfdI THSFIaDI THSFFfDI THSFFaDI THSFFadI THSFPfdI THSFPcDI THSFPpDI THSFPpdI THSPAfDL THSPAFDI THSPAFDR THSPAFDL THSPAcDR THSPAcDL THSPACDI THSPACDR THSPACDL THSPafDI THSPafDL THSPacDI THSPacDL THSPIfDI THSPIfDL THSPIFDI THSPIFDR

THSPIFDL THSPIcDI THSPIcDR THSPIcDL THSPICDI THSPICDR THSPICDL THSPifDI THSPPfDI THSPPfDR THSPPfDL THSPPFDI THSPPFDR THSPPFDL THSPPcDL THTaAFDI THTaAFDR THTaAFDL THTPAFDI THTPAFDR THTPAFDL THTPAcDR THTPACDI THTPACDL THTPacDR THTPIfDR THTPIcDR THTPPFDI THTPPFDR THTPPFDL THTPPCDI THUPAfDR THUPAcDR THUPAcDL THUPafDR THUPafDL THUPacDI THUPacDR THUPacDL THUPPfDR THUPPFDL THUPPcDI THUPPcDR THUPPcDL THFFAfDI THFFApDI THFFafdI THFFaaDI THFFIpDI THFFIadI THFFifDI THFFFfDI THFFFadI THFFPcDI THFFPpDI THFFPpdI THFPAfDI THFPAfDR THFPAfDL THFPAFDI THFPAFDR THFPAFDL THFPAcDI THFPAcDR THFPAcDL THFPAcdI THFPACDI

THFPafDI THFPafDR THFPafDL THFPacDI THFPacDR THFPacDL THFPIfDR THFPIfDL THFPIFDI THFPIcDI THFPIcDR THFPIcDL THFPICDI THFPifDI THFPifDR THFPifDL THFPPfDI THFPPfDR THFPPfDL THFPPFDI THFPPFDL THFPPcDI THFPPcDR THFPPcDL THFPPCDR THGaAFDL THGPAFDI THGPAFDL THGPAcDL THGPACDI THGPIfDR THGPIfDL THGPIcDR THGPIcDL THGPIcdI THGPPFDI THGPPcDR THGPPcDL THHPAfDI THHPAfDR THHPAfDL THHPAcDI THHPAcDR THHPAcDL THHPafDI THHPafDR THHPafDL THHPacDI THHPacDL THHPPfDI THHPPfDR THHPPfDL THHPPFDR THHPPcDI THHPPcDR THHPPcDL THAAaIDR THAFAfDI THAFAaDI THAFafDI THAFafdI THAFaaDI THAFaadI THAFaIDR THAFaIdR THAFIpDI THAFIaDI

THAFifdI THAFFaDI THAFFadI THAFPfdI THAFPpDI THAPAfDL THAPAcDI THAPAcDR THAPAcDL THAPACDI THAPACDR THAPafDI THAPafDL THAPacDI THAPacDL THAPIfDI THAPIfDL THAPIFDL THAPIcDI THAPIcDL THAPICDR THAPICDL THAPifDI THAPifDR THAPifDL THAPPfDI THAPPfDR THAPPfDL THAPPFDR THAPPcDI THAPPcDR THAPPcDL THAPPCDL THBPAfDR THBPAfDL THBPAFDI THBPAcDR THBPAcDL THBPACDI THBPacDR THBPacDL THBPIfDR THBPIfDL THBPIcDI THBPIcDR THBPifDR THBPPfDR THBPPfDL THBPPcDI THBPPcDR THBPPcDL THCPAfDI THCPAfDR THCPAfDL THCPAcDI THCPAcDR THCPAcDL THCPafDI THCPafDL THCPacDI THCPacDL THCPPfDI THCPPfDR THCPPfDL THCPPcDI THCPPcDR THCPPcDL

THCPPCDI TH0AaIDR TH0FafdI TH0FaaDI TH0FaIDR TH0FaIdR TH0FIfDI TH0FIfdI TH0FIpDI TH0FIaDI TH0FifdI TH0FFfdI TH0FPfdI TH0FPcdI TH0FPpdI TH0PAfDI TH0PAfDR TH0PAfDL TH0PAcDI TH0PAcDR TH0PAcDL TH0PafDI TH0PafDL TH0PacDI TH0PacDL TH0PIfDI TH0PIfDL TH0PIcDI TH0PIcDL TH0PICDR TH0PifDI TH0PifDR TH0PifDL TH0PPfDI TH0PPfDR TH0PPfDL TH0PPFDR TH0PPFDL TH0PPcDI TH0PPcDR TH0PPcDL TH0PPCDR TH2PAfDR TH2PAfDL TH2PAcDR TH2PAcDL TH2PACDI TH2PafDL TH2PacDR TH2PIfDL TH2PIcDI TH2PIcDR TH2PIcDL TH2PifDI TH2PifDR TH2PPfDR TH2PPcDL TH4PAfDI TH4PAfDR TH4PAfDL TH4PAcDI TH4PAcDR TH4PAcDL TH4PafDI TH4PafDL TH4PacDI TH4PacDL



91

TH4PPfDI TH4PPfDR TH4PPfDL TH4PPcDI TH4PPcDR TH4PPcDL TMOAFiDR TMOAFiDL TMOAFidI TMOAPFdI TMOaAfDR TMOaAcDI TMOaApDR TMOaFcDR TMOaFcdR TMOaFpdR TMOIAfDI TMOIAfDR TMOIAfDL TMOIAcDL TMOIACDL TMOIiFDI TMOIiFDR TMOIiFDL TMOIFfDI TMOIFfDR TMOIFfDL TMOIFfdI TMOIFfdR TMOIPFdI TMOIPFdR TMOFAfdR TMOFAFdR TMOFAADR TMOFAADL TMOFAidI TMOFIfDI TMOFIfdR TMOFIFdR TMOFIaDR TMOFIaDL TMOFIadR TMOFiFDI TMOFFfDI TMOFFFDI TMOFFFDR TMOFFADI TMOFFADR TMOFFADL TMOFFAdI TMOFFAdR TMOFFAdL TMOFFiDI TMOFFiDR TMOFFidR TMOFPfDI TMOFPfDR TMOFPfdI TMOFPfdR TMOFPaDL TMOFPADI TMOFPADR TMOFPADL TMOFPAdI TMOFPAdR TMOFPiDL TMOFPidR

TMOFPidL TMOPFfdI TMOPFFdI TMOPFaDI TMOPFaDR TMOPFadR TMOPFADL TMOPFAdI TMOPFAdR TMOPFidR TMoAFfdR TMoaAfDI TMoIAfDR TMoIAfDL TMoIAFDI TMoIAFDR TMoIAFDL TMoIAcDR TMoIIfDI TMoIifDI TMoIifDL TMoIiFDI TMoIiFDL TMoIFfDI TMoIFfDL TMoIFfdI TMoIFfdR TMoiAfDL TMoFAfDI TMoFAfdR TMoFAFdR TMoFAAdI TMoFAiDR TMoFAiDL TMoFIfdR TMoFIFdI TMoFiFdR TMoFFfDR TMoFFfdI TMoFFFDR TMoFFFdR TMoFFaDI TMoFFaDR TMoFFaDL TMoFFadI TMoFFadR TMoFFADI TMoFFADR TMoFFADL TMoFFAdI TMoFFAdR TMoFFiDR TMoFPfDI TMoFPfDR TMoFPfdR TMoFPFDI TMoFPFdI TMoFPcdR TMoFPpDR TMoFPADR TMoFPADL TMoFPAdR TMoFPiDL TMoFPidR TMoPIcDR TMoPFFDL TMoPFFdL

TMoPFAdI TMoPFAdR TMoPFAdL TMoPFiDL TMoPPfDR TMPAAfDI TMPAFiDI TMPAFiDR TMPAFiDL TMPAFidI TMPAFidR TMPAPiDI TMPaAfDI TMPaAFDI TMPaFcDR TMPaFcdR TMPaFpdI TMPaFpdR TMPIAfDI TMPIAfDR TMPIAFDI TMPIAFDR TMPIAFDL TMPIACDR TMPIiFDI TMPIiFDR TMPIiFDL TMPIFfDI TMPIFfDR TMPIFfdI TMPIFfdR TMPIFFDR TMPIPFdI TMPIPCdI TMPFAfDR TMPFAfdR TMPFIfdR TMPFIFdR TMPFIadI TMPFiFdR TMPFFfDR TMPFFadR TMPFFAdR TMPFFAdL TMPFFIdI TMPFFIdR TMPFPfDI TMPFPfDR TMPFPfdI TMPFPfdR TMPFPFdR TMPFPaDR TMPFPADI TMPFPADR TMPFPAdI TMPFPAdR TMPPFaDR TMpAACDI TMpAAiDI TMpAFiDI TMpAFiDR TMpAFiDL TMpAFidR TMpAPFdI TMpaAfDI TMpaAfDR TMpaFcDR

TMpaPcDR TMpIAfDI TMpIAfDL TMpIAFDI TMpIAFDR TMpIAFDL TMpIAcDI TMpIIfDL TMpIifDI TMpIFfDL TMpIFfdI TMpFAfDI TMpFAfDR TMpFAfdR TMpFIfDI TMpFIFDR TMpFIFdR TMpFiFdR TMpFFfDR TMpFFFDR TMpFFADR TMpFFAdI TMpFFAdR TMpFFIdI TMpFFIdR TMpFPpdR TMpFPADR TMpFPAdR TMpFPidI TMpPIfDR TMpPFfdI TMpPPfDR TMpPPcDR TMQAFiDI TMQAFiDR TMQAFiDL TMQAFidI TMQAFidR TMQAFidL TMQAPFdI TMQAPCdI TMQaAFDI TMQaAcDI TMQaFcdI TMQaFpdR TMQIAfDI TMQIAfDR TMQIFfDI TMQIFfDR TMQIFfDL TMQIFfdI TMQIFfdR TMQiAFDR TMQFAfDR TMQFAIDR TMQFIfDR TMQFIFdR TMQFIAdI TMQFFfDR TMQFFaDR TMQFFADI TMQFFIDR TMQFFIDL TMQFPIDI TMQFPIDL TMQFPIdR TMQFPIdL

TMQPFfDL TMQPFFdR TMQPFAdR TMqAAiDI TMqAFfdI TMqAFfdR TMqAFiDI TMqAFiDR TMqAFiDL TMqAFidR TMqAPfDR TMqAPFdI TMqAPiDI TMqaAfDR TMqIAfDI TMqIAfDR TMqIAFDI TMqIAFDR TMqIAFDL TMqIIfDI TMqIiFDI TMqIiFDR TMqIiFDL TMqIFfDI TMqIFfDR TMqIFfDL TMqIFfdR TMqFAIDI TMqFIfDI TMqFIfdR TMqFIFdI TMqFFfDR TMqFFFDI TMqFFFdI TMqFFFdR TMqFFADI TMqFFADR TMqFFADL TMqFFAdR TMqFFiDI TMqFFIDI TMqFFIDR TMqFFIdI TMqFPfDI TMqFPfdR TMqFPFdI TMqFPcdI TMqFPADI TMqFPADL TMqFPidR TMqFPIDL TMqFPIdI TMqPFADI TMqPFAdR TMRAFFdR TMRAFiDI TMRAFidI TMRAFidR TMRAPFdI TMRaAFDR TMRaACDR TMRaApDI TMRaFcdR TMRIAFDI TMRIiFDI TMRIiFDR TMRIiFDL

TMRIFfDI TMRIFfDR TMRIFfDL TMRIFfdR TMRIPcDL TMRIPCdR TMRIPCdL TMRFAfdI TMRFAfdR TMRFaIDL TMRFIfdI TMRFIfdR TMRFIFdI TMRFIaDR TMRFPfDR TMRFPfdI TMRFPaDI TMRFPADI TMRFPADR TMRFPAdR TMRFPAdL TMRFPIDR TMRFPIdR TMRPFfDI TMrAFfdR TMrAFiDI TMrAFiDL TMrAFidI TMrAFidR TMraAFDL TMraFcdR TMrIAfDR TMrIAFDI TMrIAFDR TMrIAcDL TMrIIfDL TMrIifDI TMrIifDL TMrIiFDI TMrIiFDR TMrIiFDL TMrIFfdI TMrIFfdR TMrIPCdI TMrFAfdR TMrFIfdI TMrFIfdR TMrFiFdR TMrFFiDI TMrFFIdL TMrFPfdI TMrFPADR TMrFPADL TMrFPIDI TMrFPIdI TMrPFfDR TMrPFADR TMKAAaDI TMKAAaDR TMKAAaDL TMKAAADI TMKAAADR TMKAAADL TMKAFaDI TMKAFaDR TMKAFaDL TMKaApDI

TMKaFcdR TMKaFpdI TMKaFadI TMKaFadR TMKIAfDI TMKIACDL TMKIAaDI TMKIAaDR TMKIAaDL TMKIAADR TMKIAADL TMKIiFDI TMKIiFDR TMKIiFDL TMKIFfDI TMKIFfDR TMKIFfdI TMKIFfdR TMKIFaDR TMKIFaDL TMKIFadI TMKIFadR TMKIFadL TMKIFADR TMKIFAdI TMKIFAdR TMKIFAdL TMKiAFDR TMKFAFdI TMKFAFdR TMKFIFdR TMKFIaDR TMKFIadI TMKFIAdR TMKFiFdI TMKFFADR TMKFPFdR TMKFPADR TMKPFAdR TMkAAaDR TMkAAaDL TMkAFfdI TMkAFaDI TMkAFaDR TMkAFadR TMkaFadI TMkaFadR TMkIAFDI TMkIAADI TMkIAADR TMkIAADL TMkIaADI TMkIaADR TMkIIfDI TMkIIfDL TMkIifDI TMkIifDL TMkIFfDI TMkIFfDL TMkIFfdI TMkIFfdR TMkIFFDR TMkIFaDL TMkIFadI TMkIFadR TMkIFADI TMkIFADR



92

TMkIFADL TMkIFAdI TMkIFAdR TMkFAfdR TMkFAADR TMkFAAdR TMkFIfdR TMkFIFdR TMkFIaDR TMkFIadR TMkFiFdR TMkFFfDR TMkFFFDR TMkFFFdR TMkFFaDR TMkFFadR TMkFPfdR TMkFPadR TMkPFadR TMLAAaDI TMLAAaDR TMLAAaDL TMLAFaDI TMLAFaDR TMLAFaDL TMLAFadI TMLAFadR TMLAFAdI TMLAFAdR TMLAFAdL TMLAPaDL TMLaACDR TMLaFpdR TMLaFaDL TMLaFadI TMLaFadR TMLIAfDI TMLIAfDR TMLIAFDI TMLIAFDR TMLIAADI TMLIAADR TMLIAADL TMLIaADI TMLIaADR TMLIaADL TMLIiFDI TMLIiFDR TMLIiFDL TMLIFfDI TMLIFfDL TMLIFfdI TMLIFFDL TMLIFaDI TMLIFaDR TMLIFadI TMLIFadR TMLIFADI TMLIFADR TMLIFADL TMLIFAdI TMLIFAdR TMLIFAdL TMLIPFdI TMLIPaDL TMLIPADL TMLiAFDR

TMLFAfDR TMLFAaDR TMLFIaDI TMLFIaDR TMLFIaDL TMLFIadI TMLFFaDR TMLFFaDL TMLFFIDI TMLFFIDR TMLFFIDL TMLFFIdI TMLFFIdR TMLFPIDI TMLFPIDR TMLFPIdR TMLPFaDI TMLPFAdR TMlAAFDR TMlAAaDI TMlAAaDR TMlAFfdR TMlAFFdR TMlAFaDI TMlAFaDL TMlAFadR TMlAFADI TMlaAFDR TMlaAFDL TMlaACDR TMlaFcdI TMlaFadR TMlIAfDI TMlIAFDI TMlIAFDR TMlIAFDL TMlIAcDI TMlIAaDI TMlIAaDR TMlIAaDL TMlIAADR TMlIAADL TMlIAIDI TMlIaADI TMlIaADR TMlIaADL TMlIifDL TMlIiFDI TMlIiFDR TMlIiFDL TMlIFfDI TMlIFfDR TMlIFfDL TMlIFaDI TMlIFaDR TMlIFaDL TMlIFadR TMlIFADR TMlIFAdI TMlIPADI TMliAFDR TMliAFDL TMlFAfdR TMlFAAdR TMlFIfdR TMlFIaDR TMlFIadR

TMlFIAdR TMlFIIDR TMlFFFdI TMlFFFdR TMlFFaDI TMlFFadR TMlFFADR TMlFFIDR TMlFFIDL TMlFFIdR TMlFPfdR TMlFPFdR TMlFPaDR TMlFPAdR TMlFPIDL TMMAAaDI TMMAAaDR TMMAAaDL TMMAFaDI TMMAFaDR TMMAFaDL TMMAFadR TMMAFadL TMMAFADI TMMAFADR TMMAFAdR TMMAFAdL TMMAPadI TMMAPADI TMMAPAdI TMMaFcdR TMMaFaDL TMMaFadI TMMaFadR TMMIAfDI TMMIACDL TMMIAADI TMMIAADR TMMIAADL TMMIiFDI TMMIiFDL TMMIFfDI TMMIFfDR TMMIFfdR TMMIFaDI TMMIFaDR TMMIFaDL TMMIFadI TMMIFadR TMMIPaDL TMMFAadR TMMFAIdR TMMFIadR TMMFFaDR TMMFFADR TMMFFIDR TMMFFIDL TMMFPfDR TMMFPAdR TMMFPIDL TMMFPIdI TMMFPIdR TMmAAaDI TMmAAaDR TMmAFFdR TMmAFaDI TMmAFaDR

TMmAFadR TMmAFiDI TMmAFiDR TMmAFiDL TMmAFidI TMmAFidR TMmAPcDR TMmAPiDL TMmaFcdR TMmaFadI TMmIAfDI TMmIAfDL TMmIAFDI TMmIAFDL TMmIAADI TMmIAADR TMmIAADL TMmIaADI TMmIaADR TMmIaADL TMmIifDI TMmIFfdI TMmIFfdR TMmIFaDI TMmIFaDR TMmIFADI TMmIFADR TMmIFADL TMmIFAdI TMmIFAdR TMmiAFDL TMmiFaDI TMmiFadI TMmiFadR TMmFAfdR TMmFAadR TMmFAADR TMmFIFDR TMmFIFdI TMmFIaDR TMmFIadI TMmFIadR TMmFIADL TMmFiFdI TMmFiFdR TMmFFfDR TMmFFFdI TMmFFFdR TMmFFIDR TMmFFIdI TMmFPfdR TMmFPcdR TMmFPpdR TMmFPadR TMmFPidI TMmFPIDR TMmFPIdR TMmPFadR TMmPFIdI TMNAAaDI TMNAAaDR TMNAAaDL TMNAFaDR TMNAFadI TMNAFadR TMNAFADL TMNAFAdR

TMNAPAdR TMNAPAdL TMNaAFDL TMNaFaDL TMNaFadR TMNaFadL TMNIAfDI TMNIAFDI TMNIAFDR TMNIAADI TMNIAADL TMNIaADI TMNIaADR TMNIaADL TMNIFfDI TMNIFfDL TMNIFfdI TMNIFfdR TMNIFaDI TMNIFadI TMNIFADI TMNIFADR TMNIFADL TMNIFAdI TMNIFAdR TMNIPaDI TMNFAadR TMNFAADI TMNFAADR TMNFIFdI TMNFIaDR TMNFIaDL TMNFIADL TMNFPAdR TMNFPIDR TMNFPIdR TMNPFadR TMnAFaDR TMnAFaDL TMnAFadR TMnAFAdR TMnAFiDI TMnAFiDR TMnAFiDL TMnAFidI TMnAFidR TMnaAFDL TMnIAfDI TMnIAFDR TMnIAFDL TMnIACDL TMnIAADI TMnIAADR TMnIAADL TMnIaADI TMnIaADR TMnIaADL TMnIIfDL TMnIifDI TMnIFfDI TMnIFfDR TMnIFfDL TMnIFfdI TMnIFfdR TMnIFADI TMnIFADR TMnIFADL

TMnIFAdR TMnFAfdR TMnFAADR TMnFIfdR TMnFIFdR TMnFFFdR TMnFFADL TMnFFIdI TMnFPfdR TMnFPIDI TMWAAFDR TMWAAaDR TMWAAaDL TMWAAADR TMWAFFdI TMWAFFdR TMWAFaDR TMWAFaDL TMWAFadI TMWAFadR TMWAFAdI TMWAFAdR TMWaAFDI TMWaAFDR TMWaAFDL TMWaAcDR TMWaFcdI TMWaFpdR TMWaFaDR TMWaFadI TMWaFadR TMWIAfDI TMWIAaDI TMWIAaDR TMWIAaDL TMWIAADI TMWIAADL TMWIiFDI TMWIiFDR TMWIiFDL TMWIFfDI TMWIFfdI TMWIFfdR TMWIFaDI TMWIFaDR TMWIFaDL TMWIFadI TMWIFadR TMWIFadL TMWIFAdI TMWIFAdR TMWIPadI TMWIPadR TMWIPadL TMWiAFDI TMWiAFDR TMWFAaDR TMWFAaDL TMWFAADR TMWFIADR TMWFiFdI TMWFFFDI TMWFFaDI TMWFFaDR TMWFFadL TMWFFADI TMWFFADR

TMWFPADL TMWFPAdI TMwAAFDL TMwAFaDI TMwAFaDR TMwAFadR TMwaAFDR TMwaFcdR TMwaFadR TMwIAfDI TMwIAfDL TMwIAADI TMwIAADR TMwIAADL TMwIaADR TMwIIfDI TMwIifDI TMwIiFDI TMwIFfDI TMwIFfDR TMwIFfdL TMwIFFDI TMwIFaDR TMwIFaDL TMwIFadR TMwIFADR TMwIFAdI TMwIFAdR TMwiAFDI TMwiAFDR TMwiAFDL TMwFaADL TMwFaAdI TMwFIfdI TMwFIfdR TMwFIFDL TMwFIadI TMwFIadR TMwFIADR TMwFIAdR TMwFFaDR TMwFFadI TMwFFADR TMwFFAdI TMwFFAdR TMwFPfdR TMwFPaDR TMwFPadR TMwFPAdI TMXAAaDI TMXAAaDR TMXAAaDL TMXAFFdR TMXAFaDI TMXAFaDR TMXAFadR TMXaAFDI TMXaAFDR TMXaAFDL TMXaACDI TMXaACDR TMXaFFdI TMXaFcdR TMXaFadI TMXaFadR TMXIAFDI TMXIAFDR



93

TMXIAFDL TMXIAaDI TMXIAaDR TMXIAaDL TMXIAADI TMXIAADR TMXIAADL TMXIaADI TMXIaADR TMXIaADL TMXIiFDI TMXIiFDR TMXIiFDL TMXIFfDI TMXIFfDR TMXIFfDL TMXIFfdI TMXIFfdR TMXIFaDI TMXIFaDR TMXIFaDL TMXIFadR TMXIFADI TMXIFADR TMXIFADL TMXIFAdI TMXIFAdR TMXIPFdI TMXIPadI TMXIPadR TMXIPadL TMXIPAdI TMXiAFDR TMXFAadR TMXFAAdR TMXFaADR TMXFIaDI TMXFIadR TMXFIADR TMXFIAdI TMXFIAdR TMXFFaDR TMXFFADI TMXFPFDR TMXFPAdR TMXPFaDR TMxAFfdR TMxAFFdI TMxAFFdR TMxaAFDI TMxaAFDR TMxaAFDL TMxaACDR TMxaFFdI TMxaFFdR TMxIAFDI TMxIAFDR TMxIAcDL TMxIAaDI TMxIAaDR TMxIAADI TMxIAADR TMxIAADL TMxIaADI TMxIaADR TMxIaADL TMxIifDL

TMxIFfDR TMxIFfdR TMxIFFdR TMxIFaDI TMxIFaDR TMxIFaDL TMxIFadR TMxIFADI TMxIFAdI TMxIFAdR TMxIPFdI TMxIPadI TMxIPadR TMxIPadL TMxiAFDR TMxiAFDL TMxFAadR TMxFAAdR TMxFIadR TMxFFfDR TMxFFaDI TMxFFaDR TMxFFadI TMxFFAdI TMxFPfdR TMxFPADL TMxPFaDR TMxPFadR TMYAFFdI TMYAFFdR TMYAFaDI TMYAFaDL TMYAFadI TMYAFadR TMYAFAdI TMYAFAdR TMYaAfDR TMYaAFDI TMYaAFDR TMYaAFDL TMYIAFDL TMYIAADI TMYIAADR TMYIAADL TMYIiFDI TMYIiFDR TMYIiFDL TMYIFfDR TMYIFaDI TMYIFaDR TMYIFaDL TMYIFadI TMYIFadR TMYIFADI TMYIFADR TMYIFADL TMYIFAdI TMYIFAdR TMYIPadI TMYIPadR TMYIPadL TMYiAfDR TMYiAFDI TMYiAFDL TMYFIadI TMYFIadR TMYFPaDL

TMYFPAdR TMYPFAdR TMyAFadI TMyaAFDI TMyaAFDR TMyaAFDL TMyaAcDR TMyaFcdI TMyaFpdI TMyIAfDI TMyIAfDR TMyIAfDL TMyIAADI TMyIAADR TMyIaADI TMyIIfDI TMyIifDI TMyIFfDI TMyIFfDR TMyIFaDI TMyIFaDL TMyIFadI TMyIFadR TMyIFadL TMyIFADR TMyIFADL TMyIFAdR TMyIPFdI TMyFAfdR TMyFAaDR TMyFAadR TMyFaAdI TMyFIfdR TMyFIaDR TMyFIaDL TMyFIadR TMyFFfDR TMyFFaDR TMyFFADR TMyFPfdR TMyFPcDR TMyFPpdR TMyFPADR TMyFPAdR TMyPIfdI TMZAAaDR TMZAAaDL TMZAFaDR TMZaAFDR TMZaACDI TMZaFFdI TMZaFFdR TMZIAfDI TMZIAFDR TMZIACDL TMZIAaDI TMZIAaDR TMZIAaDL TMZIAADI TMZIAADR TMZIaADI TMZIaADR TMZIaADL TMZIFfDR TMZIFfdR TMZIFFdR TMZIFaDR

TMZIFadI TMZIFadR TMZIFAdI TMZIFAdR TMZIPadI TMZIPadR TMZIPadL TMZIPADR TMZiAFDR TMZiAFDL TMZFIadR TMZFIADR TMZFIAdR TMZFPaDR TMzAFadR TMzAFAdR TMzaAFDI TMzaAFDR TMzaAFDL TMzaACDI TMzaFFdI TMzaFFdR TMzIAfDI TMzIAFDI TMzIAFDL TMzIAaDI TMzIAaDR TMzIAaDL TMzIAADI TMzIAADR TMzIAADL TMzIaADI TMzIaADR TMzIIfDL TMzIiFDI TMzIFfdI TMzIFfdR TMzIFaDI TMzIFaDR TMzIFaDL TMzIFadR TMzIFadL TMzIFAdI TMzIFAdR TMziAFDI TMziAFDR TMzFAadR TMzFIfdR TMzFFADR TMzFFAdI TMzPFaDR TMSAAFDI TMSAAFDL TMSAIFDR TMSAFFDI TMSAFFdR TMSAFFdL TMSAFiDI TMSAFiDR TMSAFiDL TMSAFidR TMSaAFDI TMSaAFDR TMSaAFDL TMSaaFDL TMSaFFdI TMSaFcdR

TMSaFpdR TMSaPCDI TMSaPCDL TMSIiFDI TMSIiFDR TMSIiFDL TMSIFfdR TMSiAFDI TMSiAFDR TMSiAFDL TMSFAfDR TMSFAIDI TMSFAIDL TMSFAIdI TMSFIfdR TMSFIIdI TMSFFFdR TMSFFIDI TMSFFIDL TMSFFIdI TMSFFIdL TMSFPfdI TMSFPiDI TMSFPiDR TMSFPiDL TMSFPidI TMSFPidR TMsAAiDI TMsAAiDR TMsAAiDL TMsAFiDI TMsAFiDL TMsAFidI TMsAFidR TMsAPcDR TMsAPidI TMsaAFDI TMsaAFDR TMsaAFDL TMsIAfDI TMsIAFDI TMsIAFDR TMsIAFDL TMsIFFDI TMsIFFDR TMsIFFDL TMsIFFdI TMsIFFdR TMsiAFDI TMsiAFDR TMsiAFDL TMsFAFdR TMsFAIDI TMsFAIDR TMsFAIDL TMsFAIdI TMsFAIdR TMsFIIdI TMsFFfdR TMsFFIDI TMsFFIdI TMsFPpdR TMsFPiDI TMsFPiDR TMsFPiDL TMsFPidI TMsFPidR

TMsPAIDR TMsPFiDI TMsPFidI TMsPFidR TMTAAFDR TMTAIFDI TMTAIFDR TMTAIFDL TMTAICDR TMTAFFDI TMTAFFDR TMTAFFDL TMTAFFdI TMTAFFdR TMTAFIDI TMTAFIDL TMTAFIdR TMTAPIDI TMTaAFDI TMTaAFDR TMTaAFDL TMTaACDI TMTaACDR TMTaACDL TMTaaFDR TMTaFFDR TMTaFFDL TMTaFFdI TMTaFFdR TMTaFiDI TMTaPCDL TMTIAfDL TMTiAFDI TMTiAFDR TMTiAFDL TMTFAIDI TMTFAIDR TMTFAIdI TMTFAIdR TMTFaIdI TMTFIIDI TMTFIIdI TMTFFAdR TMTFPfdR TMTFPADI TMTFPAdI TMtAAFDI TMtAAiDI TMtAAiDR TMtAAiDL TMtAFFDI TMtAFFDR TMtAFFDL TMtAFFdR TMtAFiDI TMtAFiDR TMtAFiDL TMtAFidI TMtAFidR TMtAPcDR TMtaAFDI TMtaAFDR TMtaAFDL TMtaACDI TMtaACDR TMtaACDL TMtaFFDL

TMtaFFdR TMtIAfDL TMtIifDI TMtiAFDI TMtiAFDR TMtiAFDL TMtFAiDI TMtFAiDR TMtFAiDL TMtFAidI TMtFAidR TMtFAIDI TMtFAIDR TMtFAIDL TMtFAIdI TMtFAIdR TMtFIiDI TMtFIiDR TMtFIiDL TMtFFfdR TMtFFiDI TMtFFiDR TMtFFiDL TMtFFidI TMtFFidR TMtFFIDI TMtFFIDR TMtFFIDL TMtFFIdI TMtFPcdR TMtFPADI TMtFPAdR TMtFPiDI TMtFPiDR TMtFPiDL TMtFPidI TMtFPidR TMtPICDR TMtPFiDI TMtPFiDR TMtPFiDL TMtPFidI TMtPFidR TMUAAFDL TMUAIFDI TMUAFFdI TMUAFFdR TMUAFIdI TMUAPIDI TMUAPIDR TMUAPIDL TMUaAFDI TMUaAFDR TMUaAFDL TMUaApDR TMUaaFDL TMUaFpdR TMUaPCDR TMUIiFDI TMUIiFDR TMUIiFDL TMUiAFDI TMUiAFDR TMUiAFDL TMUFAIDI TMUFAIdI TMUFaIdI



94

TMUFIfdI TMUFIfdR TMUFIIdI TMUFFaDL TMUFFADR TMUFFADL TMUFPfdR TMUFPFdR TMUFPAdR TMuAAiDI TMuAAiDL TMuAFFDL TMuAFiDI TMuAFiDR TMuAFiDL TMuAFidI TMuAFidR TMuaAFDI TMuaAFDR TMuaAFDL TMuaPfDR TMuaPfDL TMuaPFDI TMuaPFDR TMuaPFDL TMuaPFdI TMuaPFdL TMuaPcDI TMuaPcDR TMuaPcDL TMuaPCDI TMuaPCDR TMuaPCDL TMuaCcDI TMuaCcDR TMuaCcDL TMuIAfDI TMuIAfDL TMuIAFDR TMuIAFDL TMuIACDI TMuIACDL TMuIFFDI TMuIFFDR TMuIFFDL TMuIFFdI TMuIFFdR TMuIPCDL TMuiAFDI TMuiAFDR TMuiAFDL TMuiFFDI TMuiFFDR TMuiFFDL TMuiFFdI TMuiFFdR TMuiFCDI TMuiFCDR TMuiFCDL TMuiFCdI TMuiFCdR TMuFAiDI TMuFAiDR TMuFAiDL TMuFAidI TMuFAidR TMuFAIDI

TMuFAIDR TMuFAIdI TMuFIcDL TMuFIcdR TMuFIiDI TMuFIiDR TMuFIiDL TMuFIidI TMuFIidR TMuFFfdR TMuFFAdI TMuFFAdR TMuFFiDI TMuFFiDR TMuFFiDL TMuFFidI TMuFFidR TMuFFIDR TMuFFIDL TMuFFIdI TMuFPiDI TMuFPiDL TMuFPidI TMuFPidR TMuPIcdR TMuPFiDI TMuPFiDR TMuPFidI TMuPFidR TMVAAFDR TMVAACDL TMVAIFDI TMVAIFDR TMVAFFDI TMVAFFDR TMVAFFdR TMVAPidI TMVaAFDI TMVaAFDR TMVaAFDL TMVaACDL TMVaaFDL TMVaFFDI TMVaFFDR TMVaFFdR TMVaFcDL TMVaPCDL TMVIiFDI TMVIFfdR TMViAFDI TMViAFDR TMViAFDL TMVFAIDI TMVFAIDL TMVFAIdI TMVFaIdI TMVFIFDL TMVFIFdR TMVFIIDI TMVFIIdI TMVFiFdR TMVFFFdR TMVFPfdR TMvAAFDI TMvAAiDI TMvAAiDR TMvAAiDL

TMvAFFDR TMvAFFDL TMvAFiDI TMvAFiDR TMvAFiDL TMvAFidI TMvAFidR TMvaAFDI TMvaAFDR TMvaAFDL TMvaACDI TMvaACDR TMvaACDL TMvaFFDL TMvIAfDI TMvIAfDR TMvIAFDI TMvIAFDR TMvIAFDL TMvIFFDI TMvIFFDR TMvIFFDL TMvIFFdI TMvIFFdR TMviAFDI TMviAFDR TMviAFDL TMvFAiDI TMvFAiDL TMvFAidI TMvFAidR TMvFAIDI TMvFAIDR TMvFAIDL TMvFAIdI TMvFAIdR TMvFaiDI TMvFaiDL TMvFaidI TMvFIfDI TMvFIiDI TMvFIiDR TMvFIiDL TMvFIidI TMvFIidR TMvFFfdR TMvFFiDI TMvFFIDL TMvFFIdI TMvFPiDR TMvFPiDL TMvFPidI TMvFPidR TMvPaiDL TMvPFiDI TMvPFiDR TMvPFiDL TMvPFidI TMFAACDL TMFAFIDI TMFAFIDL TMFAFIdL TMFAPIDR TMFAPIDL TMFIAfDR TMFIiFDI TMFIiFDR

TMFIiFDL TMFIFFDL TMFiAFDI TMFiAFDR TMFiAFDL TMFFAFDL TMFFAIDI TMFFAIDR TMFFAIDL TMFFAIdI TMFFaFDR TMFFaFDL TMFFaiDR TMFFaidI TMFFaidR TMFFaIDI TMFFaIDR TMFFaIDL TMFFaIdI TMFFaIdR TMFFIfDR TMFFIfdL TMFFIiDI TMFFIiDR TMFFIiDL TMFFIidI TMFFIIDI TMFFIIDR TMFFIIDL TMFFIIdI TMFFIIdR TMFFiFdR TMFFFIDI TMFFFIDR TMFFFIDL TMFFFIdI TMFPaIDI TMfAAiDR TMfAAiDL TMfAFiDI TMfAFiDR TMfAFiDL TMfAFidI TMfAFIDR TMfAPIDI TMfaFcDL TMfaFiDL TMfaPfDR TMfIAFDI TMfIAFDR TMfIAFDL TMfIFFdI TMfIFFdR TMfiFFDI TMfiFFDL TMfiFFdI TMfFAfdR TMfFAIDI TMfFAIDR TMfFAIDL TMfFAIdI TMfFAIdR TMfFaiDI TMfFaiDR TMfFaiDL TMfFaidI TMfFaidR

TMfFaIdR TMfFIcdR TMfFIiDI TMfFIiDR TMfFIiDL TMfFIidI TMfFIidR TMfFIIDI TMfFIIDR TMfFIIdI TMfFIIdR TMfFiFdI TMfFFfdR TMfFFIDI TMfFFIDL TMfFFIdI TMfFFIdR TMfFPcdR TMGAAFDI TMGAAFDR TMGAAFDL TMGAIFDI TMGAIFDR TMGAIFDL TMGAICDL TMGAFfdR TMGAFFDI TMGAFFDR TMGAFFDL TMGAFFdI TMGAFFdR TMGAFiDL TMGAFIDR TMGAFIDL TMGAFIdI TMGAFIdR TMGAPIDI TMGAPIDL TMGaFpdR TMGIAfDI TMGIAFDI TMGIAFDR TMGIAFDL TMGIAcDL TMGIiFDI TMGIiFDR TMGIiFDL TMGIFfdR TMGIFFDI TMGIFFDR TMGIFFDL TMGIFFdI TMGIFFdR TMGIFFdL TMGiAfDR TMGFAfdR TMGFAIDI TMGFAIDR TMGFAIdI TMGFAIdR TMGFaiDI TMGFaiDL TMGFaidI TMGFaidR TMGFaidL TMGFaIdI TMGFIiDR

TMGFIiDL TMGFIidR TMGFIIdR TMGFFfDR TMGFFFdI TMgAAFDI TMgAAFDL TMgAAiDI TMgAAiDR TMgAAiDL TMgAFiDI TMgAFiDR TMgIAfDI TMgIFFDR TMgIFFDL TMgIPfdI TMgIPpdI TMgIPpdR TMgIPpdL TMgiFFDI TMgiFFDR TMgiFFDL TMgiFFdI TMgFAIDI TMgFAIDR TMgFAIDL TMgFAIdI TMgFAIdR TMgFaiDI TMgFaiDR TMgFaiDL TMgFaidI TMgFaidR TMgFaIDI TMgFaIDR TMgFaIDL TMgFaIdI TMgFaIdR TMgFIfdR TMgFIiDI TMgFIiDR TMgFIiDL TMgFIIDI TMgFIIDR TMgFIIDL TMgFIIdI TMgFIIdR TMgFiFdR TMgFFiDI TMgFFidI TMgFFIDI TMgFFIDR TMgFFIDL TMgFFIdR TMgFPpdR TMgPaiDL TMHAAFDL TMHAFFDL TMHAFIDI TMHAFIDL TMHAPIDI TMHAPIDR TMHaAfDI TMHIAFDI TMHIAFDR TMHIAFDL TMHIAcDI

TMHIiFDI TMHIiFDR TMHIiFDL TMHIFFDI TMHIFFDR TMHIFFDL TMHIFFdI TMHIFFdR TMHiAFDR TMHFAIDI TMHFAIDL TMHFAIdI TMHFAIdR TMHFAIdL TMHFaiDR TMHFaiDL TMHFaidI TMHFaidR TMHFaIDL TMHFaIdI TMHFIfdR TMHFIiDL TMHFIidI TMHFIidR TMHFIIDI TMHFIIDL TMHFIIdI TMHFIIdR TMHFFFDI TMHPIiDI TMhAAiDI TMhAAiDR TMhAFiDR TMhAFiDL TMhAFidI TMhaAcDI TMhaAcDR TMhaAcDL TMhaACDI TMhaACDR TMhaACDL TMhaIfDI TMhaIfDR TMhaIfDL TMhaIfdI TMhaPfDI TMhaPfDR TMhaPfDL TMhaPFDI TMhaPFDR TMhaPFDL TMhaPFdI TMhaPcDI TMhaPcDR TMhaPcDL TMhaPCDI TMhaPCDR TMhaPCDL TMhaCfDR TMhaCfDL TMhaCcDI TMhaCcDL TMhIAfDI TMhIAfDL TMhIAFDI TMhIAFDR TMhIAFDL



95

TMhIACDL TMhIFFdI TMhIFFdR TMhIFFdL TMhIPpdI TMhIPpdR TMhIPpdL TMhiAfdI TMhiAFDI TMhiAFDR TMhiAFDL TMhiFFDI TMhiFFDR TMhiFFDL TMhiFFdI TMhiFFdR TMhiFFdL TMhFAIDI TMhFAIDR TMhFAIDL TMhFAIdI TMhFAIdR TMhFaFDI TMhFaiDI TMhFaiDR TMhFaiDL TMhFaidI TMhFaidR TMhFaidL TMhFaIDR TMhFaIDL TMhFaIdI TMhFaIdR TMhFIfDI TMhFIfDR TMhFIfDL TMhFIfdR TMhFIFDI TMhFIiDI TMhFIiDR TMhFIiDL TMhFIidR TMhFIidL TMhFIIDR TMhFIIDL TMhFIIdI TMhFIIdR TMhFiFDR TMhFiFDL TMhFiFdR TMhFFFdR TMhFFiDL TMhFFidI TMhFFIDI TMhFFIDR TMhFFIDL TMhFFIdI TMhFFIdR TMhFFIdL TMhFPiDI TMhFPiDL TMhFPidI TMhPIfdI TMhPIfdR TMhPIfdL TMhPFiDI TMhPFidI

TMIAAFDR TMIAFFDI TMIAFFDR TMIAFFDL TMIAFFdI TMIAFFdR TMIAFFdL TMIAFIDR TMIAFIDL TMIAFIdL TMIIAfDI TMIIAFDR TMIIAFDL TMIIACDL TMIIaFDR TMIIiFDI TMIIiFDR TMIIiFDL TMIIFFDI TMIIFFDR TMIIFFDL TMIIFFdI TMIIFFdR TMIIFFdL TMIFAIDR TMIFAIDL TMIFAIdI TMIFaiDI TMIFaiDL TMIFaidI TMIFaIdI TMIFaIdR TMIFIFdL TMIFIiDI TMIFIiDR TMIFIiDL TMIFIidI TMIFIidR TMIFIIDI TMIFIIDR TMIFIIDL TMIFFFDR TMIFFIDI TMIFFIDL TMIFFIdL TMIFPFdI TMiAAFDI TMiAAFDR TMiAAFDL TMiAFidI TMiIPfdI TMiIPpdI TMiIPpdL TMiiFFDI TMiiFFDR TMiiFFDL TMiiFFdI TMiFAIDI TMiFAIDR TMiFAIDL TMiFAIdR TMiFaiDI TMiFaiDR TMiFaiDL TMiFaidI TMiFaidR TMiFaIDR

TMiFaIdR TMiFIiDI TMiFIiDR TMiFIiDL TMiFIidI TMiFIidR TMiFIIDL TMiFIIdI TMiFIIdR TMiFFidI TMiFFIDI TMiFFIDR TMiFFIDL TMiFFIdI TMiFFIdR TMiPaiDR TMAAIIDI TMAAFIDL TMAAFIdI TMAAFIdL TMAaFidI TMAIAfDL TMAIAFDR TMAIAFDL TMAIiFDI TMAIiFDR TMAIiFDL TMAIFFDI TMAIFFDR TMAIFFDL TMAIFFdI TMAIFFdR TMAIPfdI TMAIPpdI TMAFAIDI TMAFAIdI TMAFaFdR TMAFaiDI TMAFaidI TMAFaIDI TMAFaIDR TMAFaIdI TMAFaIdR TMAFIiDL TMAFIidI TMAFIIDL TMAFIIdI TMAFiFDI TMAFiFdR TMAFFIDR TMAFFIdI TMAFFIdR TMaAAiDR TMaAaiDI TMaAaiDR TMaAaiDL TMaAIIDI TMaAIIDR TMaAFiDL TMaAFIDI TMaAFIDR TMaaFidI TMaaFidR TMaIAfDI TMaIAfDL TMaIAFDI TMaIAFDR

TMaIAFDL TMaIAIDI TMaIFFDI TMaIFFDR TMaIFFDL TMaIFFdI TMaIFFdR TMaIFFdL TMaIFIdI TMaFAIDI TMaFAIDL TMaFAIdI TMaFAIdR TMaFAIdL TMaFaiDL TMaFaidI TMaFaidR TMaFaIdR TMaFIiDR TMaFIidI TMaFIidR TMaFIIDR TMaFIIdI TMaFIIdR TMaFFiDI TMaFFidI TMaFFIDR TMaFFIDL TMaFFIdR TMaPIIDL TMBAAFDI TMBAaiDI TMBAaiDL TMBAaIDI TMBAaIDR TMBAaIDL TMBAIIDI TMBAIIDL TMBAFFDI TMBAFFDR TMBAFFDL TMBAFFdI TMBAFFdR TMBAFIDI TMBAFIDR TMBAFIdL TMBAPCDL TMBAPIDI TMBaAiDI TMBaAiDR TMBaFidI TMBIAFDR TMBIAFDL TMBIACDL TMBIiFDI TMBIiFDR TMBIiFDL TMBIFFDR TMBIFFDL TMBIFFdI TMBIPpdI TMBFAIDL TMBFAIdI TMBFAIdR TMBFaFdR TMBFaiDI TMBFaidI

TMBFaIDI TMBFaIdI TMBFIiDI TMBFIidI TMBFIIDI TMBFIIdR TMbAAFDR TMbAAiDR TMbAaiDI TMbAaiDR TMbAaiDL TMbAaIDI TMbAaIDR TMbAIIDR TMbAFiDL TMbAFidR TMbaFidI TMbaPcDR TMbIAFDI TMbIAFDR TMbIAFDL TMbIACDR TMbIifDI TMbIFFDI TMbIFFDR TMbIFFdI TMbIFFdR TMbIFFdL TMbFAIDR TMbFAIDL TMbFAIdI TMbFAIdR TMbFaiDR TMbFaidI TMbFaidR TMbFaIdR TMbFIfDR TMbFIFdR TMbFIcdR TMbFIpDI TMbFIiDR TMbFIiDL TMbFIidI TMbFIidR TMbFIIdI TMbFIIdR TMbFFidI TMbFFIDI TMbFFIDR TMbFFIDL TMbFFIdI TMbFFIdR TMbFPpdR TMCAaiDL TMCAIIDI TMCAFIDI TMCAFIDR TMCAFIdL TMCAPIDI TMCAPIDR TMCAPIDL TMCaAiDR TMCaFidI TMCIAfDR TMCIAfDL TMCIAFDI TMCIAFDR

TMCIAFDL TMCIFFDI TMCIFFDR TMCIFFDL TMCIFFdR TMCFAIdI TMCFAIdR TMCFaiDI TMCFaidI TMCFaidR TMCFaIdI TMCFaIdR TMCFIFdL TMCFIiDR TMCFIiDL TMCFIidI TMCFIidR TMCFIIdR TMCFiFDR TMCFFFDR TMcAACDL TMcAAiDI TMcAAiDR TMcAAiDL TMcAaiDI TMcAaiDR TMcAaiDL TMcAIIDR TMcAIIDL TMcAFiDR TMcAFidI TMcaAfDI TMcaAfDR TMcaAfDL TMcaAcDR TMcaAcDL TMcaACDI TMcaACDR TMcaACDL TMcaAiDI TMcaFidI TMcaFidR TMcaPfDI TMcaPfDR TMcaPfDL TMcaPFDI TMcaPFDR TMcaPFDL TMcaPcDI TMcaPcDL TMcaCfDI TMcaCfDL TMcaCcDI TMcIAFDI TMcIAFDR TMcIAFDL TMcIFFDI TMcIFFDR TMcIFFdI TMcIFFdR TMcFAIDR TMcFAIDL TMcFAIdI TMcFAIdR TMcFAIdL TMcFaFdR TMcFaiDR

TMcFaiDL TMcFaidI TMcFaidR TMcFaIDR TMcFaIdI TMcFIfdR TMcFIFDL TMcFIiDI TMcFIiDR TMcFIidI TMcFIidR TMcFIIDI TMcFIIDL TMcFIIdR TMcFiFdI TMcFiFdR TMcFFfdR TMcFFidI TMcFPidI TMcPFidI TMDAAFDI TMDAaiDI TMDAaiDR TMDAaiDL TMDAaIDI TMDAaIDR TMDAaIDL TMDAIIDI TMDAFIDI TMDAFIDR TMDAFIdI TMDAFIdR TMDAFIdL TMDAPIDR TMDaAiDI TMDaFidI TMDIAfDL TMDIAFDI TMDIAFDR TMDIAFDL TMDIiFDI TMDIiFDR TMDIiFDL TMDIFFDR TMDIFFDL TMDIFFdR TMDFAIDI TMDFAIDR TMDFAIdI TMDFAIdR TMDFAIdL TMDFaiDL TMDFaidI TMDFaidR TMDFaIDR TMDFaIdI TMDFaIdR TMDFIIdI TMDFIIdR TMDFFIDI TMDFFIDL TMDFFIdI TMDPaiDR TMdAAFDI TMdAAiDL TMdAaiDI TMdAaiDR



96

TMdAaiDL TMdAaIDI TMdAaIDR TMdAaIDL TMdAIIDI TMdAFiDR TMdAFiDL TMdAFidI TMdAFidR TMdaFidI TMdIAfDI TMdIAfDR TMdIAFDI TMdIAFDR TMdIAFDL TMdIACDR TMdIFFDL TMdIFFdI TMdIFFdR TMdIPCDR TMdFAIDI TMdFaiDI TMdFaidI TMdFaIDR TMdFaIdI TMdFIfdR TMdFIFdI TMdFIidI TMdFIIDI TMdFIIdI TMdFIIdR TMdFFFdI TMdFFidI TMdFFIDR TMdFFIDL TMdFFIdI TMdFFIdR TMdPAIDI TM0AAFDI TM0AIFDI TM0AIFDL TM0AIIDI TM0AIIDR TM0AFIdI TM0aFidR TM0IFFDR TM0IFFDL TM0IFFdI TM0IFFdR TM0IFFdL TM0IPfdI TM0IPCDL TM0FAIDI TM0FAIDR TM0FAIDL TM0FAIdI TM0FAIdR TM0FaiDL TM0FaidI TM0FaIDR TM0FaIdR TM0FIiDL TM0FIidI TM0FIIDR TM0FIIDL TM0FiFdI TM1AACDL

TM1AAiDL TM1AaiDI TM1AaiDR TM1AaiDL TM1AIIDI TM1AIIDR TM1AFIDL TM1APIDI TM1aFidI TM1aFidR TM1aPcDR TM1IAfDI TM1IifDI TM1IFIdI TM1IFIdR TM1FAIDI TM1FAIDR TM1FAIDL TM1FAIdI TM1FAIdR TM1FaiDI TM1FaidI TM1FaIDR TM1FaIdI TM1FIFDR TM1FIFdR TM1FIidI TM1FIIDI TM1FiFdR TM1FFidI TM1PAIDI TM2AAFDI TM2AAFDR TM2AAFDL TM2AACDL TM2AaiDI TM2AaiDR TM2AaIDI TM2AaIDR TM2AIFDI TM2AIFDR TM2AIFDL TM2AIIDR TM2AFFDI TM2AFFDL TM2AFIDI TM2AFIdR TM2APCDL TM2aAiDI TM2aFidI TM2IAfDI TM2IAFDI TM2IAFDR TM2IAFDL TM2IFFDL TM2IFFdI TM2IPfdI TM2IPCDI TM2IPpdI TM2FAIDI TM2FAIDR TM2FAIDL TM2FAIdI TM2FAIdR TM2FAIdL TM2FaiDI TM2FaiDR

TM2FaiDL TM2FaidI TM2FaidR TM2FaIdI TM2FIiDI TM2FIidI TM2FIidR TM3AAFDI TM3AAFDL TM3AAiDI TM3AAiDR TM3AaiDI TM3AaiDR TM3AaiDL TM3AaIDI TM3AaIDR TM3AIFDR TM3AIFDL TM3AICDR TM3AICDL TM3AIIDI TM3AIIDL TM3AFidI TM3IAfDR TM3IFFDR TM3IFFdR TM3IPCDI TM3IPCDR TM3FAIDR TM3FAIdI TM3FAIdR TM3FaidI TM3FaidR TM3FaIDR TM3FaIDL TM3FIiDI TM3FIiDR TM3FIidR TM3FIIdI TM3FIIdR TM3FiFDI TM3FFiDI TM3FFidI TM3FFIDI TM3FFIDR TM3FFIDL TM3FFIdR TM3FPidI TM3PAIDR TM4AACDL TM4AIFDI TM4AIFDL TM4AICDL TM4AFFDL TM4AFIdR TM4IAFDI TM4IAFDR TM4IFFDI TM4IFFDR TM4IFFDL TM4IFFdR TM4IFFdL TM4IPCDL TM4FAFdR TM4FAIDI TM4FAIDR TM4FAIDL

TM4FAIdI TM4FAIdR TM4FaiDI TM4FaiDR TM4FaidI TM4FaidR TM4FaIdI TM4FIiDR TM4FIidR TM4FIIDL TM4FiFDL TM5AACDL TM5AaiDI TM5AaiDR TM5AIIDI TM5AIIDR TM5AFidI TM5aAfDI TM5aAfDR TM5aAfDL TM5aAcDR TM5aACDI TM5aACDR TM5aACDL TM5aPfDR TM5aPfDL TM5aPFDI TM5aPFDR TM5aPFDL TM5aPcDI TM5aPcDL TM5aCfDI TM5aCfDL TM5aCcDI TM5IAfDI TM5IAFDI TM5IAFDR TM5IAFDL TM5IACDI TM5IACDL TM5IFFDI TM5IFFDR TM5IFFDL TM5IFFdI TM5IFFdR TM5IFFdL TM5IPCDL TM5FAFDI TM5FAidI TM5FAIDI TM5FAIDR TM5FAIdI TM5FAIdR TM5FaFdI TM5FaiDI TM5FaiDR TM5FaidI TM5FaidR TM5FaIDR TM5FaIdI TM5FaIdL TM5FIfdR TM5FIiDI TM5FIiDR TM5FIiDL TM5FIidI TM5FIIDR

TM5FIIdR TM5FFiDI TM5FFidI TM5FFIdR TM5FPiDI TM5FPidI TM6AaiDI TM6AaiDR TM6AaiDL TM6AIFDI TM6AIIDI TM6AFFDI TM6AFFDR TM6AFFdR TM6AFIDI TM6AFIDR TM6AFIdI TM6APIDI TM6aFidI TM6IACDI TM6IACDL TM6IPCDL TM6FAIDI TM6FAIDR TM6FAIDL TM6FAIdI TM6FaFDL TM6FaiDI TM6FaIdI TM6FiFDL TM6FiFdI TM6FFIDL TM6FFIdI TM7AAiDL TM7AaiDI TM7AaiDR TM7AaiDL TM7AaIDI TM7AaIDR TM7AaIDL TM7AIFDL TM7AIIDL TM7aAiDI TM7aFidI TM7aPcDR TM7IAfDI TM7IAfDR TM7IAfDL TM7FAFDR TM7FAIDI TM7FAIDR TM7FAIdI TM7FAIdR TM7FaidI TM7FIIDR TM7FIIDL TM7FIIdR TM7FFiDI TM7FFidI TM7FFIDI TM7FFIDL TM7FFIdI TM7FPidI TEOAFiDI TEOAFiDR TEOAFidR TEOIAfDI

TEOIiFDI TEOIFfDL TEOIFfdI TEOFIfdR TEOFPfdR TEOFPaDR TEOFPADI TEOFPAdI TEOFPAdL TEoIAfDI TEoIAfDL TEoIifdI TEoIFfDI TEoIFfDL TEoIFfdI TEoIFfdR TEoFFADL TEoFFAdI TEoFPADI TEoFPADR TEPAFiDI TEPAFiDR TEPAFiDL TEPIAfDI TEPIAfDR TEPIAfDL TEPIACDL TEPIFfDR TEPFIfdI TEPFFIDL TEpAFiDI TEpAFiDR TEpAFiDL TEpAFidR TEpAPCdI TEpAPiDR TEpIiFDI TEpIiFDR TEpIiFDL TEpIFfdI TEpIFfdR TEpIPFdI TEpIPFdR TEpFIfdR TEpFFADR TEpFFAdI TEQAFiDI TEQAFiDR TEQAFiDL TEQAFidI TEQAFidR TEQAFidL TEQIAfDR TEQIFfDR TEQIFfdR TEQFFaDL TEQFPAdR TEQPFAdR TEqAFiDI TEqAFiDR TEqAFiDL TEqAFidR TEqAPFdI TEqAPFdL TEqIAFDR TEqIFfdI TEqIPFdI

TEqFFADI TEqFFADL TEqFFAdI TEqFFAdR TEqFFiDL TEqFFIDR TEqFPAdI TEqFPIdI TERAPFdI TERAPCdI TERIiFDI TERIiFDR TERIiFDL TERIFfDL TERIFfdL TERIPcDR TERFPADI TErAFiDI TErAFiDR TErAFidR TErIAfDR TErIAFDR TErIiFDI TErIiFDR TErIiFDL TErIFfDR TErFPADL TErFPIdI TEKAFaDI TEKAFaDR TEKaFcdR TEKIAfDI TEKIAaDL TEKIFfdI TEKIFadR TEKFIfdR TEkaAcDR TEkIAFDI TEkIFfdI TEkIFADI TEkIFADR TEkIFADL TEkIFAdI TEkIFAdR TEkIPcDL TEkFAfdR TEkPIADR TELAAaDI TELAAaDR TELAAaDL TELAFaDI TELAFaDR TELAFADR TELAPADL TELAPAdI TELaAFDR TELaFaDL TELaFadI TELaFadR TELIAfDR TELIAfDL TELIAFDI TELIAFDR TELIAFDL TELIAADI TELIAADR TELIAADL



97

TELIaADI TELIaADR TELIaADL TELIFfdR TELIFaDI TELIFaDR TELIFaDL TELIFadI TELIFadR TELIFADI TELIFADR TELIFADL TELIFAdI TELIFAdR TELIPaDR TELIPADL TELFAaDL TELFIaDR TELFIaDL TELFFaDR TELFFadI TELFFAdR TELFFIDI TELFFIdR TELPFAdR TElAAFDR TElAFFdR TElIAFDI TElIAFDR TElIiFDI TElIiFDR TElIiFDL TElIFfDL TElIFfdI TElFFIDR TElFFIdR TElFPIDL TEMAAFDR TEMAAaDI TEMAAaDR TEMAAaDL TEMAFaDI TEMAFaDR TEMAFaDL TEMAFadI TEMAFadR TEMAFADR TEMAFAdR TEMAFAdL TEMAPaDI TEMaFaDL TEMaFadI TEMaFadR TEMaFadL TEMIaADR TEMIFaDI TEMIFaDR TEMIFaDL TEMIFadI TEMIFadR TEMFAaDL TEMFAAdR TEMFIadR TEMFFaDR TEMFFadR TEMFFAdR TEMFFIDL

TEMFPaDR TEMFPadR TEMFPAdR TEMPFaDR TEmAFadL TEmAFADR TEmAFAdR TEmAFiDR TEmAFiDL TEmAFidI TEmAFidR TEmIAADI TEmIAADR TEmIAADL TEmIaADI TEmIaADR TEmIiFDI TEmIFfDL TEmIFfdI TEmIFADI TEmIFADR TEmIFADL TEmIFAdI TEmIFAdR TEmIFAdL TEmiAFDL TEmFAADR TEmFFAdR TEmFFIdR TEmFPIDI TEmFPIDL TEmFPIdR TENAFaDL TENAFadL TENAFADR TENAFADL TENAFAdR TENaFaDL TENIAFDI TENIAFDR TENIAADI TENIAADR TENIAADL TENIaADI TENIaADR TENIaADL TENIFfDL TENIFfdI TENIFfdR TENIFaDI TENIFaDR TENIFADI TENIFADR TENIFADL TENIFAdR TENIFAdL TENFAfdR TENFIaDL TENFFaDR TENFFAdR TENFPfdR TENFPadR TENPFadR TEnAFADR TEnAFAdI TEnAFAdR TEnAFiDI

TEnAFiDR TEnAFiDL TEnAFidI TEnIAFDI TEnIAFDR TEnIAFDL TEnIAADL TEnIaADI TEnIaADR TEnIFfdI TEnIFfdR TEnIFADI TEnIFADR TEnFPIDI TEnFPIdI TEWAFadR TEWaAcDR TEWaFadR TEWIAFDI TEWIAaDI TEWIAaDR TEWIFfdI TEWIFaDI TEWIFaDL TEWIFadI TEWIFadR TEWIPaDR TEWIPadI TEWIPadR TEWIPadL TEWiAFDR TEWFIadR TEWFIADR TEWFFfDR TEwaAFDI TEwaAFDR TEwIAfDI TEwIAFDI TEwIAFDL TEwIAADR TEwIaADI TEwIaADR TEwIFFdR TEwIFaDR TEwIFaDL TEwIFadL TEwIPAdI TEwiAFDL TEXAAaDI TEXAFaDI TEXAFaDR TEXAFadI TEXAFadR TEXaAFDR TEXaFFdI TEXaFadI TEXaFadR TEXIAfDR TEXIAaDI TEXIAaDL TEXIAADR TEXIAADL TEXIaADI TEXIaADR TEXIFfDI TEXIFfdI TEXIFaDI

TEXIFaDR TEXIFaDL TEXIFadI TEXIFadR TEXIFADI TEXIFADR TEXIFADL TEXIFAdI TEXIFAdR TEXIFAdL TEXIPadI TEXIPadR TEXIPadL TEXFIadR TEXFFADR TEXFPAdR TEXPFADR TExAAFDR TExaAFDI TExaAFDR TExaAFDL TExaACDI TExaaFDL TExaFFdI TExIAFDI TExIAFDL TExIAaDL TExIAADR TExIaADR TExIaADL TExIFfDR TExIFfdI TExIFADL TExIPaDL TExFAfdR TEYAFfdR TEYAFaDR TEYAFadR TEYAFAdR TEYaAFDI TEYaAFDR TEYIiFDI TEYIFfDI TEYIFfdI TEYIFfdR TEYIFaDI TEYIFaDR TEYIFaDL TEYIFadI TEYIFadR TEYIFadL TEYIPaDR TEYIPadI TEYIPadR TEYIPadL TEYiAFDR TEYiAFDL TEYFPAdR TEYPFaDL TEYPFadR TEyaAFDI TEyaAFDR TEyaFpdI TEyIAfDI TEyIAFDI TEyIAFDR TEyIAADR

TEyIaADI TEyIaADR TEyIFfDL TEyIFFdR TEyIFaDI TEyIFaDR TEyIFaDL TEyIFadR TEyiAFDI TEZAFadR TEZaAFDI TEZaAFDR TEZaFFdI TEZIAaDI TEZIAaDR TEZIAaDL TEZIAADR TEZIAADL TEZIaADL TEZIFfdI TEZIFfdR TEZIFaDR TEZIFaDL TEZIFadR TEZIFadL TEZiAFDI TEZiAFDR TEZFAADR TEZFIAdR TEZPFAdR TEzAAaDR TEzAFAdR TEzaAFDR TEzaAFDL TEzaFFdI TEzIAfDI TEzIAfDL TEzIAFDR TEzIAFDL TEzIAaDI TEzIAaDR TEzIAaDL TEzIAADR TEzIaADL TEzIFfDI TEzIFaDI TEzIFaDR TEzIFaDL TEzIFadR TEzIFADI TEzIFAdR TEziAFDR TEziAFDL TEzFIadR TEzFPADR TEzPFaDR TESAAFDR TESAFiDR TESAFiDL TESAFidR TESaAFDI TESaAFDR TESaAFDL TESIiFDI TESIiFDR TESIiFDL TESFAIdI

TESFIFdR TESFFFdR TESFFIDI TESFFIDL TESFFIdI TESFPiDR TEsAFiDI TEsAFiDR TEsaAFDI TEsaAFDR TEsaAFDL TEsIAFDI TEsIAFDR TEsIAFDL TEsIFFDI TEsIFFdI TEsiAFDL TEsFAfdI TEsFAIDI TEsFAIDR TEsFAIDL TEsFAIdI TEsFaIdI TEsFIfdR TEsFFIDI TEsFPiDI TEsFPiDR TEsFPiDL TEsFPidI TEsFPidR TEsPFiDI TEsPFiDR TEsPFiDL TEsPFidL TETAAFDR TETAIFDR TETAIFDL TETAFFDL TETAFFdI TETAFFdR TETAFIDL TETAFIdL TETAPCDL TETaAFDI TETaAFDR TETaAFDL TETaACDR TETaFFDI TETaFFDR TETaFFDL TETaFFdI TETaFFdR TETIiFDI TETIiFDR TETiAFDI TETiAFDR TETFAIDI TETFAIDL TETFAIdL TETFFADL TETFFAdR TETPAIDR TEtAAiDR TEtAFFDI TEtAFFdI TEtAFiDI TEtAFiDR

TEtAFiDL TEtAFidI TEtAFidR TEtaAFDI TEtaAFDR TEtaAFDL TEtaACDI TEtaACDR TEtaACDL TEtIiFDI TEtIiFDR TEtIiFDL TEtiAFDI TEtiAFDR TEtiAFDL TEtFAfdR TEtFAiDR TEtFAidR TEtFAIDI TEtFAIdR TEtFIFDR TEtFIiDI TEtFIiDL TEtFFfdR TEtFFAdR TEtFFiDI TEtFFiDR TEtFFiDL TEtFFidI TEtFFidR TEtFFIdI TEtFFIdR TEtFPAdR TEtFPiDR TEtFPidI TEtFPidR TEtPFiDI TEtPFiDL TEtPFidI TEUAAFDL TEUAFFDR TEUAFFdI TEUAFFdR TEUAFIDL TEUaAFDI TEUaAFDR TEUaAFDL TEUIAfDR TEUIiFDI TEUIiFDR TEUIiFDL TEUiAFDI TEUiAFDR TEUiAFDL TEUFAfdR TEUFAFDR TEUFAIDI TEUFAIDR TEUFAIDL TEUFaIdI TEUFIIdI TEUFFFdR TEUFFAdR TEUFPAdR TEUPFFdR TEuAAiDI TEuAAiDR



98

TEuAAiDL TEuAFiDI TEuAFiDR TEuAFiDL TEuAFidI TEuAFidR TEuaAFDI TEuaAFDR TEuaAFDL TEuIAFDR TEuIAFDL TEuIFfdI TEuIFFDI TEuIFFDR TEuiAFDI TEuiAFDR TEuiAFDL TEuFAiDI TEuFAidR TEuFAIDI TEuFAIdI TEuFFfdR TEuFFAdI TEuFFiDI TEuFFiDR TEuFFiDL TEuFFidI TEuFFidR TEuFFIDR TEuFPiDL TEuFPidI TEuFPidR TEuPFiDI TEuPFiDL TEuPFidI TEuPFidR TEVAIFDI TEVAIFDL TEVAFFDL TEVaAFDI TEVaAFDR TEVaAFDL TEVaACDI TEVaACDR TEVaaFDL TEVaFFDI TEVaFFDR TEVaFFdI TEVaFFdL TEVIFfdR TEVFAIDR TEVFAIdR TEVFFFdR TEVFFADL TEvAAiDI TEvAFFDI TEvAFFDL TEvAFFdI TEvAFFdR TEvAFiDI TEvAFiDR TEvAFiDL TEvAFidR TEvAPiDI TEvaAFDI TEvaAFDR TEvaAFDL

TEvaPCDI TEvIAFDI TEvIAFDR TEvIAFDL TEvIiFDR TEvIiFDL TEvIFFDI TEvIFFDR TEvIFFDL TEvIFFdI TEvIFFdR TEviAFDI TEviAFDR TEviAFDL TEvFAiDI TEvFAiDL TEvFAIDI TEvFAIDL TEvFaiDI TEvFaiDR TEvFaiDL TEvFIiDI TEvFIiDR TEvFIiDL TEvFIidI TEvFIidR TEvFFiDI TEvFFiDR TEvFFiDL TEvFFidI TEvFPiDI TEvFPiDL TEvFPidI TEvFPidR TEvPFiDR TEvPFidI TEvPFidR TEFIiFDI TEFIiFDR TEFIiFDL TEFFAIdI TEFFaFdR TEFFaidR TEFFaIDR TEFFIIDI TEFFIIDR TEFFFIDR TEFFFIDL TEFFFIdI TEFFFIdR TEfAAiDI TEfAFiDR TEfIAFDI TEfIAFDR TEfIAFDL TEfIiFDI TEfIiFDR TEfIiFDL TEfIFFdI TEfFAIDI TEfFAIdI TEfFaiDI TEfFaiDR TEfFaiDL TEfFaidI TEfFaidR TEfFIiDI

TEfFIidI TEfFIidR TEfFIIDR TEGAIFDR TEGAFFDR TEGAFFDL TEGAFFdI TEGAFFdR TEGAFFdL TEGAFIDR TEGIAFDI TEGIAFDR TEGIAFDL TEGIiFDI TEGIiFDR TEGIiFDL TEGIFFDI TEGIFFDL TEGIFFdI TEGiAFDI TEGiAFDR TEGiAFDL TEGFAIDI TEGFAIdR TEGFaIdI TEGFIIdI TEGPAIDL TEgaAFDR TEgaFFdR TEgIiFDI TEgIiFDR TEgIiFDL TEgIFFDR TEgIFFDL TEgIPfdI TEgIPpdI TEgIPpdR TEgIPpdL TEgFAIDR TEgFAIDL TEgFAIdI TEgFAIdR TEgFaiDI TEgFaiDR TEgFaiDL TEgFaidI TEgFaidR TEgFaIDI TEgFaIDR TEgFaIdI TEgFaIdR TEgFIiDI TEgFIiDR TEgFIidI TEgFIidR TEgFIIDI TEgFIIDR TEgFIIdI TEgFIIdR TEgFFidI TEgFFIDL TEgFFIdI TEHAFIdR TEHAFIdL TEHIAfDI TEHIAfDL TEHIAFDI

TEHIAFDR TEHIaFDR TEHIFFDI TEHIFFDR TEHIFFDL TEHIFFdI TEHFAIDI TEHFAIDR TEHFAIDL TEHFAIdR TEHFAIdL TEHFaIdI TEHFIIDL TEHFPFdR TEhAAiDR TEhAFidR TEhIAfDI TEhIAFDI TEhIAFDR TEhIAFDL TEhIACDI TEhIFFdI TEhIFFdR TEhIPpdI TEhIPpdR TEhIPpdL TEhFAiDI TEhFAiDL TEhFAidI TEhFAIDI TEhFAIDR TEhFAIDL TEhFAIdI TEhFAIdR TEhFaiDI TEhFaiDR TEhFaiDL TEhFaidI TEhFaidR TEhFaIDL TEhFaIdR TEhFIFDL TEhFIFdI TEhFIiDI TEhFIiDR TEhFIiDL TEhFIidI TEhFIidR TEhFIIDI TEhFIIdI TEhFIIdR TEhFFiDL TEhFFidI TEhFFIDR TEhFFIdI TEhFFIdR TEhFPiDR TEhFPiDL TEhFPidI TEhPAIDR TEhPFiDI TEhPFiDL TEIAFFDR TEIAFFDL TEIAFFdR TEIAPCDR TEIIAFDI

TEIIAFDR TEIIiFDI TEIIiFDR TEIIiFDL TEIIFFDI TEIIFFDR TEIIFFDL TEIIFFdI TEIIFFdR TEIFAIDI TEIFAIDL TEIFAIdR TEIFaiDL TEIFaIDL TEIFaIdI TEIFIiDI TEIFIiDL TEIFIidI TEIFIIdI TEIFFFdI TEIFFIdI TEiIiFDI TEiIiFDR TEiIiFDL TEiIPpdI TEiIPpdL TEiiAFDR TEiiAFDL TEiFaiDI TEiFaiDR TEiFaiDL TEiFaidI TEiFaidR TEiFaIDR TEiFIiDI TEiFIiDR TEiFIiDL TEiFIidR TEiFFIDI TEiFFIDR TEiFFIDL TEiFFIdI TEiFFIdR TEAAaIDI TEAAaIDR TEAAFIDI TEAaAiDI TEAaFidI TEAIAFDL TEAIPcdI TEAIPpdI TEAFAIDR TEAFAIdL TEAFaidI TEAFaIdR TEAFIiDI TEAFIiDL TEAFIidI TEAFIIDR TEAFIIdI TEaAaiDR TEaAaiDL TEaAFIDR TEaAFIDL TEaAPIDI TEaaFidI TEaIAFDL

TEaIACDI TEaIiFDI TEaIiFDR TEaIiFDL TEaIPCDI TEaFAIDL TEaFAIdI TEaFAIdL TEaFaiDI TEaFaiDR TEaFIFdR TEaFIiDL TEaFIidI TEaFFiDI TEaFFidI TEBAaiDI TEBAaiDR TEBAaiDL TEBAaIDR TEBAaIDL TEBAIIDI TEBAIIDL TEBAFFDI TEBAFFDR TEBAFFDL TEBAFFdI TEBAFFdL TEBAFIDL TEBAFIdL TEBAPIDR TEBaAiDI TEBaFidI TEBIAFDR TEBIiFDI TEBFAFdR TEBFAIDI TEBFAIDL TEBFAIdR TEBFaidI TEBFaIdI TEBFIiDI TEBFIiDR TEBFIidI TEBFIIdI TEbAaiDI TEbAaiDR TEbAaiDL TEbAaIDI TEbAaIDR TEbAaIDL TEbAIIDI TEbAIIDR TEbAIIDL TEbAFiDR TEbAFidR TEbaAFDI TEbaAFDR TEbaAFDL TEbaAiDI TEbaFidI TEbIAfDL TEbIiFDI TEbIiFDR TEbIiFDL TEbIFFdI TEbFAIDI TEbFAIdI

TEbFAIdR TEbFaiDI TEbFaiDR TEbFaiDL TEbFaidI TEbFaidR TEbFaIdI TEbFaIdR TEbFIiDI TEbFIiDR TEbFIiDL TEbFIidR TEbFIIDR TEbFIIdR TEbFFIDI TEbFFIDR TEbFFIDL TEbPIIDR TECAaIDI TECAFIDR TECAFIDL TECAFIdR TECAPIDI TECAPIDR TECaFidI TECIAFDR TECIiFDI TECIiFDR TECIiFDL TECIFFDR TECIFFDL TECIFFdI TECFAIDR TECFAIDL TECFAIdI TECFAIdR TECFIiDR TECFIidI TECFiFdI TEcAAiDR TEcAAiDL TEcAaiDI TEcAaiDR TEcAaiDL TEcAIIDL TEcAFidI TEcaAiDR TEcaFidI TEcIAFDI TEcIAFDR TEcIFFDL TEcFAiDI TEcFAIDI TEcFAIdR TEcFaiDI TEcFaiDR TEcFaidI TEcFaidR TEcFaIDR TEcFaIDL TEcFaIdI TEcFIiDI TEcFIiDL TEcFIidI TEcFIIdI TEcFFiDL TEcFFidI



99

TEcPIIDR TEcPFiDI TEcPFidI TEDAaiDI TEDAaiDR TEDAaiDL TEDAaIDI TEDAIIDR TEDAFIDI TEDAFIdI TEDAFIdL TEDAPIDI TEDAPIDL TEDIAFDI TEDIAFDR TEDIAFDL TEDIACDI TEDIFFDR TEDIFFdR TEDFAIdR TEDFaIdI TEDFIIdR TEDFiFDR TEDFiFDL TEDFFIDI TEDFFIDL TEDFFIdI TEdAaiDI TEdAaiDR TEdAaiDL TEdAaIDI TEdAIIDR TEdaAFDI TEdaAFDR TEdIAFDI TEdIAFDR TEdIAFDL TEdIACDI TEdIaFDI TEdIaFDR TEdIaFDL TEdIaCDI TEdIaCDR TEdIFFdR TEdFAIDR TEdFAIDL TEdFAIdR TEdFaiDR TEdFIiDL TEdFFiDI TEdFFidI TEdFFIdI TEdFFIdR TE0AIIDI TE0AIIDL TE0APIDL TE0aAiDI TE0IAfDI TE0IAfDR TE0FAIDR TE0FaidI TE0FaIdR TE0FIidI TE0FIIdI TE0FFIdR TE1AaiDI TE1AaiDR

TE1AaiDL TE1AFIdL TE1APIDL TE1aFidI TE1FAIDI TE1FAIDR TE1FAIDL TE1FAIdI TE1FaidI TE1FaIdR TE1FIidI TE1FFiDI TE1FFidI TE2AAFDI TE2AAFDR TE2AAFDL TE2AaiDI TE2AaiDR TE2AaIDR TE2AIFDI TE2AIFDR TE2AIFDL TE2AFFDI TE2AFFdI TE2AFIdI TE2APIDR TE2aAiDI TE2aFidI TE2IAFDI TE2IAFDR TE2IAFDL TE2IACDI TE2IFFDI TE2IPcdI TE2FAIDR TE2FAIDL TE2FAIdR TE2FaiDL TE2FaidI TE2FaidR TE2FIiDI TE2FIidR TE2PFIDR TE2PFIdR TE3AaiDR TE3AaiDL TE3AaIDI TE3AaIDR TE3AIIDI TE3AIIDL TE3aFidR TE3IPfdI TE3FAIDR TE3FAIdI TE3FaidR TE3FIiDI TE3FIiDR TE3FIIDR TE3FIIdI TE3FiFDR TE3FFidI TE3FFIDI TE3FFIDR TE3FFIDL TE3FFIdR TE3FPidI TE4AACDR

TE4AACDL TE4AIFDI TE4AFIdR TE4IAFDI TE4IAFDR TE4IiFDI TE4IFFDR TE4IFFdR TE4FAIDI TE4FAIDR TE4FAIdI TE4FAIdL TE4FIidI TE4FiFDR TE4FiFdR TE5AaiDI TE5AaiDR TE5AaiDL TE5aFidI TE5IAfDR TE5IAFDI TE5IAFDL TE5IACDR TE5IFFDI TE5IFFdR TE5IPfdI TE5FAIDI TE5FAIDR TE5FaiDI TE5FaidI TE5FaidR TE5FIFdR TE5FIidI TE5FIIDR TE5FFidI TE5FPiDI TE5PFiDI TE6AAFDR TE6AaiDI TE6AaiDL TE6AaIDI TE6AICDI TE6AIIDI TE6AFFDI TE6AFFDR TE6AFFdL TE6APIDR TE6IAFDI TE6IAFDL TE6FAIDI TE6FAIDR TE6FAIdI TE6FAIdR TE6FIidI TE6FFIdI TE7AAiDL TE7AaiDI TE7AaiDR TE7AaiDL TE7AaIDI TE7AaIDR TE7AIIDR TE7aFidI TE7aFidR TE7IAfDI TE7IAFDI TE7IAFDL

TE7IACDI TE7FAidI TE7FAIdI TE7FaidI TE7FIiDI TE7FIiDR TE7FIidI TE7FIIdR TE7FFidI TE7FFIDR TE7FFIdR TQOAAfDI TQOAAfDL TQOAAFDI TQOAAFDR TQOAAFDL TQOAACDI TQOAACDR TQOAACDL TQOAAaDI TQOAAaDR TQOAAaDL TQOAAADI TQOAAADR TQOAAADL TQOAAiDI TQOAAiDL TQOAacDI TQOAacDL TQOAaiDI TQOAIcDI TQOAIcDL TQOAIiDI TQOAIiDR TQOAFfDI TQOAFfDL TQOAFfdI TQOAFFDI TQOAFFDR TQOAFFDL TQOAFFdI TQOAFFdR TQOAFaDI TQOAFaDR TQOAFaDL TQOAFadI TQOAFadR TQOAFiDI TQOAFiDR TQOAFiDL TQOAFidI TQOAFidR TQOAFIDI TQOAFIDR TQOAFIDL TQOAFIdI TQOAFIdR TQOAPfDI TQOAPfDL TQOAPcDI TQOAPcDL TQOAPcdI TQOAPiDI TQOAPiDL TQOAPidI TQOAPidR TQOAPidL

TQOACfdI TQOaAfDI TQOaAfDL TQOaAFDI TQOaAFDR TQOaAFDL TQOaAcDI TQOaAcDL TQOaACDI TQOaACDR TQOaACDL TQOaApDI TQOaApDL TQOaApdI TQOaAPDI TQOaAPDR TQOaAaDI TQOaAaDR TQOaAaDL TQOaAADI TQOaAADL TQOaAAdI TQOaAIDI TQOaafDI TQOaafDL TQOaaFDI TQOaaFDR TQOaaFDL TQOaacDI TQOaaCDI TQOaaiDI TQOaaiDR TQOaIFDR TQOaIFDL TQOaIcDI TQOaIcDR TQOaIcdI TQOaFFDI TQOaFFDL TQOaFFdI TQOaFFdR TQOaFcDI TQOaFCDI TQOaFCDR TQOaFCDL TQOaFCdI TQOaFPDI TQOaFPDL TQOaFPdI TQOaFadI TQOaFadR TQOaFADL TQOaFAdI TQOaFiDL TQOaFidI TQOaFidR TQOaFIDI TQOaFIDL TQOaFIdI TQOaFIdR TQOaPfDL TQOaPADL TQOaPIDI TQOIAcDI TQOIAcDL TQOIACDI TQOIACDR

TQOIAaDI TQOIAaDR TQOIAaDL TQOIAIDI TQOIAIDR TQOIacDI TQOIaaDI TQOIaaDR TQOIaaDL TQOIIcDI TQOIIcDR TQOIFaDR TQOIFaDL TQOIFadI TQOIFadR TQOIFiDI TQOIPcDI TQOIPcdI TQOIPcdR TQOIPcdL TQOIPCDI TQOIPCDR TQOIPIDI TQOIPIDR TQOICfdI TQOiAfDI TQOiAfDL TQOiAFDI TQOiAFDR TQOiAFDL TQOiAcDI TQOiAADI TQOiAADR TQOiAADL TQOiAAdI TQOiFiDI TQOiFiDL TQOiFidI TQOFAfDI TQOFAfDL TQOFAfdI TQOFAFDI TQOFAFDL TQOFACDI TQOFACDR TQOFACDL TQOFACdI TQOFACdR TQOFAaDI TQOFAaDR TQOFAaDL TQOFAadI TQOFAadR TQOFAiDI TQOFAiDR TQOFAiDL TQOFAidI TQOFAidR TQOFAidL TQOFaaDI TQOFaaDR TQOFaaDL TQOFaadI TQOFaadR TQOFaiDI TQOFaiDR TQOFaiDL

TQOFaidI TQOFaidR TQOFIfDI TQOFIfDL TQOFIfdI TQOFIFDI TQOFIFDL TQOFIFdI TQOFIcDI TQOFIcDL TQOFIcdI TQOFICDI TQOFICDL TQOFICdI TQOFIaDI TQOFIaDR TQOFIadI TQOFIadR TQOFIiDI TQOFIiDR TQOFIiDL TQOFIidI TQOFIidR TQOFifDI TQOFifDL TQOFifdI TQOFiFDI TQOFiFDL TQOFiFdI TQOFiaDI TQOFiaDR TQOFiaDL TQOFiadI TQOFiadR TQOFFFDI TQOFFFDL TQOFFaDI TQOFFaDR TQOFFaDL TQOFFadI TQOFFadR TQOFFiDI TQOFFiDR TQOFFiDL TQOFFidI TQOFFidR TQOFPfDI TQOFPfDL TQOFPFDL TQOFPcDI TQOFPcDL TQOFPcdI TQOFPaDI TQOFPaDR TQOFPaDL TQOFPadI TQOFPadR TQOFPiDI TQOFPiDR TQOFPiDL TQOFPidI TQOFPidR TQOFCfDI TQOFCfDL TQOFCfdI TQOFCFDI TQOFCFDR



100

TQOFCFDL TQOFCFdR TQOPAfDI TQOPAfDL TQOPAfdI TQOPAfdR TQOPAfdL TQOPAcDI TQOPAcDL TQOPAcdI TQOPAcdR TQOPAcdL TQOPACDI TQOPACDL TQOPApdI TQOPApdR TQOPApdL TQOPAaDL TQOPAIDI TQOPAIDL TQOPacDI TQOPaCDI TQOPaCDL TQOPIfDI TQOPIfDL TQOPIfdI TQOPIfdL TQOPIFDR TQOPIcDI TQOPIcDL TQOPIcdR TQOPIcdL TQOPICDI TQOPICDL TQOPIpDL TQOPIaDL TQOPIadR TQOPifdI TQOPifdL TQOPFfDI TQOPFfdI TQOPFfdL TQOPFFdL TQOPFaDI TQOPFaDR TQOPFadI TQOPFadR TQOPFiDI TQOPFiDR TQOPFiDL TQOPFidI TQOPFidR TQOPFidL TQOPFIDR TQOPFIDL TQOPPfDL TQOPPfdI TQOPPfdR TQOPPfdL TQOPPcDI TQOPPCDI TQOPPCDL TQOPPaDR TQOPPiDI TQOPPIDI TQOPPIDL TQOCFFdR

TQOCFidI TQOCFIdI TQOCFIdR TQOCPfdI TQOCPfdR TQOCPfdL TQoAacDL TQoAPidI TQoaAFDI TQoaAFDR TQoaAFDL TQoaApdI TQoaAaDR TQoaaFDI TQoaaFDR TQoaaFDL TQoaacDR TQoaaCDR TQoaIFDI TQoaIFDR TQoaIFDL TQoaICDR TQoaFFDR TQoaFFDL TQoaFFdR TQoaFCDR TQoaFCDL TQoaFCdR TQoaFPdI TQoaFPdR TQoaFadR TQoaFIDR TQoaFIDL TQoaFIdR TQoaPADL TQoIAfDI TQoIAfDL TQoIafDI TQoIafDL TQoIacDL TQoIaCDR TQoIaaDR TQoIIfDI TQoIIfDL TQoIIfdI TQoIIFDI TQoIIFDR TQoIIFDL TQoIiFDI TQoIiFDR TQoIiFDL TQoIFfDI TQoIFfDL TQoIFfdI TQoIFIDI TQoIFIDR TQoIFIDL TQoIFIdI TQoIFIdR TQoIPfDI TQoIPfDL TQoIPCDR TQoiAFDI TQoiAFDR TQoiAFDL TQoiFADR TQoiFADL

TQoiFAdR TQoFAfDL TQoFAiDR TQoFAiDL TQoFaiDR TQoFaiDL TQoFIfDL TQoFIcDL TQoFIiDL TQoFFiDL TQoFPfDL TQoFPcDL TQoFPiDL TQoPAfDL TQoPAfdI TQoPAfdL TQoPAcdI TQoPAcdR TQoPAcdL TQoPafdI TQoPafdL TQoPIfDL TQoPIfdI TQoPIfdR TQoPIfdL TQoPIcdI TQoPIcdR TQoPIcdL TQoPIpdI TQoPIpdR TQoPIpdL TQoPifDL TQoPifdI TQoPifdR TQoPifdL TQoPFfDL TQoPFiDR TQoPFiDL TQoPPfDL TQoPPfdI TQoPPfdL TQoPPIDR TQoCPfdI TQoCPfdR TQoCPfdL TQPAAfDI TQPAAfDR TQPAAfDL TQPAAFDI TQPAAFDR TQPAAFDL TQPAACDL TQPAAiDI TQPAAiDR TQPAAiDL TQPAaFDI TQPAaFDR TQPAaFDL TQPAaCDI TQPAaCDL TQPAaiDI TQPAIfDI TQPAIfDL TQPAIFDI TQPAIFDR TQPAIFDL TQPAIcDI

TQPAIcDL TQPAICDI TQPAICDR TQPAICDL TQPAIpDR TQPAIiDI TQPAIiDR TQPAIIDI TQPAIIDR TQPAiFDI TQPAiFDR TQPAiFDL TQPAFfDI TQPAFfDR TQPAFfDL TQPAFfdI TQPAFfdR TQPAFaDI TQPAFaDR TQPAFaDL TQPAFadI TQPAFadR TQPAFiDI TQPAFiDR TQPAFiDL TQPAFidI TQPAFidR TQPAFIDI TQPAFIDR TQPAFIDL TQPAFIdI TQPAFIdR TQPAPfDI TQPAPfDR TQPAPfDL TQPAPFDI TQPAPFDR TQPAPFDL TQPAPCDI TQPAPiDI TQPAPiDR TQPAPidI TQPAPidR TQPAPidL TQPAPIDI TQPAPIDL TQPaAcDI TQPaAcDL TQPaACDI TQPaACDR TQPaACDL TQPaApDI TQPaApDR TQPaApDL TQPaApdI TQPaAPDI TQPaAPDR TQPaAPDL TQPaAaDR TQPaAIDR TQPaAIDL TQPaacDI TQPaaCDI TQPaaCDL TQPaIFDI TQPaIFDR TQPaIFDL

TQPaIcDI TQPaIcDR TQPaIcdI TQPaICDI TQPaICDL TQPaIpDI TQPaIADI TQPaIADR TQPaIADL TQPaFcDI TQPaFcdI TQPaFaDR TQPaFadI TQPaFadR TQPaFiDL TQPaFidI TQPaFidR TQPaFIDI TQPaFIDL TQPaFIdI TQPaPFdL TQPaPCDI TQPaPCDL TQPaPIDI TQPIAcDI TQPIAcDL TQPIACDI TQPIACDL TQPIAaDI TQPIAaDR TQPIAaDL TQPIAADI TQPIAADR TQPIAADL TQPIaFDI TQPIacDI TQPIacDL TQPIaCDI TQPIaCDL TQPIaaDI TQPIaaDR TQPIaaDL TQPIIcDI TQPIIcDR TQPIICDI TQPIICDR TQPIFAdI TQPIFAdR TQPIPcDI TQPIPcDL TQPIPcdI TQPIPcdR TQPIPcdL TQPIPCDI TQPIPCDL TQPIPiDR TQPIPIDI TQPIPIDR TQPiAfDI TQPiAfDL TQPiFiDI TQPiFidI TQPFAfDI TQPFAfdI TQPFAFDI TQPFAFDL TQPFAFdI

TQPFAaDI TQPFAaDR TQPFAadR TQPFAADI TQPFAiDI TQPFAiDR TQPFAiDL TQPFAidI TQPFAIDR TQPFAIDL TQPFAIdI TQPFAIdR TQPFafDI TQPFaFDI TQPFaFDL TQPFaFdI TQPFaaDI TQPFaaDL TQPFaadI TQPFaiDI TQPFaiDR TQPFaiDL TQPFaidR TQPFIfDI TQPFIfDL TQPFIfdI TQPFIFDI TQPFIcDI TQPFIcDL TQPFIcdI TQPFIcdL TQPFICDI TQPFICDL TQPFICdI TQPFIaDI TQPFIaDR TQPFIaDL TQPFIadI TQPFIadR TQPFIADR TQPFIADL TQPFIAdI TQPFIAdR TQPFIiDI TQPFIiDR TQPFIiDL TQPFIidI TQPFIidR TQPFIIDI TQPFIIDR TQPFIIdR TQPFifDI TQPFiFDI TQPFiFDL TQPFiaDI TQPFiaDR TQPFiaDL TQPFiadI TQPFiadR TQPFFfDI TQPFFfDL TQPFFfdL TQPFFFDL TQPFFaDI TQPFFadI TQPFFadR TQPFFADI

TQPFFADR TQPFFADL TQPFFAdI TQPFFiDI TQPFFiDR TQPFFidI TQPFFidR TQPFFIDI TQPFFIDR TQPFFIDL TQPFFIdI TQPFFIdR TQPFPcDI TQPFPcDL TQPFPcdI TQPFPCDI TQPFPCDL TQPFPpDL TQPFPpdI TQPFPaDI TQPFPaDR TQPFPaDL TQPFPADI TQPFPADR TQPFPADL TQPFPAdI TQPFPAdR TQPFPiDI TQPFPiDR TQPFPiDL TQPFPidR TQPFPIDI TQPFPIDR TQPFPIDL TQPFPIdI TQPFPIdR TQPFCfDI TQPFCfDR TQPFCfDL TQPFCfdI TQPFCFDI TQPFCFDR TQPFCFDL TQPFCFdI TQPPAfDI TQPPAfDR TQPPAfDL TQPPAfdI TQPPAfdL TQPPAFDL TQPPAFdI TQPPAcDI TQPPAcDL TQPPAcdI TQPPAcdR TQPPAcdL TQPPACDI TQPPACDR TQPPACDL TQPPApdI TQPPApdR TQPPApdL TQPPafdI TQPPafdL TQPPaFDL TQPPaFdI TQPPaFdL



101

TQPPacDI TQPPacDL TQPPaCDI TQPPaCDL TQPPIfDI TQPPIfDL TQPPIfdI TQPPIfdL TQPPIFDI TQPPIFDL TQPPIFdI TQPPIFdL TQPPIcDI TQPPIcDL TQPPIcdR TQPPIcdL TQPPICDI TQPPICDL TQPPIadR TQPPIAdR TQPPIAdL TQPPifdI TQPPifdL TQPPiFDL TQPPiFdI TQPPiadI TQPPiadL TQPPFfDI TQPPFfDL TQPPFfdI TQPPFfdL TQPPFFDI TQPPFaDR TQPPFaDL TQPPFadI TQPPFadR TQPPFADI TQPPFADR TQPPFAdI TQPPFiDI TQPPFiDR TQPPFiDL TQPPFidI TQPPFidR TQPPFidL TQPPFIDR TQPPFIDL TQPPFIdR TQPPFIdL TQPPPfDI TQPPPfDR TQPPPfDL TQPPPFDI TQPPPFDR TQPPPFDL TQPPPFdI TQPPPFdL TQPPPcDI TQPPPcDL TQPPPAdI TQPPPIDI TQPPPIDR TQPCFfdI TQPCFidI TQPCFidR TQPCFIdI TQPCFIdR

TQPCPfdI TQPCPfdR TQPCPfdL TQPCPFdI TQPCPFdR TQPCPFdL TQpAacDR TQpAPcDR TQpAPpDR TQpAPadI TQpAPAdI TQpaAfDR TQpaAIDI TQpaafDR TQpaIFDR TQpaIFDL TQpaICDL TQpaIADI TQpaIADR TQpaIADL TQpaFcDR TQpaFcdR TQpaFIDR TQpaFIdR TQpaPfDR TQpaPCDR TQpIAfDI TQpIAfDR TQpIAfDL TQpIAaDR TQpIAADR TQpIafDR TQpIafDL TQpIacDI TQpIaaDR TQpIIfDI TQpIIfdI TQpIIFDI TQpIICDR TQpIifDI TQpIFfDI TQpIFfDR TQpIFfDL TQpIPfDI TQpIPfDR TQpIPfDL TQpIPCDL TQpIPpdI TQpICfdI TQpiPfDR TQpFAfDR TQpFAIDR TQpFAIDL TQpFIcdI TQpFIcdR TQpFFfDR TQpFFIDL TQpFPfDR TQpFPpDR TQpFPpdR TQpFPIDR TQpFPIDL TQpPAcdI TQpPAcdR TQpPAcdL TQpPApdI TQpPApdR

TQpPApdL TQpPaFdI TQpPaFdR TQpPaFdL TQpPIfdI TQpPIFdI TQpPIFdR TQpPIFdL TQpPIcdI TQpPIcdR TQpPIcdL TQpPifdI TQpPiFdI TQpPiFdR TQpPiFdL TQpPFfdR TQpPPFdI TQpPPFdR TQpPPFdL TQpCPfdI TQpCPfdL TQpCPFdI TQpCPFdR TQpCPFdL TQQAAfDI TQQAAfDL TQQAAFDI TQQAAFDR TQQAAFDL TQQAAcDL TQQAAaDI TQQAAaDR TQQAAaDL TQQAAiDI TQQAAiDL TQQAAIDI TQQAAIDR TQQAAIDL TQQAafDL TQQAacDL TQQAIfDI TQQAIfDL TQQAIFDI TQQAIFDR TQQAIFDL TQQAIcDI TQQAIcDL TQQAifDI TQQAifDL TQQAiFDI TQQAFfDI TQQAFfDL TQQAFfdI TQQAFFDI TQQAFFDR TQQAFFDL TQQAFaDI TQQAFaDR TQQAFaDL TQQAFadR TQQAFADI TQQAFADR TQQAFADL TQQAFAdI TQQAFAdR TQQAFiDI TQQAFiDR

TQQAFiDL TQQAFidI TQQAFidR TQQAFIDI TQQAFIDR TQQAFIDL TQQAFIdI TQQAFIdR TQQAPfDR TQQAPfDL TQQAPFDI TQQAPFDR TQQAPFDL TQQAPcDL TQQAPiDI TQQAPiDL TQQAPidI TQQAPIDI TQQAPIDR TQQAPIDL TQQACFdI TQQACFdR TQQaAFDI TQQaAFDR TQQaAFDL TQQaACDI TQQaACDL TQQaAPDI TQQaAPDL TQQaAaDI TQQaAaDR TQQaAaDL TQQaAADI TQQaAADR TQQaAADL TQQaAIDI TQQaAIDR TQQaAIDL TQQaaFDI TQQaaFDR TQQaaFDL TQQaaCDI TQQaaCDL TQQaaADI TQQaaiDI TQQaaiDR TQQaaIDI TQQaIFDI TQQaIFDR TQQaIFDL TQQaICDR TQQaICDL TQQaIADI TQQaIADL TQQaIAdI TQQaFFDI TQQaFFDR TQQaFFDL TQQaFFdI TQQaFcdI TQQaFCDL TQQaFadI TQQaFadR TQQaFADI TQQaFADR TQQaFADL TQQaFAdI

TQQaFAdR TQQaFiDL TQQaFidI TQQaFidR TQQaFIDI TQQaFIDR TQQaFIDL TQQaFIdR TQQaPFDI TQQaPFDR TQQaPFDL TQQaPFdL TQQaPCDI TQQaPCDL TQQaPAdI TQQaPIDR TQQIAfDI TQQIAcDR TQQIAcdI TQQIACDI TQQIACDR TQQIApdI TQQIAaDI TQQIAaDR TQQIAaDL TQQIAiDI TQQIAiDR TQQIafDI TQQIacDI TQQIacDL TQQIaCDI TQQIaCDR TQQIaaDI TQQIaaDR TQQIaaDL TQQIIcDI TQQIIcdI TQQIiADR TQQIFfDI TQQIFfdI TQQIFaDI TQQIFaDR TQQIFaDL TQQIFadI TQQIFadR TQQIFadL TQQIPfdI TQQIPcDI TQQIPpDI TQQIPIDR TQQiAFDI TQQiAFDR TQQiAFDL TQQiIADL TQQiIAdI TQQiFFDL TQQiFADI TQQiFADR TQQiFADL TQQiFAdR TQQiFIDI TQQiFIDR TQQiFIDL TQQiFIdR TQQFAfDL TQQFAFdI TQQFAcDL

TQQFAaDI TQQFAaDR TQQFAaDL TQQFAadI TQQFAadR TQQFAADR TQQFAAdR TQQFAiDI TQQFAiDR TQQFAiDL TQQFAidI TQQFAidR TQQFAIDR TQQFAIDL TQQFAIdI TQQFAIdR TQQFafDL TQQFaaDR TQQFaaDL TQQFaadI TQQFaadR TQQFaADI TQQFaADR TQQFaADL TQQFaAdR TQQFaiDI TQQFaidR TQQFaIDR TQQFaIDL TQQFaIdR TQQFICDL TQQFIaDI TQQFIaDL TQQFIadI TQQFIadR TQQFIADI TQQFIADR TQQFIADL TQQFIAdI TQQFIAdR TQQFIiDR TQQFIIDI TQQFIIDL TQQFifDL TQQFiADI TQQFiADR TQQFiADL TQQFiAdR TQQFFfDI TQQFFfDL TQQFFaDI TQQFFaDR TQQFFaDL TQQFFadI TQQFFadR TQQFFADI TQQFFADR TQQFFADL TQQFFAdR TQQFFiDR TQQFFidI TQQFFidR TQQFFIDI TQQFFIDR TQQFFIDL TQQFFIdI TQQFPfDI

TQQFPfDL TQQFPfdI TQQFPFDL TQQFPFdL TQQFPcDL TQQFPpDL TQQFPaDR TQQFPaDL TQQFPadI TQQFPadR TQQFPADI TQQFPADR TQQFPADL TQQFPiDI TQQFPiDR TQQFPidI TQQFPidR TQQFPIDR TQQFPIDL TQQFPIdI TQQFPIdR TQQFCfDI TQQFCfDR TQQFCfDL TQQFCfdI TQQFCFDI TQQFCFDR TQQFCFDL TQQFCFdI TQQPAfDR TQQPAfDL TQQPAfdI TQQPAFDI TQQPAFDR TQQPAFDL TQQPAcDL TQQPAcdR TQQPAcdL TQQPApdI TQQPApdR TQQPApdL TQQPafDR TQQPafdI TQQPaFDI TQQPaFDR TQQPaFDL TQQPacDL TQQPaCDI TQQPaCDL TQQPaIDR TQQPIfdI TQQPIFDI TQQPIFDL TQQPIFdI TQQPIFdL TQQPIcdI TQQPIcdR TQQPIcdL TQQPICDI TQQPICDL TQQPIpdI TQQPIpdR TQQPIpdL TQQPifdI TQQPiFDI TQQPiFDL TQQPFfDL



102

TQQPFfdL TQQPFFDL TQQPFaDI TQQPFadI TQQPFadR TQQPFADR TQQPFADL TQQPFAdR TQQPFiDR TQQPFiDL TQQPFidI TQQPFidR TQQPFidL TQQPFIDI TQQPFIDR TQQPFIDL TQQPFIdR TQQPFIdL TQQPPfDR TQQPPfDL TQQPPfdI TQQPPfdL TQQPPFDI TQQPPFDR TQQPPFDL TQQPPcDL TQQPPiDR TQQPPIDI TQQPPIDR TQQCFFdI TQQCFidR TQQCFIdI TQQCFIdR TQQCPfdI TQQCPfdR TQQCPfdL TQqAAiDI TQqAAiDL TQqAAIDI TQqAPIDI TQqaAFDL TQqaACDR TQqaACDL TQqaAPDR TQqaAPDL TQqaAaDR TQqaAADI TQqaAADR TQqaAADL TQqaAIDI TQqaAIDR TQqaafDR TQqaaFDI TQqaaFDL TQqaaCDI TQqaaCDL TQqaaiDR TQqaaIDI TQqaaIDR TQqaIFDI TQqaIFDR TQqaIFDL TQqaICDI TQqaICDL TQqaIADR TQqaIADL TQqaIIDI

TQqaIIDR TQqaFFDL TQqaFcDR TQqaFcdR TQqaFCDI TQqaFCDL TQqaFadR TQqaFADI TQqaFADR TQqaFADL TQqaFAdI TQqaFAdR TQqaFidR TQqaFIDI TQqaFIDR TQqaFIDL TQqaFIdI TQqaPfDR TQqaPFDI TQqaPFDR TQqaPFDL TQqaPCDI TQqaPCDL TQqaPIDI TQqaPIDR TQqIIfDI TQqIIfDL TQqIIFDI TQqIIFDR TQqIIFDL TQqIifDI TQqIifDL TQqIiFDL TQqIiADL TQqIPcdR TQqiAfDR TQqiAFDI TQqiAFDL TQqiIADL TQqiFadR TQqiFidR TQqiFIDR TQqiFIDL TQqiFIdI TQqiPfDR TQqiPFDR TQqiPFDL TQqFIFDR TQqPAfdI TQqPAfdL TQqPAcdI TQqPAcdR TQqPAcdL TQqPApdI TQqPApdR TQqPApdL TQqPafdI TQqPafdL TQqPIfdI TQqPIfdR TQqPIfdL TQqPIcdI TQqPIcdR TQqPIcdL TQqPIpdI TQqPIpdR TQqPIpdL

TQqPifdI TQqPifdR TQqPifdL TQqPPfdI TQqPPfdL TQqCPfdI TQqCPfdR TQqCPfdL TQRAAADR TQRAAIDR TQRAaaDR TQRAaiDR TQRAaIDR TQRAIaDR TQRAIiDR TQRAIIDR TQRAFaDR TQRAFiDR TQRaAPDI TQRaAPDL TQRaAADI TQRaAADL TQRaAiDR TQRaAIDI TQRaAIDL TQRaaADI TQRaaADR TQRaaADL TQRaaIDR TQRaaIDL TQRaIPDI TQRaIPDL TQRaIADI TQRaIADL TQRaIIDI TQRaIIDL TQRaFaDR TQRaFADR TQRaFAdR TQRaFiDI TQRaFiDL TQRaFidI TQRaPPdI TQRaPADI TQRaPADR TQRaPADL TQRaPIDI TQRaPIDL TQRIaaDR TQRIaADR TQRIIadI TQRIIADR TQRIFaDR TQRIFadR TQRIFADR TQRIFAdR TQRIFiDR TQRIFidR TQRIFIDR TQRIFIdR TQRiAPDI TQRiAPDL TQRiFADR TQRiFAdR TQRiFiDR TQRiFIDR TQRiFIdR

TQRFAaDR TQRFAadR TQRFIaDR TQRFIadR TQRPAadI TQRPAadR TQRPAadL TQrAAaDR TQrAAaDL TQrAAiDI TQrAIaDI TQrAFADI TQrAFADL TQrAFIDI TQrAFIDL TQrAPADL TQrAPIDL TQraFaDI TQraFaDL TQraFADI TQraFADL TQraFAdI TQraFIDL TQraFIdR TQraPADR TQraPIDI TQraPIDR TQraPIDL TQrIFADI TQrIFADL TQrIFAdI TQrIFiDI TQrIFIdI TQriFADI TQriFADL TQriFiDI TQrFAiDI TQKAAfDI TQKAAfDL TQKAAFDI TQKAAFDR TQKAACDI TQKAACDR TQKAACDL TQKAAaDI TQKAAaDR TQKAAaDL TQKAAADI TQKAAADR TQKAAADL TQKAAiDI TQKAAiDL TQKAacDI TQKAacDL TQKAaiDI TQKAIfDI TQKAIfDL TQKAIcDI TQKAIcDL TQKAIiDI TQKAIiDR TQKAFfDI TQKAFfDL TQKAFfdI TQKAFFdR TQKAFaDR TQKAFaDL

TQKAFadI TQKAFadR TQKAFADI TQKAFADR TQKAFADL TQKAFAdR TQKAFiDI TQKAFiDR TQKAFiDL TQKAFidI TQKAFidR TQKAFIDI TQKAFIDR TQKAFIDL TQKAFIdI TQKAFIdR TQKAPfDI TQKAPfDL TQKAPcDI TQKAPcDL TQKAPcdI TQKAPpDI TQKAPiDI TQKAPiDR TQKAPidI TQKACfdI TQKaAfDI TQKaAFDI TQKaAFDR TQKaAFDL TQKaAcDI TQKaAcDL TQKaACDI TQKaACDR TQKaACDL TQKaApDI TQKaApDR TQKaApDL TQKaAPDI TQKaAaDI TQKaAaDR TQKaAaDL TQKaAADI TQKaAADL TQKaafDI TQKaaFDI TQKaaFDR TQKaaFDL TQKaacDI TQKaaCDI TQKaaiDI TQKaaiDR TQKaIFDL TQKaIcDI TQKaIcDR TQKaFfDL TQKaFFDI TQKaFFDR TQKaFFDL TQKaFFdI TQKaFFdR TQKaFcDI TQKaFcdI TQKaFCDI TQKaFCDL TQKaFCdI TQKaFCdR

TQKaFCdL TQKaFpdI TQKaFPDI TQKaFPdI TQKaFadI TQKaFadR TQKaFADI TQKaFADL TQKaFAdI TQKaFiDL TQKaFidI TQKaFIDI TQKaFIDL TQKaPADL TQKIAcDL TQKIACDI TQKIACDR TQKIAIDI TQKIAIDR TQKIacDI TQKIaaDI TQKIaaDR TQKIaaDL TQKIIcDR TQKIFaDI TQKIFaDR TQKIFaDL TQKIFadI TQKIFadR TQKIFiDL TQKIFidI TQKIFidR TQKIPcDI TQKIPcdI TQKIPaDL TQKIPadI TQKIPadR TQKIPadL TQKICfdI TQKiAfDI TQKiAFDI TQKiAFDR TQKiAFDL TQKiAcDI TQKiAADI TQKiAADR TQKiAADL TQKFAfDI TQKFAfDL TQKFAFDI TQKFACdI TQKFAaDR TQKFAadI TQKFAadR TQKFAADI TQKFAADR TQKFAADL TQKFAAdI TQKFAiDR TQKFAiDL TQKFAIDR TQKFAIDL TQKFAIdI TQKFaaDI TQKFaaDR TQKFaadI TQKFaadR

TQKFaiDR TQKFaiDL TQKFaidI TQKFaIDI TQKFaIDR TQKFaIDL TQKFaIdI TQKFaIdR TQKFIfDI TQKFIfDL TQKFIfdI TQKFIFDI TQKFIFdI TQKFIcDI TQKFIcDL TQKFIcdI TQKFICDI TQKFICDL TQKFIaDI TQKFIaDR TQKFIaDL TQKFIadI TQKFIadR TQKFIADI TQKFIADR TQKFIADL TQKFIAdI TQKFIiDI TQKFIiDR TQKFIiDL TQKFIidI TQKFIIDL TQKFifDL TQKFifdI TQKFiFDI TQKFiFdI TQKFiaDI TQKFiadI TQKFiadR TQKFFfDI TQKFFFDI TQKFFFDL TQKFFFdL TQKFFaDR TQKFFaDL TQKFFadI TQKFFadL TQKFFADI TQKFFADR TQKFFADL TQKFFAdI TQKFFiDL TQKFFIDR TQKFFIDL TQKFFIdR TQKFPfDL TQKFPfdI TQKFPcDI TQKFPcDL TQKFPcdI TQKFPaDR TQKFPaDL TQKFPADI TQKFPADR TQKFPADL TQKFPAdI TQKFPiDR



103

TQKFPiDL TQKFPIDI TQKFPIDR TQKFPIDL TQKFPIdI TQKFCfDI TQKFCfDL TQKFCfdI TQKPAfdI TQKPAfdL TQKPAcDI TQKPAcdI TQKPAcdR TQKPAcdL TQKPApdI TQKPApdR TQKPApdL TQKPacDL TQKPaCDI TQKPaCDL TQKPIfDI TQKPIfDL TQKPIfdI TQKPIfdL TQKPIFDR TQKPIFDL TQKPIcDI TQKPIcDL TQKPIcdR TQKPIcdL TQKPICDI TQKPICDL TQKPifdI TQKPifdL TQKPFfDI TQKPFfDL TQKPFfdI TQKPFaDI TQKPFaDR TQKPFaDL TQKPFadI TQKPFADI TQKPFADR TQKPFADL TQKPFiDR TQKPFiDL TQKPFIDI TQKPFIDR TQKPFIdL TQKPPfDI TQKPPfDL TQKPPfdI TQKPPfdL TQKPPcDI TQKPPIDR TQKCFIdI TQKCFIdR TQKCPfdI TQKCPfdR TQKCPfdL TQkAIiDR TQkAFiDR TQkAPiDR TQkaAFDI TQkaAFDR TQkaAFDL TQkaAADR

TQkaAIDR TQkaaFDI TQkaaFDR TQkaaFDL TQkaaCDR TQkaaIDI TQkaaIDR TQkaIFDR TQkaIFDL TQkaICDI TQkaICDR TQkaFFDR TQkaFFDL TQkaFFdR TQkaFCDR TQkaFCDL TQkaFCdI TQkaFCdR TQkaFPdI TQkaFPdR TQkaFADR TQkaFAdR TQkaFIDI TQkaFIDR TQkaFIDL TQkaFIdI TQkaFIdR TQkaPIDI TQkaPIDR TQkIAfDI TQkIAfDL TQkIAFDI TQkIAFDR TQkIAFDL TQkIAiDR TQkIafDI TQkIafDL TQkIacDL TQkIaCDI TQkIaCDR TQkIIfDI TQkIIfDR TQkIIfdI TQkIiFDR TQkIFfDI TQkIFfDL TQkIFfdI TQkIFFDI TQkIFFDR TQkIFFDL TQkIFFdI TQkIFFdR TQkIFFdL TQkIFiDL TQkIFIdR TQkIPfDI TQkIPfDL TQkIPCDI TQkiAFDR TQkiAADI TQkiAADR TQkiAADL TQkiFIDR TQkiFIDL TQkiFIdR TQkFAfDL TQkFAcDL

TQkFAiDI TQkFAiDR TQkFAiDL TQkFAidI TQkFAIDL TQkFaiDI TQkFaiDR TQkFaiDL TQkFaIDR TQkFaIDL TQkFIfDL TQkFIcDR TQkFIcDL TQkFIiDI TQkFIiDL TQkFFfDL TQkFFiDL TQkFFIDL TQkFPfDL TQkFPcDL TQkFPiDI TQkFPiDL TQkFPIDL TQkFCfDL TQkFCFDI TQkFCFDR TQkFCFDL TQkFCFdI TQkPAfDL TQkPAfdI TQkPAfdR TQkPAfdL TQkPAFDR TQkPAFDL TQkPAcdI TQkPAcdR TQkPAcdL TQkPafdI TQkPafdR TQkPafdL TQkPaIDI TQkPaIDR TQkPIfDL TQkPIfdI TQkPIfdR TQkPIfdL TQkPIFDR TQkPIcdI TQkPIcdR TQkPIcdL TQkPIpdI TQkPIpdR TQkPIpdL TQkPifDR TQkPifdI TQkPifdR TQkPifdL TQkPiFDL TQkPFfdL TQkPFFDR TQkPFFDL TQkPFiDL TQkPFIDR TQkPFIDL TQkPFIdL TQkPPfDL TQkPPfdI

TQkPPfdR TQkPPfdL TQkCFIdR TQkCPfdI TQkCPfdR TQkCPfdL TQLAAfDI TQLAAfDR TQLAAfDL TQLAAFDI TQLAAFDR TQLAAFDL TQLAAcDI TQLAAaDI TQLAAaDR TQLAAaDL TQLAacDI TQLAaiDI TQLAaIDI TQLAIFDR TQLAIFDL TQLAIiDI TQLAIiDR TQLAIIDI TQLAIIDR TQLAFfDI TQLAFfDR TQLAFfDL TQLAFfdI TQLAFfdR TQLAFaDI TQLAFaDR TQLAFaDL TQLAFadI TQLAFadR TQLAFADI TQLAFADR TQLAFADL TQLAFAdI TQLAFAdR TQLAFiDI TQLAFiDR TQLAFiDL TQLAFidI TQLAFidR TQLAFIDL TQLAFIdI TQLAFIdR TQLAPfDI TQLAPfDR TQLAPfDL TQLAPFDI TQLAPFDR TQLAPFDL TQLAPcDI TQLAPiDI TQLAPiDR TQLAPidI TQLAPIDI TQLAPIDR TQLACfdI TQLaAFDL TQLaACDR TQLaACDL TQLaAPDR TQLaAPDL TQLaAADI

TQLaAADR TQLaAADL TQLaAIDR TQLaaFDI TQLaaFDL TQLaaCDI TQLaaiDI TQLaaiDR TQLaaIDI TQLaaIDR TQLaIFDR TQLaIFDL TQLaICDI TQLaIADR TQLaIADL TQLaFFDI TQLaFFDL TQLaFcDI TQLaFcdI TQLaFCDI TQLaFCDL TQLaFadI TQLaFadR TQLaFADI TQLaFADR TQLaFADL TQLaFAdI TQLaFAdR TQLaFiDL TQLaFidI TQLaFidR TQLaFidL TQLaFIDI TQLaFIDR TQLaFIDL TQLaPFDI TQLaPFDL TQLaPCDI TQLIAcDL TQLIACDR TQLIAADI TQLIAADR TQLIAADL TQLIAiDI TQLIAiDR TQLIacDI TQLIaCDI TQLIaCDR TQLIaaDI TQLIaaDR TQLIaaDL TQLIaADI TQLIaADR TQLIaADL TQLIIcDI TQLIICDI TQLIICDR TQLIFaDI TQLIFaDR TQLIFaDL TQLIFadI TQLIFiDL TQLIFidI TQLIFidR TQLIFIDL TQLIFIdI TQLIFIdR

TQLIPcDI TQLIPcdI TQLIPcdL TQLIPCDI TQLIPCDR TQLIPpDI TQLIPadI TQLiAFDL TQLFAFDI TQLFAFdI TQLFACdI TQLFAaDR TQLFAaDL TQLFAadI TQLFAadR TQLFAADR TQLFAAdR TQLFAiDI TQLFAiDR TQLFAiDL TQLFAidR TQLFAIDI TQLFAIDR TQLFAIdI TQLFAIdR TQLFaFDI TQLFaFdI TQLFaaDI TQLFaaDR TQLFaaDL TQLFaadI TQLFaadR TQLFaADI TQLFaADR TQLFaADL TQLFaAdR TQLFaiDR TQLFaiDL TQLFaidR TQLFaIDR TQLFaIDL TQLFaIdI TQLFaIdR TQLFICDI TQLFICDL TQLFICdI TQLFIaDI TQLFIaDR TQLFIaDL TQLFIadR TQLFIADR TQLFIADL TQLFIAdR TQLFIiDI TQLFIiDR TQLFIiDL TQLFIidI TQLFIidR TQLFIIDR TQLFIIDL TQLFIIdR TQLFiaDI TQLFiaDR TQLFiaDL TQLFiadI TQLFiadR TQLFFFDI

TQLFFFDL TQLFFaDI TQLFFaDR TQLFFadR TQLFFADI TQLFFADR TQLFFAdI TQLFFAdR TQLFFiDI TQLFFiDR TQLFFiDL TQLFFidR TQLFFidL TQLFFIDI TQLFFIDR TQLFFIDL TQLFFIdI TQLFFIdR TQLFPFdI TQLFPCDI TQLFPaDI TQLFPaDR TQLFPaDL TQLFPadI TQLFPadR TQLFPADR TQLFPADL TQLFPAdR TQLFPiDR TQLFPidI TQLFPidR TQLFPIDR TQLFPIDL TQLFPIdI TQLFPIdR TQLFPIdL TQLFCfDI TQLFCfDR TQLFCfDL TQLFCfdI TQLFCFDR TQLFCFdR TQLPAfDL TQLPAFDI TQLPAFDR TQLPAFDL TQLPAcdI TQLPAcdR TQLPAcdL TQLPACDI TQLPACDL TQLPAaDL TQLPaFDR TQLPaFDL TQLPaFdI TQLPaFdL TQLPaCDI TQLPaCDL TQLPIfdI TQLPIFDI TQLPIFDR TQLPIFDL TQLPIcDL TQLPIcdI TQLPIcdR TQLPIcdL TQLPICDL



104

TQLPiFDR TQLPiFDL TQLPFfDL TQLPFFDR TQLPFFDL TQLPFaDI TQLPFaDL TQLPFadI TQLPFadR TQLPFADR TQLPFADL TQLPFAdI TQLPFiDI TQLPFiDR TQLPFiDL TQLPFidR TQLPFIDR TQLPFIDL TQLPFIdI TQLPFIdR TQLPFIdL TQLPPfDI TQLPPfDL TQLPPFDR TQLPPFDL TQLPPFdI TQLPPaDR TQLCFFdR TQLCPfdI TQLCPfdR TQLCPfdL TQlAFIDL TQlaAcDI TQlaAADR TQlaIFDR TQlaIFDL TQlaIcDI TQlaICDL TQlaIADR TQlaIADL TQlaFpdI TQlaFADR TQlaFAdR TQlaFIdR TQlIAfDR TQlIAfDL TQlIAcDI TQlIAcDL TQlIApDR TQlIafDR TQlIafDL TQlIacDI TQlIIfDI TQlIIfDR TQlIIfDL TQlIIfdI TQlIIFDI TQlIIFDR TQlIIFDL TQlIIcDI TQlIICDR TQlIFfDR TQlIFfDL TQlIFfdR TQlIPfDR TQlIPcDI TQlFAfDI

TQlFAfdI TQlFAiDI TQlFAidI TQlFAIDR TQlFAIDL TQlFaiDI TQlFaidI TQlFaIDR TQlFaIDL TQlFIfDI TQlFIfdI TQlFIcDI TQlFIcdI TQlFIIDI TQlFIIDL TQlFFIDL TQlFPcDI TQlFPcdI TQlFPiDI TQlFPidI TQlFPIDI TQlFPIDR TQlFPIDL TQlFCfDI TQlFCfdI TQlPAfDI TQlPAfdI TQlPAFdI TQlPAcdI TQlPAcdR TQlPAcdL TQlPApdI TQlPApdR TQlPApdL TQlPaFdI TQlPacDI TQlPIfDI TQlPIcDI TQlPIcdI TQlPIcdR TQlPIcdL TQlPifdI TQlPiFdI TQlPFIDR TQlPFIDL TQlPPfDI TQlCFfdI TQlCPfdI TQlCPfdR TQlCPfdL TQlCPFdI TQlCPFdR TQlCPFdL TQMAAfDR TQMAAfDL TQMAAFDI TQMAAFDR TQMAAFDL TQMAAcDI TQMAAcDL TQMAAaDI TQMAAaDR TQMAAaDL TQMAAiDI TQMAAiDL TQMAAIDI TQMAAIDR

TQMAAIDL TQMAacDI TQMAacDL TQMAIfDR TQMAIcDI TQMAIcDL TQMAICDI TQMAFfDR TQMAFfDL TQMAFfdR TQMAFFdI TQMAFFdR TQMAFaDI TQMAFaDR TQMAFaDL TQMAFadI TQMAFadR TQMAFADI TQMAFADR TQMAFADL TQMAFAdI TQMAFAdR TQMAFiDI TQMAFiDR TQMAFidI TQMAFidR TQMAFIDI TQMAFIDR TQMAFIDL TQMAFIdR TQMAPFDI TQMAPFDR TQMAPFDL TQMAPcDI TQMAPcDL TQMAPCDI TQMAPAdI TQMAPAdR TQMAPAdL TQMACfdI TQMaAfDR TQMaAfDL TQMaAFDR TQMaAFDL TQMaAcDI TQMaAADI TQMaAADL TQMaafDI TQMaafDR TQMaafDL TQMaaFDR TQMaaFDL TQMaacDR TQMaaCDR TQMaaCDL TQMaaiDI TQMaaiDR TQMaaIDI TQMaIFDL TQMaIcDI TQMaIpDR TQMaIADI TQMaIADL TQMaFFDR TQMaFFDL TQMaFFdR TQMaFcDR

TQMaFcDL TQMaFadI TQMaFadR TQMaFADI TQMaFADR TQMaFADL TQMaFAdI TQMaFAdR TQMaFiDL TQMaFidR TQMaFIDI TQMaFIDL TQMaFIdR TQMaPFDR TQMaPFDL TQMaPCDR TQMaPCDL TQMIAfDI TQMIAfDL TQMIAcDR TQMIAaDI TQMIAaDR TQMIAaDL TQMIiADR TQMIiADL TQMIFfDI TQMIFfDL TQMIFfdI TQMIFaDI TQMIFaDR TQMIFaDL TQMIFadI TQMIFadR TQMIFadL TQMIPfDI TQMIPfDL TQMIPcDR TQMIPcdI TQMICfdI TQMICfdR TQMiAfDR TQMiAfDL TQMiAFDL TQMiIADI TQMiIADL TQMiPfDR TQMiPfDL TQMFAfDL TQMFAFDR TQMFAFDL TQMFAcDI TQMFAcDR TQMFAcDL TQMFACDR TQMFACDL TQMFACdI TQMFACdR TQMFAaDI TQMFAaDR TQMFAaDL TQMFAadI TQMFAadR TQMFAADR TQMFAADL TQMFAAdR TQMFAiDR TQMFAidR

TQMFAIDR TQMFAIdI TQMFaFDL TQMFaADR TQMFaAdI TQMFaAdR TQMFaiDR TQMFaidR TQMFaIDI TQMFaIDR TQMFaIDL TQMFaIdR TQMFIfDL TQMFIFDR TQMFIFDL TQMFIFdI TQMFIcDR TQMFIcDL TQMFIcdR TQMFICDR TQMFICDL TQMFICdR TQMFIaDI TQMFIaDR TQMFIaDL TQMFIadI TQMFIadR TQMFIADI TQMFIADR TQMFIAdI TQMFIAdR TQMFIIDI TQMFIIDR TQMFIIdI TQMFiFDR TQMFiFDL TQMFiFdI TQMFiADR TQMFiADL TQMFiAdI TQMFiAdR TQMFFfDL TQMFFFDI TQMFFFDR TQMFFFDL TQMFFaDI TQMFFaDR TQMFFaDL TQMFFADR TQMFFADL TQMFFiDR TQMFFIDR TQMFPfDI TQMFPfDR TQMFPfDL TQMFPFDI TQMFPFDR TQMFPFDL TQMFPFdI TQMFPFdR TQMFPcdI TQMFPCDL TQMFPaDR TQMFPaDL TQMFPadI TQMFPadR TQMFPADL

TQMFPAdR TQMFPiDR TQMFPidI TQMFPidR TQMFPIDR TQMFPIDL TQMFPIdR TQMFCfDR TQMFCfdR TQMFCFDR TQMFCFDL TQMFCFdI TQMFCFdR TQMPAfDR TQMPAfDL TQMPAfdI TQMPAfdR TQMPAfdL TQMPAFdI TQMPAFdL TQMPAcDI TQMPACDI TQMPACDR TQMPaFDR TQMPaFdI TQMPaFdL TQMPaCDR TQMPIfDR TQMPIfDL TQMPIfdI TQMPIfdL TQMPIFDR TQMPIcDR TQMPIcdR TQMPICDR TQMPifdI TQMPiFDR TQMPiFDL TQMPFFDL TQMPFFdL TQMPFaDI TQMPFaDR TQMPFaDL TQMPFadR TQMPFADR TQMPFAdR TQMPFiDR TQMPFIDR TQMPFIDL TQMPPfDL TQMPPFDR TQMPPFDL TQMCFfdR TQMCFFdR TQMCPfdI TQMCPfdR TQMCPfdL TQmAAiDI TQmAAiDL TQmAAIDI TQmaAFDL TQmaACDR TQmaACDL TQmaAPDR TQmaAPDL TQmaAADI TQmaAADR

TQmaAADL TQmaAIDR TQmaaFDL TQmaaIDR TQmaIFDI TQmaIFDL TQmaIcDI TQmaIADL TQmaFCDL TQmaFADR TQmaFADL TQmaFidR TQmaFIDR TQmaFIDL TQmaPFDI TQmaPFDL TQmaPADI TQmaPADR TQmaPADL TQmaPIDI TQmaPIDR TQmIAcDI TQmIIfDI TQmIIfDR TQmIIfDL TQmIifDI TQmIifDR TQmIifDL TQmIiFDR TQmIFIdI TQmIPFdR TQmIPidI TQmiAFDL TQmiIADR TQmiIADL TQmiFAdI TQmiFAdR TQmiFIDL TQmFICDL TQmPAfdI TQmPAfdR TQmPAfdL TQmPAcdI TQmPAcdR TQmPAcdL TQmPApdI TQmPApdR TQmPApdL TQmPafdI TQmPafdL TQmPIfdI TQmPIcDI TQmPIcdI TQmPIcdR TQmPIcdL TQmPIpdI TQmPIpdR TQmPIpdL TQmPifdI TQmCPfdI TQmCPfdR TQmCPfdL TQNAAADR TQNAAIDI TQNAAIDR TQNAaiDI TQNAaIDR



105

TQNAIaDR TQNAIiDR TQNAIIDI TQNAIIDR TQNAIIDL TQNAFADR TQNAFAdR TQNAFidI TQNAFIDI TQNAFIDR TQNAFIdI TQNaAADI TQNaAADL TQNaAiDI TQNaAiDR TQNaAiDL TQNaAIDI TQNaAIDL TQNaaADI TQNaaADR TQNaIIDI TQNaIIDL TQNaFAdR TQNaPADI TQNaPADR TQNaPADL TQNaPIDI TQNaPIDL TQNIAADI TQNIAADR TQNIAIDI TQNIAIDL TQNIaADI TQNIIADI TQNIIADR TQNIIADL TQNIFaDR TQNIFADR TQNIFAdI TQNIFAdR TQNIFiDR TQNIFIDR TQNIFIdI TQNIFIdR TQNIPIDL TQNiFADR TQNiFAdR TQNiFIDI TQNiFIDR TQNiFIdI TQNFAaDR TQNFIaDR TQnAAaDL TQnaAADR TQnaAIDR TQnaaADI TQnaaADL TQnaaIDI TQnaaIDR TQnaaIDL TQnaPADI TQnaPADR TQnaPADL TQnaPIDR TQnIaaDI TQnIaiDI TQnIFaDI

TQWAAfDI TQWAAfDR TQWAAfDL TQWAAFDR TQWAAFDL TQWAACDR TQWAACDL TQWAAaDI TQWAAaDR TQWAAaDL TQWAAADI TQWAAADR TQWAAADL TQWAAiDI TQWAAiDL TQWAacDI TQWAacDL TQWAaiDI TQWAIfDI TQWAIfDL TQWAIcDI TQWAIcDL TQWAIpDR TQWAIiDI TQWAIiDR TQWAFfDL TQWAFfdI TQWAFFdR TQWAFaDI TQWAFaDR TQWAFaDL TQWAFadI TQWAFadR TQWAFADR TQWAFADL TQWAFAdI TQWAFAdR TQWAFiDI TQWAFiDR TQWAFiDL TQWAFIDR TQWAFIDL TQWAFIdR TQWAPfDI TQWAPcDI TQWAPcDL TQWAPcdI TQWAPiDI TQWAPiDR TQWACfdI TQWaAfDI TQWaAfDL TQWaAFDI TQWaAFDR TQWaAFDL TQWaAcDI TQWaAcDL TQWaACDI TQWaACDL TQWaApdI TQWaAPDI TQWaAPDL TQWaAaDI TQWaAaDR TQWaAaDL TQWaAADI TQWaAADL

TQWaafDL TQWaaFDI TQWaaFDR TQWaaFDL TQWaacDI TQWaaCDI TQWaaiDI TQWaaiDR TQWaIFDL TQWaIcDI TQWaIcDR TQWaFfDL TQWaFFDI TQWaFFDL TQWaFFdR TQWaFFdL TQWaFcDI TQWaFcDL TQWaFcdI TQWaFCDI TQWaFCDL TQWaFpdI TQWaFPdI TQWaFadI TQWaFadR TQWaFADI TQWaFADL TQWaFiDL TQWaFidI TQWIAcDI TQWIAcDL TQWIACDI TQWIACDR TQWIAaDI TQWIAaDR TQWIAaDL TQWIacDI TQWIaaDI TQWIaaDR TQWIaaDL TQWIIcDI TQWIIcDR TQWIFaDI TQWIFaDR TQWIFaDL TQWIFadI TQWIFadR TQWIFiDL TQWIFidR TQWIFIdI TQWIPcDI TQWIPcdI TQWIPadI TQWIPadR TQWIPadL TQWiAfDL TQWiAFDI TQWiAFDR TQWiAFDL TQWiAcDI TQWiAADI TQWiAADR TQWiAADL TQWFAfDI TQWFAfDL TQWFAcDL TQWFAaDR

TQWFAaDL TQWFAadI TQWFAadR TQWFAADI TQWFAADR TQWFAADL TQWFAAdI TQWFAiDR TQWFAiDL TQWFAIDR TQWFAIDL TQWFAIdR TQWFaaDR TQWFaaDL TQWFaadI TQWFaadR TQWFaiDL TQWFaidI TQWFaIDR TQWFaIdI TQWFaIdR TQWFIfDI TQWFIfdI TQWFIFDI TQWFIFdI TQWFIcDI TQWFICDI TQWFICDR TQWFICDL TQWFICdI TQWFIaDI TQWFIaDR TQWFIaDL TQWFIadI TQWFIadR TQWFIADI TQWFIADR TQWFIADL TQWFIAdI TQWFifdI TQWFifdL TQWFiaDR TQWFiaDL TQWFiadI TQWFiadR TQWFFfDI TQWFFfDL TQWFFFDI TQWFFFDL TQWFFaDI TQWFFaDR TQWFFaDL TQWFFADI TQWFFADR TQWFFADL TQWFFiDL TQWFFIDR TQWFPfDI TQWFPfDL TQWFPcDI TQWFPcDL TQWFPadI TQWFPadR TQWFPADI TQWFPADR TQWFPADL TQWFPAdI

TQWFPIDI TQWFPIDR TQWFPIDL TQWFPIdI TQWFPIdR TQWFCfDI TQWFCfDL TQWPAfDI TQWPAfDL TQWPAfdI TQWPAcDI TQWPAcdR TQWPAcdL TQWPApdI TQWPApdR TQWPApdL TQWPafdI TQWPacDI TQWPaCDI TQWPaCDL TQWPIfDI TQWPIfDL TQWPIfdI TQWPIFDR TQWPIcDI TQWPIcdR TQWPIcdL TQWPICDI TQWPICDL TQWPifdI TQWPFfDI TQWPFfDL TQWPFfdL TQWPFaDL TQWPFadR TQWPFADI TQWPFADR TQWPFADL TQWPFAdI TQWPFIDR TQWPFIDL TQWPFIdR TQWPPfDI TQWPPfDL TQWPPfdI TQWPPcDI TQWPPCDI TQWPPIDR TQWCFIdR TQWCPfdI TQWCPfdR TQWCPfdL TQwAAFDL TQwAaiDI TQwAIfDL TQwAIiDI TQwAIiDR TQwAiFDL TQwAFFDL TQwAFiDI TQwAFiDR TQwAFiDL TQwAFidI TQwAFIDI TQwAFIDL TQwAFIdI TQwAPfDL

TQwAPiDI TQwAPiDR TQwAPidI TQwACfdI TQwaAFDI TQwaAFDR TQwaAFDL TQwaACDL TQwaAPDL TQwaAADR TQwaAIDR TQwaaFDR TQwaaCDR TQwaaiDI TQwaaIDI TQwaaIDR TQwaIFDL TQwaICDI TQwaFfDL TQwaFFDR TQwaFFDL TQwaFFdR TQwaFCDI TQwaFCDR TQwaFCDL TQwaFCdI TQwaFCdR TQwaFPdI TQwaFPdR TQwaFADR TQwaFADL TQwaFAdR TQwaFiDL TQwaFidI TQwaFIDI TQwaFIDR TQwaFIDL TQwaFIdI TQwaPIDR TQwIAfDI TQwIAfDL TQwIAFDI TQwIAFDR TQwIAFDL TQwIACDR TQwIAiDI TQwIAIDR TQwIafDL TQwIacDI TQwIacDL TQwIaCDI TQwIaCDR TQwIaIDI TQwIaIDR TQwIIfDI TQwIIcDI TQwIFfDI TQwIFfDL TQwIFfdI TQwIFFDI TQwIFFDR TQwIFFDL TQwIFFdI TQwIFFdR TQwIFiDL TQwIPfDI TQwIPcDI

TQwIPCDI TQwIPadI TQwIPadR TQwIPadL TQwIPIDI TQwiAADI TQwiAADR TQwiAADL TQwiFIDR TQwiFIDL TQwiFIdR TQwFAfDR TQwFAfDL TQwFAcDL TQwFAiDI TQwFAiDR TQwFAiDL TQwFAidI TQwFAIDI TQwFAIDR TQwFAIDL TQwFAIdI TQwFAIdR TQwFaiDI TQwFaiDL TQwFaidI TQwFaIDI TQwFaIDR TQwFaIDL TQwFaIdI TQwFaIdR TQwFIfDL TQwFIcDI TQwFIcDR TQwFIcDL TQwFICDL TQwFIADR TQwFIAdR TQwFIIDL TQwFFfDL TQwFFFDL TQwFFiDI TQwFFiDL TQwFPfDR TQwFPfDL TQwFPcDL TQwFPiDI TQwFPiDL TQwFPidI TQwFPIDI TQwFPIDL TQwFPIdI TQwFCfDR TQwFCfDL TQwFCFDI TQwFCFDR TQwFCFDL TQwFCFdI TQwPAfDR TQwPAfDL TQwPAfdR TQwPAfdL TQwPAFDI TQwPAFDR TQwPAFDL TQwPAcdI TQwPAcdR



106

TQwPAcdL TQwPAIDI TQwPAIDR TQwPaIDR TQwPIfDR TQwPIfDL TQwPIfdI TQwPIfdR TQwPIfdL TQwPIFDR TQwPIFDL TQwPIcdI TQwPIcdR TQwPIcdL TQwPifdI TQwPifdR TQwPifdL TQwPiFDI TQwPiFDR TQwPiFDL TQwPFfdL TQwPFFDI TQwPFFDR TQwPFFDL TQwPFIDI TQwPFIDR TQwPFIDL TQwPFIdI TQwPFIdR TQwPFIdL TQwPPfDR TQwPPfDL TQwPPfdI TQwPPfdR TQwPPfdL TQwPPIDI TQwPPIDR TQwCFFdI TQwCFIdI TQwCFIdR TQwCPfdI TQwCPfdR TQwCPfdL TQXAAfDI TQXAAfDR TQXAAfDL TQXAAFDI TQXAAFDR TQXAAcDI TQXAACDL TQXAAaDI TQXAAaDR TQXAAaDL TQXAacDI TQXAaiDI TQXAaIDI TQXAIcDI TQXAIcDL TQXAIiDI TQXAIiDR TQXAIIDI TQXAIIDR TQXAFfDI TQXAFfDL TQXAFfdI TQXAFfdR TQXAFFdI

TQXAFaDI TQXAFaDR TQXAFaDL TQXAFadI TQXAFadR TQXAFAdR TQXAFiDI TQXAFiDR TQXAFiDL TQXAFidI TQXAFidR TQXAPfDI TQXAPfDR TQXAPfDL TQXAPcdI TQXAPiDI TQXAPiDR TQXAPidI TQXAPIDI TQXAPIDR TQXAPIdI TQXACfdI TQXaACDR TQXaACDL TQXaAPDR TQXaAPDL TQXaAADI TQXaAADR TQXaAADL TQXaaiDI TQXaaiDR TQXaIFDL TQXaIADL TQXaFcDI TQXaFcdI TQXaFadI TQXaFadR TQXaFADI TQXaFADR TQXaFADL TQXaFAdI TQXaFAdL TQXaFiDL TQXaFidI TQXaFidR TQXIAfDR TQXIAfDL TQXIAFDI TQXIAFDR TQXIAFDL TQXIApDR TQXIAADI TQXIAADL TQXIAiDI TQXIAiDR TQXIaFDI TQXIaFDR TQXIaFDL TQXIacDI TQXIaaDI TQXIaaDR TQXIaaDL TQXIaADI TQXIaADR TQXIaADL TQXIIcDI TQXIiFDI

TQXIiFDL TQXIFfDR TQXIFfDL TQXIFfdR TQXIFFDI TQXIFFDL TQXIFFdI TQXIFaDI TQXIFaDR TQXIFaDL TQXIFadI TQXIFADI TQXIFADL TQXIFAdI TQXIFiDI TQXIFiDL TQXIFidI TQXIFidR TQXIFIDL TQXIFIdI TQXIPfDR TQXIPfDL TQXIPFDI TQXIPFDR TQXIPFDL TQXIPcdI TQXIPcdL TQXIPadI TQXIPiDR TQXFAcDI TQXFAaDI TQXFAaDR TQXFAaDL TQXFAadI TQXFAadR TQXFAADR TQXFAADL TQXFAAdR TQXFAiDL TQXFAidR TQXFAIDR TQXFAIDL TQXFAIdI TQXFAIdR TQXFaaDI TQXFaaDL TQXFaadI TQXFaiDI TQXFaiDR TQXFaiDL TQXFaidR TQXFaIDI TQXFaIDR TQXFaIDL TQXFaIdR TQXFICDI TQXFICDL TQXFICdI TQXFIaDI TQXFIaDR TQXFIaDL TQXFIadR TQXFIADR TQXFIAdR TQXFIiDI TQXFIiDR TQXFIiDL

TQXFIIDI TQXFIIDR TQXFIIdI TQXFIIdR TQXFiaDI TQXFiaDR TQXFiadR TQXFFFDI TQXFFFDL TQXFFaDI TQXFFaDR TQXFFADR TQXFFADL TQXFFiDI TQXFFiDR TQXFFIDI TQXFFIDR TQXFPCDI TQXFPCdI TQXFPaDI TQXFPaDR TQXFPadI TQXFPadR TQXFPADR TQXFPAdR TQXFPiDI TQXFPiDL TQXFPidR TQXFPIDI TQXFPIDR TQXFPIDL TQXFPIdI TQXFPIdR TQXFCfDI TQXFCfDR TQXFCfDL TQXFCFDR TQXFCFdR TQXPAfDI TQXPAfDL TQXPAFDR TQXPAcDI TQXPAcDL TQXPAcdI TQXPAcdR TQXPAcdL TQXPaFDR TQXPaFDL TQXPacDI TQXPaCDI TQXPaCDL TQXPIfdR TQXPIFDR TQXPIFDL TQXPIcdI TQXPIcdR TQXPIcdL TQXPICDI TQXPICDL TQXPifdR TQXPiFDR TQXPiFDL TQXPFfDL TQXPFFDR TQXPFADL TQXPFAdR TQXPFiDI

TQXPFidR TQXPFIDR TQXPFIdI TQXPFIdR TQXPPfDI TQXPPfDL TQXPPfdL TQXPPcDI TQXCFFdR TQXCPfdI TQXCPfdR TQXCPfdL TQxAAfDI TQxAAfDL TQxAAFDR TQxAAFDL TQxAIpDR TQxAIIDR TQxAFiDI TQxAFiDL TQxAFidI TQxAPIdI TQxaAfDI TQxaAFDR TQxaAFDL TQxaAcDI TQxaAADR TQxaafDI TQxaaFDR TQxaaFDL TQxaacDI TQxaaiDI TQxaIFDL TQxaIcDI TQxaIADR TQxaIADL TQxaFcDI TQxaFcdI TQxaFCDR TQxaFCDL TQxaFpdI TQxaFADR TQxaFAdR TQxaFiDL TQxaFidI TQxaPFDR TQxaPFDL TQxIAcDI TQxIACDI TQxIApDR TQxIAiDI TQxIacDI TQxIacDL TQxIaCDI TQxIIFDI TQxIIFDL TQxIIcDI TQxIICDI TQxIPcDI TQxIPadI TQxIPadR TQxIPadL TQxiPfDI TQxFAfDI TQxFAcDI TQxFAiDI TQxFAiDL

TQxFAidI TQxFAIDI TQxFAIDR TQxFAIDL TQxFAIdI TQxFaiDI TQxFaiDL TQxFaIDL TQxFIfDI TQxFIIDI TQxFFFDL TQxFFiDI TQxFFiDL TQxFFIDI TQxFFIDL TQxFPcDI TQxFPiDL TQxFPidI TQxFPIDI TQxFPIDL TQxFPIdI TQxFCfDI TQxFCFDL TQxPAfDI TQxPAFDL TQxPAcdI TQxPAcdR TQxPAcdL TQxPacDI TQxPIfDI TQxPIfdI TQxPIFDR TQxPIFDL TQxPIcDI TQxPIcdI TQxPIcdR TQxPIcdL TQxPifdI TQxPiFDL TQxPFfDI TQxPPcDI TQxCPfdI TQxCPfdR TQxCPfdL TQYAAfDI TQYAAfDL TQYAAFDI TQYAAFDR TQYAAFDL TQYAAcDI TQYAAcDL TQYAAaDI TQYAAaDR TQYAAaDL TQYAacDI TQYAacDL TQYAIfDR TQYAIfDL TQYAIcDI TQYAIcDL TQYAFfdR TQYAFFdR TQYAFaDI TQYAFaDR TQYAFaDL TQYAFadI TQYAFadR

TQYAFadL TQYAFAdI TQYAFAdR TQYAFiDR TQYAFiDL TQYAFidI TQYAFidR TQYAPfdR TQYAPcDI TQYAPcDL TQYACfdI TQYaAfDR TQYaAfDL TQYaAFDR TQYaAFDL TQYaAADI TQYaAADR TQYaAADL TQYaafDR TQYaafDL TQYaaFDR TQYaaFDL TQYaacDR TQYaaCDR TQYaaCDL TQYaaiDR TQYaaIDR TQYaIFDL TQYaIpDR TQYaIADL TQYaFFdR TQYaFcDR TQYaFcdR TQYaFpdR TQYaFADI TQYaFADR TQYaFADL TQYaFAdI TQYaFAdR TQYaFidI TQYaFidR TQYaFIDI TQYaFIDL TQYaFIdR TQYaPFDL TQYaPCDL TQYIAfDI TQYIAfDL TQYIApDR TQYIAaDI TQYIAaDR TQYIAaDL TQYIafDI TQYIafDL TQYIacDR TQYIIFDR TQYIiFDI TQYIiADR TQYIiADL TQYIFfDI TQYIFfDL TQYIFaDR TQYIFaDL TQYIFadI TQYIFadR TQYIPfDI TQYIPcDR



107

TQYICfdI TQYICfdR TQYICfdL TQYiAfDR TQYiAfDL TQYiAFDR TQYiAFDL TQYiIADL TQYiPfDR TQYiPFDR TQYiPFDL TQYFAfDR TQYFAFDR TQYFAFDL TQYFAFdR TQYFAcDR TQYFACDR TQYFACdR TQYFAaDI TQYFAaDR TQYFAadI TQYFAADR TQYFAADL TQYFAAdI TQYFAiDI TQYFAiDR TQYFAidI TQYFAidR TQYFAIDI TQYFAIDR TQYFAIDL TQYFAIdI TQYFAIdR TQYFaFDR TQYFaadI TQYFaADI TQYFaADL TQYFaAdI TQYFaiDI TQYFaiDR TQYFaidR TQYFaIDI TQYFaIDR TQYFaIdR TQYFIFdR TQYFIcDR TQYFICDL TQYFIaDI TQYFIaDR TQYFIaDL TQYFIADR TQYFIAdI TQYFIAdR TQYFiFDR TQYFiFDL TQYFiFdR TQYFiADI TQYFiADR TQYFiADL TQYFiAdI TQYFFFDR TQYFFaDI TQYFFaDL TQYFFADI TQYFFADR TQYFFADL TQYFFiDI

TQYFFiDR TQYFFiDL TQYFFIDI TQYFFIDR TQYFPfDR TQYFPfDL TQYFPFDR TQYFPFDL TQYFPFdR TQYFPcDR TQYFPCDR TQYFPCdR TQYFPaDI TQYFPaDR TQYFPaDL TQYFPADI TQYFPADR TQYFPADL TQYFPAdI TQYFPiDI TQYFPiDR TQYFPidR TQYFPidL TQYFPIDR TQYFPIDL TQYFPIdI TQYFPIdR TQYFCfDR TQYFCfDL TQYFCFDR TQYFCFDL TQYPAfDR TQYPAfdI TQYPAfdR TQYPAfdL TQYPAFDR TQYPAFdI TQYPAFdR TQYPAFdL TQYPAcDR TQYPACDR TQYPafdI TQYPafdR TQYPafdL TQYPaFdI TQYPaFdR TQYPaFdL TQYPacDR TQYPaCDR TQYPIfdI TQYPIfdR TQYPIfdL TQYPIFDR TQYPifdI TQYPifdR TQYPifdL TQYPiFdI TQYPiFdR TQYPiFdL TQYPFfDR TQYPFfdL TQYPFFdR TQYPFaDI TQYPFaDR TQYPFaDL TQYPFadI TQYPFADR

TQYPFADL TQYPFIdR TQYPPFdI TQYPPcDR TQYPPCDR TQYCPfdI TQYCPfdR TQYCPfdL TQyAAiDL TQyAaIDI TQyAIcDR TQyAIIDI TQyAPcdI TQyAPIDI TQyaAFDI TQyaAFDL TQyaAcDI TQyaAcDL TQyaACDI TQyaACDR TQyaACDL TQyaApDR TQyaApDL TQyaApdI TQyaAPDR TQyaAPDL TQyaAADI TQyaAADR TQyaAADL TQyaAIDR TQyaaFDL TQyaacDI TQyaaCDL TQyaaIDR TQyaIFDR TQyaIFDL TQyaIcDI TQyaIcDR TQyaIcdI TQyaIADL TQyaFCDL TQyaFADR TQyaFADL TQyaFIDR TQyaFIDL TQyaPFDL TQyaPCDL TQyaPADL TQyIAcDI TQyIAADI TQyIacDI TQyIIfDI TQyIIfDR TQyIIfDL TQyIIFDL TQyIIcDI TQyIifDI TQyIifDR TQyIifDL TQyIFADI TQyICfdI TQyiIADL TQyiFAdI TQyiPfDL TQyFAfDL TQyFIfDL TQyFIcDI

TQyFIcDL TQyFICDR TQyFICDL TQyFICdR TQyFFfdL TQyFPcDL TQyFPcdL TQyFPCDL TQyFCfDL TQyPAfDL TQyPAfdI TQyPAcDI TQyPAcDL TQyPAcdI TQyPAcdR TQyPAcdL TQyPApdI TQyPApdR TQyPApdL TQyPacDI TQyPaCDI TQyPaCDL TQyPIcDI TQyPIcDL TQyPIcdI TQyPIcdR TQyPIcdL TQyPICDI TQyPICDL TQyPIpdI TQyPIpdR TQyPIpdL TQyPPCDI TQyPPCDL TQyCPfdI TQyCPfdR TQyCPfdL TQZAAADR TQZAAIDI TQZAAIDR TQZAIiDR TQZAIIDI TQZAIIDL TQZAFidI TQZAFIDI TQZAFIDR TQZAFIdI TQZaAADI TQZaAADL TQZaAiDI TQZaAiDR TQZaAiDL TQZaAIDI TQZaAIDL TQZaIIDI TQZaIIDL TQZaFIdI TQZaPADI TQZaPADL TQZaPIDL TQZIAADR TQZIAIDR TQZIAIDL TQZIIADI TQZIIADR TQZIIADL TQZIFADR

TQZIFIDR TQZIFIDL TQZIFIdI TQZIFIdR TQZIPIDL TQZiFIDI TQZiFIDR TQZFIaDR TQzaAADI TQzaAiDI TQzaAiDL TQzaAIDR TQzaaADI TQzaaADL TQzaaIDI TQzaaIDR TQzaaIDL TQzaPADI TQzaPADL TQzaPIDR TQzIAIDI TQzIIADI TQzIIADL TQzIFIDL TQzIFIdI TQzIPAdR TQzIPAdL TQziFIDI TQziFIDL TQziFIdI TQSAAfDI TQSAAfDL TQSAAFDI TQSAAFDR TQSAAFDL TQSAACDI TQSAACDR TQSAACDL TQSAAaDI TQSAAaDR TQSAAaDL TQSAAiDI TQSAAiDL TQSAacDI TQSAacDL TQSAaiDI TQSAIFDI TQSAIFDR TQSAIFDL TQSAIcDI TQSAIcDL TQSAICDI TQSAIiDI TQSAIiDR TQSAFfDI TQSAFfDL TQSAFFDI TQSAFFDR TQSAFFDL TQSAFFdI TQSAFFdR TQSAFaDI TQSAFaDR TQSAFaDL TQSAFadR TQSAFiDI TQSAFiDR

TQSAFiDL TQSAFidI TQSAFidR TQSAFIDI TQSAFIDR TQSAFIDL TQSAFIdI TQSAFIdR TQSAPfDR TQSAPfDL TQSAPcDL TQSAPcdI TQSAPCDI TQSAPCDR TQSAPCDL TQSAPpDI TQSAPpdI TQSAPiDI TQSAPiDR TQSAPidI TQSAPidR TQSAPidL TQSAPIDI TQSAPIDL TQSaAfDI TQSaAfDL TQSaAFDR TQSaAFDL TQSaAcDI TQSaAcDL TQSaACDI TQSaACDR TQSaACDL TQSaApDI TQSaApDR TQSaApDL TQSaApdI TQSaAPDI TQSaAPDR TQSaAaDI TQSaAaDR TQSaAaDL TQSaafDI TQSaafDL TQSaaFDI TQSaaFDL TQSaacDI TQSaaCDI TQSaaiDI TQSaaiDR TQSaIFDL TQSaIcDI TQSaIcDR TQSaFFDI TQSaFFDR TQSaFFDL TQSaFFdI TQSaFFdR TQSaFcDI TQSaFcDL TQSaFCDI TQSaFCDL TQSaFCdI TQSaFadR TQSaFiDL TQSaFidI TQSaFidR

TQSaFIDI TQSaFIDR TQSaFIdI TQSaPfDL TQSaPcDL TQSaPCDL TQSaPIDL TQSIACDI TQSIACDR TQSIAaDI TQSIAaDR TQSIAaDL TQSIacDI TQSIaaDI TQSIaaDR TQSIaaDL TQSIIcDI TQSIIcDR TQSIFaDI TQSIFaDR TQSIFaDL TQSIFadI TQSIFiDL TQSIFidI TQSIPfdI TQSIPcDI TQSIPcdI TQSIPcdR TQSIPcdL TQSIPCDI TQSIPCDR TQSIPCdI TQSIPCdR TQSIPCdL TQSiAfDI TQSiAfDL TQSiAcDI TQSiFIDR TQSiFIDL TQSFAfDL TQSFAfdI TQSFAFDI TQSFAFDL TQSFACDI TQSFACdI TQSFAaDL TQSFAadR TQSFAadL TQSFAiDI TQSFAiDR TQSFAiDL TQSFAidR TQSFAIDI TQSFAIDL TQSFaaDR TQSFaadR TQSFaiDR TQSFaidR TQSFaIDI TQSFaIDR TQSFaIDL TQSFaIdI TQSFaIdR TQSFaIdL TQSFIfDI TQSFIfDL TQSFIfdI



108

TQSFIFDI TQSFIFdI TQSFIcDL TQSFIcdI TQSFICDI TQSFICDR TQSFICDL TQSFICdI TQSFIaDI TQSFIaDR TQSFIaDL TQSFIadL TQSFIiDR TQSFIiDL TQSFIidR TQSFIidL TQSFifDL TQSFiFDL TQSFiFdI TQSFiaDR TQSFiaDL TQSFFFDI TQSFFFDL TQSFFFdI TQSFFaDR TQSFFaDL TQSFFadI TQSFFiDI TQSFFiDR TQSFFiDL TQSFFidR TQSFFIDI TQSFFIDL TQSFFIdI TQSFPfDI TQSFPcDL TQSFPcdI TQSFPpDL TQSFPpdI TQSFPaDR TQSFPaDL TQSFPiDR TQSFPiDL TQSFPidR TQSFPidL TQSFPIDI TQSFPIDL TQSFPIdI TQSFCfDI TQSFCfDL TQSFCFDR TQSFCFdR TQSPAfdI TQSPAfdL TQSPAFDR TQSPAFDL TQSPAcDI TQSPAcDL TQSPAcdI TQSPAcdL TQSPACDI TQSPACDL TQSPApdR TQSPApdL TQSPAIDL TQSPafDI TQSPafdI

TQSPafdL TQSPacDI TQSPacDL TQSPaCDI TQSPaCDL TQSPIfDL TQSPIfdI TQSPIFDR TQSPIcDI TQSPIcdR TQSPICDI TQSPICDL TQSPIpDI TQSPIpdR TQSPIpdL TQSPifdI TQSPiFDR TQSPiFDL TQSPFfDI TQSPFfDL TQSPFfdI TQSPFFDR TQSPFFDL TQSPFFdL TQSPFaDI TQSPFaDR TQSPFadR TQSPFiDI TQSPFIDR TQSPFIDL TQSPFIdL TQSPPfDI TQSPPfDL TQSPPfdI TQSPPCDI TQSPPIDI TQSPPIDL TQSCFFdR TQSCFIdR TQSCPfdI TQSCPfdR TQSCPfdL TQsAacDR TQsAacDL TQsAIpDR TQsAPcDR TQsAPadI TQsAPidI TQsAPIDR TQsaAFDI TQsaAFDR TQsaAFDL TQsaApdI TQsaaFDI TQsaaFDR TQsaaFDL TQsaacDR TQsaaCDR TQsaaIDI TQsaaIDR TQsaIFDR TQsaIFDL TQsaIcDR TQsaIcdI TQsaFFDR TQsaFCDR TQsaFCdI

TQsaFCdR TQsaFIDI TQsaFIDR TQsaFIDL TQsaFIdI TQsaPcDR TQsaPIDR TQsaPIDL TQsIAfDI TQsIAFDI TQsIAFDR TQsIAFDL TQsIAaDR TQsIafDI TQsIacDL TQsIaCDR TQsIaaDR TQsIaaDL TQsIIfDI TQsIIfdI TQsIIcDR TQsIiFDI TQsIiFDR TQsIiFDL TQsIFfDI TQsIFFDI TQsIFFDR TQsIFFDL TQsIFFdI TQsIFFdR TQsIFaDR TQsIFadR TQsIFIdI TQsIPcDL TQsIPCDR TQsIPadI TQsiAFDR TQsiFAdR TQsiFIDI TQsiFIDR TQsiFIDL TQsFAfDR TQsFAcDR TQsFAiDL TQsFaiDL TQsFaIDL TQsFIfDR TQsFIcDR TQsFIiDL TQsFifDR TQsFPfDR TQsFPpDR TQsFPiDL TQsPAfDR TQsPAcdI TQsPAcdR TQsPAcdL TQsPafdR TQsPIfDR TQsPIfdI TQsPIfdR TQsPIfdL TQsPIcdI TQsPIcdR TQsPIcdL TQsPIpdI TQsPIpdR

TQsPIpdL TQsPifdI TQsPifdR TQsPifdL TQsPFfDR TQsPFiDL TQsPPfDR TQsPPfdI TQsPPfdR TQsPPfdL TQsCPfdI TQsCPfdR TQsCPfdL TQTAAfDI TQTAAfDR TQTAAfDL TQTAAFDI TQTAAFDR TQTAAFDL TQTAAiDI TQTAAiDL TQTAAIDI TQTAAIDL TQTAaFDR TQTAaFDL TQTAacDI TQTAacDL TQTAaADI TQTAaADR TQTAaADL TQTAaiDI TQTAIfDI TQTAIfDL TQTAIFDR TQTAIFDL TQTAIcDI TQTAIpDI TQTAIpDR TQTAIADR TQTAIADL TQTAIiDI TQTAIiDR TQTAFfDI TQTAFfDL TQTAFfdI TQTAFFDI TQTAFFDR TQTAFFDL TQTAFFdR TQTAFIDI TQTAFIDR TQTAFIDL TQTAFIdI TQTAFIdR TQTAPfDI TQTAPfDR TQTAPfDL TQTAPFDI TQTAPFDL TQTAPcDI TQTAPcDR TQTAPcDL TQTAPCdR TQTAPCdL TQTAPpDI TQTAPpDR TQTAPpDL

TQTAPiDI TQTAPidI TQTAPidR TQTAPidL TQTAPIDI TQTAPIDL TQTAPIdI TQTaAfDI TQTaAfDL TQTaAFDI TQTaAcDI TQTaAcDL TQTaACDI TQTaACDR TQTaACDL TQTaApDI TQTaApDL TQTaApdI TQTaAPDI TQTaAPDR TQTaAPDL TQTaAADI TQTaAADL TQTaafDI TQTaafDL TQTaaFDI TQTaacDI TQTaaCDI TQTaaCDL TQTaaADI TQTaaADL TQTaaIDR TQTaIFDR TQTaIFDL TQTaIcDI TQTaIcDR TQTaIcdI TQTaICDI TQTaICDL TQTaIpDI TQTaIADI TQTaIADR TQTaIADL TQTaFFDI TQTaFFDL TQTaFFdI TQTaFcDI TQTaFcDL TQTaFcdI TQTaFCDI TQTaFCdL TQTaFpdI TQTaFADI TQTaFADL TQTaFAdI TQTaFIDI TQTaFIDR TQTaFIDL TQTaFIdI TQTaFIdR TQTaPfDL TQTaPFDI TQTaPFDL TQTaPFdL TQTaPcDL TQTaPCDI TQTaPCDR

TQTaPCDL TQTaPIDL TQTIAcDI TQTIAcDL TQTIACDI TQTIACDR TQTIAaDI TQTIAaDR TQTIAaDL TQTIAIDI TQTIAIDR TQTIaFDL TQTIacDI TQTIacDL TQTIaADI TQTIaADR TQTIaADL TQTIIcDI TQTIIcDR TQTIICDI TQTIICDR TQTIFaDI TQTIFadR TQTIFiDL TQTIFidI TQTIPcDI TQTIPcDL TQTIPcdI TQTIPcdR TQTIPcdL TQTIPCDI TQTIPpDL TQTIPIDI TQTIPIDR TQTICfdI TQTiAFDI TQTiAcDI TQTiAcDR TQTiAcDL TQTiFfDI TQTiFFDI TQTiFADL TQTiFIDI TQTiFIDR TQTiFIDL TQTiFIdR TQTFAfDI TQTFAfDL TQTFAfdI TQTFAFDI TQTFAFDL TQTFAadR TQTFAiDI TQTFAiDR TQTFAIDI TQTFAIDR TQTFAIDL TQTFAIdR TQTFafDI TQTFafDL TQTFafdI TQTFaFDI TQTFaFDL TQTFaFdI TQTFaaDL TQTFaiDL TQTFaIDI

TQTFaIDR TQTFaIDL TQTFaIdR TQTFaIdL TQTFIfDI TQTFIfDL TQTFIfdI TQTFIFdI TQTFIcDI TQTFIcDL TQTFIcdI TQTFICDI TQTFICDL TQTFICdI TQTFIADL TQTFIidL TQTFIIDR TQTFIIDL TQTFIIdR TQTFifDI TQTFifDL TQTFifdI TQTFiFDI TQTFiFDL TQTFiaDI TQTFiaDL TQTFFfDI TQTFFfDL TQTFFFDI TQTFFFDL TQTFFaDL TQTFFadI TQTFFiDR TQTFFidR TQTFFIDI TQTFFIDR TQTFFIDL TQTFFIdI TQTFFIdR TQTFPfDI TQTFPfDL TQTFPfdI TQTFPcDL TQTFPcdI TQTFPpDI TQTFPpDL TQTFPpdI TQTFPpdL TQTFPadR TQTFPiDR TQTFPiDL TQTFPidR TQTFPIDI TQTFPIDR TQTFPIDL TQTFPIdI TQTFPIdR TQTFCfDI TQTFCfDR TQTFCfDL TQTFCfdI TQTFCFDI TQTFCFDR TQTFCFDL TQTFCFdI TQTFCFdR TQTPAfDI



109

TQTPAfDR TQTPAfDL TQTPAfdI TQTPAfdL TQTPAFDR TQTPAFDL TQTPAcDI TQTPAcDL TQTPAcdR TQTPAcdL TQTPACDI TQTPACDR TQTPACDL TQTPApdI TQTPApdR TQTPApdL TQTPAIDI TQTPAIDR TQTPafDR TQTPafDL TQTPafdI TQTPafdL TQTPaFDR TQTPaFDL TQTPacDL TQTPaCDL TQTPIfDI TQTPIfDL TQTPIfdI TQTPIFDI TQTPIFDR TQTPIFDL TQTPIcDI TQTPIcDL TQTPIcdR TQTPIcdL TQTPICDI TQTPICDL TQTPIpDL TQTPIpdR TQTPIpdL TQTPifDI TQTPifDL TQTPifdI TQTPiFDI TQTPiFDR TQTPiFDL TQTPFfDR TQTPFfDL TQTPFfdI TQTPFfdL TQTPFFDI TQTPFFDR TQTPFiDR TQTPFiDL TQTPFidR TQTPFIDI TQTPFIDR TQTPFIdL TQTPPfDI TQTPPfDR TQTPPfDL TQTPPfdI TQTPPFDI TQTPPFDR TQTPPFDL TQTPPcDI

TQTPPcDL TQTPPpDL TQTPPIDR TQTCFFdI TQTCFFdR TQTCFIdR TQTCPfdI TQTCPfdR TQTCPfdL TQTCPFdI TQTCPFdR TQTCPFdL TQtAIpDR TQtAIADR TQtaAIDI TQtaacDR TQtaaIDR TQtaIFDI TQtaIFDL TQtaICDR TQtaICDL TQtaIpDR TQtaIADI TQtaIADR TQtaIADL TQtIAfDR TQtIAfDL TQtIAADR TQtIafDL TQtIaaDR TQtIaADR TQtIIfDI TQtIICDR TQtIifDI TQtIFfDI TQtIFfDR TQtIFfDL TQtIFAdR TQtIPfDR TQtIPfDL TQtIPcDL TQtIPcdI TQtIPpdI TQtIPAdI TQtIPIdR TQtFAcdR TQtFIfdR TQtFIIDR TQtFifdR TQtFPfDR TQtFPfdR TQtPAfdI TQtPAfdL TQtPAFdI TQtPAcdI TQtPAcdR TQtPAcdL TQtPACDR TQtPApdI TQtPApdR TQtPApdL TQtPafdI TQtPafdL TQtPaFdI TQtPIfdI TQtPIfdR TQtPIfdL

TQtPIcDR TQtPIcdI TQtPIcdR TQtPIcdL TQtPIpDR TQtPifdI TQtPifdR TQtPifdL TQtPiFdI TQtPFIDR TQtCPfdI TQtCPfdR TQtCPfdL TQtCPFdI TQtCPFdR TQtCPFdL TQUAAfDI TQUAAfDR TQUAAfDL TQUAAFDI TQUAAFDR TQUAAFDL TQUAAaDI TQUAAaDR TQUAAaDL TQUAAiDI TQUAAiDL TQUAIfDI TQUAIfDL TQUAIADR TQUAIiDR TQUAFfDR TQUAFfdR TQUAFFDI TQUAFFDR TQUAFFDL TQUAFFdI TQUAFFdR TQUAFadI TQUAFadR TQUAFADI TQUAFADR TQUAFADL TQUAFAdI TQUAFAdR TQUAFAdL TQUAFiDI TQUAFiDR TQUAFiDL TQUAFidI TQUAFidR TQUAFidL TQUAFIDI TQUAFIDR TQUAFIDL TQUAFIdI TQUAFIdR TQUAPFdI TQUAPFdL TQUAPiDI TQUAPiDL TQUaAfDI TQUaAfDR TQUaAFDI TQUaAFDR TQUaAFDL TQUaAcDI

TQUaAcDR TQUaACDI TQUaACDL TQUaApDI TQUaApDL TQUaAaDR TQUaAADI TQUaAADR TQUaAADL TQUaAIDI TQUaaFDR TQUaaFDL TQUaaCDI TQUaaCDL TQUaaADI TQUaaADR TQUaaiDI TQUaaiDR TQUaaIDI TQUaIFDI TQUaIFDL TQUaICDI TQUaICDR TQUaICDL TQUaIADI TQUaIADL TQUaIIDI TQUaIIDR TQUaFFDL TQUaFFdI TQUaFFdR TQUaFcDI TQUaFcDR TQUaFcDL TQUaFcdR TQUaFpdI TQUaFpdR TQUaFadI TQUaFadR TQUaFADI TQUaFADR TQUaFAdR TQUaFiDL TQUaFidI TQUaFidR TQUaFIDI TQUaFIDL TQUaFIdI TQUaPFDL TQUaPFdL TQUaPCDL TQUaPIDI TQUaPIDL TQUIAfDI TQUIAfDR TQUIAfDL TQUIACDI TQUIAaDR TQUIafDR TQUIafDL TQUIaCDI TQUIaaDR TQUIFfDR TQUIFfdI TQUIFaDR TQUIFaDL TQUIFadR

TQUIFiDR TQUIFidR TQUIPfDR TQUIPfdI TQUIPcDR TQUIPCDI TQUIPIDI TQUIPIDR TQUiAfDL TQUiAFDI TQUiAFDL TQUiIADI TQUiIADL TQUiFFDR TQUiFFDL TQUiFADI TQUiFADR TQUiFADL TQUiFIDI TQUiFIDR TQUiFIDL TQUiFIdR TQUFAfDI TQUFAfDR TQUFAfDL TQUFAFDR TQUFAFDL TQUFAFdI TQUFAFdR TQUFACDI TQUFACDR TQUFACDL TQUFACdI TQUFACdR TQUFAaDR TQUFAadI TQUFAadR TQUFAADR TQUFAADL TQUFAAdR TQUFAIDI TQUFAIDR TQUFAIDL TQUFAIdI TQUFAIdR TQUFaFDI TQUFaFDL TQUFaFdI TQUFaFdR TQUFaaDR TQUFaadR TQUFaADR TQUFaADL TQUFaAdI TQUFaAdR TQUFaiDI TQUFaiDR TQUFaiDL TQUFaidI TQUFaidR TQUFaIDI TQUFaIDR TQUFaIDL TQUFaIdI TQUFaIdR TQUFIfDI TQUFIfDL

TQUFIfdR TQUFIFDR TQUFIFDL TQUFIFdI TQUFICDR TQUFICDL TQUFICdR TQUFIaDR TQUFIaDL TQUFIadI TQUFIadR TQUFIADR TQUFIAdR TQUFIiDI TQUFIiDR TQUFIiDL TQUFIidI TQUFIidR TQUFIidL TQUFIIDI TQUFIIDR TQUFIIDL TQUFIIdR TQUFiFDR TQUFiFDL TQUFiFdI TQUFiFdR TQUFiADR TQUFiADL TQUFiAdR TQUFFfDI TQUFFfDR TQUFFfdL TQUFFFDI TQUFFFDR TQUFFFDL TQUFFFdI TQUFFaDR TQUFFaDL TQUFFadI TQUFFadR TQUFFADL TQUFFAdI TQUFFAdR TQUFFiDI TQUFFiDL TQUFFIDI TQUFFIDR TQUFFIDL TQUFFIdI TQUFFIdR TQUFPfDR TQUFPfDL TQUFPFDI TQUFPFdR TQUFPcDR TQUFPcDL TQUFPCDL TQUFPpDR TQUFPadR TQUFPADR TQUFPiDI TQUFPiDR TQUFPiDL TQUFPidI TQUFPidR TQUFPIDI

TQUFPIDR TQUFPIDL TQUFPIdI TQUFPIdR TQUFCFDI TQUFCFDL TQUFCFdI TQUFCFdR TQUPAFDR TQUPAFDL TQUPAFdI TQUPAFdR TQUPAFdL TQUPaFDR TQUPaFDL TQUPaFdI TQUPaFdL TQUPacDL TQUPIfdR TQUPIFDR TQUPIFDL TQUPIFdI TQUPIFdL TQUPiFDI TQUPiFDL TQUPiFdI TQUPiFdL TQUPFfDI TQUPFfDR TQUPFFDI TQUPFFDR TQUPFFdI TQUPFaDR TQUPFadR TQUPFADR TQUPFiDR TQUPFiDL TQUPFIDI TQUPFIDR TQUPFIDL TQUPFIdI TQUPFIdL TQUPPFDL TQUPPFdI TQUPPFdL TQUPPIDI TQUPPIDR TQUCFFdI TQUCFFdR TQUCFidR TQUCFIdR TQuAAIDI TQuAaIDR TQuAIIDR TQuAPAdI TQuAPAdL TQuaAFDI TQuaAFDR TQuaAFDL TQuaACDR TQuaACDL TQuaAPDR TQuaAPDL TQuaAaDR TQuaAADI TQuaAADR TQuaAADL



110

TQuaAIDI TQuaAIDR TQuaaFDI TQuaaFDL TQuaaCDI TQuaaCDL TQuaaADI TQuaaADL TQuaaIDI TQuaaIDR TQuaIFDL TQuaICDI TQuaICDL TQuaIADR TQuaIADL TQuaIIDI TQuaIIDR TQuaFFDR TQuaFFDL TQuaFCDI TQuaFCDR TQuaFCDL TQuaFCdI TQuaFPDL TQuaFaDR TQuaFadR TQuaFADR TQuaFADL TQuaFAdR TQuaFidR TQuaFIDI TQuaFIDR TQuaFIDL TQuaFIdI TQuaFIdR TQuaPFDR TQuaPFDL TQuaPFdL TQuaPCDL TQuaPADI TQuaPADL TQuIAfDI TQuIAADR TQuIafDI TQuIaADR TQuIIfDI TQuIIfDL TQuIIcDR TQuIifDI TQuIFfDI TQuIFAdR TQuIFidI TQuIFIDR TQuIPfDI TQuIPfdI TQuiAFDR TQuiAFDL TQuiIADL TQuiFFDL TQuiFadR TQuiFADR TQuiFADL TQuiFAdR TQuiFIDR TQuiFIDL TQuiFIdI TQuPAfdI

TQuPAfdR TQuPAFdI TQuPAcdI TQuPAcdR TQuPAcdL TQuPApdI TQuPApdR TQuPApdL TQuPafdI TQuPaFdI TQuPIfdI TQuPIfdL TQuPIFdI TQuPIcdI TQuPIcdR TQuPIcdL TQuPIpdI TQuPIpdR TQuPIpdL TQuPifdI TQuPifdL TQuPiFdI TQuPPfdI TQuPPFdI TQuCPfdI TQuCPfdR TQuCPfdL TQVAIaDR TQVAFaDR TQVAFADL TQVaFADL TQVaPADI TQVaPADL TQVaPIDI TQVaPIDR TQVaPIDL TQVIFiDR TQVIPiDL TQVFAaDR TQvAAaDL TQvAIaDI TQvAIiDI TQvAFADI TQvAFADR TQvAFADL TQvAFAdR TQvAFIDI TQvAFIDR TQvAFIDL TQvAFIdR TQvAPADL TQvAPAdI TQvAPIDL TQvaFaDI TQvaFADI TQvaFADR TQvaFADL TQvaFAdR TQvaFIDR TQvaFIDL TQvaFIdR TQvaPADR TQvaPADL TQvaPIDI TQvaPIDL TQvIFADI TQvIFADR

TQvIFADL TQvIFAdI TQvIFAdR TQvIPADL TQviFADI TQviFADR TQviFADL TQviFAdI TQviFAdR TQvFAiDL TQvFIiDI TQvFIiDL TQvPAiDL TQvPIiDL TQFAAfDI TQFAAfDR TQFAAfDL TQFAAFDI TQFAAFDR TQFAAFDL TQFAACDL TQFAAaDR TQFAAaDL TQFAAiDI TQFAAiDL TQFAacDI TQFAacDL TQFAaiDI TQFAaIDI TQFAaIDR TQFAaIDL TQFAIfDL TQFAIFDI TQFAIFDR TQFAIFDL TQFAIcDL TQFAICDI TQFAICDR TQFAICDL TQFAIpDR TQFAifDL TQFAFfDL TQFAFFDI TQFAFFDR TQFAFFDL TQFAFFdI TQFAFFdR TQFAFaDI TQFAFaDR TQFAFaDL TQFAFadI TQFAFiDI TQFAFiDR TQFAFiDL TQFAFidI TQFAFidR TQFAFIDI TQFAFIDR TQFAFIDL TQFAFIdI TQFAFIdR TQFAPfDI TQFAPfDL TQFAPFdI TQFAPcDI TQFAPcDL TQFAPcdI

TQFAPCdI TQFAPCdL TQFAPpDI TQFAPIDI TQFAPIDL TQFaAfDI TQFaAfDL TQFaAFDI TQFaAFDR TQFaAFDL TQFaAcDL TQFaACDI TQFaACDR TQFaACDL TQFaApDI TQFaApDL TQFaApdI TQFaAPDI TQFaAPDR TQFaAaDI TQFaAaDR TQFaAaDL TQFaafDI TQFaafDL TQFaaFDL TQFaacDI TQFaIFDI TQFaIFDL TQFaIcDI TQFaIcDR TQFaFFDI TQFaFFdI TQFaFFdR TQFaFcDL TQFaFCDI TQFaFCdI TQFaFIDI TQFaFIDL TQFaFIdI TQFaPfDL TQFaPcDL TQFaPCDI TQFaPCDL TQFaPIDL TQFIAcDI TQFIACDI TQFIACDR TQFIAaDI TQFIAaDR TQFIAaDL TQFIacDI TQFIaCDI TQFIaCDR TQFIaaDI TQFIaaDR TQFIaaDL TQFIIcDI TQFIIcDR TQFIFaDI TQFIFaDR TQFIFaDL TQFIFadI TQFIPfdI TQFIPcDL TQFIPcdI TQFIPcdR TQFIPcdL

TQFIPCDI TQFIPCDR TQFIPpDI TQFIPpDL TQFIPpdI TQFIPpdR TQFIPpdL TQFiAFDI TQFiAFDL TQFiAcDI TQFiAcDR TQFFAfDI TQFFAfDL TQFFAfdI TQFFAFDI TQFFAaDI TQFFAaDR TQFFAaDL TQFFAadL TQFFAiDR TQFFAiDL TQFFAidR TQFFAIDI TQFFAIDR TQFFAIDL TQFFafDI TQFFafDL TQFFafdI TQFFaFDI TQFFaaDR TQFFaaDL TQFFaiDR TQFFaidR TQFFaIDI TQFFaIDR TQFFaIDL TQFFaIdR TQFFIfDI TQFFIfDL TQFFIfdI TQFFIcDI TQFFIcDL TQFFIcdI TQFFICDI TQFFICDL TQFFIaDR TQFFifDL TQFFifdI TQFFiaDR TQFFiaDL TQFFFfDL TQFFFFDL TQFFFaDI TQFFFaDL TQFFFiDI TQFFFiDR TQFFFidI TQFFFIDR TQFFFIDL TQFFFIdL TQFFPcDI TQFFPcDL TQFFPcdI TQFFPpDL TQFFPaDI TQFFPaDR TQFFPiDR

TQFFPIDI TQFFPIDR TQFFPIDL TQFFPIdI TQFFPIdR TQFFCfDL TQFFCfdI TQFFCFDL TQFPAfDI TQFPAfdI TQFPAfdL TQFPAFDI TQFPAFDR TQFPAFDL TQFPAcDI TQFPAcDL TQFPAcdI TQFPAcdR TQFPAcdL TQFPACDI TQFPACDL TQFPApDL TQFPApdI TQFPApdR TQFPApdL TQFPAIDI TQFPAIDR TQFPafdL TQFPaFDI TQFPaFDL TQFPaCDL TQFPIfdI TQFPIfdL TQFPIFDR TQFPIcDI TQFPIcdR TQFPIcdL TQFPICDI TQFPICDL TQFPIpDI TQFPIpdR TQFPifDI TQFPifDL TQFPifdI TQFPifdL TQFPiFDI TQFPFfDI TQFPFfDL TQFPFfdL TQFPFFDI TQFPFFDR TQFPFFDL TQFPFaDR TQFPFIDI TQFPFIDR TQFPFIDL TQFPFIdL TQFPPfDI TQFPPfDL TQFPPfdI TQFPPcDI TQFPPCDI TQFPPIDI TQFCFFdR TQFCFIdR TQFCFIdL TQFCPfdI

TQFCPfdR TQFCPfdL TQfAacDR TQfAacDL TQfAaIDR TQfAIpDR TQfAIIDR TQfAPcDR TQfAPpDR TQfAPadI TQfAPIDR TQfaAFDI TQfaAFDR TQfaAFDL TQfaApdI TQfaaFDI TQfaaFDR TQfaaFDL TQfaaCDR TQfaaIDI TQfaIFDR TQfaIFDL TQfaFFDR TQfaFFdR TQfaFCDR TQfaFCDL TQfaFCdR TQfaFPDR TQfaFPdI TQfaFPdR TQfaFIDL TQfaFIdI TQfaFIdR TQfaPIDI TQfaPIDR TQfaPIDL TQfIAFDI TQfIAFDR TQfIAFDL TQfIAaDR TQfIAaDL TQfIacDL TQfIaCDR TQfIaaDR TQfIaaDL TQfIIfDI TQfIIfdI TQfIIcDR TQfIiFDI TQfIiFDR TQfIiFDL TQfIFFDI TQfIFFDR TQfIFFDL TQfIFFdI TQfIFFdR TQfIFaDR TQfIFadR TQfIPcDL TQfIPcdI TQfIPpDL TQfIPpdI TQfIPadI TQfiFADR TQfiFAdR TQfiFIDI TQfiFIDL



111

TQfFaIDR TQfFaIDL TQfFaIdR TQfPAfdI TQfPAfdR TQfPAfdL TQfPAcdI TQfPAcdR TQfPAcdL TQfPafdL TQfPaIDR TQfPIfdI TQfPIfdR TQfPIfdL TQfPIcdI TQfPIcdR TQfPIcdL TQfPIpdI TQfPIpdR TQfPIpdL TQfPifdI TQfPifdR TQfPifdL TQfPPfdI TQfPPfdL TQfCPfdI TQfCPfdR TQfCPfdL TQGAAfDR TQGAAfDL TQGAAFDI TQGAAFDR TQGAAFDL TQGAAiDI TQGAAiDL TQGAacDI TQGAacDL TQGAaADR TQGAaADL TQGAaiDI TQGAaIDI TQGAaIDR TQGAIfDL TQGAIFDI TQGAIFDR TQGAIcDI TQGAIcDL TQGAIpDR TQGAIADL TQGAIIDI TQGAIIDR TQGAFfDR TQGAFfDL TQGAFFDR TQGAFFDL TQGAFFdI TQGAFFdR TQGAFIDI TQGAFIDR TQGAFIDL TQGAFIdI TQGAFIdR TQGAPfDR TQGAPcDI TQGAPcDL TQGAPcdI TQGAPCdI

TQGAPCdL TQGAPpDL TQGAPpdI TQGAPiDI TQGAPIDI TQGaAfDI TQGaAfDL TQGaAFDI TQGaAFDR TQGaAFDL TQGaAcDL TQGaACDR TQGaACDL TQGaApDI TQGaApDL TQGaApdI TQGaAPDI TQGaAPDR TQGaAADI TQGaAIDR TQGaafDI TQGaaFDI TQGaaFDL TQGaacDI TQGaaCDI TQGaaCDL TQGaaADI TQGaaIDR TQGaIFDI TQGaIFDR TQGaIFDL TQGaIcDI TQGaIcDR TQGaICDR TQGaIADI TQGaIADR TQGaIADL TQGaIIDR TQGaFFDI TQGaFFDR TQGaFFDL TQGaFFdI TQGaFFdR TQGaFcDL TQGaFCDI TQGaFCDR TQGaFCDL TQGaFCdI TQGaFpdI TQGaFPDI TQGaFPDL TQGaFPdI TQGaFADI TQGaFAdI TQGaFIDI TQGaFIDR TQGaFIDL TQGaFIdI TQGaFIdR TQGaPfDL TQGaPFDI TQGaPFDR TQGaPFDL TQGaPcDL TQGaPCDI TQGaPCDR TQGaPCDL

TQGaPIDR TQGaPIDL TQGIAFDI TQGIAFDL TQGIAcDI TQGIAcDL TQGIACDI TQGIACDR TQGIApDI TQGIApDL TQGIAADI TQGIAADR TQGIAADL TQGIacDI TQGIacDL TQGIIcDI TQGIIcDR TQGIICDI TQGIICDR TQGIFFDI TQGIFFDL TQGIFFdI TQGIFAdI TQGIFAdR TQGIFiDL TQGIFidI TQGIFIDI TQGIFIdI TQGIPcDI TQGIPcDL TQGIPcdI TQGIPcdR TQGIPcdL TQGIPCDI TQGIPCDR TQGIPCdI TQGIPpDI TQGIPpDL TQGIPpdI TQGIPpdR TQGIPpdL TQGICfdI TQGiAfDI TQGiAfDR TQGiAfDL TQGiAFDI TQGiAFDR TQGiAFDL TQGiAcDI TQGiAcDR TQGiAcDL TQGiAcdI TQGiFADI TQGiFADL TQGiFAdI TQGiFIdR TQGFAfDL TQGFAfdI TQGFAFDI TQGFAiDI TQGFAiDR TQGFAidI TQGFAidR TQGFAIDR TQGFAIDL TQGFafDI TQGFafDL

TQGFafdI TQGFaFDI TQGFaIDR TQGFaIDL TQGFaIdI TQGFaIdR TQGFIfDI TQGFIfDL TQGFIfdI TQGFIFDI TQGFIFDL TQGFIcDI TQGFIcDL TQGFIcdI TQGFICDI TQGFICDL TQGFICdI TQGFIpDL TQGFIIDI TQGFIIDR TQGFIIDL TQGFIIdR TQGFifDI TQGFifDL TQGFifdI TQGFiFDI TQGFFfDI TQGFFfDL TQGFFFDI TQGFFFDL TQGFFFdL TQGFFiDR TQGFFiDL TQGFFidI TQGFFidR TQGFFIDI TQGFFIDR TQGFFIDL TQGFPfDI TQGFPfdI TQGFPcDI TQGFPcDL TQGFPcdI TQGFPpDI TQGFPpdI TQGFPiDR TQGFPiDL TQGFPIDI TQGFPIDL TQGFPIdI TQGFCfDI TQGFCfDR TQGFCFDI TQGFCFdI TQGFCFdR TQGPAfDI TQGPAfDL TQGPAfdI TQGPAFDI TQGPAFDR TQGPAFDL TQGPAcDI TQGPAcdI TQGPAcdR TQGPAcdL TQGPACDI TQGPACDR

TQGPACDL TQGPApdI TQGPApdR TQGPApdL TQGPAIDI TQGPafDI TQGPafDL TQGPafdI TQGPaFDR TQGPaFDL TQGPacDI TQGPacDL TQGPaCDL TQGPIfDI TQGPIfDL TQGPIfdI TQGPIFDR TQGPIcDL TQGPIcdR TQGPIcdL TQGPICDI TQGPICDL TQGPIpdR TQGPIpdL TQGPifDI TQGPifdI TQGPiFDR TQGPiFDL TQGPFfDI TQGPFfDL TQGPFfdI TQGPFfdL TQGPFiDL TQGPFidR TQGPFIDR TQGPFIDL TQGPFIdL TQGPPfDI TQGPPfDR TQGPPfDL TQGPPfdI TQGPPFDR TQGPPFDL TQGPPpDL TQGCFFdR TQGCFIdR TQGCPfdI TQGCPfdR TQGCPfdL TQGCPFdI TQGCPFdR TQGCPFdL TQgAaCDR TQgAICDR TQgAIADR TQgAPcDR TQgAPcdI TQgAPCDR TQgAPCdI TQgAPCdL TQgAPpDR TQgaAFDR TQgaAFDL TQgaAADI TQgaAADL TQgaaFDR TQgaaFDL

TQgaaCDR TQgaaADI TQgaaIDR TQgaIFDI TQgaIFDR TQgaIFDL TQgaICDR TQgaICDL TQgaIADL TQgaIIDR TQgaFfdR TQgaFFDI TQgaFFDR TQgaFFDL TQgaFFdR TQgaFcdR TQgaFCDI TQgaFCDL TQgaFCdI TQgaFADI TQgaFAdI TQgaPFDI TQgaPFDR TQgaPFDL TQgaPCDR TQgIAADR TQgIafDR TQgIafDL TQgIaaDR TQgIaADR TQgIIfDI TQgIIfDL TQgIifDI TQgIFFdR TQgIFAdR TQgIPcDL TQgIPpDL TQgIPIdR TQgIPIdL TQgiFADI TQgFAAdR TQgFaADR TQgFaAdR TQgFaIDR TQgFIADR TQgFIAdR TQgFIIDR TQgPAfdI TQgPAfdR TQgPAfdL TQgPAcdI TQgPAcdR TQgPAcdL TQgPACDR TQgPApdI TQgPApdR TQgPApdL TQgPafdI TQgPafdR TQgPafdL TQgPIfdI TQgPIfdR TQgPIfdL TQgPIcdI TQgPIcdR TQgPIcdL TQgPICDR

TQgPIpdI TQgPIpdR TQgPIpdL TQgPifdI TQgPifdR TQgPifdL TQgPPfdI TQgPPfdL TQgCPfdI TQgCPfdR TQgCPfdL TQgCPFdI TQgCPFdR TQgCPFdL TQHAAfDI TQHAAfDR TQHAAfDL TQHAAFDI TQHAAFDR TQHAAFDL TQHAAiDL TQHAIFDR TQHAIFDL TQHAFfDL TQHAFfdR TQHAFFDI TQHAFFDR TQHAFFDL TQHAFFdI TQHAFFdR TQHAFiDI TQHAFiDR TQHAFiDL TQHAFidI TQHAFidR TQHAFidL TQHAFIDI TQHAFIDR TQHAFIDL TQHAFIdI TQHAFIdR TQHAPiDI TQHAPiDL TQHaAfDR TQHaAfDL TQHaAFDI TQHaAFDR TQHaAFDL TQHaAcDL TQHaACDI TQHaACDR TQHaApDI TQHaApDR TQHaApDL TQHaAADI TQHaAADR TQHaAADL TQHaAIDR TQHaaFDI TQHaaFDR TQHaaFDL TQHaaCDI TQHaaCDL TQHaaADI TQHaaADL TQHaaIDI TQHaaIDR



112

TQHaIFDI TQHaIFDL TQHaICDI TQHaICDR TQHaICDL TQHaIADL TQHaIIDR TQHaFFDR TQHaFFDL TQHaFFdI TQHaFcDR TQHaFcDL TQHaFcdI TQHaFcdR TQHaFADR TQHaFADL TQHaFAdR TQHaFIDI TQHaFIDR TQHaFIDL TQHaFIdI TQHaFIdR TQHaPfDR TQHaPFDI TQHaPFDR TQHaPFDL TQHaPFdL TQHaPCDI TQHaPCDL TQHaPIDL TQHIAfDI TQHIAfDR TQHIAfDL TQHIACDI TQHIafDR TQHIafDL TQHIaFDI TQHIaCDI TQHIFfDI TQHIFfDL TQHIFiDR TQHIFiDL TQHIFidR TQHIPfDR TQHIPfDL TQHIPFDI TQHIPcDR TQHIPCDI TQHIPIdI TQHICFdR TQHiAfDL TQHiAFDI TQHiAFDR TQHiAFDL TQHiIADL TQHiFFDR TQHiFFDL TQHiFADL TQHiFIDR TQHiFIdR TQHFAfDI TQHFAfDL TQHFAfdR TQHFAFDR TQHFAFdR TQHFACDL TQHFACdI

TQHFAADI TQHFAADL TQHFAAdR TQHFAiDR TQHFAiDL TQHFAIDI TQHFAIDR TQHFAIDL TQHFAIdI TQHFAIdR TQHFafdR TQHFaFDI TQHFaFDR TQHFaFDL TQHFaFdI TQHFaFdR TQHFaFdL TQHFaADR TQHFaAdI TQHFaAdR TQHFaAdL TQHFaiDI TQHFaiDR TQHFaiDL TQHFIfdR TQHFIFDR TQHFIFDL TQHFIFdR TQHFICdR TQHFIADR TQHFIiDI TQHFIiDR TQHFIiDL TQHFifDL TQHFiFDR TQHFiFdR TQHFiADR TQHFFfDI TQHFFfDR TQHFFFDR TQHFFFdI TQHFFAdL TQHFFiDI TQHFFiDL TQHFFIDI TQHFFIDR TQHFFIDL TQHFFIdI TQHFFIdR TQHFPFDL TQHFPFdR TQHFPcDR TQHFPcdR TQHFPCDI TQHFPCDR TQHFPCdI TQHFPCdR TQHFPIDI TQHFPIDR TQHFPIDL TQHFPIdI TQHFPIdR TQHPAFdI TQHPAFdR TQHPAFdL TQHPAiDI TQHPAiDL

TQHPaFdI TQHPaFdL TQHPIFdI TQHPIFdL TQHPiFdI TQHPiFdL TQHPFfDR TQHPFAdR TQHPFiDI TQHPFiDR TQHPFiDL TQHPFIDI TQHPFIDR TQHPFIDL TQHPFIdR TQHPFIdL TQHPPFdI TQHPPFdL TQHPPCDI TQHPPIDI TQHPPIDR TQHPPIDL TQHCFFdR TQHCFidI TQHCFidR TQHCFIdI TQHCFIdR TQhAAIDI TQhAaiDI TQhAaIDR TQhAIiDI TQhAIIDR TQhAPiDI TQhAPIdL TQhaAFDI TQhaAFDR TQhaAFDL TQhaACDR TQhaACDL TQhaAPDR TQhaAPDL TQhaAaDR TQhaAADI TQhaAADR TQhaAADL TQhaAIDI TQhaAIDR TQhaaFDR TQhaaFDL TQhaaCDR TQhaaCDL TQhaaADI TQhaaADR TQhaaADL TQhaaIDR TQhaIFDL TQhaICDR TQhaICDL TQhaIADL TQhaIIDR TQhaFFDR TQhaFFDL TQhaFCDR TQhaFCDL TQhaFCdR TQhaFPDI TQhaFPDR

TQhaFPDL TQhaFPdR TQhaFadR TQhaFADR TQhaFADL TQhaFAdR TQhaFidR TQhaFIDL TQhaPFDR TQhaPFDL TQhaPCDR TQhaPCDL TQhaPADI TQhaPIDL TQhIAFDR TQhIAADI TQhIAADR TQhIAADL TQhIafDI TQhIaADI TQhIaADR TQhIaADL TQhIIfDI TQhIIfDR TQhIIfDL TQhIIFDI TQhIIFDL TQhIIcDR TQhIifDI TQhIifDR TQhIifDL TQhIiFDR TQhIiFDL TQhIFFDR TQhIFFdR TQhIFADI TQhIFADR TQhIFADL TQhIFAdR TQhIPCdI TQhIPCdR TQhIPCdL TQhiAFDR TQhiAFDL TQhiIADR TQhiIADL TQhiFFDR TQhiFFDL TQhiFFdR TQhiFCDR TQhiFCDL TQhiFCdR TQhiFADI TQhiFADR TQhiFADL TQhiFIDI TQhiFIDR TQhiFIDL TQhPAfdR TQhPAfdL TQhPAFdI TQhPAcdI TQhPAcdR TQhPAcdL TQhPApdI TQhPApdR TQhPApdL

TQhPafdI TQhPafdR TQhPafdL TQhPaFdI TQhPIfdI TQhPIfdL TQhPIcdI TQhPIcdR TQhPIcdL TQhPIpdI TQhPIpdR TQhPIpdL TQhPifdI TQhPifdL TQhPPfdI TQhPPfdR TQhPPfdL TQhPPFdI TQhCPfdI TQhCPfdR TQhCPfdL TQIAFaDR TQIAFADR TQIAFADL TQIAFIDL TQIAPADL TQIAPIDL TQIaFADI TQIaFADR TQIaFADL TQIaFAdR TQIaPADI TQIaPADL TQIaPIDI TQIaPIDR TQIaPIDL TQIiFADI TQIiFADL TQiAIiDI TQiAFADI TQiAFADL TQiAFIDI TQiAFIDR TQiAFIDL TQiAPADL TQiAPAdI TQiAPAdL TQiAPIDL TQiaFaDI TQiaFADI TQiaFADL TQiaFIDR TQiaFIDL TQiaFIdR TQiaPADI TQiaPADR TQiaPADL TQiaPIDI TQiaPIDR TQiaPIDL TQiIFADI TQiIFADL TQiIFAdI TQiIFAdR TQiiFADI TQiiFADL TQiiFAdI

TQiiFAdR TQiFAiDI TQiFAiDL TQiFIiDI TQiPAiDL TQAAAfDI TQAAAfDL TQAAAFDI TQAAAFDR TQAAAFDL TQAAACDI TQAAACDR TQAAACDL TQAAAiDI TQAAAiDL TQAAafDI TQAAafDL TQAAacDI TQAAacDL TQAAaiDI TQAAaIDI TQAAaIDR TQAAaIDL TQAAIfDI TQAAIfDL TQAAIFDI TQAAIFDR TQAAIFDL TQAAIcDL TQAAICDI TQAAICDL TQAAIpDR TQAAIpDL TQAAifDL TQAAFfDL TQAAFFDI TQAAFFDR TQAAFFDL TQAAFFdI TQAAFFdR TQAAFIdI TQAAFIdR TQAAPfDI TQAAPfDR TQAAPfDL TQAAPFdI TQAAPcDI TQAAPcDL TQAAPcdI TQAAPCdI TQAAPCdL TQAAPpDL TQAAPIDI TQAAPIDL TQAaAfDI TQAaAfDR TQAaAfDL TQAaAFDI TQAaAFDR TQAaAFDL TQAaAcDI TQAaAcDL TQAaACDR TQAaACDL TQAaApDI TQAaApDR TQAaApDL

TQAaApdI TQAaAPDI TQAaafDL TQAaaFDI TQAaaFDL TQAaacDI TQAaaCDI TQAaaIDL TQAaIFDI TQAaIFDL TQAaIcDI TQAaIcDR TQAaIcdI TQAaFFDI TQAaFFDL TQAaFFdI TQAaFcDI TQAaFcDL TQAaFCDI TQAaFCdI TQAaFIDI TQAaFIdI TQAaPfDR TQAaPfDL TQAaPcDI TQAaPcDL TQAIAcDI TQAIAcDL TQAIACDI TQAIACDR TQAIApDL TQAIacDI TQAIaCDI TQAIaCDR TQAIaaDI TQAIaaDR TQAIaaDL TQAIIcDR TQAIFIDI TQAIPfdI TQAIPcDL TQAIPcdI TQAIPCDI TQAIPCDR TQAIPpDL TQAiAfDL TQAiAFDI TQAiAFDR TQAiAFDL TQAiAcDI TQAiAcDR TQAFAfDL TQAFAFDI TQAFAiDI TQAFAiDR TQAFAidR TQAFAIDI TQAFAIDR TQAFAIDL TQAFAIdR TQAFafDL TQAFafdI TQAFaFDI TQAFaaDI TQAFaaDR TQAFaIDR TQAFaIDL



113

TQAFaIdR TQAFIfDL TQAFIfdI TQAFIcDI TQAFIcDL TQAFICDI TQAFICDL TQAFICdI TQAFIpDL TQAFIpdL TQAFifDL TQAFifdI TQAFiFDI TQAFFfDL TQAFFFDL TQAFFaDI TQAFFaDL TQAFFiDI TQAFFiDL TQAFFidR TQAFFIDI TQAFFIDR TQAFFIDL TQAFPcDI TQAFPcDL TQAFPcdI TQAFPpDI TQAFPpDL TQAFPpdI TQAFPiDR TQAFPiDL TQAFPIDI TQAFPIDR TQAFPIDL TQAFPIdI TQAFPIdR TQAFCfDI TQAFCfdI TQAPAfDI TQAPAfdI TQAPAfdL TQAPAFDR TQAPAcDI TQAPAcDL TQAPAcdI TQAPAcdR TQAPAcdL TQAPACDL TQAPApDL TQAPApdI TQAPApdR TQAPApdL TQAPAIDI TQAPAIDR TQAPafDL TQAPafdI TQAPafdL TQAPaFDL TQAPacDI TQAPacDL TQAPaCDI TQAPaCDL TQAPIfDI TQAPIfDL TQAPIfdI TQAPIfdL TQAPIFDR

TQAPIcDI TQAPIcdR TQAPIcdL TQAPICDI TQAPICDL TQAPIpDL TQAPIpdR TQAPIpdL TQAPifDL TQAPifdL TQAPFfDL TQAPFfdI TQAPFFDR TQAPFFDL TQAPFIDI TQAPFIDR TQAPFIDL TQAPFIdI TQAPFIdL TQAPPfDI TQAPPfDL TQAPPfdI TQAPPfdL TQAPPcDL TQAPPCDI TQAPPpDL TQACFIdR TQACPfdI TQACPfdR TQACPfdL TQaAACDR TQaAacDR TQaAaIDR TQaAICDR TQaAIpDR TQaAIIDR TQaAPcDR TQaAPpDR TQaAPIDR TQaaApdI TQaaaFDR TQaaaFDL TQaaaCDR TQaaaIDR TQaaaIDL TQaaIFDR TQaaIFDL TQaaIcDR TQaaICDR TQaaIpdI TQaaFFDR TQaaFFdR TQaaFCDI TQaaFCDR TQaaFCdI TQaaFCdR TQaaFPDR TQaaFPdR TQaaFIDI TQaaFIdR TQaaPIDI TQaaPIDR TQaaPIDL TQaIAFDI TQaIAFDR TQaIAFDL TQaIAcDL

TQaIAaDR TQaIAaDL TQaIaFDI TQaIaFDR TQaIaFDL TQaIacDL TQaIaCDR TQaIaaDR TQaIaaDL TQaIIfDI TQaIIFDI TQaIIFDR TQaIIcDR TQaIICDR TQaIifDI TQaIiFDR TQaIiFDL TQaIFFDI TQaIFFDR TQaIFFDL TQaIFFdI TQaIFFdR TQaIFaDR TQaIFadR TQaIFIDI TQaIFIdI TQaIFIdR TQaIPcDL TQaIPcdI TQaIPcdR TQaIPcdL TQaIPpdI TQaiAFDI TQaiAFDR TQaiAFDL TQaiFAdR TQaiFIDL TQaFaIDR TQaFaIDL TQaPAfdI TQaPAfdL TQaPAcdI TQaPAcdR TQaPAcdL TQaPApdI TQaPApdR TQaPApdL TQaPafdI TQaPafdL TQaPIfdI TQaPIfdL TQaPIcdI TQaPIcdR TQaPIcdL TQaPIpdI TQaPIpdR TQaPIpdL TQaPifdI TQaPifdL TQaPPfdI TQaPPfdL TQaCPfdI TQaCPfdR TQaCPfdL TQBAAfDR TQBAAFDI TQBAAFDR

TQBAACDI TQBAACDL TQBAAiDI TQBAAiDL TQBAaFDI TQBAacDI TQBAacDL TQBAaIDI TQBAaIDR TQBAIfDI TQBAIfDR TQBAIfDL TQBAIcDI TQBAIcDL TQBAICDI TQBAICDL TQBAIIDI TQBAIIDR TQBAifDI TQBAifDR TQBAFfDL TQBAFFDI TQBAFFDR TQBAFFDL TQBAFFdI TQBAFIdR TQBAPfDI TQBAPfDR TQBAPFdI TQBAPcDI TQBAPcDL TQBAPcdI TQBAPCdI TQBAPCdL TQBAPpDI TQBAPIDI TQBaAfDI TQBaAfDL TQBaAFDI TQBaAFDL TQBaAcDI TQBaAcDL TQBaApDI TQBaApdI TQBaAPDI TQBaAADI TQBaafDI TQBaaFDI TQBaaFDR TQBaaFDL TQBaacDI TQBaaCDI TQBaaCDR TQBaaCDL TQBaaADI TQBaaADL TQBaaIDR TQBaIFDI TQBaIFDR TQBaIFDL TQBaIcDI TQBaIcDR TQBaICDR TQBaIpDI TQBaIpdI TQBaIADI TQBaIADL

TQBaFFDR TQBaFFDL TQBaFFdI TQBaFcDL TQBaFCDI TQBaFCDR TQBaFCDL TQBaFPDL TQBaFPdI TQBaFADI TQBaFAdI TQBaFIDI TQBaFIDL TQBaFIdI TQBaPfDL TQBaPFDI TQBaPFDR TQBaPFDL TQBaPFdL TQBaPcDL TQBaPCDI TQBaPCDR TQBaPCDL TQBaPIDL TQBIAcDI TQBIAcDL TQBIACDI TQBIACDR TQBIApDI TQBIApDL TQBIAADI TQBIAADR TQBIAADL TQBIacDL TQBIaCDR TQBIIFDR TQBIIFDL TQBIIcDR TQBIICDI TQBIICDR TQBIFAdI TQBIFAdR TQBIFIDI TQBIFIDL TQBIFIdI TQBIPfdI TQBIPcDI TQBIPcDL TQBIPcdI TQBIPCDI TQBIPCDR TQBIPpDI TQBIPpDL TQBIPpdI TQBiAfDI TQBiAfDL TQBiAFDI TQBiAFDR TQBiAFDL TQBiAcDI TQBiAcDR TQBiFFDI TQBiFFDR TQBiFFDL TQBiFIDR TQBFAfDI TQBFAfDL

TQBFAfdI TQBFAiDI TQBFAiDL TQBFAidR TQBFAIDI TQBFAIDR TQBFAIDL TQBFafDL TQBFafdI TQBFaFDI TQBFaIDR TQBFaIDL TQBFaIdR TQBFIfDL TQBFIFDI TQBFIFDL TQBFIcDI TQBFIcDL TQBFIcdI TQBFICDI TQBFICDL TQBFICdI TQBFIpDL TQBFIIDR TQBFIIDL TQBFIIdR TQBFifDI TQBFifDL TQBFifdI TQBFiFDI TQBFFfDL TQBFFFDL TQBFFiDR TQBFFiDL TQBFFidI TQBFFidR TQBFFIDR TQBFFIDL TQBFPfDI TQBFPcDL TQBFPpDL TQBFPiDI TQBFPiDR TQBFPidR TQBFPIDI TQBFPIDL TQBFCfDI TQBFCfDR TQBFCfDL TQBFCFDR TQBFCFdR TQBPAfDI TQBPAfDL TQBPAfdI TQBPAFDI TQBPAFDL TQBPAcdI TQBPAcdR TQBPAcdL TQBPACDI TQBPACDL TQBPApDI TQBPApDL TQBPApdR TQBPApdL TQBPAIDR TQBPafdI

TQBPaFDI TQBPacDI TQBPacDL TQBPaCDL TQBPIfDI TQBPIfDL TQBPIfdI TQBPIfdL TQBPIFDR TQBPIcDI TQBPIcDL TQBPIcdR TQBPIcdL TQBPICDI TQBPICDL TQBPIpdR TQBPifDI TQBPifDL TQBPifdI TQBPifdL TQBPFfDI TQBPFfDL TQBPFfdL TQBPFFDR TQBPFidI TQBPFIdL TQBPPfdI TQBPPFDL TQBPPcDL TQBPPpDL TQBCFIdL TQBCPfdI TQBCPfdR TQBCPfdL TQBCPFdI TQBCPFdR TQBCPFdL TQbAacDR TQbAIFDR TQbAIpDR TQbAPpdI TQbaAFDI TQbaAFDR TQbaAFDL TQbaAcDR TQbaACDI TQbaACDL TQbaAPDI TQbaAPDL TQbaAADI TQbaAADL TQbaaFDI TQbaaFDR TQbaaFDL TQbaaADI TQbaaIDR TQbaIFDI TQbaIFDR TQbaIFDL TQbaICDR TQbaIADI TQbaFfdR TQbaFFDI TQbaFFDR TQbaFFDL TQbaFCDI TQbaFPDI



114

TQbaFPDL TQbaFaDR TQbaFADI TQbaFADL TQbaPFDR TQbaPFDL TQbaPFdL TQbIAADR TQbIaaDR TQbIIfDI TQbIIfDR TQbIIfDL TQbIIcDR TQbIifDI TQbIifDR TQbIifDL TQbIFAdR TQbIPcDL TQbIPpDL TQbIPIdR TQbIPIdL TQbiAFDI TQbiAFDR TQbiAFDL TQbiFADI TQbiFIDL TQbFAADR TQbFAAdR TQbFAIDL TQbFaADR TQbFaAdR TQbFaIDR TQbFIADR TQbFIAdR TQbFIIDR TQbPAfdR TQbPAfdL TQbPAcdI TQbPAcdR TQbPAcdL TQbPACDR TQbPApdI TQbPApdR TQbPApdL TQbPafdI TQbPafdL TQbPIfdI TQbPIfdL TQbPIcdR TQbPIcdL TQbPIpdI TQbPIpdL TQbPifdI TQbPifdR TQbPifdL TQbPFAdR TQbPPfdI TQbPPfdL TQbPPFdI TQbCFIdR TQbCPfdI TQbCPfdR TQbCPfdL TQbCPFdI TQbCPFdR TQbCPFdL TQCAAfDL

TQCAAFDI TQCAAFDR TQCAAFDL TQCAACDL TQCAAiDI TQCAAiDL TQCAIFDI TQCAIFDR TQCAIFDL TQCAiFDL TQCAFfdR TQCAFFDI TQCAFFDR TQCAFFDL TQCAFFdI TQCAFFdR TQCAFiDI TQCAFiDR TQCAFiDL TQCAFidR TQCAFIdR TQCAPfDR TQCAPfdI TQCAPcdI TQCAPpdI TQCAPiDI TQCAPiDL TQCaAfDI TQCaAfDL TQCaAFDI TQCaAFDR TQCaAFDL TQCaAcDR TQCaAcDL TQCaACDI TQCaACDR TQCaACDL TQCaAIDR TQCaaFDR TQCaaFDL TQCaaCDL TQCaaADI TQCaaADR TQCaaADL TQCaaIDR TQCaIFDI TQCaIFDR TQCaIFDL TQCaICDI TQCaICDL TQCaIADL TQCaIIDI TQCaFFDI TQCaFFDR TQCaFFDL TQCaFFdI TQCaFcDI TQCaFcdR TQCaFpdR TQCaFADR TQCaFAdR TQCaFIDR TQCaFIDL TQCaFIdI TQCaFIdR TQCaPfDR TQCaPFDR

TQCaPFDL TQCaPCDL TQCaPIDL TQCIAfDR TQCIAfDL TQCIACDI TQCIAIDR TQCIafDR TQCIaCDI TQCIaCDR TQCIIFDR TQCIICDI TQCIICDR TQCIFfDR TQCIFfdL TQCIFiDL TQCIPfDR TQCIPcDL TQCIPCDI TQCIPIdI TQCIPIdR TQCIPIdL TQCiAfDR TQCiAFDR TQCiIADL TQCiFFDI TQCiFFDR TQCiFFDL TQCiFADR TQCiFADL TQCiFAdR TQCiFiDR TQCFAfdR TQCFAFDR TQCFAIDI TQCFAIDR TQCFAIDL TQCFAIdI TQCFaFDR TQCFaFDL TQCFaFdR TQCFaiDI TQCFaiDR TQCFaiDL TQCFIfDR TQCFIfdR TQCFIFdR TQCFIAdR TQCFIiDR TQCFIiDL TQCFiFDR TQCFiFdR TQCFiADR TQCFFfDR TQCFFFdI TQCFFFdR TQCFFiDL TQCFFIDI TQCFFIDR TQCFFIDL TQCFFIdI TQCFFIdR TQCFPfDR TQCFPfdL TQCFPFDI TQCFPcDR TQCFPcdR

TQCFPIDR TQCFPIdI TQCFPIdR TQCPAFdI TQCPAFdR TQCPAFdL TQCPaFDI TQCPaFDL TQCPaFdI TQCPaFdR TQCPaFdL TQCPIFdI TQCPIFdL TQCPiFdI TQCPiFdR TQCPiFdL TQCPFfdR TQCPFAdR TQCPFiDI TQCPFiDR TQCPFiDL TQCPFIDR TQCPFIDL TQCPFIdI TQCPFIdR TQCPPFdI TQCPPFdR TQCPPFdL TQCPPcDR TQCPPIDI TQCPPIDR TQCCFFdI TQCCFidI TQCCFidR TQcAaiDI TQcAaIDR TQcAIIDR TQcAPcdI TQcAPpdI TQcAPIDR TQcACfdI TQcaAFDI TQcaAFDR TQcaAFDL TQcaACDR TQcaACDL TQcaAPDR TQcaAPDL TQcaAaDR TQcaAADI TQcaAADR TQcaAADL TQcaAIDI TQcaaFDI TQcaaFDL TQcaaCDR TQcaaCDL TQcaaADI TQcaaADR TQcaaADL TQcaaIDI TQcaaIDR TQcaICDR TQcaICDL TQcaIADL TQcaIIDR TQcaFFDR

TQcaFCDI TQcaFCDR TQcaFCDL TQcaFPDR TQcaFPDL TQcaFadR TQcaFADR TQcaFADL TQcaFAdR TQcaFidR TQcaFIDL TQcaPFDR TQcaPFDL TQcaPCDL TQcaPADI TQcaPADR TQcaPADL TQcaPIDL TQcIAfDI TQcIAADI TQcIAADR TQcIAADL TQcIaADI TQcIaADL TQcIIfDI TQcIIfDR TQcIIfDL TQcIIFDI TQcIIFDL TQcIIcDR TQcIIcDL TQcIifDI TQcIifDR TQcIifDL TQcIFfDI TQcIFfdI TQcIFADI TQcIFADR TQcIFADL TQcIFAdI TQcIPfDI TQcIPCdI TQcIPCdR TQcIPCdL TQciAFDL TQciIADL TQciFFDR TQciFFdR TQciFCDR TQciFADI TQciFADR TQciFADL TQciFAdI TQciFAdR TQciFIDR TQciFIDL TQcPAfdI TQcPAfdR TQcPAfdL TQcPAFdI TQcPAcdI TQcPAcdL TQcPApdI TQcPApdR TQcPApdL TQcPafdR TQcPafdL

TQcPaFdI TQcPIfdI TQcPIfdL TQcPIFdI TQcPIFdL TQcPIcdI TQcPIcdR TQcPIcdL TQcPIpdI TQcPIpdR TQcPIpdL TQcPifdI TQcPifdL TQcPPfdI TQcPPfdR TQcPPfdL TQcPPFdI TQcPPFdL TQcCPfdI TQcCPfdR TQcCPfdL TQDAAADR TQDAAADL TQDAAIDR TQDAAIDL TQDAIADL TQDAFADL TQDAFAdR TQDAFIDL TQDAPADL TQDAPIDL TQDaaADR TQDaaADL TQDaaIDR TQDaIADI TQDaIIDR TQDaIIDL TQDaFADI TQDaFADR TQDaFADL TQDaFIDR TQDaFIDL TQDaFIdR TQDaPADI TQDiFADI TQDiFADL TQdAAADI TQdAAADR TQdAAADL TQdAAIDI TQdAAIDR TQdAAIDL TQdAIADI TQdAIADL TQdAIIDI TQdAFADI TQdAFADR TQdAFADL TQdAFIDI TQdAFIDR TQdAFIDL TQdAFIdR TQdAPADL TQdAPIDL TQdaIADL TQdaIIDR TQdaIIDL

TQdaFaDL TQdaFADI TQdaFADL TQdaFIDR TQdaFIDL TQdaFIdR TQdaPADI TQdaPADR TQdaPADL TQdaPIDI TQdIAADI TQdIAADR TQdIAADL TQdIaADI TQdIFADI TQdIFADR TQdIFADL TQdIFAdI TQdIFAdR TQdIFAdL TQdiFADI TQdiFADR TQdiFADL TQdiFAdR TQdFAiDL TQ0AAfDI TQ0AAfDR TQ0AAFDI TQ0AAFDR TQ0AAFDL TQ0AACDI TQ0AACDR TQ0AACDL TQ0AAiDI TQ0AacDI TQ0AacDL TQ0AaIDI TQ0AaIDR TQ0AaIDL TQ0AIfDL TQ0AIFDI TQ0AIcDI TQ0AIcDL TQ0AICDI TQ0AICDR TQ0AICDL TQ0AifDL TQ0AFfDL TQ0AFFDI TQ0AFFDR TQ0AFFdI TQ0AFFdR TQ0APfDR TQ0APfDL TQ0APfdL TQ0APCdI TQ0APCdR TQ0APCdL TQ0APIDI TQ0APIDL TQ0aAfDI TQ0aAfDR TQ0aAFDI TQ0aAFDR TQ0aAFDL TQ0aAcDI TQ0aAcDL



115

TQ0aACDI TQ0aACDR TQ0aACDL TQ0aApDL TQ0aApdI TQ0aAPDR TQ0aafDL TQ0aaIDL TQ0aIFDI TQ0aIcDI TQ0aIcDR TQ0aIcdI TQ0aIpDI TQ0aFFDI TQ0aFFDL TQ0aFFdI TQ0aFcDL TQ0aFcdI TQ0aFCDL TQ0aFPDL TQ0aFIDI TQ0aPfDR TQ0aPfDL TQ0aPcDL TQ0aPCDI TQ0IAcDI TQ0IAcDL TQ0IACDI TQ0IACDR TQ0IApDI TQ0IApDL TQ0IacDI TQ0IacDL TQ0IaCDI TQ0IaCDR TQ0IaaDI TQ0IaaDR TQ0IaaDL TQ0IIcDI TQ0IIcDR TQ0IFIDI TQ0IFIdI TQ0IPfdI TQ0IPfdR TQ0IPcDL TQ0IPcdI TQ0IPCDI TQ0IPCDR TQ0IPpDL TQ0ICfdI TQ0iAfDL TQ0iAFDR TQ0iAFDL TQ0iAcDI TQ0iAcDR TQ0FAfDI TQ0FAfDL TQ0FAiDL TQ0FAidR TQ0FAIDR TQ0FAIDL TQ0FAIdR TQ0FafdI TQ0FaFDI TQ0FaIDR TQ0FaIdR TQ0FIfdI

TQ0FIcDI TQ0FIcDL TQ0FICDI TQ0FICDR TQ0FICDL TQ0FICdI TQ0FifDI TQ0FifDL TQ0FifdI TQ0FiFDI TQ0FFfDL TQ0FFFDL TQ0FFidR TQ0FFIDR TQ0FFIDL TQ0FPcdI TQ0FPiDR TQ0FPIDI TQ0FPIDR TQ0FPIDL TQ0FCfdI TQ0PAfDL TQ0PAfdI TQ0PAcDL TQ0PAcdL TQ0PACDI TQ0PACDL TQ0PApdI TQ0PAIDI TQ0PafDL TQ0PafdI TQ0PafdL TQ0PaFDL TQ0PIfDL TQ0PIfdI TQ0PIfdL TQ0PIcDI TQ0PIcdR TQ0PIcdL TQ0PICDL TQ0PIpDL TQ0PIpdR TQ0PIpdL TQ0PifDI TQ0PifdI TQ0PifdL TQ0PiFDR TQ0PFfDL TQ0PFfdL TQ0PFFDL TQ0PFaDL TQ0PFiDL TQ0PFIDR TQ0PFIDL TQ0PFIdL TQ0PPfDI TQ0PPfDL TQ0PPfdI TQ0PPcDI TQ0PPCDI TQ0PPCDL TQ0CFIdR TQ0CPfdI TQ0CPfdR TQ0CPfdL TQ1AACDR TQ1AacDR

TQ1AaIDR TQ1AICDR TQ1AIIDR TQ1APCDR TQ1APIDR TQ1aAFDR TQ1aAFDL TQ1aApdI TQ1aaFDR TQ1aaFDL TQ1aaIDL TQ1aIFDR TQ1aICDR TQ1aFFDR TQ1aFCDR TQ1aFCDL TQ1aFCdR TQ1aFPDR TQ1aFPDL TQ1aFPdR TQ1aFIDR TQ1IAFDI TQ1IAcDL TQ1IAaDR TQ1IAaDL TQ1IaFDI TQ1IaFDR TQ1IaFDL TQ1IacDL TQ1IaCDR TQ1IaaDR TQ1IaaDL TQ1IIfDI TQ1IIFDR TQ1IIFDL TQ1IIcDR TQ1IICDR TQ1IFFDI TQ1IFFDR TQ1IFFDL TQ1IFFdI TQ1IFFdR TQ1IFaDR TQ1IFadR TQ1IFIDL TQ1IFIdR TQ1IPcDL TQ1IPcdI TQ1IPpDL TQ1IPpdI TQ1iAFDI TQ1iAFDR TQ1iAFDL TQ1iFIDL TQ1FAIDR TQ1FaIDR TQ1FaIdR TQ1PAfdI TQ1PAcdI TQ1PAcdR TQ1PAcdL TQ1PApDL TQ1PafdI TQ1PafdL TQ1PIfdI TQ1PIfdR TQ1PIfdL

TQ1PIcdI TQ1PIcdR TQ1PIcdL TQ1PIpdI TQ1PIpdR TQ1PIpdL TQ1PifdI TQ1PifdL TQ1PPfdI TQ1PPfdL TQ1CPfdI TQ1CPfdR TQ1CPfdL TQ2AAfDR TQ2AAFDI TQ2AAFDR TQ2AAFDL TQ2AACDI TQ2AACDR TQ2AACDL TQ2AAiDI TQ2AAiDL TQ2AafDL TQ2AaFDI TQ2AaFDL TQ2AacDI TQ2AacDL TQ2AaCDR TQ2AaIDI TQ2AaIDR TQ2AIfDI TQ2AIfDR TQ2AIfDL TQ2AIcDI TQ2AIcDL TQ2AICDI TQ2AICDR TQ2AICDL TQ2AIIDI TQ2AIIDR TQ2AifDR TQ2AifDL TQ2AFFDI TQ2AFFDR TQ2AFFdI TQ2AFFdR TQ2AFFdL TQ2AFIDL TQ2APfDI TQ2APfDR TQ2APcDI TQ2APCdI TQ2APCdL TQ2APidI TQ2APIDI TQ2APIDL TQ2aAfDL TQ2aAFDI TQ2aAFDR TQ2aAFDL TQ2aAcDI TQ2aAcDL TQ2aACDR TQ2aACDL TQ2aApDI TQ2aApDL TQ2aAPDI

TQ2aAADI TQ2aafDI TQ2aafDL TQ2aaFDI TQ2aaFDR TQ2aaFDL TQ2aacDI TQ2aaCDI TQ2aaCDR TQ2aaCDL TQ2aaADI TQ2aaADL TQ2aaIDR TQ2aIFDI TQ2aIFDL TQ2aIcDI TQ2aIcDR TQ2aICDR TQ2aIpDI TQ2aIADL TQ2aFFDI TQ2aFFDR TQ2aFFDL TQ2aFFdI TQ2aFcDI TQ2aFcDR TQ2aFcDL TQ2aFCDR TQ2aFPDI TQ2aFPDL TQ2aFPdI TQ2aFaDI TQ2aFaDR TQ2aFaDL TQ2aFadI TQ2aFadR TQ2aFIDI TQ2aFIDL TQ2aFIdI TQ2aPfDL TQ2aPFDR TQ2aPFDL TQ2aPFdL TQ2aPcDI TQ2aPcDL TQ2aPCDI TQ2aPCDL TQ2aPIDL TQ2IAcDL TQ2IACDI TQ2IACDR TQ2IApDI TQ2IAADI TQ2IAADR TQ2IAADL TQ2IacDL TQ2IaCDI TQ2IaCDR TQ2IIcDR TQ2IICDI TQ2IICDR TQ2IFAdI TQ2IFAdR TQ2IFIDI TQ2IFIDR TQ2IFIDL TQ2IFIdI

TQ2IPfdI TQ2IPcDI TQ2IPcDL TQ2IPCDI TQ2IPCDR TQ2IPpDL TQ2iAfDI TQ2iAFDI TQ2iAFDR TQ2iAFDL TQ2iAcDI TQ2iAcDR TQ2iFFDI TQ2iFFDR TQ2iFFDL TQ2iFFdR TQ2iFADI TQ2FAfDI TQ2FAfDL TQ2FAfdI TQ2FACdI TQ2FAiDI TQ2FAiDL TQ2FAidR TQ2FAIDR TQ2FAIDL TQ2FAIdI TQ2FafdI TQ2FaFDI TQ2FaIDR TQ2FaIDL TQ2FaIdR TQ2FIfDL TQ2FIfdI TQ2FIFDI TQ2FIFDL TQ2FIcDI TQ2FIcDL TQ2FIcdI TQ2FICDI TQ2FICDL TQ2FICdI TQ2FIpDL TQ2FIIDR TQ2FIIDL TQ2FIIdR TQ2FifDI TQ2FifDL TQ2FifdI TQ2FiFDI TQ2FFfDL TQ2FFFDL TQ2FFiDI TQ2FFiDR TQ2FFiDL TQ2FFidI TQ2FFidR TQ2FFIDR TQ2FFIDL TQ2FPcDI TQ2FPcDL TQ2FPcdI TQ2FPpDI TQ2FPpdI TQ2FPiDI TQ2FPiDR TQ2FPIDL

TQ2FCfDL TQ2FCfdI TQ2PAfDI TQ2PAfDL TQ2PAfdI TQ2PAFDL TQ2PAcDI TQ2PAcDL TQ2PApDI TQ2PApdL TQ2PAIDR TQ2PafDL TQ2PaFdI TQ2PacDI TQ2PIfDI TQ2PIfdI TQ2PIfdL TQ2PIFDI TQ2PIcDL TQ2PICDI TQ2PICDL TQ2PIpDL TQ2PIpdL TQ2PifDI TQ2PifDL TQ2PifdI TQ2PifdL TQ2PFfDI TQ2PFfdL TQ2PFFDR TQ2PFiDR TQ2PFIdL TQ2PPfDL TQ2PPfdI TQ2PPFDR TQ2PPcDI TQ2PPcDL TQ2CFFdR TQ2CFIdR TQ2CPfdI TQ2CPfdR TQ2CPfdL TQ2CPFdR TQ2CPFdL TQ3AAiDI TQ3AacDR TQ3AIFDR TQ3AIpDR TQ3APpdI TQ3aAFDI TQ3aAFDR TQ3aAFDL TQ3aAcDR TQ3aACDL TQ3aAPDI TQ3aAPDL TQ3aAADI TQ3aAADL TQ3aaFDI TQ3aaFDR TQ3aaFDL TQ3aaCDR TQ3aaCDL TQ3aIFDI TQ3aIFDR TQ3aIFDL TQ3aICDR



116

TQ3aICDL TQ3aIADI TQ3aFFDI TQ3aFFDR TQ3aFFDL TQ3aFFdR TQ3aFcDR TQ3aFcdR TQ3aFCDI TQ3aFCDR TQ3aFCDL TQ3aFCdR TQ3aFPDI TQ3aFPDR TQ3aFPDL TQ3aFPdR TQ3aFADL TQ3aPFDI TQ3aPFDR TQ3aPFDL TQ3aPCDR TQ3IAADR TQ3IAADL TQ3IIfDI TQ3IIfDR TQ3IIfDL TQ3IIcDR TQ3IifDI TQ3IifDR TQ3IifDL TQ3IiFDI TQ3IFAdR TQ3IPcDL TQ3IPcdI TQ3IPpDL TQ3IPpdI TQ3iAFDI TQ3iAFDR TQ3iAFDL TQ3iFIDL TQ3FAAdR TQ3FAIDR TQ3FAIDL TQ3FAIdR TQ3FaADR TQ3FaAdR TQ3FaIDR TQ3FIADR TQ3FIAdR TQ3FIIDR TQ3PAfdR TQ3PAfdL TQ3PAcdI TQ3PAcdR TQ3PAcdL TQ3PApdI TQ3PApdR TQ3PafdI TQ3PafdL TQ3PIfdI TQ3PIfdL TQ3PIcdR TQ3PIcdL TQ3PIpdR TQ3PIpdL TQ3PFAdR TQ3PFIDR

TQ3PPfdI TQ3PPfdL TQ3CPfdI TQ3CPfdR TQ3CPfdL TQ3CPFdR TQ3CPFdL TQ4AAfDR TQ4AAFDI TQ4AAFDR TQ4AAFDL TQ4AAiDI TQ4AAiDL TQ4AaIDR TQ4AIFDI TQ4AIFDR TQ4AIFDL TQ4AFFDI TQ4AFFDR TQ4AFFdI TQ4AFFdR TQ4AFFdL TQ4AFiDI TQ4AFiDR TQ4AFiDL TQ4AFidR TQ4APiDI TQ4APiDL TQ4aAFDI TQ4aAFDR TQ4aAFDL TQ4aAcDR TQ4aACDR TQ4aACDL TQ4aApDR TQ4aAIDR TQ4aaFDI TQ4aaFDR TQ4aaCDI TQ4aIFDI TQ4aIFDR TQ4aIFDL TQ4aICDI TQ4aICDR TQ4aICDL TQ4aIADI TQ4aIADL TQ4aIIDI TQ4aIIDR TQ4aFFDR TQ4aFFdI TQ4aFFdR TQ4aFcDL TQ4aFcdR TQ4aFADR TQ4aFAdR TQ4aFIDR TQ4aFIDL TQ4aFIdI TQ4aPFdL TQ4aPIDI TQ4aPIDL TQ4IAfDR TQ4IAfDL TQ4IACDI TQ4IAADL TQ4IAIDR

TQ4IafDR TQ4IafDL TQ4IaCDI TQ4IaCDR TQ4IICDI TQ4IICDR TQ4IFADL TQ4IFiDR TQ4IFiDL TQ4IPcDR TQ4IPCDI TQ4IPIdI TQ4IPIdR TQ4IPIdL TQ4iAfDR TQ4iAFDI TQ4iAFDR TQ4iIADL TQ4iFFDR TQ4iFFDL TQ4iFiDL TQ4FAfDI TQ4FAfDR TQ4FAfdR TQ4FAIDR TQ4FAIDL TQ4FAIdI TQ4FAIdR TQ4FaFDR TQ4FaFdR TQ4FaiDI TQ4FaiDR TQ4FaiDL TQ4FIfDR TQ4FIfdR TQ4FIFDL TQ4FIiDR TQ4FIiDL TQ4FifDL TQ4FiFDR TQ4FFfDR TQ4FFfdL TQ4FFFDI TQ4FFFDL TQ4FFFdI TQ4FFFdR TQ4FFiDL TQ4FFIDI TQ4FFIdI TQ4FFIdR TQ4FPfDR TQ4FPfdR TQ4FPcDR TQ4FPCdR TQ4FPIDI TQ4FPIDR TQ4FPIDL TQ4FPIdI TQ4FPIdR TQ4PAFdI TQ4PAFdR TQ4PAFdL TQ4PaFdI TQ4PaFdR TQ4PaFdL TQ4PIFdI TQ4PIFdL

TQ4PifdR TQ4PiFdI TQ4PiFdR TQ4PiFdL TQ4PFfDR TQ4PFiDI TQ4PFiDR TQ4PFiDL TQ4PFIDR TQ4PFIDL TQ4PFIdI TQ4PFIdR TQ4PPFdI TQ4PPFdR TQ4PPFdL TQ4CFidR TQ4CFIdI TQ5AAiDR TQ5AaIDR TQ5AIIDR TQ5APcdI TQ5APpdI TQ5ACfdI TQ5aAFDI TQ5aAFDR TQ5aAFDL TQ5aACDR TQ5aACDL TQ5aAPDL TQ5aAaDR TQ5aAADI TQ5aAADR TQ5aAADL TQ5aAIDI TQ5aaFDL TQ5aaCDL TQ5aaADI TQ5aaADR TQ5aaADL TQ5aICDI TQ5aICDR TQ5aICDL TQ5aFFDR TQ5aFCDR TQ5aFCDL TQ5aFCdR TQ5aFPDR TQ5aFPDL TQ5aFadR TQ5aFADR TQ5aFADL TQ5aFIDL TQ5aPFDL TQ5aPCDL TQ5aPADR TQ5aPIDL TQ5IAfDI TQ5IAADI TQ5IAADL TQ5IafDI TQ5IaADI TQ5IaADL TQ5IIfDI TQ5IIfDR TQ5IIfDL TQ5IIFDI TQ5IIcDR

TQ5IIcDL TQ5IifDI TQ5IifDR TQ5IifDL TQ5IiFDI TQ5IFfDI TQ5IFADI TQ5IFADL TQ5IFAdI TQ5IFIDR TQ5IFIDL TQ5iAFDR TQ5iIADR TQ5iIADL TQ5iFFDR TQ5iFFDL TQ5iFFdR TQ5iFCDL TQ5iFCdR TQ5iFADI TQ5iFADR TQ5iFADL TQ5iFAdI TQ5iFAdR TQ5iFIDL TQ5PAfdR TQ5PAFdI TQ5PAFdL TQ5PAcdI TQ5PApdI TQ5PApdR TQ5PApdL TQ5PafdI TQ5PafdR TQ5PafdL TQ5PaFdI TQ5PaFdL TQ5PIfdI TQ5PIfdR TQ5PIfdL TQ5PIFdI TQ5PIFdL TQ5PIcdI TQ5PIcdR TQ5PIcdL TQ5PIpdI TQ5PIpdR TQ5PIpdL TQ5PifdR TQ5PifdL TQ5PiFdI TQ5PiFdL TQ5PPfdI TQ5PPfdR TQ5PPfdL TQ5PPFdI TQ5PPFdL TQ5CPfdI TQ5CPfdR TQ5CPfdL TQ6AAADR TQ6AAADL TQ6AAIDL TQ6AFADR TQ6AFADL TQ6AFAdR TQ6AFIDL

TQ6APADL TQ6APIDL TQ6aaADL TQ6aaIDR TQ6aIADI TQ6aIIDR TQ6aIIDL TQ6aFADI TQ6aFADL TQ6aFIDR TQ6aFIDL TQ6aFIdR TQ6aPADI TQ6IFidR TQ6IFIdR TQ6iFADI TQ6iFADL TQ6iFiDR TQ7AAADI TQ7AAADL TQ7AAIDR TQ7AAIDL TQ7AIIDI TQ7AFADR TQ7AFADL TQ7AFIDI TQ7AFIDR TQ7AFIDL TQ7AFIdR TQ7APADL TQ7APIDL TQ7aIADL TQ7aIIDL TQ7aFaDL TQ7aFADI TQ7aFADL TQ7aFIDR TQ7aFIDL TQ7aPADI TQ7aPADR TQ7aPADL TQ7aPIDI TQ7IAADI TQ7IaADI TQ7IFADI TQ7IFADL TQ7iFADI TQ7iFADR TQ7iFADL TQ7iFAdR TLOIFfDR TLOFAiDI TLOFAiDR TLOFAiDL TLOFAidI TLOFFiDI TLOFFiDR TLOFFiDL TLOFPAdI TLOFPiDI TLOFPiDR TLOFPiDL TLOFPidI TLOFPidR TLOPFiDI TLOPFiDR TLOPFiDL

TLOPFidI TLOPFidR TLOPPiDR TLoAFiDR TLoAFidR TLoAPFdI TLoAPCdI TLoaPcDR TLoaPcDL TLoaPCdI TLoIAfDI TLoIAfDR TLoIAfDL TLoIifDI TLoIiFDI TLoIFfDI TLoIFfDR TLoIFfdR TLoiAfDI TLoFAFdR TLoFAADI TLoFAADR TLoFAADL TLoFAAdR TLoFAiDR TLoFAiDL TLoFAidR TLoFIFDR TLoFIFDL TLoFIFdR TLoFIcdR TLoFiFDR TLoFiFDL TLoFiFdR TLoFFfDR TLoFFfdI TLoFFFdR TLoFFaDR TLoFFidR TLoFPcdR TLoFPADI TLoFPADL TLoFPAdI TLoFPAdR TLoFPiDI TLoFPiDR TLoFPiDL TLoFPidR TLoPFADL TLoPFAdR TLoPFiDR TLoPFiDL TLoPFidI TLoPFidR TLPAFiDI TLPAFiDL TLPAFidI TLPIAfDR TLPIAfDL TLPIAFDI TLPIAFDR TLPIFfdR TLPIPcDL TLPFAiDR TLPFAiDL TLPFAidI TLPFAidR



117

TLPFAIDI TLPFAIDR TLPFAIDL TLPFAIdI TLPFAIdR TLPFFADI TLPFFiDI TLPFFiDR TLPFFiDL TLPFFIDI TLPFFIDR TLPFFIDL TLPFPAdI TLPFPiDI TLPFPiDR TLPFPiDL TLPFPidR TLPFPIDI TLPFPIDR TLPFPIDL TLPFPIdI TLPFPIdR TLPFPIdL TLPPFiDR TLPPFiDL TLPPFidR TLPPFIDI TLPPFIDR TLPPFIDL TLPPFIdI TLPPFIdR TLPPFIdL TLpAAfDI TLpAAfDR TLpAAfDL TLpAFfdR TLpAFiDR TLpAFidR TLpAPfDR TLpAPcDR TLpAPidI TLpaAfDI TLpaAfDL TLpaAFDI TLpaAFDR TLpaAFDL TLpaAcDI TLpaAcDR TLpaFcDI TLpaFcDR TLpaFcDL TLpaFpdI TLpaPfDR TLpIIfDI TLpIIfDR TLpIIfDL TLpIIcDR TLpIifDI TLpIifDR TLpIifDL TLpIiFDI TLpIiFDR TLpIiFDL TLpIFFDR TLpIFFdI TLpIFFdR TLpiAfDR

TLpiAfDL TLpiAFDR TLpiAFDL TLpFAfdR TLpFAFdI TLpFAiDI TLpFAiDR TLpFAiDL TLpFAidR TLpFAIDI TLpFAIDR TLpFAIDL TLpFAIdI TLpFAIdR TLpFIFdR TLpFiFdR TLpFFfDR TLpFFfdI TLpFFfdL TLpFFFDR TLpFFFDL TLpFFFdI TLpFFiDR TLpFFidR TLpFFIDI TLpFFIDR TLpFFIDL TLpFFIdR TLpFPfdI TLpFPcdR TLpFPpDR TLpFPpdI TLpFPiDI TLpFPiDR TLpFPiDL TLpFPidI TLpFPidR TLpFPIDI TLpFPIDR TLpFPIdI TLpFPIdR TLpPIcDI TLpPifDR TLpPFiDI TLpPFiDR TLpPFiDL TLpPFidR TLpPFIDI TLpPFIDR TLpPFIDL TLpPFIdI TLpPFIdR TLpPPcDR TLQAPFdI TLQAPFdL TLQIAfDI TLQIAfDR TLQIAfDL TLQIAFDI TLQIAcDL TLQIFfDI TLQIPfdI TLQIPFdI TLQIPCdI TLQFAiDR TLQFAiDL TLQFAIDI

TLQFAIDR TLQFAIDL TLQFAIdL TLQFIAdL TLQFFADL TLQFFAdL TLQFFiDL TLQFFIDL TLQFPADI TLQFPiDR TLQFPiDL TLQFPIDR TLQFPIdL TLQPFiDL TLQPFIDR TLQPFIDL TLQPPIDI TLqAApDR TLqAFfdI TLqAFfdR TLqAFiDR TLqAFidR TLqAPfDR TLqAPcDI TLqAPcDR TLqAPcDL TLqaAfDR TLqaAFDL TLqaAcDR TLqaApDR TLqaFfdR TLqIIfDI TLqIIfDR TLqIIfDL TLqIifDI TLqIifDR TLqIifDL TLqIiFDI TLqFAfDR TLqFAFDR TLqFAFDL TLqFAFdI TLqFApDR TLqFApdI TLqFAiDR TLqFAiDL TLqFAidR TLqFAIDI TLqFAIDR TLqFAIdI TLqFAIdR TLqFIfDR TLqFIFDI TLqFIFDR TLqFIFDL TLqFIFdI TLqFIpDI TLqFIpDR TLqFIADR TLqFIADL TLqFIAdR TLqFiFDI TLqFiFDR TLqFiFDL TLqFFfDI TLqFFfdI TLqFFFDR

TLqFFFdI TLqFFiDR TLqFPfDI TLqFPFDR TLqFPFDL TLqFPFdR TLqFPcdI TLqFPaDR TLqFPADI TLqFPADR TLqFPAdI TLqFPAdR TLqFPiDR TLqFPiDL TLqFPidR TLqFPidL TLqPAfDI TLqPAfDL TLqPAcDR TLqPAcDL TLqPAIDL TLqPifDI TLqPifDR TLqPifDL TLqPFfDR TLqPFfdI TLqPFiDI TLqPFiDR TLqPFiDL TLqPFidR TLqPFIDR TLqPFIDL TLqPPfDR TLqPPfDL TLqPPcDI TLqPPcDR TLRAFiDI TLRAFiDR TLRAFiDL TLRAFidI TLRAPFdI TLRAPFdR TLRAPFdL TLRIAfDI TLRIAfDL TLRIAFDL TLRIFfDI TLRFAiDI TLRFAiDR TLRFAiDL TLRFAidI TLRFAidR TLRFAIDI TLRFAIDR TLRFAIDL TLRFAIdI TLRFAIdR TLRFIFDR TLRFIAdR TLRFFiDL TLRFFIDI TLRFPADI TLRFPAdI TLRFPiDR TLRFPiDL TLRFPidR TLRFPidL

TLRFPIDI TLRFPIDR TLRFPIdI TLRFPIdR TLRPFiDR TLRPFiDL TLRPFidR TLRPFIDI TLRPFIDL TLRPFIdI TLRPFIdR TLrAFFdR TLrAFiDR TLrAFidR TLrAPfDR TLrAPfDL TLraAfDI TLraAfDR TLraAFDI TLraFFdI TLraFFdR TLraFcDR TLraFcdR TLraFpdI TLraFpdR TLraPfDR TLraPcDI TLraPcDR TLraPcDL TLraCcDI TLraCcDR TLraCcDL TLrIIfDI TLrIIfDR TLrIIfDL TLrIifDI TLrIifDR TLrIifDL TLrIiFDI TLrIiFDL TLrIFfDI TLrIFfDR TLrIFfdI TLriAfDR TLriFADI TLriFADR TLriFADL TLriFAdI TLriFAdR TLrFAfdR TLrFAFDI TLrFAFdR TLrFAcDR TLrFAAdR TLrFAIDI TLrFAIDL TLrFIFDI TLrFIFDL TLrFIFdI TLrFIFdR TLrFIAdR TLrFiFDR TLrFiFdI TLrFFfdI TLrFFFDI TLrFFFDR TLrFFAdI

TLrFFiDI TLrFFiDR TLrFFiDL TLrFFidI TLrFFidR TLrFFIdI TLrFPFdI TLrFPpdR TLrFPidI TLrPAcDR TLrPAIDL TLrPIcdR TLrPFFdR TLrPFADI TLrPFIDL TLrPFIdI TLrPPcDI TLKaAFDI TLKIAfDL TLKIAFDI TLKIAFDR TLKIAFDL TLKIiFDR TLKIiFDL TLKIFADR TLKIFADL TLKIFAdI TLKIFAdR TLKFAiDL TLKFIADR TLKFFaDR TLKFFiDI TLKFPiDI TLKFPiDR TLKFPiDL TLKFPidI TLKPFiDI TLKPFiDR TLKPFiDL TLKPFidI TLKPFidR TLkAFadR TLkaFpdR TLkIAfDR TLkIAfDL TLkIAcDL TLkIiFDI TLkIiFDR TLkIiFDL TLkIFfDI TLkIFfDR TLkIFfdI TLkIFfdR TLkIFaDR TLkIFaDL TLkFIFdR TLkFIaDL TLkFIAdR TLkFFfdI TLLAaIDR TLLAaIDL TLLAIIDR TLLAIIDL TLLAPADL TLLaAFDL TLLaFFDL TLLaFFdR

TLLIAfDL TLLIAFDI TLLIAFDR TLLIAFDL TLLIAcDL TLLIAADL TLLIFfdL TLLIFFdR TLLiAFDI TLLiAFDL TLLFAIDI TLLFAIDR TLLFAIdI TLLFAIdR TLLFaIDR TLLFFIDI TLLFFIDR TLLFFIDL TLLFFIdL TLLFPIDI TLLFPIDR TLLFPIDL TLLFPIdI TLLFPIdR TLLFPIdL TLLPFIDI TLLPFIDR TLLPFIDL TLLPFIdI TLLPFIdR TLlAAaDI TLlAAaDR TLlAAaDL TLlAFaDI TLlAFaDR TLlAFaDL TLlAFadI TLlAFadR TLlaAfDR TLlaAFDR TLlaApDR TLlaFFdI TLlaFFdR TLlaFcdI TLlaFpdI TLlaFadI TLlaFadR TLlIAFDI TLlIAFDL TLlIAADI TLlIAADR TLlIAADL TLlIIfDR TLlIIfDL TLlIifDR TLlIifDL TLlIiFDI TLlIFFdR TLlIFaDI TLlIFaDR TLlIFaDL TLlIFadR TLlIFADI TLlIFADR TLlIFADL TLlIFAdI TLlIFAdR



118

TLlIPFdI TLlIPaDI TLlIPadI TLlIPadR TLlIPadL TLlIPADR TLliFaDI TLliFaDR TLliFaDL TLliFadI TLliFadR TLlFAIDR TLlFAIdI TLlFAIdR TLlFIaDI TLlFIaDR TLlFIaDL TLlFFfDI TLlFFfDR TLlFFfdI TLlFFaDR TLlFFaDL TLlFFadI TLlFFAdR TLlFFIDI TLlFFIDR TLlFFIdR TLlFPFdI TLlFPaDI TLlFPADR TLlFPADL TLlFPIdI TLlPFaDR TLlPFAdR TLlPFIDI TLlPFIDR TLlPFIdI TLlPFIdR TLMAaIDI TLMAaIDR TLMAaIDL TLMAIIDI TLMAIIDR TLMAIIDL TLMAFaDI TLMAFaDR TLMAFaDL TLMAPaDL TLMaAFDI TLMaAFDR TLMIAfDI TLMIAfDR TLMIAfDL TLMIiFDI TLMIiFDL TLMIFFDR TLMIFADI TLMIFADR TLMIFADL TLMIFAdI TLMIFAdR TLMIFAdL TLMiAFDI TLMFAiDI TLMFAiDR TLMFAiDL TLMFAIDR

TLMFAIDL TLMFIFDI TLMFIFDL TLMFFIDL TLMFFIdL TLMFPiDL TLMFPIDL TLMFPIdL TLMPFADR TLMPFiDL TLMPFIDR TLMPFIDL TLMPPIDL TLmAAFDR TLmAAFDL TLmAApDL TLmAAaDI TLmAAaDR TLmAAaDL TLmAFfdR TLmAFaDR TLmAFaDL TLmAFadI TLmAFadR TLmAFADL TLmAFAdI TLmAFAdR TLmAPfDI TLmAPfDR TLmAPcDR TLmAPcDL TLmAPAdI TLmaAfDR TLmaAfDL TLmaAFDL TLmaAcDR TLmaAcDL TLmaACDL TLmaPfDI TLmaPfDL TLmaPFDL TLmaPcDI TLmaPCDI TLmaCfDI TLmaCcDI TLmIAADI TLmIAADL TLmIIfDI TLmIIfDR TLmIIfDL TLmIifDI TLmIifDR TLmIifDL TLmIFaDI TLmIFaDR TLmIFaDL TLmIFadI TLmIFadR TLmIFadL TLmIFADL TLmIFAdI TLmIPaDL TLmIPADL TLmFAfDI TLmFAfdI TLmFAFDI TLmFAFdR

TLmFApDR TLmFApdI TLmFAadR TLmFAAdR TLmFIfDR TLmFIfdR TLmFIFDR TLmFIpdI TLmFIpdR TLmFIadR TLmFIADR TLmFIADL TLmFiFDI TLmFiFDL TLmFiFdR TLmFFfDR TLmFFfdI TLmFFFDI TLmFFFdI TLmFFaDR TLmFFADI TLmFFADR TLmFFAdR TLmFPfdI TLmFPFDI TLmFPFDR TLmFPcDI TLmFPpdI TLmFPadR TLmFPADI TLmFPAdI TLmPFadR TLmPPfDR TLNAaIDR TLNAaIDL TLNAIIDR TLNAIIDL TLNAFADI TLNAFAdR TLNAFiDI TLNAFiDR TLNAFiDL TLNAFidI TLNAFidL TLNaAFDL TLNaACDI TLNIAfDI TLNIAfDR TLNIAFDR TLNIAcDR TLNIFFdR TLNFAFDR TLNFAiDR TLNFAiDL TLNFAidR TLNFAIDI TLNFAIDR TLNFAIDL TLNFAIdR TLNFaIDL TLNFaIdR TLNFIIDI TLNFIIdR TLNFFiDR TLNFFiDL TLNFFIDI TLNFFIDR

TLNFFIDL TLNFFIdL TLNFPiDR TLNFPiDL TLNFPidI TLNFPidR TLNFPIDI TLNFPIDR TLNFPIdI TLNFPIdR TLNFPIdL TLNPAIDI TLNPFiDR TLNPFiDL TLNPFidR TLNPFIDI TLNPFIDR TLNPFIDL TLNPFIdI TLNPFIdR TLnAFfdR TLnAFFdR TLnAFAdI TLnAPfDR TLnaACDR TLnaFcdR TLnIIfDI TLnIIfDR TLnIIfDL TLnIifDI TLnIifDR TLnIifDL TLnIiFDI TLnIiFDR TLnIFaDI TLnIFaDR TLnIFaDL TLnIFadI TLnIFadR TLnIFAdL TLniAfDI TLniAFDR TLniFFDI TLniFFDL TLniFCdR TLnFAfdR TLnFAAdR TLnFAIDL TLnFIfdR TLnFIFdR TLnFIaDR TLnFIadR TLnFiFdR TLnFFFDR TLnFFFdI TLnFFaDR TLnFFaDL TLnFFadR TLnFFADL TLnFFAdR TLnFPFdI TLnFPpdI TLnFPpdR TLnFPaDL TLnFPadR TLnFPAdI TLnPFFdR

TLnPFIDL TLnPFIdI TLWaAFDI TLWaAFDR TLWIAfDR TLWIAFDI TLWIAFDR TLWIAFDL TLWIFfDR TLWIFFDL TLWIFaDR TLWIFaDL TLWIFadR TLWIPADL TLWFAiDI TLWFAiDR TLWFAiDL TLWFAidI TLWFFiDI TLWFFiDR TLWFFiDL TLWFFidL TLWFPiDI TLWFPidI TLWPFiDI TLWPFiDL TLWPFidI TLWPFidL TLWPPiDI TLwAAFDR TLwaAFDI TLwaAFDR TLwIAfDR TLwIAfDL TLwIFfDI TLwIFfDR TLwIFfdI TLwIFfdR TLwIFaDI TLwIFaDR TLwIFaDL TLwIFadI TLwIFadR TLwIPadI TLwIPadR TLwIPadL TLwiAFDI TLwiFFDI TLwiFFDL TLwiFFdI TLwiFFdR TLwiFADR TLwiFADL TLwiFAdR TLwFIFdR TLwFIaDR TLwFFAdI TLwFPfdI TLwFPFDR TLwFPFdR TLXaAFDI TLXaAFDR TLXaAFDL TLXaACDR TLXaACDL TLXaFFdL TLXIAfDR

TLXIAFDR TLXIAADR TLXIaADR TLXIFfDR TLXIFfdL TLXIFAdR TLXiAFDR TLXiAFDL TLXFAIDR TLXFAIDL TLXFaIDI TLXFaIDR TLXFaIDL TLXFaIdI TLXFaIdR TLXFaIdL TLXFIIDI TLXFIIDR TLXFIIDL TLXFIIdI TLXFIIdR TLXFFIDI TLXFFIDR TLXFFIDL TLXFFIdL TLXFPIDI TLXFPIDR TLXFPIDL TLXFPIdR TLXPFIDI TLXPFIDR TLXPFIdI TLxAAFDI TLxAAFDL TLxAFfdR TLxAFFdI TLxAFaDI TLxAFaDR TLxAFadI TLxAFadR TLxaAFDI TLxaAFDR TLxaAFDL TLxaACDI TLxaACDR TLxaACDL TLxaFFdI TLxaFFdR TLxaFcdI TLxaFcdR TLxaFpdR TLxaFadI TLxaFadR TLxIAFDR TLxIAaDI TLxIAADI TLxIAADR TLxIIfDR TLxIIfDL TLxIifDI TLxIifDR TLxIifDL TLxIFFDR TLxIFFdR TLxIFaDI TLxIFaDR TLxIFaDL

TLxIFadI TLxIFadR TLxIFADI TLxIFADR TLxIFADL TLxIFAdI TLxIFAdR TLxIPadI TLxIPadR TLxIPadL TLxIPADI TLxiAfDR TLxiAFDI TLxiAFDR TLxiAFDL TLxFAaDR TLxFAadI TLxFAadR TLxFAADR TLxFAIDI TLxFAIDR TLxFAIDL TLxFAIdI TLxFAIdR TLxFaIDL TLxFIaDR TLxFIaDL TLxFIadI TLxFIadR TLxFFfDI TLxFFfDR TLxFFFdI TLxFFaDI TLxFFaDL TLxFFadI TLxFFadR TLxFFADR TLxFFIDI TLxFFIDR TLxFFIDL TLxFFIdI TLxFFIdR TLxFPfDI TLxFPFdI TLxFPaDI TLxFPaDL TLxFPadI TLxFPadR TLxFPADR TLxFPAdR TLxFPIDI TLxFPIDR TLxPFAdR TLxPFIDR TLxPFIDL TLxPFIdR TLYAaIDR TLYAIIDR TLYaAFDI TLYaAFDR TLYIAfDI TLYIAfDR TLYIAFDI TLYIAADR TLYIiFDI TLYIiFDR TLYIiFDL



119

TLYIFfDI TLYIFfDR TLYIFfdL TLYIFFDR TLYIFaDL TLYIFADI TLYIPAdI TLYiAfDR TLYiAFDR TLYFAiDL TLYFAIDI TLYFAIDR TLYFAIDL TLYFaIDI TLYFaIDR TLYFIIDR TLYFIIDL TLYFFidL TLYFFIDL TLYFFIdL TLYFPiDR TLYFPiDL TLYFPIDL TLYPAIDI TLYPFADR TLYPFIDI TLYPFIDR TLYPFIdL TLyAAcDR TLyAAcDL TLyAAcdI TLyAFfdR TLyAFFdI TLyAFFdR TLyAFaDR TLyAFadR TLyAFAdR TLyAPfDL TLyaAFDI TLyaAFDR TLyaAFDL TLyaAcDR TLyaACDR TLyaACDL TLyaaFDL TLyaIcDI TLyaFfdI TLyaFfdR TLyaPfDI TLyaPfDR TLyaPfDL TLyaPFDI TLyaPFDR TLyaPFDL TLyaPFdI TLyaPcDI TLyaPcDL TLyaPCDI TLyaPCDR TLyaPCDL TLyaCfDR TLyaCcDI TLyaCcDR TLyaCcDL TLyIAADL TLyIIfDI TLyIIfDR

TLyIIfDL TLyIifDI TLyIifDR TLyIifDL TLyIFaDI TLyIFaDR TLyIFaDL TLyIFadI TLyIFadR TLyIFadL TLyIPadI TLyiAcDI TLyiAcDR TLyiFFDI TLyiFFDR TLyiFFDL TLyiFFdI TLyiFFdR TLyiFCDI TLyiFCDR TLyiFCDL TLyiFCdI TLyiFCdR TLyFAfDR TLyFAFdI TLyFApDR TLyFApdI TLyFApdR TLyFAaDR TLyFAaDL TLyFAadR TLyFAADR TLyFAAdR TLyFAIDL TLyFIfdI TLyFIFDR TLyFIcDR TLyFIcdR TLyFIpdR TLyFIaDR TLyFIadI TLyFIadR TLyFIAdI TLyFIAdR TLyFFfDR TLyFFfdI TLyFFFDI TLyFFFdI TLyFFaDI TLyFFaDR TLyFFaDL TLyFFadR TLyFFADI TLyFFADR TLyFFADL TLyFFAdR TLyFPfdI TLyFPFDR TLyFPFdI TLyFPFdR TLyFPcDI TLyFPcdR TLyFPpdI TLyFPaDR TLyFPadR TLyFPADR TLyFPAdR

TLyPAfDR TLyPAfdR TLyPAcDR TLyPAIDR TLyPIfDR TLyPIfdR TLyPIfdL TLyPIcDR TLyPIcdI TLyPIcdR TLyPIcdL TLyPIaDR TLyPFfdI TLyPFFdR TLyPFaDR TLyPFaDL TLyPFADR TLyPFAdR TLyPFIdI TLZAFiDI TLZAFiDR TLZAFidI TLZAFidR TLZaAFDR TLZaAFDL TLZaAcDL TLZaACDI TLZIAfDR TLZIAFDL TLZIFFDI TLZIFadR TLZiAFDI TLZiAFDR TLZiAFDL TLZFAiDR TLZFAiDL TLZFAidR TLZFAIDL TLZFAIdI TLZFaIDR TLZFaIDL TLZFaIdR TLZFIIDI TLZFIIDR TLZFIIDL TLZFIIdI TLZFIIdR TLZFFiDI TLZFFiDL TLZFFIDI TLZFFIDR TLZFFIDL TLZFFIdL TLZFPiDR TLZFPiDL TLZFPIDI TLZFPIDR TLZFPIDL TLZFPIdI TLZFPIdR TLZPAIDL TLZPFidR TLZPFIDR TLZPFIDL TLzAAFDL TLzAFFdR TLzAFadR

TLzaAFDI TLzaAFDR TLzaAFDL TLzaACDL TLzaFFdI TLzIAFDI TLzIAFDR TLzIIfDI TLzIIfDR TLzIIfDL TLzIifDI TLzIifDR TLzIifDL TLzIFFDR TLzIFFdR TLzIFaDI TLzIFaDR TLzIFaDL TLzIFadI TLzIFadR TLzIPFdI TLziFADR TLziFAdR TLzFAfdI TLzFAFdI TLzFAAdR TLzFAIdR TLzFIfdI TLzFIAdR TLzFiFdR TLzFFFDI TLzFFFDR TLzFFaDL TLzFFADR TLzFFAdR TLzFFIdR TLzFPFdR TLzFPADR TLzFPADL TLzFPAdR TLzPFaDR TLzPPcDR TLSAFiDI TLSaAFDI TLSaAFDR TLSaAFDL TLSIAfDR TLSIAFDL TLSIAcDL TLSIACDR TLSIiFDR TLSIiFDL TLSIFFDR TLSIFFDL TLSIFFdR TLSIFFdL TLSiAFDI TLSiAFDR TLSiAFDL TLSFAiDI TLSFAiDR TLSFAiDL TLSFAidI TLSFAidR TLSFAIDI TLSFAIDR TLSFAIDL

TLSFAIdL TLSFaIDI TLSFaIDR TLSFaIDL TLSFaIdI TLSFaIdL TLSFIIDI TLSFIIDR TLSFIIDL TLSFIIdI TLSFIIdR TLSFFiDI TLSFFiDR TLSFFiDL TLSFFidL TLSFPiDI TLSFPiDR TLSFPiDL TLSFPidI TLSFPidR TLSPFiDI TLSPFidI TLSPFIDR TLSPFIdI TLSPFIdR TLsAAfDR TLsAAfdI TLsAAFDI TLsAIFDI TLsAIFDR TLsAIFDL TLsAFiDR TLsAFidR TLsAFIDI TLsAFIdI TLsaAFDI TLsaAFDR TLsaAFDL TLsaAcDR TLsaIcDI TLsaFcdR TLsaPfDI TLsaPfDR TLsaPfDL TLsaPFDI TLsaPFDR TLsaPFDL TLsaPcDI TLsaPcDL TLsaPCDI TLsaPCDR TLsaPCDL TLsaCfDI TLsaCfDR TLsaCfDL TLsaCcDI TLsaCcDL TLsIFfDL TLsIFfdR TLsiAfDR TLsiAfDL TLsiAfdI TLsiAFDL TLsiAcDI TLsiAcDR TLsiAcDL TLsiAcdI

TLsiFfdR TLsiFFDI TLsiFFDR TLsiFFDL TLsiFFdR TLsiFCDI TLsiFCDR TLsiFCDL TLsiFCdR TLsiFADI TLsFAfdR TLsFAFdR TLsFApdR TLsFAIDI TLsFAIDR TLsFAIDL TLsFAIdI TLsFAIdR TLsFIFDI TLsFIFDR TLsFIFDL TLsFIFdI TLsFIFdR TLsFIcdR TLsFiFDL TLsFFFDR TLsFFFdR TLsFFIDI TLsFFIDR TLsFFIDL TLsFFIdI TLsFFIdR TLsFFIdL TLsFPIDI TLsFPIDR TLsFPIDL TLsFPIdI TLsPIfdI TLsPIfdR TLsPIfdL TLsPFIDI TLsPFIDR TLsPFIdI TLsPFIdR TLsPPIDI TLTAAFDR TLTAAiDI TLTAAiDR TLTAAiDL TLTAFFDI TLTAFFDR TLTAFFDL TLTAFFdI TLTAFFdR TLTAFFdL TLTAFiDI TLTAFiDR TLTAFiDL TLTAFidI TLTAFidR TLTAPCDI TLTAPCDL TLTaAFDI TLTaAFDR TLTaAFDL TLTaACDI TLTaACDR

TLTaACDL TLTIAFDI TLTIAFDR TLTIAFDL TLTIACDL TLTIFFDI TLTIFFDR TLTIFFDL TLTIFFdI TLTIFFdR TLTIFFdL TLTIPfdI TLTIPfdR TLTIPcdL TLTiAFDI TLTiAFDR TLTiAFDL TLTFAiDI TLTFAiDL TLTFAidI TLTFIiDR TLTFIiDL TLTFIidR TLTFFADI TLTFFiDI TLTFFiDL TLTFFIDI TLTFFIDL TLTFPiDI TLTFPiDL TLTFPidI TLTPFiDI TLTPFidI TLtAAFDI TLtAAFDR TLtAAFDL TLtAIFDI TLtAIFDR TLtAICDL TLtAFfdI TLtAFfdR TLtAFFDI TLtAFFDR TLtAFFDL TLtAFFdI TLtAFFdR TLtAFIdL TLtAPFdI TLtAPcDR TLtAPIDR TLtaAfDI TLtaAfDR TLtaAFDI TLtaAFDL TLtaAcDI TLtaAcDL TLtaACDL TLtaApDR TLtaFfDL TLtaFfdR TLtaFFDL TLtaFFdI TLtaFcDI TLtaFcDR TLtaFcdR TLtaFpdI TLtaFpdR



120

TLtaPfDI TLtaPfDL TLtaPFDI TLtaPFDR TLtaPFDL TLtaPcDI TLtaPcDL TLtaPCDI TLtaPCDR TLtaPCDL TLtaCfDI TLtaCfDR TLtaCfDL TLtaCcDI TLtaCcDL TLtIIfDI TLtIIfDR TLtIIfDL TLtIifDR TLtIifDL TLtIFAdI TLtiAfDI TLtiAfDL TLtiAcDR TLtiFFDI TLtiFFDL TLtiFCDI TLtiFADI TLtiFADR TLtiFADL TLtiFAdI TLtFAfdR TLtFAFdI TLtFAFdR TLtFAcDI TLtFAcDL TLtFAIDR TLtFAIDL TLtFAIdR TLtFaFDL TLtFaFdR TLtFIFDR TLtFIFDL TLtFIFdI TLtFIFdR TLtFIcDR TLtFIcdR TLtFIpDR TLtFIADI TLtFIADR TLtFIAdI TLtFiFDI TLtFiFdR TLtFFfDR TLtFFFDI TLtFFFDL TLtFFFdI TLtFFIDI TLtFFIDL TLtFFIdR TLtFPfdR TLtFPcdR TLtFPIDI TLtFPIDR TLtFPIdI TLtPIcdR TLtPIcdL

TLtPFIDL TLtPFIdI TLUAAiDI TLUAAiDR TLUAAiDL TLUAFFdL TLUaAFDI TLUaAFDR TLUaFFDR TLUaFidL TLUIAFDI TLUIAFDR TLUIAFDL TLUIAcDL TLUIACDL TLUIFFDI TLUIFFDR TLUIFFDL TLUIFFdI TLUIPfdI TLUIPfdR TLUIPcdL TLUiAFDI TLUiAFDR TLUiAFDL TLUFAiDR TLUFAiDL TLUFAidL TLUFIADR TLUFIADL TLUFFiDL TLUFPiDI TLUFPiDL TLUPFiDR TLuAAFDI TLuAApDR TLuAIFDI TLuAIFDR TLuAIFDL TLuAFfdI TLuAFFDI TLuAFFDR TLuAFFdR TLuAFIDR TLuAPfDR TLuAPfDL TLuAPcDI TLuAPcDL TLuAPIDI TLuaAfDR TLuaAFDI TLuaAFDR TLuaAFDL TLuaACDI TLuaACDR TLuaACDL TLuaPFDI TLuaPFDR TLuIIfDR TLuIIfDL TLuIifDI TLuIifDR TLuIifDL TLuIiFDI TLuIiFDR TLuIiFDL TLuIFfDI

TLuIFfDL TLuIFfdI TLuIFADL TLuIFAdI TLuFAFDR TLuFAFdI TLuFApDR TLuFAIDI TLuFAIdR TLuFIFDR TLuFIFDL TLuFIpDI TLuFiFDI TLuFiFdI TLuFFfDI TLuFFfDR TLuFFfdI TLuFFFDI TLuFFFDR TLuFFFDL TLuFFFdI TLuFFIDR TLuFFIDL TLuFFIdL TLuFPfDI TLuFPfDR TLuFPfDL TLuFPFdI TLuFPADL TLuFPAdI TLuPAfDI TLuPAfDR TLuPAfDL TLuPAcDI TLuPAIDI TLuPifDI TLuPFFdI TLuPFIDR TLuPFIDL TLuPFIdI TLuPFIdR TLVAAiDR TLVAAiDL TLVAFFDR TLVAFFdI TLVAFFdR TLVAFiDL TLVAFidR TLVaAFDI TLVaAFDR TLVaAFDL TLVaACDI TLVaACDR TLVaACDL TLVaaFDL TLVIAfDR TLVIAFDR TLVIAFDL TLVIiFDI TLVIiFDR TLVIiFDL TLVIFFDI TLVIFFDR TLVIFFDL TLVIFFdL TLVFAiDI TLVFAiDR

TLVFAiDL TLVFAidR TLVFFADI TLVFFADL TLVFFiDI TLVFFiDL TLVFFIDI TLVFFIDL TLVFPADI TLVFPiDI TLVFPiDR TLVFPiDL TLVFPidI TLVFPidR TLVPFiDR TLVPFiDL TLVPFidR TLvAAfDI TLvAAfDR TLvAAfDL TLvAApDL TLvAIFDI TLvAIFDL TLvAFFDR TLvAFIdL TLvAPCDR TLvAPIDL TLvaAfDI TLvaAfDR TLvaAFDI TLvaAFDR TLvaAFDL TLvaAcDI TLvaAcDR TLvaAcDL TLvaACDR TLvaACDL TLvaAPDI TLvaAPDR TLvaAPDL TLvaaFDL TLvaIfDI TLvaFFDI TLvaFFDR TLvaFFDL TLvaFFdR TLvaPfDI TLvaPFDI TLvaPcDL TLvaCfDI TLvaCfDL TLvaCcDI TLvIIfDI TLvIIfDL TLvIifDI TLvIifDL TLvIFfDI TLvIFfDR TLviAfDI TLviAfDR TLviAfDL TLviAfdI TLviFFDI TLviFFDR TLviFFDL TLviFFdI TLviFFdR

TLviFCDI TLviFCDR TLviFCdI TLviFCdR TLviFADI TLviFADR TLviFADL TLviFAdI TLviFAdR TLviFAdL TLvFAfdI TLvFApdR TLvFAIDI TLvFAIDL TLvFIfDR TLvFIfdR TLvFIFDR TLvFIFDL TLvFIpdR TLvFIADR TLvFiFdI TLvFFfdI TLvFFFDR TLvFFFdI TLvFFiDR TLvFFIDI TLvFFIDR TLvFFIDL TLvFFIdI TLvFPAdR TLvPIfDL TLvPFFDL TLvPFFdI TLvPFIDI TLvPFIDR TLvPFIDL TLvPFIdI TLvPFIdR TLFIAFDR TLFIAFDL TLFIACDL TLFIFFdI TLFFAiDI TLFFAiDR TLFFAiDL TLFFAidI TLFFAidL TLFFAIDR TLFFAIdI TLFFAIdR TLFFaiDI TLFFaiDL TLFFaidI TLFFaIdI TLFFIiDI TLFFIiDL TLFFIidI TLFFIidR TLFFFiDI TLFFFiDL TLFFPiDI TLFFPiDL TLFFPidI TLfAAFDR TLfAIFDI TLfAIFDR TLfAIFDL

TLfAFFDI TLfAFFDR TLfAFFDL TLfAFFdI TLfAFFdR TLfAFIDI TLfAFIDR TLfAFIDL TLfaAfDI TLfaAfDR TLfaAfDL TLfaAcDR TLfaAcDL TLfaACDI TLfaACDR TLfaACDL TLfaApDR TLfaPfDI TLfaPfDL TLfaPFDI TLfaPFDR TLfaPFDL TLfaPcDI TLfaPCDI TLfaPCDR TLfaPCDL TLfaCfDI TLfaCcDI TLfIFfdR TLfIPfDI TLfIPfDL TLfFAFDL TLfFAFdI TLfFAIDI TLfFAIDR TLfFAIDL TLfFAIdI TLfFAIdR TLfFaIDI TLfFaIDR TLfFaIDL TLfFaIdI TLfFaIdR TLfFIFDR TLfFIIDI TLfFIIDR TLfFIIDL TLfFIIdI TLfFIIdR TLfFIIdL TLfFiFDR TLfFiFDL TLfFiFdI TLfFiFdR TLfFFfdI TLfFFFDI TLfFFIDI TLfFFIDR TLfFFIdI TLfFFIdR TLfFPFdR TLfFPIDI TLfFPIDR TLfFPIDL TLfFPIdI TLfFPIdR TLfPFfdR

TLfPFIDI TLfPFIDR TLfPFIDL TLfPFIdI TLfPFIdR TLGAAFDI TLGAAFDR TLGAAFDL TLGAACDI TLGAACDL TLGAAiDI TLGAAiDR TLGAAiDL TLGAFiDI TLGAFiDL TLGaACDR TLGaFFDI TLGaFFDR TLGaFFdI TLGaFFdR TLGaFcdR TLGaPCDL TLGIAfDI TLGIAFDI TLGIAFDR TLGIACDI TLGIPfdI TLGIPfdR TLGIPcdL TLGFAiDI TLGFAidI TLGFAIDI TLGFAIDR TLGFAIDL TLGFAIdI TLGFAIdR TLGFaiDI TLGFaiDR TLGFaiDL TLGFaidI TLGFaidR TLGFaIDI TLGFaIDR TLGFaIDL TLGFaIdI TLGFaIdR TLGFIFDR TLGFIFDL TLGFIiDI TLGFIidI TLGFIidR TLGFFADL TLGFFiDL TLGFFIDI TLGFFIDR TLGFFIDL TLGFPiDI TLGFPiDL TLGFPidI TLGFPIdI TLGFPIdR TLGPFiDI TLGPFiDL TLGPFidI TLGPFIDR TLGPFIDL TLGPFIdI



121

TLGPFIdR TLgAAfDI TLgAAfDR TLgAAfDL TLgAAFDI TLgAAFDR TLgAAFDL TLgAIFDR TLgAFfdR TLgAFFDR TLgAFFDL TLgAFFdI TLgAFFdR TLgAFIdI TLgAFIdR TLgAPcDR TLgAPcDL TLgAPCDL TLgaAfDR TLgaAcDR TLgaAcDL TLgaFfdI TLgaFfdR TLgaPfDI TLgaPfDL TLgaPcDL TLgaCfDI TLgaCcDI TLgIIfDI TLgIIfDR TLgIIfDL TLgIifDI TLgIifDR TLgIifDL TLgIFfdI TLgIFfdR TLgIFFdI TLgiAfDI TLgiAfDR TLgiAfDL TLgiFfdI TLgiFADI TLgiFADR TLgiFADL TLgiFAdI TLgFAfDI TLgFAfdI TLgFAfdR TLgFAADI TLgFAIDR TLgFAIdI TLgFaFDL TLgFIfdR TLgFIcdI TLgFIADI TLgFIADR TLgFIADL TLgFIAdR TLgFFfdI TLgFFiDR TLgFFIDR TLgFFIDL TLgFFIdR TLgFPfdI TLgFPIDR TLgFPIdI TLgPIfDR

TLgPIfdR TLgPIfdL TLgPFIDL TLHAACDL TLHAAiDI TLHaACDR TLHaFFdL TLHaFcDR TLHIAFDI TLHIAFDR TLHIAFDL TLHIACDL TLHIFFdI TLHFAiDI TLHFAiDR TLHFAiDL TLHFAidL TLHFAIDR TLHFaiDI TLHFaiDR TLHFaiDL TLHFaidI TLHFaidR TLHFaidL TLHFaIDI TLHFaIDR TLHFaIdI TLHFaIdR TLHFaIdL TLHFIFdL TLHFIADR TLHFIiDI TLHFIiDR TLHFIiDL TLHFIidI TLHFIidL TLHFFAdL TLHFFiDL TLHFFIDL TLHFPADI TLHFPADR TLHFPADL TLHFPiDI TLHFPiDL TLhAAFDL TLhAFIDI TLhAFIDR TLhAFIdR TLhAPfDR TLhAPcDI TLhAPcDR TLhAPIDR TLhaAFDI TLhIAFDI TLhIAFDL TLhIaFDI TLhIaFDL TLhIIfDR TLhIIfDL TLhIifDI TLhIifDR TLhIifDL TLhIFfDR TLhIFFdI TLhIFAdI TLhFAfdI TLhFAfdR

TLhFAFdI TLhFApdI TLhFAADI TLhFAAdI TLhFAAdR TLhFAiDR TLhFAidR TLhFAIDL TLhFaADR TLhFaAdI TLhFaIDR TLhFaIdR TLhFIFDR TLhFIADR TLhFIIDI TLhFIIDR TLhFIIDL TLhFIIdR TLhFIIdL TLhFFfDI TLhFFFDR TLhFFFDL TLhFFFdI TLhFFiDR TLhFFIDR TLhFFIDL TLhFFIdL TLhFPfDL TLhFPfdI TLhFPFdI TLhFPFdR TLhFPcdR TLhFPcdL TLhPAcDI TLhPFADI TLhPFAdR TLhPFiDR TLhPFidR TLhPFIDL TLhPFIdR TLIAAFDI TLIAAiDI TLIAAiDR TLIAAiDL TLIAFiDI TLIAFiDR TLIAFiDL TLIAFidI TLIAFidR TLIaACDR TLIaFFDI TLIaFFDR TLIaFFDL TLIaFFdI TLIaFFdL TLIaFcdR TLIaFidI TLIIAFDR TLIIAFDL TLIIACDL TLIIFFdI TLIIFFdR TLIIPfdI TLIIPfdR TLIIPcdL TLIFAiDI TLIFAiDR

TLIFAiDL TLIFAidI TLIFAidR TLIFAIDI TLIFAIDR TLIFAIDL TLIFAIdI TLIFaiDI TLIFaiDR TLIFaiDL TLIFaidI TLIFaidR TLIFaidL TLIFaIDI TLIFaIDR TLIFaIDL TLIFaIdI TLIFaIdR TLIFIFDL TLIFIFdI TLIFIADL TLIFIiDR TLIFIiDL TLIFIidI TLIFFADR TLIFFiDL TLIFFIDI TLIFFIDR TLIFFIDL TLIFFIdL TLIFPADI TLIFPiDI TLIFPiDR TLIFPiDL TLIFPidI TLIFPIDR TLIFPIDL TLIFPIdI TLIFPIdR TLIPaIDL TLIPFFdR TLIPFiDI TLIPFiDR TLIPFiDL TLIPFidI TLIPFidR TLIPFIDI TLIPFIDR TLIPFIDL TLIPFIdI TLiAAFDI TLiAAFDR TLiAAFDL TLiAIFDI TLiAIFDR TLiAIFDL TLiAFFDI TLiAFFDR TLiAFFdL TLiAFIDI TLiAFIdL TLiAPcDL TLiaAFDI TLiaAFDL TLiaAcDR TLiaACDI TLiaACDR

TLiaACDL TLiaPfDI TLiaPFDR TLiaPFDL TLiaPcDI TLiIAFDI TLiIAFDR TLiIAFDL TLiIaFDI TLiIaFDR TLiIaFDL TLiIaCDR TLiIIfDI TLiIIfDR TLiIIfDL TLiIifDI TLiIifDR TLiIifDL TLiIiFDI TLiIFFDI TLiIFFDR TLiIFFDL TLiIFFdI TLiIFFdR TLiFAiDI TLiFAiDR TLiFAiDL TLiFAidR TLiFAIdI TLiFAIdR TLiFaFdI TLiFaAdR TLiFaIDR TLiFaIdI TLiFIIDI TLiFIIDR TLiFIIdI TLiFIIdR TLiFiFDI TLiFFFdI TLiFFFdR TLiFFiDR TLiFFidR TLiFFIDI TLiFFIdR TLiFPiDI TLiFPiDR TLiFPiDL TLiFPIdR TLiPFiDI TLiPFiDR TLiPFiDL TLiPFidR TLiPFIDI TLiPFIDR TLiPPfDI TLiPPcDR TLAAaiDI TLAAaiDR TLAAPIDR TLAaAiDI TLAIACDL TLAIFFDL TLAFAiDI TLAFAiDL TLAFAidI TLAFAIdI

TLAFAIdL TLAFaidI TLAFaidR TLAFaIdI TLAFIFdR TLAFFiDI TLAFFiDL TLAFFIDI TLAFPiDI TLAFPiDL TLaAAFDI TLaAAFDR TLaAAFDL TLaAIFDI TLaAIFDR TLaAIFDL TLaAIIDI TLaAFfdR TLaAFFDI TLaAFFDR TLaAFFDL TLaAFFdI TLaAFFdR TLaAFFdL TLaAFIDI TLaAFIdR TLaAFIdL TLaAPfDI TLaAPcDL TLaAPCDI TLaAPIDI TLaaAfDR TLaaAcDR TLaaACDI TLaaACDR TLaaACDL TLaaApDI TLaaFfdI TLaaPFDI TLaaPFDR TLaaPFDL TLaaPCDI TLaaPCDL TLaIiFDI TLaIiFDR TLaIiFDL TLaIFfdR TLaFAfdR TLaFApdR TLaFAIDI TLaFAIDR TLaFAIdI TLaFAIdR TLaFAIdL TLaFaIdI TLaFIfdI TLaFIIDR TLaFIIdI TLaFIIdR TLaFFfdR TLaFFFdR TLaFFIDI TLaFFIDR TLaFFIDL TLaFFIdI TLaFFIdR TLaFPFdR

TLaFPcdI TLaFPpdI TLaFPpdR TLaFPIdI TLaFPIdR TLaPIiDR TLaPFIDI TLaPFIDR TLaPFIDL TLaPFIdR TLBAAFDI TLBAAFDR TLBAAFDL TLBAACDR TLBAACDL TLBAAiDI TLBAAiDR TLBAAiDL TLBAaiDR TLBAaIDI TLBAFFDI TLBAFFDL TLBAFFdI TLBAFiDI TLBAFiDL TLBAFidI TLBAPCDL TLBaAiDI TLBaAiDR TLBaFidI TLBaFidR TLBIAfDI TLBIAfDR TLBIiFDI TLBIiFDR TLBIiFDL TLBIFFDL TLBIFFdI TLBIFFdR TLBIPCDR TLBFAiDI TLBFAiDR TLBFAiDL TLBFAidI TLBFAIDI TLBFAIDR TLBFAIDL TLBFAIdI TLBFAIdR TLBFAIdL TLBFaiDI TLBFaiDR TLBFaiDL TLBFaidI TLBFaidR TLBFaIDI TLBFaIDR TLBFaIDL TLBFaIdI TLBFaIdR TLBFIFdR TLBFIiDI TLBFIiDR TLBFIiDL TLBFIidI TLBFIidR TLBFiFdR



122

TLBFFADR TLBFFiDL TLBFFIDI TLBFFIDR TLBFFIDL TLBFFIdL TLBFPiDI TLBFPiDR TLBFPiDL TLBFPidI TLBFPIDI TLBFPIDR TLBFPIDL TLBFPIdI TLBPFiDI TLBPFiDL TLBPFidI TLBPFIDR TLBPFIdI TLBPPIDI TLbAAFDI TLbAAFDR TLbAAFDL TLbAACDL TLbAaFDI TLbAaFDL TLbAaCDR TLbAaCDL TLbAaiDI TLbAaiDR TLbAaIDI TLbAIFDI TLbAIFDR TLbAIFDL TLbAICDL TLbAFFdR TLbAPfDR TLbaAfDI TLbaAfDR TLbaAfDL TLbaFfdI TLbaPfDI TLbaPcDI TLbaCfDI TLbIAFDI TLbIAFDR TLbIAFDL TLbIACDL TLbIaFDR TLbIaFDL TLbIIfDI TLbIIfDR TLbIIfDL TLbIifDR TLbIifDL TLbIiFDI TLbIiFDR TLbIiFDL TLbIFFdI TLbIFFdR TLbFAfdR TLbFAFDI TLbFAFdI TLbFAIDI TLbFAIdR TLbFaFdR TLbFaADI

TLbFIFDI TLbFIFdI TLbFIFdR TLbFIADI TLbFIADL TLbFIAdI TLbFIAdR TLbFIAdL TLbFIIdI TLbFFiDR TLbFFidR TLbPFAdI TLbPFiDR TLCAAfDR TLCAAiDI TLCAAiDL TLCAFFdL TLCaAiDI TLCaAiDR TLCaFidI TLCaFidR TLCIAfDR TLCIAFDI TLCIAFDL TLCIiFDI TLCIiFDR TLCIiFDL TLCFAFdL TLCFAiDI TLCFAiDL TLCFaFDL TLCFaiDI TLCFaiDR TLCFaiDL TLCFaidI TLCFaidR TLCFaidL TLCFaIDR TLCFaIdI TLCFIfDR TLCFIFDR TLCFIADL TLCFIiDI TLCFIiDR TLCFIiDL TLCFIidI TLCFIidR TLCFIidL TLCFifDR TLCFiFDI TLCFiFDR TLCFiFDL TLCFFFdL TLCFFiDL TLCFFIDL TLCFFIdL TLCFPADR TLCFPiDI TLCFPiDL TLCFPIDI TLCFPIdL TLCPaCDR TLcAApDR TLcAaIDI TLcAPfDL TLcAPcDI TLcIAFDI

TLcIAFDR TLcIAFDL TLcIaFDI TLcIaFDR TLcIaFDL TLcIIfDI TLcIIfDR TLcIIfDL TLcIifDI TLcIifDR TLcIifDL TLcIFFdI TLcIFFdR TLcIFAdR TLcFAfdI TLcFAiDR TLcFAidR TLcFAIdR TLcFaFdI TLcFaFdR TLcFaAdR TLcFIfdR TLcFFfdI TLcFFFDL TLcFFiDR TLcFFIDI TLcFFIDR TLcFFIdL TLcFPFdI TLcFPiDR TLcFPidR TLcFPIDL TLcPFFdI TLcPFiDR TLcPFidR TLcPFIDI TLcPFIDL TLcPFIdI TLDAAFDI TLDAAFDR TLDAAFDL TLDAACDR TLDAAiDR TLDAAiDL TLDAFfdR TLDAFFDI TLDAFFDL TLDAFFdI TLDAFFdR TLDAFiDI TLDAFiDR TLDAFidI TLDAFidR TLDAPiDL TLDaFcDR TLDaFcDL TLDIAfDL TLDIACDL TLDIFFdI TLDFAiDI TLDFAiDR TLDFAiDL TLDFAidI TLDFAIDL TLDFAIdI TLDFAIdL TLDFaFdR

TLDFaiDI TLDFaiDR TLDFaiDL TLDFaidI TLDFaidR TLDFaIDR TLDFaIdI TLDFaIdR TLDFIFDR TLDFIFDL TLDFIFdI TLDFIFdR TLDFIADL TLDFIiDI TLDFIiDR TLDFIiDL TLDFIidI TLDFIidR TLDFiFdR TLDFFFDR TLDFFADR TLDFFiDI TLDFFiDR TLDFFiDL TLDFFIDI TLDFFIDR TLDFFIDL TLDFFIdL TLDFPAdI TLDFPAdL TLDFPiDI TLDFPiDR TLDFPiDL TLDFPidI TLDFPidR TLDFPIdR TLDPAIDR TLDPIADL TLDPFAdR TLDPFiDR TLDPFiDL TLDPFIDI TLDPFIDR TLDPFIDL TLDPFIdI TLdAAFDI TLdAAFDR TLdAACDR TLdAFFDR TLdAFFDL TLdAFFdR TLdAFIDI TLdAFIdR TLdAPfDL TLdAPCDL TLdaFfdI TLdaFfdR TLdaPfDI TLdIAFDI TLdIAFDR TLdIAFDL TLdIIfDI TLdIIfDR TLdIIfDL TLdIifDI TLdIifDR TLdIifDL

TLdIiFDI TLdIiFDR TLdIiFDL TLdIFFDI TLdIFFDR TLdIFFDL TLdIFFdI TLdFAfDR TLdFAADR TLdFAiDI TLdFAiDR TLdFAiDL TLdFAidR TLdFAIDI TLdFAIDL TLdFAIdI TLdFAIdR TLdFAIdL TLdFaFdR TLdFaIdI TLdFIpdR TLdFIIdI TLdFIIdR TLdFFFdR TLdFFADR TLdFFAdI TLdFFiDR TLdFFidR TLdFFIdR TLdFPadR TLdFPiDI TLdFPiDR TLdFPiDL TLdFPidR TLdPAfDI TLdPFiDR TLdPFiDL TLdPFIDR TLdPFIdR TLdPPfDI TLdPPcDI TL0AaiDI TL0AIIDR TL0AFIDI TL0aFidI TL0FAiDI TL0FAiDL TL0FAidI TL0FAIdI TL0FaFdR TL0FaiDI TL0FaidI TL0FIFDR TL0FIidR TL0FiFDR TL0FFiDI TL0FFIdL TL0FPiDI TL0FPidI TL1AAFDR TL1AApDL TL1AaIDI TL1AIFDI TL1AIIDI TL1AIIDR TL1AFfdR TL1AFFDI

TL1AFFDR TL1AFFdR TL1AFFdL TL1AFIDI TL1AFIDR TL1AFIDL TL1AFIdR TL1APfDI TL1APfDR TL1APCDI TL1aApDR TL1aApDL TL1aFfdI TL1aPfDI TL1aPFDI TL1aPFDR TL1aPFDL TL1IiFDI TL1IFfDI TL1IFfDR TL1IFfDL TL1IFfdI TL1IPfDR TL1FAfDR TL1FAfdR TL1FApdR TL1FAIdI TL1FAIdR TL1FaFDR TL1FaidI TL1FaIDI TL1FaIdI TL1FIfdI TL1FIFdI TL1FIiDI TL1FIidI TL1FIIDI TL1FIIDL TL1FFfDL TL1FFFdR TL1FFIDI TL1FFIDR TL1FFIDL TL1FFIdI TL1FFIdR TL1FPpdR TL1FPIdR TL1PFfdR TL1PFIDI TL1PFIDR TL1PFIDL TL1PFIdI TL1PFIdR TL2AAFDI TL2AAFDR TL2AAFDL TL2AACDI TL2AACDR TL2AAiDI TL2AAiDR TL2AAiDL TL2AaiDR TL2AaIDI TL2AFFDI TL2AFFDR TL2AFFdR TL2AFFdL

TL2AFiDR TL2AFiDL TL2APCDR TL2APCDL TL2aFidI TL2aFidR TL2IAfDR TL2IFFDI TL2IFFDR TL2IFFDL TL2IFFdI TL2IFFdL TL2IPCDI TL2IPCDR TL2FAiDI TL2FAiDR TL2FAiDL TL2FAidI TL2FAIDI TL2FAIDR TL2FAIdI TL2FAIdR TL2FaiDI TL2FaiDR TL2FaiDL TL2FaidI TL2FaidR TL2FaIDI TL2FaIDR TL2FaIDL TL2FaIdI TL2FIiDI TL2FIiDR TL2FIiDL TL2FIidI TL2FIidR TL2FiFDR TL2FiFDL TL2FiFdR TL2FFADI TL2FFiDL TL2FFIDI TL2FFIDR TL2FFIDL TL2FPiDR TL2FPiDL TL2FPidI TL2FPIDI TL2FPIDR TL2FPIDL TL2FPIdI TL2PFiDI TL2PFiDL TL2PFIDR TL2PFIdR TL3AAFDI TL3AAFDR TL3AaFDI TL3AaiDI TL3AaiDR TL3AaIDI TL3AIFDI TL3AIFDR TL3AIFDL TL3aApDR TL3aPfDI TL3aPfDL



123

TL3aPcDI TL3IIfDI TL3IIfDR TL3IIfDL TL3IifDI TL3IifDR TL3IifDL TL3IFfdR TL3IPpdI TL3FAFDL TL3FAiDR TL3FAidR TL3FaFDR TL3FaFdI TL3FaFdR TL3FaADL TL3FaAdI TL3FaAdR TL3FaAdL TL3FaiDI TL3FaidI TL3FIfdI TL3FIFDI TL3FIFDR TL3FIFDL TL3FIFdI TL3FIFdR TL3FIADI TL3FIADR TL3FIADL TL3FIAdI TL3FIAdR TL3FIiDI TL3FIidI TL3FFfdI TL3FFADR TL3FFAdI TL3FFidR TL3FPpdI TL3FPidR TL3FPIdI TL3PFidR TL3PFIDI TL4AAFDI TL4AAFDL TL4AACDL TL4AFFdL TL4APCDI TL4aFcDR TL4aFidI TL4IAfDR TL4IAfDL TL4IAFDI TL4IAFDR TL4IAFDL TL4IFfDL TL4IFFdI TL4FAFDI TL4FAiDL TL4FAIDR TL4FaFDR TL4FaFDL TL4FaAdL TL4FaiDI TL4FaiDR TL4FaiDL TL4FaidI

TL4FaidR TL4FaIDI TL4FaIDR TL4FaIDL TL4FaIdI TL4FIFDR TL4FIADR TL4FIADL TL4FIiDI TL4FIiDR TL4FIiDL TL4FIidI TL4FIidR TL4FifdL TL4FiFDI TL4FiFDR TL4FiFdL TL4FFADL TL4FFiDL TL4FFIDL TL4FPAdL TL4FPiDI TL4FPIdL TL4PaIDL TL5AACDL TL5AIIDI TL5APfDI TL5APfDL TL5APcDI TL5APcDR TL5IAFDI TL5IAFDR TL5IAFDL TL5IaFDR TL5IaFDL TL5IIfDR TL5IIfDL TL5IifDI TL5IifDL TL5IiFDR TL5IFFDI TL5IFFDR TL5IFFDL TL5IFFdI TL5IFFdR TL5IPCDR TL5FAidR TL5FAIDI TL5FaADI TL5FaiDR TL5FaiDL TL5FaidL TL5FaIDI TL5FIfDI TL5FIFDL TL5FIAdR TL5FFfDI TL5FFfDR TL5FFfdI TL5FFFDL TL5FFiDR TL5FFIDR TL5FFIDL TL5FPfDI TL5FPFDI TL5FPFdR TL5FPidR

TL5FPIDR TL5FPIdI TL5PFfdI TL5PFfdR TL5PFidR TL5PFIDL TL6AAFDI TL6AACDR TL6AAiDR TL6AAiDL TL6AaIDI TL6AaIDL TL6AFfdR TL6AFFDI TL6AFFDR TL6AFFdI TL6AFFdL TL6AFiDR TL6AFiDL TL6AFidI TL6AFidR TL6APCDR TL6APCDL TL6aFpdR TL6IAfDL TL6IAFDL TL6IFfdR TL6FAFDR TL6FAFdR TL6FAiDI TL6FAiDR TL6FAiDL TL6FAidI TL6FAidR TL6FAIDI TL6FAIDR TL6FAIdI TL6FAIdR TL6FaFdR TL6FaiDI TL6FaiDL TL6FaidR TL6FaIDR TL6FIFDI TL6FIFDR TL6FIFDL TL6FIFdR TL6FIAdI TL6FIiDI TL6FIiDR TL6FIiDL TL6FIidR TL6FiFDL TL6FFFDR TL6FFADI TL6FFiDI TL6FFiDR TL6FFIDI TL6FPiDI TL6FPiDR TL6FPiDL TL6FPidI TL6FPidR TL6FPIDR TL6FPIdR TL6PICDL TL6PFIDI

TL6PFIDL TL7AAFDI TL7AAFDR TL7AAFDL TL7AACDL TL7APfDI TL7IAFDI TL7IAFDR TL7IAFDL TL7IACDL TL7IIfDI TL7IIfDR TL7IifDI TL7IifDR TL7IFfDI TL7IFFDR TL7FAADL TL7FAiDR TL7FAiDL TL7FAIDI TL7FAIDL TL7FAIdI TL7FAIdR TL7FAIdL TL7FIFDR TL7FIFdR TL7FIidI TL7FIIDI TL7FFiDR TL7FFidR TL7FPFdI TL7FPiDR TL7FPidR TL7FPIDI TL7FPIdR TL7PAcDL TL7PFiDL TL7PFIDL TAOAaCDI TAOAICDI TAOAPCDI TAOaAcDI TAOIAFDI TAOIAFDL TAOIiFDI TAOIiFDL TAOIFFDI TAOIFFDR TAOIFFDL TAOIFFdI TAOFIaDR TAoAApDI TAoAApDR TAoAICDI TAoAiFDI TAoAiFDR TAoAiFDL TAoaAcDI TAoIiFDI TAoIiFDL TAoFFIDI TAoFFIDR TAoFFIDL TAoFFIdI TAoFFIdR TAoFPIDI TAoFPIDR

TAoFPIDL TAoFPIdR TAoPIaDL TAPaAcDI TAPIiFDI TAPIFfdR TApaAcDI TApIiFDI TApIiFDR TApIiFDL TApIPFdI TApFPIdR TAQAPFdI TAQaIiDI TAQaFIDI TAQaFIDR TAQaFIDL TAQaFIdI TAQaFIdR TAQIAFDL TAQIACDI TAQIaCDI TAQIiFDI TAQIiFDR TAQIiFDL TAQIFFDI TAQIFFDR TAQIFFdI TAQIPCDI TAQFAiDI TAQFAiDR TAQFAiDL TAQFAidI TAQFAidR TAQFAIDI TAQFAIDR TAQFAIdR TAQFaiDI TAQFaidI TAQFaidR TAQFaIDI TAQFaIDL TAQFIiDI TAQFIiDR TAQFIiDL TAQFIidI TAQFIidR TAQFIidL TAQFIIDI TAQFIIdI TAQFFiDI TAQFFiDR TAQFFIDI TAQFPiDI TAQFPiDR TAQFPidI TAQFPidR TAQFPIDI TAQFPIDR TAQFPIDL TAQFPIdI TAQPaiDI TAQPIiDI TAQPFiDI TAQPFiDR TAQPFiDL TAQPFidR

TAQPFidL TAQPFIDI TAQPFIDL TAQPFIdI TAQPFIdR TAQPPiDI TAQPPiDL TAQCFIdI TAQCFIdR TAqAiFDI TAqAiFDL TAqAPiDI TAqaAfDR TAqaAcDR TAqaIiDR TAqaFIDI TAqaFIDR TAqaFIDL TAqaFIdR TAqaFIdL TAqaPIDR TAqIACDI TAqIIcDI TAqIIcDR TAqIIpDI TAqIIpDR TAqIifDL TAqFFFDI TAqFFFdI TAqFPADI TAqPAcDI TAqPifDL TARAAfDI TARAFfdI TARAPFdI TARAPFdR TARAPFdL TARaAfDI TARaAcDI TARaApDI TARaIFDR TARaIFDL TARaICDL TARaFcDI TARaFcdI TARaFpdI TARaFADI TARaFADR TARaFADL TARaFAdI TARaFIDR TARaFIdI TARaFIdR TARaPPdI TARaPPdL TARIiFDI TARIiFDR TARIFfDI TARIFfdI TARIPFdI TARIPFdR TARIPCdI TARIPCdR TARIPCdL TARIPPdI TARIPPdR TARIPPdL

TARiAfDI TARFAfDI TARFAFDI TARFAFdI TARFAAdI TARFAIDI TARFAIdI TARFIfDI TARFIfdI TARFiFDI TARFiFdI TARFFfDI TARFFFDI TARFFADI TARFFAdI TARFFIdI TARFPfDI TARFPFdI TARFPADI TARFPIdR TARPAfdI TARPApdI TARPIfdI TARPFfDI TARPFFdI TARPFAdI TARPPfdI TARPPFdI TArAFADI TArAPFdI TArAPFdR TArAPCdI TArAPCdR TArAPCdL TArAPPdI TArAPPdR TArAPPdL TAraAfDI TAraAcDI TAraApDI TAraIfDR TAraIcDI TAraIcDR TAraICDL TAraFcdI TAraFpdI TAraFADI TAraFADR TAraFADL TAraFAdI TAraFAdL TAraFIDR TAraFIdI TAraFIdR TAraPcDI TArIAfDI TArIIfDI TArIIfDR TArIIfDL TArIifDI TArIifDR TArIiFDI TArIiFDR TArIiFDL TArIFfDI TArIFfdI TArIPFdI



124

TArIPFdR TAriFADI TAriFADR TAriFADL TAriFAdI TAriFAdR TAriFIDI TAriFIdI TArFAfdI TArFAFdI TArFAAdI TArFIfdI TArFIpdI TArFiFdI TArFFfDI TArFFfdI TArFFFDI TArFFFdI TArFFAdI TArFFIDI TArFPfDI TArFPfdI TArFPFdI TArFPcDI TArFPcdI TArFPpDI TArFPpdI TArFPADL TArFPAdI TArFPAdR TArFPIDL TArPIfDI TArPIcDI TArPifDI TArPFfdI TArPFFdI TArPFAdI TArPFIDL TArPPfDI TArPPcDI TAKAaiDI TAKAaIDI TAKAICDR TAKAIADR TAKAFIdR TAKAPIDI TAKaAcDI TAKIAFDI TAKIAFDR TAKIiFDI TAKIiFDR TAKIiFDL TAKIFFDI TAKIFFDR TAKIFFDL TAKIFFdI TAKIFFdR TAKIFIDI TAKIFIdI TAKIPIdI TAKIPIdR TAKIPIdL TAKFIAdR TAKFFAdR TAKPFIDR TAkAaCDR TAkAICDR

TAkAICDL TAkAIIDI TAkAFADL TAkaAcDI TAkIiFDI TAkIiFDR TAkIiFDL TAkFFfdI TAkFPcdR TAkPFIdR TALAaiDI TALAaiDR TALAaIDR TALAIIDI TALAIIDR TALAFiDI TALAFidR TALAPIDR TALaAcDI TALaFidR TALIFidR TALIFIDL TALIFIdR TAlAaCDI TAlAIIDR TAlaAcDI TAlaaFDI TAlIiFDI TAlIiFDL TAMAFadI TAMAFAdR TAMAPaDL TAMaIiDR TAMaFadR TAMaFIDI TAMaFIDL TAMaFIdI TAMIAFDI TAMIACDR TAMIiFDI TAMIiFDL TAMIFFDI TAMIFFDR TAMIFFDL TAMIFFdI TAMIFFdR TAMIFFdL TAMIFadR TAMIFAdI TAMIFAdR TAMIFiDR TAMIFidR TAMIFidL TAMFAIDI TAMFAIDR TAMFAIDL TAMFAIdI TAMFAIdR TAMFPIDI TAMFPIDR TAMFPIDL TAMFPIdI TAMFPIdR TAmAAfDI TAmAAfDR TAmAAfDL TAmaAFDI

TAmaAFDR TAmaAFDL TAmaAcDI TAmaAcDR TAmaAcDL TAmaFIDR TAmaFIdR TAmaPfDI TAmaPfDL TAmaPFDI TAmaPFDR TAmaPFDL TAmaPcDI TAmaPCDI TAmaPCDR TAmaPCDL TAmaPIDR TAmaCfDI TAmaCfDR TAmaCfDL TAmaCcDI TAmIACDI TAmIACDR TAmIaADI TAmIaADR TAmIIcDR TAmIFAdI TAmiAfDI TAmiAfDR TAmiAfDL TAmiFFdI TAmFIfdR TAmFFFdI TAmFPAdR TANAAfDI TANAAFDI TANAFfdI TANAFFdI TANAFaDR TANAPAdI TANaAfDI TANaAcDI TANaApDI TANaIFDR TANaIFDL TANaICDL TANaFFdI TANaFcDI TANaFcdI TANaFpdI TANaFADR TANaPIDR TANIAfDI TANIAfDR TANIAFDI TANIAaDI TANIAaDR TANIAaDL TANIaADR TANIiFDI TANIiFDR TANIFfDI TANIFfdI TANIFFdI TANIFaDR TANIPFdI TANIPFdR

TANIPCdL TANIPPdI TANiAfDI TANiAFDI TANiFADI TANiFADR TANiFADL TANiFAdI TANiFAdR TANiFAdL TANFAFdI TANFAADI TANFAAdI TANFIFDI TANFIFdI TANFIADI TANFIAdI TANFiFdI TANFFFDI TANFFADI TANFFIDR TANFPADI TANFPIdI TANPFFDI TANPFFdI TANPFADI TANPFAdI TAnAAfDI TAnAAFDI TAnAFFdI TAnAFaDL TAnAFAdR TAnaAFDL TAnaAcDI TAnaACDI TAnaACDL TAnaApDI TAnaIfDR TAnaIFDL TAnaICDL TAnaFFDL TAnaFFdI TAnaFcDI TAnaFcdI TAnaFpdI TAnaFADL TAnaFAdR TAnaFIDR TAnaFIdI TAnaFIdR TAnaPfDI TAnaPIDI TAnaPIDR TAnIAfDI TAnIAFDL TAnIAaDI TAnIAaDR TAnIAaDL TAnIAADI TAnIaADL TAnIIfDI TAnIIfDR TAnIIfDL TAnIIcDL TAnIifDI TAnIifDR TAnIifDL

TAnIiFDI TAnIFfDI TAnIFfdI TAnIFFdI TAnIFAdR TAnIPFdI TAnIPFdR TAnIPCDL TAnIPCdL TAnIPPdI TAniAfDI TAniAFDI TAniFADI TAniFADR TAniFADL TAniFAdI TAniFAdR TAnFAfdI TAnFIfDI TAnFIFDI TAnFIaDR TAnFIAdI TAnFFfDI TAnFFfdI TAnFFFDI TAnFFFdI TAnFFADI TAnFFAdI TAnFFIdI TAnFPfdI TAnFPcdI TAnFPpDI TAnFPpdI TAnFPADI TAnFPAdI TAnPAADL TAnPIfDI TAnPFfdI TAnPFFdI TAWAaiDR TAWAaIDI TAWAICDI TAWAICDR TAWAIIDI TAWAPCDI TAWAPiDR TAWAPidI TAWAPidR TAWAPidL TAWAPIDI TAWAPIdI TAWaAFDR TAWaAFDL TAWaAcDI TAWIAFDR TAWIiFDI TAWIFfdI TAWIFFDI TAWIFFDL TAWIFFdR TAWIFFdL TAWIFiDL TAWIFidR TAWIFIdI TAWFAidR TAWFIAdI TAWFIAdR

TAwAAcDI TAwAAcDL TAwAAcdI TAwAApDR TAwAApDL TAwAaCDR TAwAaIDI TAwAICDI TAwAICDR TAwAICDL TAwAIIDI TAwAPiDR TAwaAFDI TAwaAcDI TAwIiFDI TAwIiFDR TAwIiFDL TAwIFfDI TAwIFfdI TAwIFFdR TAwIFiDL TAwIFidR TAwIFIDI TAwIFIDL TAwIFIdI TAwFAidR TAwFIADL TAwFFFdI TAwFFIdI TAwFFIdR TAwFPIdI TAXAaiDI TAXAPiDI TAXAPiDR TAXAPidI TAXAPidR TAXAPidL TAXaAFDR TAXaAFDL TAXaAcDI TAXaaFDI TAXaaFDL TAXaFFdI TAXaFFdR TAXaFidI TAXaFidR TAXIFfdI TAXIFidI TAXIFidR TAXIFIdR TAXIFIdL TAXFPIdI TAXPFiDR TAxAaiDI TAxAaiDR TAxAFidR TAxAPiDR TAxaAFDI TAxaAFDR TAxaAFDL TAxaAcDI TAxaaFDI TAxaaFDR TAxaaCDI TAxaFFdI TAxaFFdR TAxaFidR

TAxIiFDI TAxIiFDL TAxIFfdR TAxIFiDL TAxIFidI TAxIFidR TAxIFidL TAxiAFDL TAxFFiDR TAYaAFDR TAYaFIDR TAYaFIdR TAYaPIDR TAYIAFDI TAYIAFDR TAYIACDI TAYIACDR TAYIAaDI TAYIAaDR TAYIAADI TAYIAADR TAYIaADI TAYIaADR TAYIFaDI TAYIFaDR TAYIFaDL TAYIFadI TAYIFadL TAYIFAdI TAYIPAdI TAYIPAdR TAYIPAdL TAYPFaDR TAyAFAdR TAyaAFDI TAyaFIdR TAyaPFDI TAyaPFDR TAyaPFDL TAyaPcDR TAyaPCDI TAyaPCdI TAyaPIDR TAyIACDI TAyIACDR TAyIAADR TAyIaADI TAyIaADR TAyIIcDR TAyIIpDR TAyIifDL TAyIFfdI TAyIFaDR TAyIFaDL TAyIFadR TAyIFADI TAyIFAdI TAyIPAdI TAyIPAdR TAyIPAdL TAyiAFDI TAyiAFDR TAyiFFDI TAyiFFDR TAyiFFdR TAyiFaDR TAyiFadR



125

TAyiFIDR TAyFFfdI TAyFFFdI TAyPIcdR TAyPIcdL TAZAAfDI TAZAAFDI TAZAFFdI TAZaAfDI TAZaAFDI TAZaAcDI TAZaACDI TAZaApDI TAZaIFDL TAZaICDL TAZaFFdI TAZaFcDI TAZaFADR TAZaFAdR TAZaPIDR TAZIAfDI TAZIAfDR TAZIAFDI TAZIAaDI TAZIAaDR TAZIAaDL TAZIAADR TAZIaADL TAZIFfDI TAZIFfdI TAZIFFDI TAZIFFDR TAZIFFdI TAZIFaDR TAZIFadR TAZIFAdI TAZIPaDL TAZiFADR TAZiFADL TAZiFAdI TAZiFAdR TAZiFAdL TAZFAfDI TAZFAFDI TAZFAADI TAZFAAdI TAZFIfDI TAZFIFDI TAZFIADI TAZFIAdI TAZFFFDI TAZFFADI TAZFPfDI TAZFPFDI TAZFPadR TAZFPADI TAZFPAdI TAZPFADI TAZPFAdI TAZPFAdR TAzAAfDI TAzAFfdI TAzAFFdI TAzaAfDI TAzaAFDR TAzaAFDL TAzaAcDI

TAzaACDI TAzaIFDL TAzaICDL TAzaFFDI TAzaFFdI TAzaFFdR TAzaFcDI TAzaFcdI TAzaFpdI TAzaFADR TAzaFAdR TAzaPfDI TAzaPcDI TAzIAfDI TAzIAFDI TAzIAFDR TAzIACDL TAzIAaDI TAzIAaDR TAzIAaDL TAzIAADR TAzIaADR TAzIaADL TAzIIfDI TAzIIfDR TAzIIfDL TAzIIcDL TAzIifDI TAzIifDR TAzIifDL TAzIiFDI TAzIFfDI TAzIFfdI TAzIFfdR TAzIFFDI TAzIFFdI TAzIFaDI TAzIFadR TAziAfDI TAziAFDI TAziFADI TAziFADR TAziFADL TAziFAdI TAziFAdR TAzFAfdI TAzFAFDI TAzFAFdI TAzFAADI TAzFAAdI TAzFIfDI TAzFIfdI TAzFIFdI TAzFIADI TAzFIAdI TAzFiFDI TAzFiFdI TAzFFfDI TAzFFFDI TAzFFADI TAzFFAdR TAzFPfDI TAzFPfdI TAzFPFdI TAzFPADI TAzFPAdI TAzPIADL

TAzPFFdI TASAPCDI TASaAFDI TASaAFDR TASaAFDL TASaAcDI TASIIFDI TASIIFDR TASIIFDL TASIiFDI TASIiFDR TASIiFDL TASIFFDI TASiAFDI TASiAFDR TASiAFDL TAsAAFDR TAsAApDI TAsAApDR TAsAApDL TAsAApdI TAsAPcDR TAsAPcDL TAsaAFDI TAsaAFDR TAsaAFDL TAsaAcDI TAsaPfDR TAsaPFDI TAsaPFDR TAsaPFDL TAsaPFdI TAsaPcDI TAsaCcDI TAsIAFDI TAsIAFDR TAsIAFDL TAsIIfDR TAsIIfDL TAsIFfdR TAsIFFDI TAsIFFDR TAsIFFDL TAsIFFdI TAsIFFdR TAsiAFDI TAsiAFDR TAsiAFDL TAsFFFDI TAsFFFDL TAsFFFdI TATAAFDL TATAaCDI TATAaCDR TATaAFDI TATaAFDR TATaAFDL TATaAcDI TATaaFDI TATaaFDR TATaaFDL TATaFFDI TATaFFDR TATaFFDL TATaFFdI TATaFFdR TATIAFDL

TATIiFDI TATIiFDR TATIiFDL TATiAFDI TATiAFDR TATiAFDL TAtAAFDI TAtAAFDR TAtAAFDL TAtAICDI TAtAFFDI TAtAFFDR TAtAFFDL TAtAFFdR TAtAPcDL TAtAPCDI TAtAPCDR TAtAPCdI TAtaAFDI TAtaAFDR TAtaAFDL TAtaAcDI TAtaaFDI TAtaaFDR TAtaaFDL TAtaFFDI TAtaFFDR TAtaFFDL TAtaFFdI TAtaFFdR TAtaPFDI TAtaPFDR TAtaPFDL TAtaPcDI TAtaPCDI TAtaPCDR TAtaCcDI TAtIiFDI TAtIiFDR TAtIiFDL TAtIFFDL TAtIFFdI TAtIFFdR TAtiAFDI TAtiAFDR TAtiAFDL TAtiFCDI TAtiFCDR TAtiFCDL TAtiFCdR TAUAaIDI TAUAaIDR TAUAIiDI TAUAIiDR TAUAIiDL TAUAFiDI TAUAFiDR TAUAFiDL TAUAFidR TAUAFIDI TAUAPiDL TAUaAFDI TAUaAFDR TAUaAFDL TAUaAiDR TAUaIiDR TAUaFidL

TAUaFIdI TAUaPCDL TAUIIFDI TAUIIFDL TAUIiFDI TAUIiFDR TAUIiFDL TAUIFFDI TAUIFFDL TAUIFiDR TAUIFiDL TAUIFidR TAUIFIDI TAUIPCDI TAUiAFDI TAUiAFDR TAUiAFDL TAUFAiDI TAUFAiDR TAUFAiDL TAUFAidR TAUFaiDR TAUFaiDL TAUFaidR TAUFaIDI TAUFaIdI TAUFIiDR TAUFIidR TAUFIIDI TAUFIIDR TAUFIIDL TAUFIIdI TAUFIIdR TAUFFiDI TAUFFiDR TAUFFiDL TAUFFIDI TAUFFIDR TAUFFIDL TAUFFIdL TAUFPAdR TAUFPiDI TAUFPiDR TAUFPiDL TAUFPidI TAUFPidR TAUFPIDL TAUFPIdI TAUPAiDR TAUPaiDR TAUPFiDI TAUPFiDR TAUPFIDI TAUPFIDR TAUPFIDL TAUPFIdI TAUPFIdR TAUPFIdL TAUPPIDI TAUPPIDR TAUCFidR TAUCFIdI TAUCFIdR TAUCFIdL TAuAAiDL TAuAaIDL TAuAIiDR

TAuAiFDI TAuAiFDR TAuAiFDL TAuAFiDR TAuAFiDL TAuAFidR TAuAPiDI TAuAPiDR TAuAPiDL TAuaAFDI TAuaAFDR TAuaAFDL TAuaaFDL TAuaFFDL TAuaFidR TAuaFIDI TAuaFIDL TAuaFIdI TAuaPFDI TAuaPFDR TAuaPFDL TAuaPCDL TAuIIfDI TAuIIfDR TAuIIfDL TAuIIcDI TAuIIcDR TAuIIcDL TAuIIpDI TAuIIpDR TAuIiFDI TAuIiFDR TAuIiFDL TAuIFFDI TAuIFFDR TAuIFFDL TAuIFFdI TAuIFFdR TAuIFiDR TAuIFiDL TAuIFidI TAuIFidR TAuIFIDR TAuIFIDL TAuIFIdI TAuIFIdR TAuIFIdL TAuFAIDI TAuFAIDR TAuFAIDL TAuFAIdI TAuFAIdR TAuFaidR TAuFaIDR TAuFaIdR TAuFIIdR TAuFFiDR TAuFFIDR TAuFFIdR TAuFPfDI TAuFPfDR TAuFPFDI TAuFPFDR TAuFPFdI TAuFPFdR TAuFPcDR TAuFPCDI

TAuFPiDR TAuPAfDL TAuPAcDI TAuPAcDL TAuPIIDR TAuPifDI TAuPifDR TAuPifDL TAuPFIDI TAuPFIDL TAuPFIdI TAuPFIdL TAuPPfDR TAuCFIdR TAVAFfdI TAVAFFDI TAVAPFdI TAVAPFdR TAVAPCdL TAVAPPdI TAVaACDI TAVaAPDI TAVaIFDR TAVaIFDL TAVaFcDI TAVaFcdI TAVaFpdI TAVaFADI TAVaFADR TAVaFADL TAVaFAdI TAVaFiDI TAVaFiDL TAVaFidI TAVaFidR TAVaFIDI TAVaFIdI TAVaPADI TAVaPADR TAVaPADL TAVIAfDI TAVIiFDI TAVIiFDR TAVIFfdI TAVIFFdR TAViFADI TAViFAdI TAViFIDI TAViFIDL TAVFAfdI TAVFAFdI TAVFAIdI TAVFAIdR TAVFaIdI TAVFaIdR TAVFIfDI TAVFIfdI TAVFIFdI TAVFIIdI TAVFIIdR TAVFiFdI TAVFFfDI TAVFFFDI TAVFFIDI TAVFFIDR TAVFFIdI TAVFFIdR



126

TAVFPfdI TAVFPFdI TAVFPIDR TAVFPIdI TAVFPIdR TAVPFfdI TAVPFFdI TAVPFAdI TAVPFIdI TAVPFIdR TAvAFfdI TAvAFiDL TAvAFidR TAvAFIDI TAvAFIDR TAvAFIDL TAvAFIdI TAvAFIdR TAvAFIdL TAvAPFdI TAvAPFdR TAvAPFdL TAvAPCdL TAvAPPdI TAvAPPdR TAvAPIDL TAvaAFDI TAvaAcDL TAvaApDL TAvaIfDI TAvaFFDI TAvaFFdI TAvaFcdI TAvaFADI TAvaFADR TAvaFADL TAvaFAdI TAvaFiDI TAvaFiDR TAvaFidI TAvaFIdI TAvaPFdI TAvaPFdR TAvaPFdL TAvaPcDI TAvaPcDR TAvaPcDL TAvaPcdI TAvaPcdR TAvaPcdL TAvaPADI TAvaPADR TAvaPADL TAvIAcDL TAvIIfDI TAvIIfDR TAvIifDI TAvIifDR TAvIiFDI TAvIiFDR TAvIiFDL TAvIFfDL TAvIFFDI TAvIPcDL TAviAfDL TAviFADI TAviFADR

TAviFADL TAviFAdR TAviFIDI TAviFIDL TAviFIdI TAvFAfdI TAvFAFdI TAvFAIdI TAvFaIdI TAvFaIdR TAvFIfDI TAvFIpDI TAvFIpdI TAvFIIdI TAvFFfDI TAvFFfdI TAvFFFDI TAvFFIDR TAvFFIdI TAvFFIdR TAvFPfDI TAvFPfdI TAvFPcdI TAvFPpdI TAvFPiDI TAvFPiDR TAvFPidI TAvFPidR TAvFPIdI TAvFPIdR TAvPIcDI TAvPFFdI TAvPFiDI TAvPFiDR TAvPFiDL TAvPFidI TAvPFidR TAvPFIdI TAvPFIdR TAFAAIDR TAFAPIDR TAFAPIDL TAFaAcDI TAFIiFDI TAFIiFDR TAFIiFDL TAFIFFDI TAFIFFDL TAFIFIDR TAFIFIdR TAfAiFDI TAfAiFDR TAfAiFDL TAfAFFdR TAfaAcDI TAfaPfDI TAfaPfDR TAfaPfDL TAfaPcDR TAfaPcDL TAfaPCDR TAfaCfDI TAfaCfDR TAfaCfDL TAfaCcDI TAfaCcDR TAfIIfDI

TAfIIfDR TAfIIfDL TAfIFIDR TAfIFIdR TAfFIfdR TAfPIfdR TAfPIFDR TAfCIfdR TAfCFIdR TAGAAFDR TAGAaCDI TAGAIFDL TAGAICDI TAGAICDR TAGAFFDR TAGAFFDL TAGAFFdI TAGAFFdR TAGAPCDI TAGAPCDR TAGaAcDI TAGIAFDL TAGIiFDI TAGIiFDR TAGIiFDL TAGIFFDL TAGIFFdI TAGIFFdR TAGiAFDR TAGFIAdI TAGFIAdR TAGFifdR TAgAAFDI TAgAAFDR TAgAAFDL TAgAICDI TAgAICDR TAgAPFdI TAgAPFdR TAgAPCDL TAgACFdI TAgaAcDI TAgaPfDI TAgaPfDR TAgaPFDR TAgaPFDL TAgaPcDR TAgaPcDL TAgaPCDI TAgaCfDI TAgaCfDR TAgaCfDL TAgaCcDI TAgaCcDR TAgIiFDI TAgIiFDR TAgIiFDL TAgIFFDI TAgIFFDR TAgIFFDL TAgIFFdI TAgIPFDI TAgiFFDI TAgFAFdR TAgFIfDR TAgFIfDL TAgFIfdR

TAgPIfdR TAgPIfdL TAHAAFDL TAHAICDL TAHAIiDI TAHAIIDI TAHAFIdL TAHAPiDR TAHaaIDR TAHaFiDR TAHaFidR TAHIFFDR TAHIFFDL TAHIFFdI TAHIFiDI TAHIFiDL TAHIFidI TAHIPIDR TAHFAiDI TAHFAiDR TAHFAiDL TAHFAidI TAHFAidR TAHFAIDI TAHFAIDR TAHFAIDL TAHFAIdI TAHFAIdR TAHFaiDL TAHFaidR TAHFaIDR TAHFaIDL TAHFaIdI TAHFaIdR TAHFaIdL TAHFIiDR TAHFIidR TAHFIIDI TAHFIIDR TAHFIIDL TAHFIIdR TAHFFADR TAHFFiDI TAHFFiDR TAHFFiDL TAHFPFDI TAHFPiDR TAHFPiDL TAHFPidI TAHFPidR TAHPAiDR TAHPaiDR TAHPaIDR TAHPIiDR TAHPIIDR TAHPFiDR TAHPFiDL TAHPFidR TAHPFidL TAHPPiDR TAHCFidR TAhAACDL TAhAIFDI TAhAIiDL TAhAiFDI TAhAiFDR TAhAiFDL

TAhAFFdR TAhAFiDI TAhAFiDR TAhAFiDL TAhAFidR TAhAPiDI TAhAPiDR TAhAPiDL TAhAPIDI TAhAPIDR TAhAPIDL TAhaAFDI TAhaAFDR TAhaAFDL TAhaACDI TAhaACDR TAhaACDL TAhaaIDR TAhaFidR TAhaFIdI TAhaPFDI TAhaPFDR TAhaPFDL TAhaPCDL TAhIIfDI TAhIIfDR TAhIIfDL TAhIIcDI TAhIFFDR TAhIFFDL TAhIFiDI TAhIFiDR TAhIFidI TAhIFidR TAhIFIDI TAhIFIDR TAhIFIDL TAhIFIdI TAhIFIdR TAhFAFdR TAhFAiDR TAhFAidR TAhFAIDI TAhFAIDR TAhFAIdR TAhFaiDR TAhFaidR TAhFaIdR TAhFICDI TAhFICdR TAhFIiDR TAhFIidR TAhFIIDR TAhFIIdR TAhFiFDL TAhFFADR TAhFFAdR TAhFFiDR TAhFFIDR TAhFFIdR TAhFPfDL TAhFPfdR TAhFPfdL TAhFPFDI TAhFPFDR TAhFPCDI TAhFPCDR

TAhFPCDL TAhFPCdI TAhFPCdR TAhFPiDR TAhFPidR TAhFPIDI TAhFPIDR TAhFPIDL TAhFPIdI TAhFPIdR TAhPAfDI TAhPAfDL TAhPAcDL TAhPAiDR TAhPaIDR TAhPIiDR TAhPIIDR TAhPifDL TAhPFidR TAhPFIDR TAhPFIDL TAhPFIdI TAhPFIdR TAhPPiDR TAhCFIdR TAIAFIDI TAIAPFdI TAIAPPdI TAIaAfDI TAIaAFDI TAIaIFDI TAIaIFDR TAIaFFdI TAIaFcdI TAIaFiDI TAIaFiDR TAIaFiDL TAIaFidI TAIaFidR TAIaPADI TAIaPADR TAIaPADL TAIIFFdR TAIiFAdI TAIiFIDL TAIFAfdI TAIFaiDR TAIFaIDI TAIFaIDR TAIFaIdR TAIFIfdI TAIFIIDR TAIFIIdI TAIFIIdR TAIFFfDI TAIFFIDI TAIFFIDR TAIFFIdI TAIFFIdR TAIFPIDR TAIFPIdI TAIFPIdR TAIPFIdI TAIPFIdR TAiAAfDL TAiAAfdI TAiAafDL

TAiAFIDI TAiAFIDR TAiAFIDL TAiAPIDL TAiaAfDL TAiaAFDI TAiaAFDR TAiaafDL TAiaIFDI TAiaIFDR TAiaFiDI TAiaFidI TAiaFidR TAiaFIdL TAiaPfDI TAiaPfDR TAiaPfDL TAiaPFdI TAiaPFdR TAiaPFdL TAiaPcDI TAiaPcDR TAiaPcDL TAiaPCDR TAiaPADL TAiaCfDR TAiaCfDL TAiaCcDR TAiaCcDL TAiIIfDI TAiIIfDR TAiIifDI TAiIifDR TAiIFfDL TAiIFFdI TAiiAfDL TAiiAfdI TAiiFFdI TAiiFFdR TAiiFCdI TAiiFCdR TAiiFADI TAiiFADR TAiiFADL TAiiFAdI TAiiFAdR TAiiFIDI TAiiFIDL TAiiFIdI TAiFAfDI TAiFAFdI TAiFAcdI TAiFAIdR TAiFaiDI TAiFaiDR TAiFaiDL TAiFaidR TAiFaIDR TAiFaIdI TAiFIfDI TAiFIfdI TAiFIfdR TAiFIFdI TAiFIcdI TAiFIpDI TAiFIiDI TAiFIidR



127

TAiFIIDI TAiFIIdR TAiFFfdI TAiFFIDI TAiFFIDR TAiFFIdI TAiFFIdR TAiFPcDI TAiFPcdI TAiFPIDL TAiFPIdI TAiFPIdR TAiPACDL TAiPaCDL TAiPIfdI TAiPIfdR TAiPICDL TAiPFFDL TAiPFIDR TAiPFIdI TAiPFIdR TAAAAIDR TAAAAIDL TAAAPIDR TAAAPIDL TAAaAcDI TAAIFFdI TAAIFIDR TAAIFIdR TAaAAIDR TAaAIFDI TAaAIFDL TAaAifDR TAaAifDL TAaAiFDI TAaAiFDR TAaAiFDL TAaAPIDR TAaaAcDI TAaaPfDI TAaaPfDL TAaaPFDL TAaaPcDR TAaaPcDL TAaaPCDI TAaaCfDI TAaaCfDL TAaaCcDR TAaaCcDL TAaIAFDI TAaIAFDR TAaIAFDL TAaIIfDI TAaIIfDR TAaIiFDI TAaIiFDR TAaIiFDL TAaIFFDI TAaIFFDR TAaIFFdI TAaIFFdR TAaiAfDI TAaiAfDR TAaiAfDL TAaFIfdR TAaFICdR TAaPiFDR

TABAACDR TABAACDL TABAICDI TABAICDR TABAPCDI TABAPCDR TABaAcDI TABIAFDL TABIIFDR TABIIFDL TABIiFDI TABIiFDR TABIiFDL TABIFFDL TABIFFdI TABIFFdR TABIFFdL TABFIAdI TABFFIdR TABFPIdR TAbAPFDR TAbaAcDI TAbaPfDI TAbaPfDR TAbaPfDL TAbaPFDI TAbaPFDR TAbaPFDL TAbaPcDR TAbaPcDL TAbaCfDL TAbaCcDR TAbaCcDL TAbiAfDI TAbiAfDR TAbiAfDL TAbiFFDI TAbiFFDR TAbiFFDL TAbiFFdI TAbiFFdR TAbFACdR TAbFiFDL TAbFiFdR TACAaiDL TACAIiDI TACAIiDL TACAFiDR TACAFiDL TACAFIDL TACAFIdI TACAPiDR TACaAiDR TACaaIDR TACaFiDR TACaFidR TACIFFdI TACIFiDI TACIFiDR TACIFiDL TACIFidI TACIFidR TACIFIdI TACFAiDI TACFAiDR TACFAiDL TACFAidI

TACFAidR TACFaiDR TACFaidR TACFaIDR TACFaIDL TACFaIdR TACFIiDR TACFIidR TACFIIDR TACFIIdR TACFFiDI TACFFiDR TACFFIDI TACFFIDR TACFPiDR TACFPidR TACPAiDR TACPIIDR TACPFiDR TACPFidR TACPPiDR TAcAaiDI TAcAaiDR TAcAaiDL TAcAaIDI TAcAIFDI TAcAIiDI TAcAIiDR TAcAIiDL TAcAIIDI TAcAIIDR TAcAFiDR TAcAFiDL TAcAFidR TAcAPiDR TAcAPiDL TAcaACDI TAcaACDR TAcaACDL TAcaAiDR TAcaaIDR TAcIIfDR TAcIIFDL TAcIIcDI TAcIFiDI TAcIFiDR TAcIFIDR TAcIFIDL TAcFAFdR TAcFAiDR TAcFAidR TAcFAIDI TAcFAIDR TAcFAIDL TAcFAIdI TAcFAIdR TAcFaFdR TAcFaiDR TAcFaidR TAcFaIDR TAcFaIdR TAcFICDI TAcFICdI TAcFICdR TAcFICdL TAcFIpdR TAcFIiDR

TAcFIidR TAcFIIDR TAcFIIdR TAcFiFdR TAcFFiDR TAcFFIDR TAcFFIdR TAcFPfDL TAcFPCDI TAcFPCDR TAcFPCDL TAcFPCdI TAcFPiDR TAcFPidR TAcFPIDI TAcFPIDR TAcFPIDL TAcFPIdR TAcPAfDI TAcPAfDL TAcPAcDI TAcPAiDR TAcPaIDR TAcPifDI TAcPifDR TAcPFidR TAcPFIDR TAcPFIDL TAcPFIdI TAcPFIdR TAcPFIdL TAcPPiDR TAcCFIdR TADAaiDI TADAaiDL TADAPIDI TADaAFDI TADaAFDR TADaACDI TADaAPDI TADaIFDI TADaFFdI TADaFFdR TADaFiDR TADaFidI TADaFidR TADaFIDL TADaPADI TADaPADR TADaPADL TADIPfdI TADIPfdR TADIPcdL TADiAFDI TADFAfdI TADFAIdI TADFaiDI TADFaIDI TADFaIDR TADFaIdR TADFIfdI TADFIiDI TADFIIDR TADFIIdR TADFFIDR TADFFIdR TADFPIdR

TADPFIdI TADPFIdR TAdAAiDI TAdAaiDI TAdAFIDI TAdAFIDL TAdAFIdR TAdaAFDI TAdaAFDR TAdaAcDI TAdaAcDL TAdaAPDI TAdaIFDI TAdaFiDI TAdaFiDR TAdaFidI TAdaFidR TAdaFIDL TAdaPfDI TAdaPfDR TAdaPfDL TAdaPcDI TAdaPcDR TAdaPADI TAdaPADR TAdaPADL TAdaCfDR TAdaCfDL TAdaCcDI TAdaCcDR TAdaCcDL TAdIIfDR TAdIifDI TAdIifDR TAdiAcDR TAdiFADI TAdiFADL TAdiFAdI TAdiFAdR TAdFAfdI TAdFaFDL TAdFaIDR TAdFaIdR TAdFIfdI TAdFIpdI TAdFIiDI TAdFIIDR TAdFIIdR TAdFiFDL TAdFFIdI TAdFFIdR TAdFPfdI TAdFPIDL TAdFPIdI TAdPAfDI TAdPAcDI TAdPifDI TAdPFIDR TAdPFIdI TA0APIDR TA0APIDL TA0aAcDI TA0IFIdR TA1AAIDR TA1APIDR TA1aAfDI TA1aAfDR

TA1aAfDL TA1aAcDI TA1aPfDI TA1aPcDR TA1aPcDL TA1aCfDI TA1aCfDL TA1aCcDL TA1IIfDI TA1IIfDL TA1IFIDR TA1FFFDI TA1FFFDR TA1FFFDL TA1FFFdI TA1FFFdR TA2AICDI TA2AICDR TA2AFFDI TA2AFFDR TA2AFFdI TA2APCDI TA2APCDR TA2IFFdI TA2IFFdR TA2FIAdR TA3AAFDI TA3AAFDR TA3AAFDL TA3AaFDI TA3AaFDR TA3AIFDR TA3aAfDI TA3aAfDR TA3aAfDL TA3aAFDR TA3aAcDI TA3aPFDI TA3aPFDR TA3aPFDL TA3aPcDL TA3aCfDI TA3aCfDL TA3aCcDL TA3FAFdR TA3FFIdR TA3FPCdI TA4AaiDI TA4AIiDI TA4AIiDL TA4AIIDI TA4AIIDL TA4AFiDR TA4AFiDL TA4AFidR TA4AFIDR TA4AFIdI TA4APCDL TA4APiDR TA4APIDR TA4aAiDL TA4aaIDR TA4IiFDR TA4IFiDI TA4IFidI TA4FAiDR TA4FAiDL

TA4FAidI TA4FAIdL TA4FaiDR TA4FaIDR TA4FIiDR TA4FIidR TA4FIIDR TA4FFiDR TA4FFiDL TA4FFIDI TA4FFIDL TA4FPiDR TA4FPiDL TA4PAiDR TA4PaiDR TA4PaIDR TA4PIIDR TA4PFiDR TA4PFiDL TA4PPiDR TA5AaiDI TA5AaiDR TA5AaiDL TA5AaIDR TA5AaIDL TA5AIiDL TA5AFiDR TA5AFiDL TA5AFidR TA5AFidL TA5APiDR TA5APiDL TA5aAiDR TA5aaIDR TA5IIfDR TA5IIfDL TA5IIcDI TA5IFiDI TA5IFiDR TA5IFiDL TA5IFIDR TA5IFIDL TA5IFIdL TA5FAFDR TA5FAFdR TA5FACDR TA5FACdR TA5FAiDR TA5FAidR TA5FAIDI TA5FAIDR TA5FAIDL TA5FAIdI TA5FaiDR TA5FaIdR TA5FICDI TA5FICDR TA5FICDL TA5FICdI TA5FICdR TA5FIiDR TA5FIIdR TA5FFAdR TA5FFiDR TA5FFiDL TA5FFIDR TA5FFIdR



128

TA5FPCDI TA5FPCDL TA5FPCdI TA5FPiDR TA5FPidR TA5FPIDI TA5FPIDR TA5FPIDL TA5FPIdI TA5PAIDL TA5PFiDR TA5PFIDL TA5PFIdI TA5PFIdR TA5PFIdL TA5PPIDR TA5CFIdR TA6AaiDI TA6AaiDR TA6AaIDI TA6AaIDL TA6AIIDL TA6AFIdI TA6aAFDI TA6aAFDR TA6aAPDI TA6aAPDL TA6aAiDI TA6aIFDI TA6aIFDR TA6aFFdI TA6aFFdR TA6aFiDR TA6aFIDL TA6aPADI TA6aPADR TA6IFidI TA6iAFDI TA6iAFDR TA6iFIdR TA6FIidI TA6FIIdR TA6FFiDI TA6FFidI TA6FFIDR TA6FFIdR TA6FPIdI TA6PFIdI TA6PFIdR TA7AaiDI TA7AaIDL TA7AIIDI TA7aAFDI TA7aAFDR TA7aAcDI TA7aAcDL TA7aAPDI TA7aIFDI TA7aFFdI TA7aFFdR TA7aFiDR TA7aFiDL TA7aFIDL TA7aPfDI TA7aPfDR TA7aPfDL TA7aPcDI

TA7aPcDR TA7aPADR TA7aCfDI TA7aCfDR TA7aCcDI TA7aCcDR TA7aCcDL TA7IIfDI TA7IIfDR TA7IifDI TA7IifDR TA7iAcDR TA7iFADR TA7iFADL TA7FAfDI TA7FAFDL TA7FAFdI TA7FAIdR TA7FaFDL TA7FaidR TA7FaIDR TA7FaIdR TA7FIFDL TA7FIIdR TA7FiFDL TA7FFfDI TA7FFfdI TA7FFiDI TA7FFidI TA7FFIdR TA7FPpdI TA7PFFDL GCJAAfDI GCJAAfDR GCJAAFDI GCJAAFDR GCJAAFDL GCJAAcDI GCJAAcDL GCJAACDI GCJAACDR GCJAACDL GCJAAaDI GCJAAaDR GCJAAaDL GCJAAIDI GCJAFfdI GCJAFFdI GCJAFFdR GCJAFpDI GCJAFpDL GCJAFpdI GCJAFPDI GCJAFPDR GCJAFPDL GCJAFPdI GCJAFPdR GCJAFaDI GCJAFaDR GCJAFaDL GCJAFadI GCJAFadR GCJAFADI GCJAFADR GCJAFADL GCJAFAdI GCJAFAdR

GCJAPaDI GCJAPaDR GCJAPaDL GCJAPadI GCJAPadR GCJAPadL GCJAPADI GCJAPADR GCJAPADL GCJAPidI GCJAPidR GCJAPidL GCJAPIdR GCJAPIdL GCJaAfDI GCJaAfDL GCJaAcDI GCJaACDI GCJaACDR GCJaACDL GCJaACdI GCJaACdR GCJaACdL GCJaAPdI GCJaAPdR GCJaAPdL GCJaAaDI GCJaAaDR GCJaAaDL GCJaAiDR GCJaAiDL GCJaafDI GCJaafDL GCJaaFDR GCJaaFDL GCJaaiDR GCJaaiDL GCJaIFDR GCJaICDR GCJaIADR GCJaIADL GCJaIIDR GCJaFFDR GCJaFFDL GCJaFFdR GCJaFcDL GCJaFcdI GCJaFpDI GCJaFpDL GCJaFpdI GCJaFpdR GCJaFPDR GCJaFPDL GCJaFPdR GCJaFadI GCJaFadR GCJaFidR GCJaPFDR GCJaPFdI GCJaPCDI GCJaPCDR GCJaPCDL GCJaPPdI GCJaCCdI GCJaCPdI GCJIAfDI GCJIAfDR

GCJIAfDL GCJIAFDI GCJIAcDI GCJIAcDR GCJIAcDL GCJIACDI GCJIACDR GCJIACDL GCJIACdI GCJIACdL GCJIAPdI GCJIAPdL GCJIAaDI GCJIAADR GCJIAADL GCJIaADI GCJIaADR GCJIaADL GCJIFfDI GCJIFfDR GCJIFfDL GCJIFfdI GCJIFfdR GCJIFFDI GCJIFFdI GCJIFpDI GCJIFpDR GCJIFpDL GCJIFpdR GCJIFpdL GCJIFPDI GCJIFPdI GCJIFaDI GCJIFaDR GCJIFaDL GCJIFadI GCJIFadR GCJIFADI GCJIFADR GCJIFADL GCJIFAdI GCJIFAdR GCJIFIdR GCJIPfDI GCJIPfDR GCJIPfDL GCJIPFDI GCJIPcDI GCJIPcDR GCJIPcDL GCJIPCDI GCJIPCDR GCJIPCDL GCJIPaDI GCJIPaDR GCJIPaDL GCJIPADI GCJIPADR GCJIPADL GCJiAfDI GCJiAcDI GCJiAcDR GCJiAcDL GCJiACDI GCJiACDR GCJiACDL GCJiAPDI

GCJiAPDR GCJiAPDL GCJiAIDR GCJiAIDL GCJiFfdI GCJiPFDR GCJiPFDL GCJiPFdI GCJiPFdL GCJiPCDI GCJiPCDR GCJiPCDL GCJiPCdI GCJiPPDI GCJiPPDR GCJiPPDL GCJiPPdI GCJFAfDI GCJFAfdI GCJFAFDI GCJFAFDR GCJFAFDL GCJFAFdI GCJFACDI GCJFACdI GCJFApDI GCJFApdI GCJFAPDI GCJFAPDL GCJFAPdI GCJFAaDI GCJFAaDR GCJFAaDL GCJFAadI GCJFAadR GCJFAADR GCJFAADL GCJFAAdR GCJFAIDI GCJFAIDR GCJFAIDL GCJFAIdI GCJFAIdR GCJFaaDI GCJFaaDL GCJFaadI GCJFaADI GCJFaADR GCJFaADL GCJFaAdR GCJFaAdL GCJFaidR GCJFaIDI GCJFaIDR GCJFaIDL GCJFaIdI GCJFaIdR GCJFIfDI GCJFIfdI GCJFIFDI GCJFIFDR GCJFIFDL GCJFIFdI GCJFIFdR GCJFICDI GCJFICdI GCJFIpDI

GCJFIpdI GCJFIPDI GCJFIPDR GCJFIPDL GCJFIPdI GCJFIPdR GCJFIaDI GCJFIaDR GCJFIaDL GCJFIadI GCJFIadR GCJFIADI GCJFIADR GCJFIADL GCJFIAdI GCJFIAdR GCJFIidR GCJFIIDI GCJFIIDR GCJFIIDL GCJFIIdI GCJFIIdL GCJFiFDI GCJFiFDR GCJFiFDL GCJFiFdI GCJFicDI GCJFicdI GCJFiCDI GCJFiCDR GCJFiCDL GCJFiCdI GCJFipDR GCJFipdI GCJFiPDI GCJFiPDL GCJFiPdI GCJFFfDI GCJFFFDI GCJFFFDR GCJFFFDL GCJFFFdI GCJFFPDI GCJFFPDR GCJFFPDL GCJFFPdI GCJFFaDI GCJFFaDR GCJFFaDL GCJFFadI GCJFFadR GCJFFadL GCJFFADI GCJFFADR GCJFFADL GCJFFAdI GCJFFAdR GCJFFIDI GCJFFIDR GCJFFIDL GCJFFIdI GCJFPFDI GCJFPFDR GCJFPFDL GCJFPFdI GCJFPFdR GCJFPcDI

GCJFPCDI GCJFPCDR GCJFPCDL GCJFPCdI GCJFPCdR GCJFPpDI GCJFPpdI GCJFPPDI GCJFPPDR GCJFPPDL GCJFPPdR GCJFPaDI GCJFPaDR GCJFPaDL GCJFPadI GCJFPadR GCJFPADR GCJFPADL GCJFPAdI GCJFPAdR GCJFPiDI GCJFPiDL GCJFPidI GCJFPidL GCJFPIDI GCJFPIDR GCJFPIDL GCJFPIdI GCJFPIdR GCJFCFDI GCJFCFDL GCJFCFdI GCJFCFdR GCJFCCDI GCJFCCDR GCJFCCdR GCJFCPDL GCJFCPdI GCJFCPdR GCJPAFDI GCJPAFDL GCJPAFdI GCJPAFdL GCJPAcDI GCJPACDI GCJPACdI GCJPACdL GCJPAPdI GCJPAPdL GCJPAaDI GCJPAaDR GCJPAaDL GCJPAADR GCJPAADL GCJPAIDI GCJPAIDR GCJPAIDL GCJPaFdI GCJPaFdL GCJPaaDI GCJPaaDL GCJPaADI GCJPaADR GCJPaADL GCJPaIDI GCJPaIDR GCJPaIDL



129

GCJPIFDI GCJPIFdI GCJPIFdR GCJPIFdL GCJPIcDI GCJPICDI GCJPICdI GCJPICdR GCJPICdL GCJPIPdI GCJPIPdR GCJPIPdL GCJPIaDI GCJPIADI GCJPIIDI GCJPIIDR GCJPiFDL GCJPiFdI GCJPiCDR GCJPiCDL GCJPiCdI GCJPiCdL GCJPiPDI GCJPiPDL GCJPiPdI GCJPiPdL GCJPFfDI GCJPFFDI GCJPFFDL GCJPFFdL GCJPFCdL GCJPFPdI GCJPFPdL GCJPFaDI GCJPFaDR GCJPFaDL GCJPFadI GCJPFadL GCJPFAdI GCJPFAdL GCJPFIDR GCJPFIdI GCJPFIdL GCJPPFDI GCJPPFdI GCJPPFdR GCJPPFdL GCJPPCDI GCJPPCDL GCJPPCdI GCJPPCdR GCJPPCdL GCJPPPdI GCJPPPdR GCJPPPdL GCJPPaDR GCJPPADR GCJPPIDR GCJPPIDL GCJCFFdI GCJCFFdL GCJCFPdI GCJCFPdR GCJCFPdL GCJCPFdR GCJCPFdL GCJCPCdR

GCJCPPdR GCjAAfDI GCjAAfDR GCjAAfDL GCjAAFDI GCjAAFDR GCjAAFDL GCjAAcDI GCjAAcDR GCjAAcDL GCjAACDI GCjAACDR GCjAACDL GCjAACdI GCjAAPdI GCjAIFDI GCjAIFDR GCjAIFDL GCjAICDI GCjAICDR GCjAICDL GCjAiFDI GCjAiFDR GCjAiFDL GCjAFfdI GCjAFfdR GCjAFFDI GCjAFFDR GCjAFFDL GCjAFFdI GCjAFFdR GCjAFpDI GCjAFpDR GCjAFpDL GCjAFpdI GCjAFpdR GCjAFPDI GCjAFPDR GCjAFPDL GCjAFPdI GCjAFPdR GCjAFaDR GCjAFaDL GCjAFadI GCjAFADI GCjAFADL GCjAFAdI GCjAPFDI GCjAPFDR GCjAPFDL GCjAPCDR GCjAPCDL GCjAPaDR GCjAPaDL GCjAPadI GCjAPadR GCjAPadL GCjAPADL GCjAPidI GCjAPidR GCjAPidL GCjAPIdI GCjAPIdR GCjAPIdL GCjaAfDI GCjaAfDR GCjaAfDL

GCjaAFDI GCjaAFDR GCjaAFDL GCjaAcDI GCjaAcDR GCjaAcDL GCjaACDI GCjaACDR GCjaACDL GCjaACdI GCjaACdR GCjaACdL GCjaAaDI GCjaAaDL GCjaAADI GCjaAADL GCjaafDI GCjaafDR GCjaafDL GCjaaFDI GCjaaFDR GCjaaFDL GCjaaiDI GCjaaiDR GCjaaiDL GCjaFfDI GCjaFfDR GCjaFfDL GCjaFfdI GCjaFfdR GCjaFFDI GCjaFFDR GCjaFFDL GCjaFFdI GCjaFFdR GCjaFcDI GCjaFcDR GCjaFcDL GCjaFcdI GCjaFcdR GCjaFPDI GCjaFPDR GCjaFPDL GCjaFPdI GCjaFPdR GCjaFADI GCjaFADL GCjaFAdI GCjaFIDI GCjaFIDL GCjaFIdI GCjaPfDR GCjaPfDL GCjaPFDI GCjaPFDR GCjaPFDL GCjaPFdI GCjaPcDR GCjaPcDL GCjaPCDI GCjaPCDR GCjaPCDL GCjaPCdI GCjaPCdL GCjaPADI GCjaPADL GCjaPIDI

GCjaPIDL GCjaCCdI GCjIAfDI GCjIAfDR GCjIAfDL GCjIAcDI GCjIAcDR GCjIAcDL GCjIaCdR GCjIaCdL GCjIaPdR GCjIicdI GCjIicdR GCjIFfDI GCjIFfDR GCjIFfDL GCjIFfdI GCjIFfdR GCjIFpDI GCjIFpDR GCjIFpDL GCjIFpdR GCjIPfDI GCjIPfDR GCjIPcDI GCjIPcDR GCjIPcDL GCjIPCDI GCjIPCDR GCjIPCDL GCjiAfDI GCjiAfDR GCjiAFDI GCjiAFDR GCjiAFDL GCjiAcDI GCjiAcDR GCjiAcDL GCjiACDI GCjiACDR GCjiACDL GCjiACdI GCjiAPDI GCjiAPDR GCjiAPDL GCjiAPdI GCjiAPdL GCjiFfdI GCjiFfdR GCjiFpDR GCjiFpdI GCjiFpdR GCjiFpdL GCjiFIDI GCjiFIDR GCjiFIDL GCjiFIdI GCjiPPDI GCjiPPDR GCjiPPDL GCjiPPdI GCjFAfDI GCjFAfDR GCjFAfdI GCjFAfdR GCjFAFDI GCjFAFDR

GCjFAFDL GCjFAFdI GCjFAFdR GCjFACDI GCjFACDR GCjFACDL GCjFACdI GCjFACdR GCjFApDI GCjFApDL GCjFApdI GCjFAPDI GCjFAPDL GCjFAPdI GCjFAaDI GCjFAaDL GCjFAadI GCjFAADI GCjFAADR GCjFAADL GCjFAAdI GCjFAAdR GCjFAiDI GCjFAiDL GCjFAidI GCjFAIDI GCjFAIDL GCjFAIdI GCjFaFDI GCjFaFDR GCjFaFDL GCjFaFdI GCjFaFdR GCjFaFdL GCjFaPDI GCjFaPDL GCjFaPdI GCjFaaDL GCjFaADI GCjFaADR GCjFaADL GCjFaAdI GCjFaAdR GCjFaAdL GCjFaiDI GCjFaiDR GCjFaiDL GCjFaidI GCjFaidR GCjFaIDI GCjFaIDR GCjFaIDL GCjFaIdI GCjFaIdR GCjFIfDI GCjFIfDR GCjFIfDL GCjFIfdI GCjFIFdI GCjFICdI GCjFIpDI GCjFIpDL GCjFIpdI GCjFIpdR GCjFIaDI GCjFIaDR GCjFIaDL

GCjFIadI GCjFIADI GCjFIADR GCjFIADL GCjFIAdI GCjFIAdR GCjFIiDI GCjFIiDR GCjFIiDL GCjFIidI GCjFIidR GCjFIIDI GCjFIIDR GCjFIIDL GCjFIIdR GCjFiFDI GCjFiFDL GCjFiFdI GCjFicDI GCjFicDR GCjFicdI GCjFicdR GCjFiCDI GCjFiCDL GCjFiCdI GCjFipDI GCjFipDR GCjFipDL GCjFipdR GCjFiPDI GCjFiPdI GCjFFfDI GCjFFfDL GCjFFFDI GCjFFFDL GCjFFFdI GCjFFpDI GCjFFpDL GCjFFPDI GCjFFPDL GCjFFPdI GCjFFaDL GCjFFADL GCjFFAdI GCjFPfDI GCjFPfDR GCjFPfDL GCjFPfdI GCjFPfdR GCjFPFDI GCjFPFDR GCjFPFDL GCjFPFdI GCjFPFdR GCjFPFdL GCjFPcdI GCjFPcdR GCjFPCDI GCjFPCDR GCjFPCDL GCjFPCdI GCjFPCdR GCjFPpDI GCjFPpDR GCjFPpdI GCjFPPDI GCjFPPDR

GCjFPPDL GCjFPPdI GCjFPPdR GCjFPaDI GCjFPaDR GCjFPaDL GCjFPADI GCjFPADR GCjFPADL GCjFPAdI GCjFPAdR GCjFPiDI GCjFPiDR GCjFPiDL GCjFPidI GCjFPidR GCjFCFDI GCjFCFDR GCjFCFDL GCjFCFdI GCjFCFdR GCjFCCDR GCjFCCdI GCjFCCdL GCjFCPDI GCjFCPDL GCjFCPdI GCjFCPdR GCjPAFDI GCjPAFDR GCjPAFDL GCjPAFdI GCjPAFdL GCjPAcDI GCjPACDI GCjPACDR GCjPACDL GCjPACdI GCjPACdL GCjPAPdI GCjPAPdL GCjPAaDL GCjPAADI GCjPAADR GCjPAADL GCjPAiDI GCjPAiDL GCjPAIDI GCjPAIDL GCjPaFDI GCjPaFDR GCjPaFDL GCjPaFdI GCjPaFdL GCjPaCDI GCjPaCDR GCjPaCDL GCjPaCdI GCjPaCdR GCjPaCdL GCjPaaDI GCjPaADI GCjPaADR GCjPaADL GCjPaiDI GCjPaiDR GCjPaiDL



130

GCjPaIDR GCjPaIDL GCjPIfDR GCjPIFDI GCjPIFDR GCjPIFDL GCjPIFdI GCjPIFdL GCjPIcDI GCjPIcDR GCjPICDI GCjPICDR GCjPICDL GCjPICdI GCjPICdR GCjPICdL GCjPIPdI GCjPIPdR GCjPIPdL GCjPIaDI GCjPIaDL GCjPIADI GCjPIADR GCjPIADL GCjPIiDI GCjPIiDR GCjPIiDL GCjPIIDI GCjPIIDL GCjPiFDR GCjPiFDL GCjPicDI GCjPiCDI GCjPiCDR GCjPiCDL GCjPiCdI GCjPiCdL GCjPipDI GCjPipDL GCjPiPDI GCjPiPDR GCjPiPDL GCjPFfDL GCjPFFDR GCjPFFDL GCjPFFdL GCjPFCdL GCjPFpDL GCjPFpdR GCjPFPDI GCjPFPDR GCjPFPDL GCjPFPdI GCjPFPdL GCjPFaDR GCjPFaDL GCjPFadI GCjPFadL GCjPFADI GCjPFADR GCjPFADL GCjPFAdI GCjPFAdR GCjPFAdL GCjPFiDI GCjPFiDR GCjPFiDL

GCjPFidI GCjPFidR GCjPFidL GCjPFIdI GCjPPFDR GCjPPFdI GCjPPFdR GCjPPFdL GCjPPCDR GCjPPCDL GCjPPCdI GCjPPCdR GCjPPaDI GCjPPaDL GCjPPADI GCjPPADR GCjPPiDI GCjPPiDR GCjPPiDL GCjCFFdI GCjCFFdR GCjCFFdL GCjCFPdI GCjCFPdR GCjCFPdL GCOAFaDI GCOAPadI GCOAPadR GCOAPadL GCOaaFDI GCOaaFDR GCOaaFDL GCOaFFDI GCOaFFDR GCOaFFDL GCOaFFdI GCOaFFdR GCOaPFDI GCOaPFDR GCOaPFDL GCOaPFdI GCOIiFDR GCOIFFdI GCOiAFDI GCOiAFDR GCOiAFDL GCOiPFDI GCOiPFDR GCOiPFDL GCOiPFdI GCOiPFdL GCOiPCdI GCOiPCdL GCOFAFDR GCOFAFDL GCOFAFdI GCOFAFdR GCOFACDR GCOFACdR GCOFIFDI GCOFIFDR GCOFIFDL GCOFIFdI GCOFIFdR GCOFICDI GCOFICDR GCOFICDL

GCOFICdI GCOFICdR GCOFiCDI GCOFiCDR GCOFiCDL GCOFiCdI GCOFFFDI GCOFFFDL GCOFFFdI GCOFFAdR GCOFPFDI GCOFPFDR GCOFPFDL GCOFPFdI GCOFPFdR GCOFPCDI GCOFPCDR GCOFPCDL GCOFPCdI GCOFPCdR GCOPAFdI GCOPAFdR GCOPAFdL GCOPaFdI GCOPaFdL GCOPIFdI GCOPIFdR GCOPIFdL GCOPICdI GCOPICdR GCOPICdL GCOPiFdI GCOPiCdI GCOPiCdL GCOPFFdL GCOPFCdL GCOPPFdI GCOPPFdR GCOPPFdL GCOCPFdR GCWAAfDI GCWAAfDR GCWAAfDL GCWAAFDI GCWAAFDR GCWAAFDL GCWAAcDI GCWAAcDL GCWAACDI GCWAACDR GCWAACDL GCWAAIDI GCWAFfdI GCWAFfdR GCWAFFdI GCWAFFdR GCWAFpDI GCWAFpdI GCWAFpdR GCWAFPDI GCWAFPDR GCWAFPDL GCWAFPdI GCWAFPdR GCWAFaDI GCWAFaDR GCWAFaDL

GCWAFadI GCWAFadR GCWAFadL GCWAFADI GCWAFADL GCWAFAdI GCWAFAdR GCWAFIDI GCWAFIdI GCWAPaDI GCWAPaDR GCWAPaDL GCWAPadI GCWAPadR GCWAPadL GCWAPADR GCWAPADL GCWAPAdI GCWAPidI GCWAPidR GCWAPidL GCWAPIDI GCWAPIdI GCWAPIdR GCWAPIdL GCWaAfDI GCWaAfDR GCWaACDI GCWaACDL GCWaACdI GCWaACdR GCWaACdL GCWaAaDI GCWaAIDR GCWaAIDL GCWaafDR GCWaafDL GCWaaFDR GCWaaIDR GCWaIFDR GCWaIIDR GCWaFFdR GCWaFcDI GCWaFcDR GCWaFcDL GCWaFcdR GCWaFpDI GCWaFpdI GCWaFpdR GCWaFpdL GCWaFPDR GCWaFadI GCWaFadR GCWaFAdI GCWaPFDR GCWaPFdI GCWaCCdI GCWIAfDI GCWIAfDL GCWIAFDI GCWIAcDI GCWIAcDL GCWIAcdI GCWIAcdR GCWIAcdL GCWIACDI GCWIACDR

GCWIACDL GCWIACdI GCWIAPdI GCWIAPdL GCWIAaDI GCWIAaDL GCWIAADI GCWIAADR GCWIAADL GCWIaADI GCWIaADR GCWIFfDI GCWIFfDR GCWIFfDL GCWIFfdI GCWIFFDI GCWIFFdI GCWIFpDI GCWIFpDR GCWIFpDL GCWIFpdI GCWIFPdI GCWIFaDI GCWIFaDR GCWIFaDL GCWIFadI GCWIFadR GCWIFADI GCWIFADR GCWIFADL GCWIFAdI GCWIPfDI GCWIPfDR GCWIPfDL GCWIPFDI GCWIPcDI GCWIPcDR GCWIPcDL GCWIPCDI GCWIPCDR GCWIPCDL GCWIPaDI GCWIPadI GCWIPADI GCWIPADR GCWiAfDI GCWiAcDI GCWiAcDR GCWiAcDL GCWiACDI GCWiACDR GCWiACDL GCWiApDR GCWiAPDI GCWiAPDR GCWiAPDL GCWiFfdI GCWiFfdR GCWiPFDR GCWiPFdI GCWiPFdL GCWiPCDI GCWiPCdI GCWiPCdL GCWiPPDI GCWiPPdI GCWiPPdL

GCWFAfDR GCWFAfDL GCWFAfdI GCWFAFDI GCWFAFDL GCWFAFdI GCWFACdI GCWFApDI GCWFApDL GCWFApdI GCWFApdR GCWFAPDI GCWFAPDR GCWFAPDL GCWFAPdI GCWFAaDI GCWFAaDR GCWFAaDL GCWFAadI GCWFAadR GCWFAADI GCWFAADL GCWFAAdI GCWFAAdR GCWFAIDI GCWFAIDR GCWFAIDL GCWFAIdI GCWFAIdR GCWFaaDI GCWFaaDR GCWFaadI GCWFaadR GCWFaADI GCWFaADL GCWFaAdI GCWFaAdR GCWFaIDI GCWFaIDR GCWFaIDL GCWFaIdI GCWFaIdR GCWFaIdL GCWFIfDI GCWFIfDR GCWFIfDL GCWFIfdI GCWFIFDI GCWFIFDR GCWFIFDL GCWFIFdI GCWFIFdL GCWFICDI GCWFICdI GCWFIpDI GCWFIpDL GCWFIpdI GCWFIPDI GCWFIPDR GCWFIPDL GCWFIPdI GCWFIPdR GCWFIaDI GCWFIaDR GCWFIaDL GCWFIadI GCWFIadR

GCWFIADI GCWFIADR GCWFIADL GCWFIAdR GCWFIiDR GCWFIIDI GCWFIIDR GCWFIIDL GCWFIIdI GCWFIIdR GCWFiFDI GCWFiFDL GCWFiFdI GCWFicDI GCWFicdI GCWFiCDI GCWFiCDR GCWFiCDL GCWFiCdI GCWFipDI GCWFipDR GCWFipdI GCWFiPDI GCWFiPDR GCWFiPDL GCWFiPdI GCWFFfDR GCWFFFDI GCWFFFDR GCWFFFDL GCWFFpDR GCWFFpDL GCWFFPDI GCWFFPDR GCWFFPDL GCWFFaDI GCWFFaDR GCWFFaDL GCWFFadI GCWFFADI GCWFFADR GCWFFADL GCWFFAdI GCWFFIDI GCWFFIdI GCWFPfDI GCWFPfDR GCWFPfdR GCWFPFDR GCWFPFDL GCWFPFdI GCWFPFdR GCWFPcDR GCWFPCDI GCWFPCDR GCWFPCDL GCWFPCdI GCWFPCdR GCWFPpdI GCWFPPDI GCWFPPDR GCWFPPDL GCWFPPdI GCWFPPdR GCWFPaDL GCWFPadI GCWFPadR



131

GCWFPADI GCWFPADL GCWFPAdI GCWFPAdR GCWFPIDI GCWFPIDR GCWFPIDL GCWFPIdI GCWFCFDI GCWFCFDR GCWFCFDL GCWFCFdI GCWFCFdR GCWFCCDL GCWFCCdR GCWFCPDI GCWFCPDL GCWFCPdI GCWPAFDI GCWPAFDL GCWPAFdI GCWPAFdL GCWPAcDR GCWPACDI GCWPACDL GCWPACdI GCWPACdL GCWPAaDI GCWPAaDR GCWPAaDL GCWPAADI GCWPAIDI GCWPAIDR GCWPaFdI GCWPaFdL GCWPaaDI GCWPaADI GCWPaADL GCWPaIDI GCWPaIDR GCWPaIDL GCWPIFDI GCWPIFDR GCWPIFDL GCWPIFdI GCWPIFdL GCWPIcDI GCWPIcDR GCWPIcDL GCWPICDI GCWPICDR GCWPICdI GCWPICdR GCWPICdL GCWPIaDI GCWPIaDR GCWPIADI GCWPIADL GCWPIIDR GCWPIIDL GCWPiFDR GCWPiFdI GCWPiFdR GCWPiFdL GCWPicDL GCWPiCDI GCWPiCDR

GCWPiCdI GCWPiCdL GCWPipDR GCWPipDL GCWPiPDR GCWPiPDL GCWPiPdI GCWPiPdL GCWPFfDL GCWPFFDI GCWPFFDR GCWPFFdL GCWPFCdL GCWPFpDI GCWPFpDL GCWPFpdI GCWPFPDI GCWPFPDL GCWPFPdI GCWPFPdL GCWPFaDI GCWPFaDR GCWPFaDL GCWPFadI GCWPFadR GCWPFadL GCWPFADI GCWPFADR GCWPFADL GCWPFAdI GCWPFAdR GCWPFAdL GCWPFIdI GCWPFIdR GCWPPFDI GCWPPFDL GCWPPFdI GCWPPFdR GCWPPFdL GCWPPCDL GCWPPCdI GCWPPCdR GCWPPCdL GCWPPADI GCWPPADR GCWPPADL GCWPPIDL GCWCFFdI GCWCFFdR GCWCFPdI GCWCPCdI GCWCPCdR GCFAAfDR GCFAAfDL GCFAAFDL GCFAAcDI GCFAAcDR GCFAAcDL GCFAACdI GCFAIPdI GCFAiFDL GCFAiCDL GCFAiCdI GCFAFpDI GCFAFpDR GCFAFPDI GCFAFPDL

GCFAFaDL GCFAFADL GCFAPfDR GCFAPFDL GCFAPadI GCFAPadR GCFAPadL GCFAPADL GCFaAfDI GCFaAfDR GCFaAfDL GCFaAcDI GCFaAcDR GCFaAcDL GCFaACDI GCFaACdR GCFaAADI GCFaAIDI GCFaafDR GCFaaiDI GCFaaiDR GCFaFfDL GCFaFFDI GCFaFcDR GCFaFcDL GCFaFpDR GCFaFpDL GCFaFPDR GCFaFPDL GCFaFPdR GCFaFADI GCFaFAdI GCFaFIDL GCFaPfDR GCFaPFDI GCFaPFdI GCFaPCDI GCFaPCDL GCFaPCdI GCFaPCdR GCFaPCdL GCFaPADI GCFaPADL GCFaPIDL GCFIAfDI GCFIAfDR GCFIAfDL GCFIAcDI GCFIAcDR GCFIAcDL GCFIafDI GCFIafDR GCFIafDL GCFIacDI GCFIacDR GCFIacDL GCFIaCdR GCFIaCdL GCFIIcdR GCFIicdI GCFIicdR GCFIicdL GCFIiCdR GCFIipDI GCFIipDR GCFIipDL GCFIFfDI

GCFIFfDR GCFIFfDL GCFIFfdI GCFIFFdR GCFIFpDI GCFIFpDL GCFIFpdI GCFIPfDI GCFIPfDL GCFIPcDI GCFIPcDR GCFIPcDL GCFIPCdR GCFIPpDI GCFIPpDR GCFIPpDL GCFIPPdR GCFiAfDR GCFiAfDL GCFiAFDI GCFiAcDI GCFiAcDR GCFiAcDL GCFiAPdI GCFiFpDR GCFiFpDL GCFiFIDL GCFiFIdI GCFFAfDI GCFFAfDR GCFFAfDL GCFFACDI GCFFACDL GCFFACdI GCFFApDL GCFFAPDI GCFFAPDL GCFFAaDI GCFFAaDL GCFFafDL GCFFaFDI GCFFaFDR GCFFaFDL GCFFaFdI GCFFaFdR GCFFapDI GCFFapDR GCFFapDL GCFFaPDL GCFFaADL GCFFIfDR GCFFIfDL GCFFIfdR GCFFIpDI GCFFIpDL GCFFIPDL GCFFIaDL GCFFIADL GCFFifDL GCFFifdL GCFFicDR GCFFiCDI GCFFiCDL GCFFiCdI GCFFipDR GCFFiPDL GCFFFfDL

GCFFFFDL GCFFFPDL GCFFFADL GCFFPfDI GCFFPfDL GCFFPcDL GCFFPCDI GCFFPCDL GCFFPCdI GCFFPPDI GCFFPPDL GCFFPaDL GCFFPADI GCFFPADR GCFFPADL GCFFCFDR GCFFCFDL GCFFCCDI GCFFCCDR GCFFCCDL GCFFCPDI GCFFCPDR GCFFCPdI GCFPAFDR GCFPAFDL GCFPAcDR GCFPAcDL GCFPACDL GCFPACdI GCFPAaDL GCFPAADI GCFPAADL GCFPaFDI GCFPaFDR GCFPaFDL GCFPaFdI GCFPaFdR GCFPaFdL GCFPaCDR GCFPaCDL GCFPaCdI GCFPaCdR GCFPaCdL GCFPaADL GCFPIfDR GCFPIFDR GCFPIFDL GCFPIFdI GCFPIFdL GCFPIcDR GCFPIcDL GCFPICDI GCFPICDR GCFPICdI GCFPICdL GCFPIpDL GCFPIPdI GCFPIPdR GCFPIPdL GCFPIADL GCFPiFDR GCFPiFDL GCFPiFdI GCFPiFdL GCFPicDR GCFPiCDI GCFPiCDL

GCFPiCdI GCFPiCdL GCFPipDI GCFPipDR GCFPiPDL GCFPiPdI GCFPiPdL GCFPFfDL GCFPFFDR GCFPFFdL GCFPFCdL GCFPFPDI GCFPFPDR GCFPFPDL GCFPFPdL GCFPFaDL GCFPFadL GCFPFADL GCFPFAdL GCFPPFDI GCFPPFDR GCFPPFDL GCFPPFdI GCFPPFdL GCFPPcDL GCFPPCDR GCFPPCdI GCFPPCdR GCFPPCdL GCFPPADL GCFCACdI GCFCaCdL GCFCFPdL GCFCPCdR GCAAAfDL GCAAAFDL GCAAAcDL GCAAaiDR GCAAaIDI GCAAaIDR GCAAIIDI GCAAiFDL GCAAFPDL GCAAFaDL GCAAFADL GCAAPadI GCAAPadR GCAAPadL GCAAPADL GCAaAfDL GCAaAFDI GCAaAFDL GCAaAcDL GCAaACDI GCAaAADI GCAaAiDR GCAaAIDI GCAaaADI GCAaaiDI GCAaaiDR GCAaIFDL GCAaICDL GCAaFcDL GCAaFCDI GCAaFidR GCAaFIDI GCAaPFDI

GCAaPFdI GCAaPCDI GCAaPCdI GCAaPCdR GCAaPCdL GCAaPADI GCAIAfDI GCAIAfDL GCAIAcDI GCAIAcDL GCAIAcdI GCAIAcdR GCAIAcdL GCAIApdI GCAIApdR GCAIApdL GCAIafDI GCAIafDL GCAIacDL GCAIaCDR GCAIaaDI GCAIIFDR GCAIIADR GCAIicdI GCAIicdR GCAIipDI GCAIipDR GCAIipDL GCAIFfDI GCAIFfDL GCAIFfdI GCAIFpDI GCAIFpdI GCAIFadI GCAIPfDI GCAIPfDL GCAIPcDL GCAIPpDL GCAiAfDL GCAiAcDL GCAiAADI GCAiFFDI GCAiFFDL GCAiFADI GCAiFIDI GCAiFIDL GCAiFIdL GCAFAFDI GCAFAFdI GCAFACDI GCAFACdI GCAFAPDL GCAFAaDL GCAFAADL GCAFafDL GCAFaFDR GCAFaFDL GCAFaFdR GCAFapDL GCAFaPDL GCAFaaDL GCAFaADL GCAFaIDR GCAFaIdR GCAFIfDL GCAFIPDL GCAFIaDL



132

GCAFIADL GCAFIIDR GCAFIIdR GCAFifDL GCAFicDL GCAFipDL GCAFiPDL GCAFFFDL GCAFFPDL GCAFPfDL GCAFPcDL GCAFPpDL GCAFPPDL GCAFPaDL GCAFPADL GCAFCCDL GCAFCPDL GCAPAcDL GCAPAcdI GCAPAADL GCAPafDL GCAPaFdI GCAPaFdR GCAPaFdL GCAPacdI GCAPaCDL GCAPaCdI GCAPaCdR GCAPaCdL GCAPaIDR GCAPIFDL GCAPIFdI GCAPIFdR GCAPIFdL GCAPICDL GCAPICdI GCAPICdL GCAPIPdI GCAPIPdR GCAPIPdL GCAPIADL GCAPIIDR GCAPiFDL GCAPiFdI GCAPiCDL GCAPiCdL GCAPipDL GCAPiPdI GCAPiPdL GCAPFCdL GCAPFPDL GCAPFPdL GCAPFaDL GCAPPfDL GCAPPFdI GCAPPFdL GCAPPCdI GCAPPCdR GCAPPCdL GCACACdI GCACACdR GCACaCdR GCACiCdI GCACiCdR GCACiCdL GCACPCdI GCACPCdR

GC0AAFDL GC0AaiDR GC0AIIDR GC0AiFDL GC0AFPDL GC0AFaDL GC0AFADL GC0APfdI GC0APfdR GC0APCDL GC0aAFDL GC0aAPdR GC0aAIDI GC0aAIDR GC0aaFDI GC0aaiDR GC0aIFDL GC0aICDL GC0aFidR GC0aPFDI GC0aPFdI GC0aPCdI GC0aPCdL GC0IAfDI GC0IAcDI GC0IAcdR GC0IAcdL GC0IafDI GC0IafDL GC0IaFDR GC0IaFDL GC0IacDL GC0IaCDR GC0IaaDI GC0IaADR GC0IIFDR GC0IICDR GC0IIADR GC0IiFDR GC0IiFDL GC0IicdI GC0IicdR GC0IicdL GC0IipDR GC0IipDL GC0IFfDI GC0IFfdI GC0IFpDI GC0IFpdI GC0IFPDR GC0IFPdR GC0IFadI GC0IPfDI GC0IPcDI GC0iAfDL GC0iaPdI GC0iaPdL GC0iFFDL GC0FAFDI GC0FACDI GC0FACDL GC0FAPDL GC0FAADL GC0FaFDR GC0FaFDL GC0FaFdR GC0FaADL

GC0FaIDR GC0FaIDL GC0FaIdR GC0FIfDL GC0FIpDL GC0FIPDL GC0FIIDR GC0FIIDL GC0FIIdR GC0FiPDL GC0FFfDL GC0FFFDL GC0FCPDL GC0PACDL GC0PacdI GC0PaCdI GC0PaCdR GC0PaCdL GC0PaADL GC0PaIDR GC0PaIDL GC0PIFDL GC0PIFdI GC0PIFdL GC0PIcDL GC0PICdR GC0PICdL GC0PIPdI GC0PIPdL GC0PIIDL GC0PicDL GC0PipDL GC0PiPdI GC0PiPdL GC0PFCdL GC0PFPDL GC0PFaDL GC0PFADL GC0PPFdI GC0PPFdL GC0PPCdI GC0PPCdR GC0PPCdL GC0CaCdL GC0CICdL GC0CiCdR GC0CFPdL GHOAAPdI GHOAAPdR GHOAAPdL GHOAIPdR GHOAIPdL GHOACPdI GHOaCPdI GHOFApdI GHOFafDI GHOFafdI GHOFIfdI GHOFifdI GHOFPpDI GHOPAFDI GHOPAFDR GHOPIfDI GHOPIFDI GHOPIFDR GHOPIFDL GHOPIpdI

GHOPIpdR GHOPIpdL GHOPIPdI GHOPIPdL GHOPPFDI GHOPPFDR GHOPPFDL GHPAIPdI GHPAIPdR GHPAIPdL GHPAPpdI GHPAPpdR GHPAPpdL GHPaIPdR GHPaFPDL GHPaFPdR GHPIAPdI GHPIAPdL GHPIaPdI GHPIaPdR GHPIaPdL GHPIiPdL GHPiAPdI GHPiAPdL GHPFaPdI GHPFIAdI GHPPAPdI GHPPAPdL GHPPaFDI GHPPaFDR GHPPaFDL GHPPIFDR GHPPIPdI GHPPIPdL GHPPiPdI GHPPiPdL GHPPPFDI GHPPPFDL GHPCICdI GHPCIPdI GHQAAPdI GHQAAPdL GHQAIPdI GHQAIPdL GHQAPPdI GHQACPdI GHQPIpdR GHQPIPdI GHQPIPdL GHKAAIDR GHKAaIDR GHKAIIDR GHKAFIdR GHKFAfdI GHKFApdI GHKFAIDR GHKFapdI GHKFaIDR GHKFIfdI GHKFIpdI GHKFFfDI GHKFFfdI GHKFPpdI GHKFPIDR GHKPACDR GHKPIFDR GHKPIIDR

GHKPFIDR GHKPPfDR GHKPPFDR GHKPPFDL GHKPPCDL GHLAApDR GHLAAPdL GHLAPPdI GHLACPdI GHLaAPDR GHLaFFdR GHLaFPdR GHLIAFDR GHLIAFDL GHLIACDR GHLIaFDI GHLIaCDR GHLIaCDL GHLiApDR GHLiAPdI GHLFIPdI GHLFFfDR GHLFFadR GHLPAFDR GHLPACDR GHLPIFDL GHLPPfDR GHLPPFDR GHLPPFDL GHLPPCDL GHMPAfDR GHMPAfDL GHMPIfDI GHMPIfDR GHMPIfDL GHMPPfDR GHMPPfDL GHWAAPdI GHWAAPdL GHWFAfdI GHWFafdI GHWFIfDI GHWFIfdI GHWFIpdI GHXaApDR GHXaAPDR GHXaFCdR GHXaFPDR GHXaFPdR GHXaFAdR GHXFIadR GHXPPfDR GHYPAfDR GHYPAFDI GHYPAFDR GHYPAFDL GHYPIFDI GHYPIFDR GHYPIFDL GHYPPfDR GHYPPFDR GHYPPFDL GHSAFfdI GHSaFpdI GHSFAadI GHSFaadI GHSFIaDI

GHSFFpDI GHSFFPdI GHSFFadI GHSFFAdI GHSPAfDI GHSPAfDR GHSPAcDI GHSPAcDL GHSPACDI GHSPACDR GHSPACDL GHSPApDI GHSPafDL GHSPacDL GHSPIfDI GHSPIfDR GHSPIfDL GHSPIcDI GHSPIcDL GHSPICDI GHSPICDR GHSPICDL GHSPifDI GHSPifDR GHSPifDL GHSPPfDL GHSPPcDL GHSPPCDI GHSPPCDR GHTAAPdI GHTAAPdR GHTAAPdL GHTAaPdI GHTAaPdL GHTAIPdI GHTAIPdR GHTAIPdL GHTAFFdI GHTIaPdI GHTIaPdL GHTIiPdI GHTFAPDL GHTFIPDI GHTFIPDL GHTFFPdI GHTPAFDI GHTPAFDL GHTPACDR GHTPAPdI GHTPAPdL GHTPIfDR GHTPIfDL GHTPFPdL GHTPPFDL GHTPPCDI GHTPPCDL GHUPAfDI GHUPAfDR GHUPAfDL GHUPafDI GHUPafDR GHUPafDL GHUPPfDI GHUPPfDR GHUPPfDL GHFAAPDI GHFAFpdI

GHFAPcDI GHFAPPDI GHFFIPdI GHFFifDI GHFFFPDI GHFFPCDI GHFPAfDI GHFPAfDR GHFPAfDL GHFPAfdI GHFPAcDI GHFPAcDR GHFPAcDL GHFPACDI GHFPACDL GHFPafDR GHFPafDL GHFPacDI GHFPacDR GHFPacDL GHFPIfDI GHFPIfDR GHFPIfDL GHFPIcDI GHFPIcDR GHFPIcDL GHFPICDI GHFPifDI GHFPifDR GHFPifDL GHFPPfDR GHFPPfDL GHFPPcDI GHFPPcDR GHFPPcDL GHGaFFdI GHGaFAdI GHGIAPdI GHGIAPdL GHGIaPdI GHGIaPdL GHGIiPdI GHGIiPdL GHGICPdI GHGiAPdI GHGiAPdL GHGFIPDI GHGPAfDR GHGPAfDL GHGPAFDI GHGPAFDL GHGPAcDI GHGPAcDR GHGPAcDL GHGPAcdI GHGPafDL GHGPIfDR GHGPIfDL GHGPIcDR GHGPIcDL GHGPIcdI GHGPifDR GHGPifDL GHGPicDR GHGPicDL GHGPPfDI GHGPPfDR



133

GHGPPfDL GHGPPFDI GHGPPcDI GHGPPcDR GHGPPcDL GHHPAfDI GHHPAfDR GHHPAfDL GHHPafDI GHHPafDL GHHPPfDI GHHPPfDR GHAFCCDI GHAPAfDR GHAPAfDL GHAPAFDI GHAPAFDL GHAPAcDR GHAPAcDL GHAPACDI GHAPACDL GHAPafDI GHAPafDR GHAPafDL GHAPaFDI GHAPaFDL GHAPacDR GHAPaCDI GHAPaCDL GHAPIfDR GHAPIfDL GHAPIcDI GHAPIcDR GHAPIcDL GHAPICDR GHAPICDL GHAPIPdI GHAPIPdL GHAPifDR GHAPifDL GHAPPfDR GHAPPfDL GHAPPFDI GHAPPcDR GHAPPcDL GHAPPCDI GHAPPCDL GHBAIPdI GHBAIPdL GHBaaADI GHBaFFDI GHBaPIdI GHBFIADL GHBFCFdI GHBPAfDR GHBPAfDL GHBPAFDI GHBPAFDR GHBPAFDL GHBPAcDR GHBPAcDL GHBPACDL GHBPafDL GHBPacDL GHBPIfDL GHBPIcdI GHBPIPDL

GHBPIADL GHBPifDR GHBPifDL GHBPPfDR GHBPPfDL GHBPPFDI GHBPPcDR GHBPPcDL GHCPAfDR GHCPafDL GH0AAPdI GH0AAPdL GH0PAfDI GH0PAfDR GH0PAfDL GH0PAfdI GH0PAFDI GH0PAFDR GH0PAFDL GH0PAcDR GH0PAcDL GH0PACDI GH0PACDR GH0PACDL GH0PafDL GH0PaFDI GH0PaFDR GH0PaFDL GH0PacDL GH0PaCDI GH0PaCDR GH0PaCDL GH0PIfDL GH0PIcDL GH0PICDI GH0PICDR GH0PICDL GH0PifDI GH0PifDL GH0PPfDR GH0PPfDL GH0PPFDI GH0PPFDR GH0PPFDL GH0PPcDR GH0PPCDI GH0PPCDR GH0PPCDL GH2aAPDI GH2aFCDI GH2aFCdI GH2FCCDI GH2PAfDR GH2PAfDL GH2PAFDI GH2PAFDR GH2PAFDL GH2PAcDR GH2PAcDL GH2PafDL GH2PaFDI GH2PacDL GH2PIfDL GH2PifDR GH2PifDL GH2PiFDI GH2PPfDR

GH2PPfDL GH2PPFDI GH2PPFDL GH2PPcDR GH4PAfDI GH4PAfDR GH4PAfDL GH4PafDI GH4PafDL GH4PPfDI GH4PPfDR GH4PPfDL GMOAFaDI GMOAFaDR GMOAFadI GMOAFadR GMOAFiDR GMOAFiDL GMOAFidI GMOAFidR GMOAPadR GMOAPadL GMOAPidR GMOAPidL GMOaAFDI GMOaAFDR GMOaAFDL GMOIAFDI GMOIaFDI GMOIiCDI GMOIFFdI GMOiAFDR GMOiAFDL GMOiAPdI GMOiAPdL GMOiPPdI GMOFAFDI GMOFAFDR GMOFAFDL GMOFAFdI GMOFAFdR GMOFACDI GMOFACDR GMOFACDL GMOFACdI GMOFACdR GMOFIFDI GMOFIFDR GMOFIFDL GMOFIFdI GMOFIFdR GMOFIFdL GMOFICDI GMOFICDR GMOFICDL GMOFICdI GMOFICdR GMOFiFDI GMOFiFDR GMOFiFDL GMOFiFdI GMOFiCDI GMOFiCDR GMOFiCDL GMOFiCdI GMOFiPDI GMOFiPDR

GMOFiPDL GMOFiPdI GMOFiPdR GMOFFFDR GMOFFFDL GMOFFFdI GMOFFAdR GMOFFiDL GMOFPFDI GMOFPFDR GMOFPFDL GMOFPFdI GMOFPFdR GMOFPCDI GMOFPCDR GMOFPCDL GMOFPCdR GMOPIFdI GMOPIFdR GMOPIFdL GMOPiCdI GMOPiCdL GMOPiPdL GMOPFFdI GMOPFFdL GMoAFidI GMoAPCdI GMoAPCdL GMoAPadR GMoAPadL GMoAPidI GMoAPidR GMoAPidL GMoACCdI GMoaAFDI GMoaAFDL GMoIifDI GMoIipDR GMoIFfdR GMoiAFDR GMoiAFDL GMoiAPdI GMoiAPdL GMoFAFDR GMoFAFDL GMoFACDI GMoFACDR GMoFACDL GMoFIFDI GMoFIFDR GMoFIFDL GMoFIFdI GMoFICdI GMoFiFDI GMoFiFDL GMoFiFdI GMoFiCDI GMoFiCDR GMoFiCDL GMoFiCdI GMoFiCdR GMoFiPDI GMoFiPDL GMoFiPdI GMoFFfdI GMoFFFDI GMoFFFDR

GMoFFFDL GMoFFFdI GMoFFFdR GMoFFadI GMoFPFDI GMoFPFDR GMoFPFDL GMoFPFdI GMoFPFdR GMoFPCDI GMoFPCDR GMoFPCDL GMoFPCdI GMoFPCdR GMoFPadR GMoPIFdI GMoPIFdL GMoPiCdI GMoPiCdL GMoPFFdL GMPAFaDL GMPAFadI GMPAFadL GMPAFADI GMPAFADR GMPAFADL GMPAFAdI GMPAFAdR GMPAFiDL GMPAFidR GMPAPadI GMPAPadR GMPAPadL GMPAPAdI GMPAPAdR GMPAPAdL GMPAPidI GMPAPidR GMPAPidL GMPaAFDI GMPaAFDL GMPaACdI GMPaACdL GMPaaFDI GMPaaFDR GMPaaFDL GMPaFFDI GMPaFFDR GMPaFPDI GMPaFPDR GMPaFPdI GMPaFPdR GMPaPFDI GMPaPFDL GMPaPFdI GMPaCCdI GMPIAfDL GMPIiCDR GMPIiCDL GMPIFFdI GMPIFPdI GMPICFdI GMPICCdI GMPICCdL GMPICPdI GMPICPdR GMPICPdL

GMPiAFDI GMPiAFDL GMPiAPdI GMPiAPdR GMPiAPdL GMPiPFDI GMPiPFDR GMPiPFDL GMPiPFdI GMPiPFdL GMPiPCdI GMPiPPdI GMPiPPdL GMPFAFDR GMPFAFDL GMPFACDI GMPFACDR GMPFACDL GMPFACdI GMPFAPDR GMPFAPDL GMPFIFDI GMPFIFDL GMPFICDR GMPFICDL GMPFICdI GMPFIPDI GMPFIPDR GMPFIPDL GMPFIPdI GMPFIPdR GMPFiFDI GMPFiFDR GMPFiFDL GMPFiFdI GMPFiCDI GMPFiCDR GMPFiCDL GMPFiCdI GMPFiCdR GMPFiPDI GMPFiPDR GMPFiPDL GMPFiPdI GMPFFFDI GMPFFFDR GMPFFFDL GMPFFFdI GMPFFPDI GMPFFPDR GMPFFPDL GMPFFPdI GMPFFAdI GMPFFidR GMPFPFDR GMPFPFdI GMPFPFdR GMPFPCDI GMPFPCDR GMPFPCDL GMPFPCdI GMPFPCdR GMPFPPDI GMPFPPDR GMPFPPdI GMPFPPdR GMPFPiDR

GMPFPidR GMPPAFdI GMPPAFdR GMPPAFdL GMPPACdL GMPPaFdI GMPPaFdR GMPPaFdL GMPPIFdI GMPPIFdR GMPPIFdL GMPPICdI GMPPICdR GMPPICdL GMPPIPdR GMPPIPdL GMPPiFdR GMPPiFdL GMPPiCdI GMPPiCdL GMPPiPdR GMPPFPdI GMPPFPdL GMPPPFdI GMPPPFdR GMPPPFdL GMPPPCdI GMPPPCdR GMPPPCdL GMPCIPdR GMPCPFdR GMPCPFdL GMpAFiDI GMpAFiDR GMpAFiDL GMpAFidI GMpAFidR GMpAPadI GMpAPadR GMpAPadL GMpAPidI GMpAPidR GMpAPidL GMpACCdI GMpACCdR GMpACCdL GMpACPdI GMpACPdR GMpACPdL GMpaAFDI GMpaAFDR GMpaAFDL GMpaACdI GMpaACdR GMpaACdL GMpaaFDI GMpaaFDR GMpaaFDL GMpaFFDI GMpaFFDR GMpaFFDL GMpaFFdI GMpaFFdR GMpaFPDI GMpaFPDR GMpaFPDL GMpaFPdI



134

GMpaFPdR GMpaPFDI GMpaPFDR GMpaPFdI GMpaPCdI GMpaCCdI GMpIAFDI GMpIACdR GMpIAPdR GMpIicdI GMpIicdR GMpIiPDI GMpIiPdI GMpIiPdL GMpIFFdI GMpIPCdL GMpiAFDI GMpiAFDL GMpFAFDI GMpFAFDR GMpFAFDL GMpFAFdI GMpFAFdR GMpFACDI GMpFACDR GMpFACDL GMpFACdI GMpFACdR GMpFAPDR GMpFAPDL GMpFAPdR GMpFIFDI GMpFIFDR GMpFIFDL GMpFIFdI GMpFIFdR GMpFICDI GMpFICDR GMpFICDL GMpFICdR GMpFIPDI GMpFIPDR GMpFIPDL GMpFIPdI GMpFIPdR GMpFiFDI GMpFiFDL GMpFiFdI GMpFiCDI GMpFiCDR GMpFiCDL GMpFiCdI GMpFiPDI GMpFiPDR GMpFiPDL GMpFiPdI GMpFFFDI GMpFFFDR GMpFFFDL GMpFFFdI GMpFFpdI GMpFFPDI GMpFFPDR GMpFFPDL GMpFFPdI GMpFFADR GMpFPFDI

GMpFPFDR GMpFPFdI GMpFPFdR GMpFPCDI GMpFPCDR GMpFPCDL GMpFPCdR GMpFPPDI GMpFPPDR GMpFPPDL GMpFPPdR GMpFPPdL GMpPAFdI GMpPAFdL GMpPACdI GMpPACdL GMpPaFdI GMpPaFdR GMpPaFdL GMpPIFdI GMpPIFdR GMpPIFdL GMpPICdI GMpPICdR GMpPICdL GMpPIPdI GMpPIPdR GMpPIPdL GMpPiCdI GMpPiCdL GMpPiPdI GMpPFPdI GMpPFPdL GMpPPFdI GMpPPFdR GMpPPFdL GMpPPCdI GMpPPCdR GMpPPCdL GMpCPFdR GMpCPCdR GMQAACdI GMQAACdL GMQAAPdI GMQAAPdL GMQAFaDI GMQAFaDR GMQAFaDL GMQAFadI GMQAFadR GMQAFADL GMQAFAdL GMQAFiDI GMQAFiDR GMQAFiDL GMQAFidI GMQAFidR GMQAFidL GMQAPPdR GMQAPadR GMQAPadL GMQAPidI GMQAPidR GMQAPidL GMQACCdI GMQACCdR GMQACCdL

GMQACPdI GMQACPdR GMQACPdL GMQaAFDI GMQaAFDR GMQaAFDL GMQIAFDI GMQIaFDI GMQIiCDI GMQIiCDR GMQIFfdI GMQIFFdI GMQIFPDI GMQIFPdI GMQICFdI GMQICFdR GMQiAFDI GMQiAFDR GMQiAFDL GMQFAFDR GMQFAFDL GMQFAFdI GMQFACDR GMQFAPDI GMQFAPDR GMQFAPDL GMQFAPdI GMQFAPdR GMQFIFDI GMQFIFDR GMQFIFDL GMQFIFdI GMQFIFdR GMQFICDR GMQFICDL GMQFIPDI GMQFIPDR GMQFIPDL GMQFIPdI GMQFIPdR GMQFiFDI GMQFiFDL GMQFiFdI GMQFiCDI GMQFiCDR GMQFiCDL GMQFiCdI GMQFiPDI GMQFiPDR GMQFiPDL GMQFiPdI GMQFiPdR GMQFFFDI GMQFFFDR GMQFFFDL GMQFFPDI GMQFFPDR GMQFFPDL GMQFFaDR GMQFFiDL GMQFFidR GMQFPFDI GMQFPFDR GMQFPFDL GMQFPFdR GMQFPCDR GMQFPCdR

GMQFPPDI GMQFPPDR GMQFPPDL GMQFPPdI GMQFPPdR GMQFPidR GMQPIFdI GMQPIFdR GMQPIFdL GMQPiCdI GMQPiCdL GMQPiPdR GMQPFFdL GMQPFCdL GMQPFPdI GMQPFPdL GMqAFiDI GMqAFiDR GMqAFiDL GMqAFidR GMqAPadR GMqAPadL GMqAPidI GMqAPidR GMqAPidL GMqaAFDI GMqaAFDR GMqaAFDL GMqaPFdL GMqaCFDI GMqaCFDR GMqaCFDL GMqIicdI GMqIicdR GMqIiPDR GMqIiPDL GMqIiPdI GMqIiPdR GMqIiPdL GMqIFFdI GMqiFCDR GMqiFCDL GMqiFCdI GMqiFCdR GMqFAFDR GMqFAFDL GMqFAFdR GMqFACDR GMqFACDL GMqFACdR GMqFAPDI GMqFAPDR GMqFAPDL GMqFAPdI GMqFIFDI GMqFIFDR GMqFIFDL GMqFIFdI GMqFIFdR GMqFICDI GMqFICDR GMqFICDL GMqFICdI GMqFICdR GMqFIPDI GMqFIPDR GMqFIPDL

GMqFIPdI GMqFIPdR GMqFiFDI GMqFiFDL GMqFiFdI GMqFiCDI GMqFiCDR GMqFiCDL GMqFiCdI GMqFiPDI GMqFiPDL GMqFiPdI GMqFFFDI GMqFFFDR GMqFFFDL GMqFFFdI GMqFFPDI GMqFFPDR GMqFFPDL GMqFFPdI GMqFFPdR GMqFFidR GMqFFIDI GMqFFIdR GMqFPFDI GMqFPFDR GMqFPFDL GMqFPFdR GMqFPCDI GMqFPCDR GMqFPCDL GMqFPCdR GMqFPPDI GMqFPPDR GMqFPPDL GMqFPPdR GMqFPidR GMqPIFdI GMqPIFdR GMqPIFdL GMqPiFdI GMqPiCdI GMqPiCdL GMqPiPdI GMqPFCdL GMqPFPdI GMqPFPdL GMRAFaDI GMRAFaDR GMRAFaDL GMRAFadR GMRAFADI GMRAFADR GMRAFADL GMRAFAdI GMRAFAdR GMRAFAdL GMRAFidI GMRAFidR GMRaACdI GMRaaFDI GMRaaFDR GMRaFFDI GMRaFFDR GMRaFFdI GMRaFFdR GMRaFPDI

GMRaFPDL GMRaFPdI GMRaFPdR GMRaPFDR GMRaPFDL GMRaPFdI GMRaPCdI GMRaCCdI GMRIAFDI GMRIaFDI GMRIiCDI GMRIiCDL GMRIFPdI GMRICFdI GMRICFdR GMRICCdI GMRICCdR GMRICCdL GMRICPdI GMRICPdL GMRiAFDI GMRiAFDR GMRiAFDL GMRiPFDI GMRiPFDR GMRiPFDL GMRiPFdI GMRiPFdL GMRiPCdI GMRiPCdL GMRFAFDI GMRFAFDR GMRFAFDL GMRFAFdI GMRFAFdR GMRFACDR GMRFACDL GMRFACdR GMRFAPDI GMRFAPDR GMRFAPDL GMRFAPdI GMRFAPdR GMRFIFDI GMRFIFDR GMRFIFDL GMRFIFdI GMRFIFdR GMRFICDR GMRFICDL GMRFICdR GMRFIPDI GMRFIPDR GMRFIPDL GMRFIPdI GMRFIPdR GMRFiFDI GMRFiFDL GMRFiFdI GMRFiCDI GMRFiCDR GMRFiCDL GMRFiCdI GMRFiPDI GMRFiPDR GMRFiPDL GMRFiPdI

GMRFiPdL GMRFFFDI GMRFFFDR GMRFFFdI GMRFFPDI GMRFFPDR GMRFFPDL GMRFFPdI GMRFFadI GMRFFadR GMRFFidR GMRFFIDI GMRFPFDI GMRFPFDR GMRFPCDR GMRFPCDL GMRFPCdR GMRFPCdL GMRFPPDR GMRFPPDL GMRFPPdI GMRFPPdR GMRFPadR GMRPAFdI GMRPAFdR GMRPAFdL GMRPACdL GMRPaFdI GMRPaFdR GMRPaFdL GMRPIFdI GMRPIFdL GMRPICdI GMRPICdR GMRPiCdI GMRPiCdL GMRPiPdR GMRPiPdL GMRPFFdL GMRPFCdL GMRPFPdI GMRPFPdL GMRPPFdI GMRPPFdR GMRPPFdL GMRPPCdI GMRPPCdL GMRCPFdR GMRCPCdI GMRCPCdR GMrAFiDL GMrAFidI GMrAFidR GMrAFidL GMraAFDI GMraAFDR GMraAFDL GMraACdI GMraACdR GMraACdL GMraaFDI GMraaFDL GMraFFDI GMraFFDR GMraFFDL GMraFFdI GMraFFdR



135

GMraFPDI GMraFPDL GMraFPdI GMraFPdR GMraPFDI GMraPFDR GMraPFDL GMraPFdI GMraPCdI GMraCCdI GMrIicdR GMrIicdL GMrIiPDI GMrIiPDR GMrIiPDL GMrIFFdI GMrIFPdI GMrIPCdL GMrIPPdL GMrICCdI GMrICPdI GMrFAFDL GMrFAFdR GMrFACDR GMrFACDL GMrFACdI GMrFACdR GMrFAPDR GMrFAPdI GMrFIFDI GMrFIFDR GMrFIFDL GMrFIFdI GMrFIFdR GMrFICDI GMrFICDR GMrFICDL GMrFICdI GMrFIPDI GMrFIPDR GMrFIPDL GMrFIPdR GMrFiFDI GMrFiFDR GMrFiFDL GMrFiFdI GMrFiFdR GMrFiCDI GMrFiCDR GMrFiCDL GMrFiCdI GMrFiPDI GMrFiPDL GMrFiPdI GMrFFFDI GMrFFFDR GMrFFFDL GMrFFFdI GMrFFFdR GMrFFPDI GMrFFPDR GMrFFPDL GMrFFPdI GMrFFPdR GMrFFADR GMrFFAdI GMrFFIDI

GMrFPFDI GMrFPFDR GMrFPFDL GMrFPFdR GMrFPCDR GMrFPCDL GMrFPPDR GMrPAFdI GMrPAFdR GMrPAFdL GMrPACdI GMrPACdL GMrPaFdI GMrPaFdL GMrPIFdI GMrPIFdL GMrPICdI GMrPICdL GMrPiFdL GMrPiCdI GMrPiCdL GMrPiPdI GMrPFFdL GMrPFCdL GMrPFPdI GMrPFPdL GMrPPFdI GMrPPFdR GMrPPFdL GMrPPCdI GMrPPCdR GMrCPFdR GMrCPCdI GMrCPCdR GMKAAfDL GMKAAFDI GMKAAFDR GMKAAFDL GMKAAcDI GMKAACDI GMKAAaDI GMKAAaDR GMKAAaDL GMKAAADI GMKAAADR GMKAAADL GMKAaIDI GMKAIIDI GMKAIIDR GMKAIIDL GMKAFfdI GMKAFFdI GMKAFFdR GMKAFpdI GMKAFpdR GMKAFPDI GMKAFPDR GMKAFPDL GMKAFPdI GMKAFPdR GMKAFaDI GMKAFaDL GMKAFadI GMKAFadR GMKAFADI GMKAFADR GMKAFADL

GMKAFAdI GMKAFAdR GMKAPaDR GMKAPaDL GMKAPADI GMKAPADL GMKAPidI GMKAPidR GMKAPidL GMKAPIdI GMKAPIdR GMKAPIdL GMKaAfDI GMKaAfDR GMKaAFDR GMKaAcDI GMKaFpDI GMKaFadI GMKaFadR GMKaPCDL GMKIAfDI GMKIAfDR GMKIAfDL GMKIAFDI GMKIAcDI GMKIAcDR GMKIAcDL GMKIACDI GMKIACDR GMKIACDL GMKIACdI GMKIACdL GMKIAPdI GMKIAPdL GMKIAaDI GMKIAaDR GMKIAaDL GMKIAADI GMKIAADR GMKIAADL GMKIaADI GMKIaADR GMKIaADL GMKIaIDL GMKIiCDI GMKIiCDR GMKIiCDL GMKIiPDI GMKIiPDR GMKIiPDL GMKIFfDI GMKIFfDR GMKIFfDL GMKIFfdI GMKIFFdI GMKIFpDI GMKIFpDR GMKIFpDL GMKIFpdI GMKIFPDI GMKIFPdI GMKIFaDI GMKIFaDR GMKIFaDL GMKIFadI GMKIFadR GMKIFadL

GMKIFADI GMKIFADR GMKIFADL GMKIFAdI GMKIFAdR GMKIFAdL GMKIPfDI GMKIPfDR GMKIPfDL GMKIPFDI GMKIPcDI GMKIPcDR GMKIPcDL GMKIPCDI GMKIPCDL GMKIPCdL GMKIPaDI GMKIPaDR GMKIPaDL GMKIPADI GMKIPADR GMKIPADL GMKICCdL GMKICPdL GMKiAfDI GMKiAcDI GMKiAcDR GMKiAcDL GMKiACDI GMKiACDR GMKiACDL GMKiAPDI GMKiAPDR GMKiAPDL GMKiPPDR GMKiPPDL GMKiPPdI GMKFAfdI GMKFAFDI GMKFAFDR GMKFAFDL GMKFAFdI GMKFAFdR GMKFAFdL GMKFACDI GMKFACDR GMKFACdI GMKFApDI GMKFAPDI GMKFAPDR GMKFAPDL GMKFAPdI GMKFAPdR GMKFAaDR GMKFAadR GMKFAADR GMKFAAdL GMKFAIDI GMKFAIDR GMKFAIdR GMKFaadI GMKFaAdI GMKFaIdI GMKFaIdR GMKFIfDI GMKFIFDI GMKFIFDR

GMKFIFDL GMKFIFdI GMKFIFdR GMKFICDI GMKFICdI GMKFIpDI GMKFIPDI GMKFIPDR GMKFIPDL GMKFIPdI GMKFIPdR GMKFIaDR GMKFIaDL GMKFIadL GMKFIADI GMKFIADR GMKFIAdR GMKFIAdL GMKFIIDR GMKFIIDL GMKFIIdI GMKFiFDI GMKFiFDL GMKFiFdI GMKFicDI GMKFiCDI GMKFiCDR GMKFiCDL GMKFiCdI GMKFipDI GMKFipdI GMKFiPDI GMKFiPDR GMKFiPDL GMKFiPdI GMKFFfDI GMKFFFDI GMKFFFDR GMKFFFDL GMKFFPDI GMKFFPDR GMKFFPDL GMKFFaDI GMKFFaDR GMKFFaDL GMKFFadI GMKFFadR GMKFFADI GMKFFAdI GMKFFAdR GMKFFIDI GMKFFIDR GMKFFIDL GMKFFIdI GMKFPFDI GMKFPFDR GMKFPFdI GMKFPFdR GMKFPCDR GMKFPCDL GMKFPCdI GMKFPCdR GMKFPPDI GMKFPPDR GMKFPPdR GMKFPaDR GMKFPadI

GMKFPadR GMKFPADR GMKFPADL GMKFPAdR GMKFPiDI GMKFPiDL GMKFPidI GMKFPIDI GMKFPIDR GMKFPIDL GMKFPIdI GMKFPIdR GMKFPIdL GMKFCFDI GMKFCFDL GMKFCFdI GMKFCFdR GMKFCCdR GMKFCPDI GMKFCPdI GMKFCPdR GMKPACDL GMKPAaDI GMKPAaDL GMKPAADR GMKPAIDI GMKPAIDL GMKPaFDI GMKPaaDI GMKPaADL GMKPaIDR GMKPaIDL GMKPIFDI GMKPIcDI GMKPICDI GMKPIADI GMKPIADR GMKPIIDI GMKPIIDR GMKPiFDI GMKPiFdI GMKPiFdL GMKPicDI GMKPiCdI GMKPiCdL GMKPiPDI GMKPiPDL GMKPFfDI GMKPFFDI GMKPFFdI GMKPFFdL GMKPFpDI GMKPFPdI GMKPFPdR GMKPFPdL GMKPFaDI GMKPFaDL GMKPFadR GMKPFIDI GMKPFIDL GMKPFIdI GMKPFIdR GMKPFIdL GMKPPFDI GMKPPCDL GMKPPaDI GMKPPADR

GMKPPIDI GMKPPIDR GMKCFFdI GMKCFPdI GMKCFPdL GMkAAFDR GMkAAFDL GMkAACDI GMkAACDR GMkAAaDR GMkAAaDL GMkAAADI GMkAFFdR GMkAFpdI GMkAFPDI GMkAFPDR GMkAFPDL GMkAFPdI GMkAFPdR GMkAFPdL GMkAFaDI GMkAFaDR GMkAFaDL GMkAFadI GMkAFadR GMkAFADI GMkAFADR GMkAFADL GMkAFAdI GMkAPaDI GMkAPaDR GMkAPaDL GMkAPadI GMkAPadR GMkAPadL GMkAPADI GMkAPADL GMkAPidI GMkAPidR GMkAPidL GMkaAFDR GMkaAaDR GMkaAaDL GMkaAiDL GMkaFcDI GMkaFadR GMkIAfDI GMkIAfDR GMkIAcDI GMkIAcDR GMkIACDI GMkIACDR GMkIACDL GMkIACdI GMkIACdR GMkIACdL GMkIAPdI GMkIAPdR GMkIAPdL GMkIAaDI GMkIAADI GMkIAADR GMkIAADL GMkIaADI GMkIaADR GMkIaADL GMkIFfDI



136

GMkIFfDR GMkIFfDL GMkIFfdR GMkIFFDI GMkIFFdI GMkIFpDR GMkIFpDL GMkIFpdL GMkIFPdI GMkIFaDI GMkIFaDR GMkIFaDL GMkIFadI GMkIFadR GMkIFADI GMkIFADR GMkIFADL GMkIFAdI GMkIPfDI GMkIPfDR GMkIPfDL GMkIPFDI GMkIPcDI GMkIPcDR GMkIPcDL GMkIPCDI GMkIPCDR GMkIPaDI GMkIPaDR GMkiAFDR GMkiAcDI GMkiAcDR GMkiAcDL GMkiACDI GMkiACDR GMkiACDL GMkiAPDR GMkiAPdI GMkiFfdR GMkFAFDI GMkFAFDR GMkFAFDL GMkFAFdI GMkFAPDI GMkFAPDR GMkFAPDL GMkFAPdI GMkFAaDI GMkFAADI GMkFAADR GMkFAIDI GMkFAIDL GMkFAIdR GMkFaADL GMkFaAdI GMkFaAdR GMkFaidR GMkFaIDI GMkFaIDR GMkFaIdR GMkFIfDI GMkFIfdI GMkFIFDI GMkFIFDR GMkFIFDL GMkFIFdI GMkFIFdR

GMkFICDI GMkFICdI GMkFIpDI GMkFIPDI GMkFIPDR GMkFIPDL GMkFIPdI GMkFIPdR GMkFIaDI GMkFIaDR GMkFIadR GMkFIADI GMkFIADR GMkFIAdR GMkFIidR GMkFIIDI GMkFIIDL GMkFIIdR GMkFiFDI GMkFiFDL GMkFiFdI GMkFiCDI GMkFiCDR GMkFiCDL GMkFiCdI GMkFiCdR GMkFipdI GMkFiPDI GMkFiPDL GMkFiPdI GMkFFFDR GMkFFFDL GMkFFFdI GMkFFPDI GMkFFPDR GMkFFPDL GMkFFPdI GMkFFaDI GMkFFadI GMkFFadR GMkFFADR GMkFFAdI GMkFFIDI GMkFFIDR GMkFFIDL GMkFFIdI GMkFFIdR GMkFPfdI GMkFPFDI GMkFPFDR GMkFPFDL GMkFPFdI GMkFPFdR GMkFPCDI GMkFPCDL GMkFPCdI GMkFPCdR GMkFPpdI GMkFPPDR GMkFPPDL GMkFPPdR GMkFPAdR GMkFPiDI GMkFPiDL GMkFPidI GMkFPIDI GMkFPIDR

GMkFPIDL GMkFPIdR GMkFCFDI GMkFCFdR GMkFCCDI GMkFCPDR GMkFCPdR GMkPAcDI GMkPAaDR GMkPAaDL GMkPAiDI GMkPAIDR GMkPaADR GMkPaIDR GMkPIcDI GMkPICDL GMkPIaDI GMkPIaDR GMkPiFdI GMkPiCdI GMkPiCdL GMkPiPDR GMkPFFdL GMkPFpdI GMkPFPDR GMkPFPdI GMkPFPdL GMkPFadI GMkPFADI GMkPFADR GMkPFAdR GMkPFiDI GMkPFIDR GMkPFIdR GMkPPFDR GMkPPiDI GMkPPIDI GMkPPIDR GMkCFFdL GMkCFPdI GMkCFPdR GMLAAFDR GMLAACDL GMLAAaDI GMLAAIDI GMLAFFdR GMLAFFdL GMLAFPDR GMLAFPdR GMLAFaDI GMLAFaDR GMLAFaDL GMLAFadI GMLAFadR GMLAFADI GMLAFADR GMLAFAdI GMLAFAdR GMLAPaDI GMLAPaDR GMLAPaDL GMLAPADI GMLAPADR GMLAPADL GMLAPidI GMLAPidR GMLAPidL

GMLAPIdI GMLAPIdR GMLAPIdL GMLaAfDI GMLaAfDR GMLaAfDL GMLaAFDR GMLaACDR GMLaACdI GMLaACdR GMLaACdL GMLaaFDR GMLaaFDL GMLaaIDR GMLaIFDR GMLaIADR GMLaIADL GMLaIIDR GMLaFFDR GMLaFFDL GMLaFFdR GMLaFcDR GMLaFcdI GMLaFPDL GMLaFadI GMLaPFDR GMLaPFdI GMLaPCDI GMLaPCDR GMLaPCDL GMLaCCdI GMLIAfDI GMLIAfDR GMLIAfDL GMLIAFDI GMLIAcDI GMLIAcDR GMLIACDI GMLIACDR GMLIACDL GMLIACdI GMLIACdR GMLIACdL GMLIAPdI GMLIAPdL GMLIAADI GMLIAADR GMLIAADL GMLIaADI GMLIaADR GMLIaADL GMLIiPDR GMLIFfDI GMLIFfDR GMLIFfDL GMLIFfdI GMLIFfdR GMLIFFDI GMLIFFdI GMLIFpDR GMLIFpDL GMLIFpdR GMLIFaDI GMLIFaDR GMLIFaDL GMLIFadI GMLIFadR

GMLIFADI GMLIFADR GMLIFADL GMLIFAdR GMLIPfDI GMLIPfDR GMLIPfDL GMLIPcDR GMLIPcDL GMLIPCDI GMLIPCDR GMLIPCDL GMLIPaDI GMLIPaDR GMLIPaDL GMLIPADI GMLIPADR GMLIPADL GMLICFdR GMLiAcDR GMLiAcDL GMLiAPDI GMLiAPDR GMLiAPDL GMLiPFDR GMLiPFDL GMLiPFdI GMLiPFdL GMLiPCDI GMLiPCDR GMLiPCDL GMLiPCdI GMLiPCdL GMLFAfDI GMLFAFDI GMLFAFDR GMLFAFDL GMLFAFdI GMLFAPDI GMLFAPDL GMLFAaDI GMLFAaDR GMLFAaDL GMLFAadI GMLFAadR GMLFAADR GMLFAAdR GMLFaidR GMLFaIDI GMLFaIdI GMLFaIdR GMLFIfDI GMLFIfdI GMLFIFDI GMLFIFDR GMLFIFDL GMLFIFdI GMLFIFdR GMLFIPDI GMLFIPDR GMLFIPDL GMLFIPdI GMLFIPdR GMLFIPdL GMLFIaDR GMLFIadI GMLFIadR

GMLFIADL GMLFIAdR GMLFIidR GMLFIIDI GMLFIIDR GMLFIIdR GMLFiFDI GMLFiFDL GMLFiFdI GMLFiCDI GMLFiCDR GMLFiCDL GMLFiCdI GMLFiCdR GMLFiPDI GMLFiPDR GMLFiPDL GMLFiPdI GMLFFFDI GMLFFFDR GMLFFFDL GMLFFpDI GMLFFPDI GMLFFPDR GMLFFPDL GMLFFaDI GMLFFaDR GMLFFaDL GMLFFadI GMLFFadR GMLFFADI GMLFFADR GMLFFADL GMLFFAdI GMLFFAdR GMLFFIDR GMLFPFDR GMLFPFDL GMLFPFdI GMLFPFdR GMLFPCDI GMLFPCDR GMLFPCDL GMLFPCdI GMLFPCdR GMLFPpDI GMLFPPDI GMLFPPDR GMLFPPdR GMLFPaDL GMLFPadI GMLFPadR GMLFPADI GMLFPADR GMLFPAdR GMLFPIDR GMLFPIdR GMLFCCDI GMLPAFdI GMLPAFdL GMLPAcDI GMLPACdI GMLPACdL GMLPAADR GMLPAAdR GMLPaADR GMLPaIDL

GMLPIFDI GMLPIFdI GMLPIFdR GMLPIFdL GMLPIcDI GMLPICdI GMLPICdR GMLPIPdI GMLPIPdR GMLPIPdL GMLPIaDI GMLPIADL GMLPIIDR GMLPiFdI GMLPiFdL GMLPiCDR GMLPiCdI GMLPiCdL GMLPipDI GMLPiPdI GMLPiPdL GMLPFfDI GMLPFFDL GMLPFPdI GMLPFPdL GMLPFaDR GMLPFadR GMLPFADR GMLPPFdI GMLPPFdR GMLPPFdL GMLPPCdR GMLPPCdL GMLPPIDI GMLPPIDL GMLPPIdR GMLCFFdR GMLCFPdI GMLCPFdR GMlAAFDL GMlAACDI GMlAACDR GMlAAaDR GMlAAaDL GMlAAiDR GMlAFFdR GMlAFPdI GMlAFaDI GMlAFaDL GMlAFadR GMlAFADR GMlAFADL GMlAFAdI GMlAFAdR GMlAFiDR GMlAFidR GMlAPaDR GMlAPadI GMlAPadR GMlAPadL GMlAPADI GMlAPADR GMlAPiDR GMlAPidI GMlAPidR GMlAPidL GMlAPIdI



137

GMlAPIdR GMlAPIdL GMlaAFDR GMlaACDI GMlaACDL GMlaACdI GMlaACdR GMlaACdL GMlaAaDI GMlaAaDL GMlaAiDI GMlaAiDR GMlaAiDL GMlaaFDR GMlaaFDL GMlaIFDI GMlaIFDR GMlaIFDL GMlaFFDR GMlaFFDL GMlaFFdR GMlaFPDR GMlaFPDL GMlaFadI GMlaFadR GMlaPFDL GMlaPFdI GMlaPCDI GMlaPCDR GMlaPCDL GMlaPCdI GMlaCCdI GMlIAfDI GMlIAFDI GMlIAcDI GMlIACDI GMlIACDR GMlIACDL GMlIACdI GMlIAPdI GMlIAaDI GMlIAADR GMlIAADL GMlIaADI GMlIaADR GMlIaADL GMlIFfDI GMlIFfDR GMlIFfDL GMlIFfdI GMlIFfdR GMlIFFdI GMlIFpDI GMlIFpDR GMlIFpDL GMlIFpdI GMlIFaDI GMlIFaDR GMlIFaDL GMlIFadI GMlIFadR GMlIFADI GMlIFADR GMlIFADL GMlIFAdR GMlIPfDI GMlIPfDR

GMlIPFDI GMlIPcDI GMlIPcDR GMlIPCDI GMlIPaDI GMlIPaDR GMlIPaDL GMlIPADR GMlIPADL GMliACDI GMliACDL GMliAPDR GMliAPDL GMliAPdI GMliAIDR GMliFiDR GMliFiDL GMlFAFDI GMlFAFDR GMlFAFDL GMlFAFdI GMlFAFdR GMlFACDI GMlFACDL GMlFACdI GMlFApDI GMlFAPDI GMlFAPDL GMlFAPdI GMlFAaDR GMlFAaDL GMlFAadI GMlFAadR GMlFAADR GMlFAIDR GMlFAIdR GMlFaadI GMlFaAdI GMlFaIDI GMlFaIdR GMlFIFDI GMlFIFDR GMlFIFDL GMlFIFdI GMlFIFdR GMlFICDI GMlFICDR GMlFICdI GMlFIpDI GMlFIPDI GMlFIPDR GMlFIPDL GMlFIPdI GMlFIPdR GMlFIaDR GMlFIadR GMlFIADR GMlFIAdR GMlFIidR GMlFIIDI GMlFIIDR GMlFIIDL GMlFiFDI GMlFiFDR GMlFiFDL GMlFiFdI GMlFicDI

GMlFiCDI GMlFiCDR GMlFiCDL GMlFiCdI GMlFipDI GMlFiPDI GMlFiPdI GMlFFFDI GMlFFFDL GMlFFFdI GMlFFPDI GMlFFPDL GMlFFaDI GMlFFaDR GMlFFadI GMlFFADL GMlFFAdI GMlFFAdR GMlFFIDI GMlFFIDR GMlFFIdI GMlFPFDR GMlFPFDL GMlFPFdI GMlFPFdR GMlFPCdI GMlFPPDI GMlFPPDL GMlFPPdI GMlFPPdR GMlFPaDR GMlFPADR GMlFPAdI GMlFPiDI GMlFPiDR GMlFPiDL GMlFPidI GMlFPIDI GMlFPIDR GMlFCFDL GMlFCFdR GMlFCCDR GMlFCPDR GMlFCPdR GMlPAFdI GMlPAFdL GMlPACdI GMlPACdL GMlPAaDR GMlPAADI GMlPAiDI GMlPAiDL GMlPaFdI GMlPaFdL GMlPaaDL GMlPaADR GMlPIFdI GMlPIFdR GMlPIFdL GMlPICDI GMlPICDL GMlPICdI GMlPICdR GMlPICdL GMlPIPdI GMlPIPdR GMlPIPdL

GMlPIADR GMlPIIDI GMlPIIDL GMlPiFdI GMlPiFdL GMlPiCdI GMlPiCdL GMlPiPdI GMlPiPdL GMlPFpdI GMlPFPdI GMlPFPdL GMlPFadI GMlPFiDI GMlPFIdI GMlPPFdI GMlPPFdR GMlPPFdL GMlPPCdR GMlPPADI GMlPPiDI GMlPPiDL GMlCFFdI GMlCFFdR GMlCPFdR GMMAAFDR GMMAAaDI GMMAAaDR GMMAAaDL GMMAaIDI GMMAIIDI GMMAIIDL GMMAFfdI GMMAFFdI GMMAFFdR GMMAFFdL GMMAFPDI GMMAFPDL GMMAFPdI GMMAFPdR GMMAFaDI GMMAFaDR GMMAFadI GMMAFadR GMMAFADI GMMAFADR GMMAFADL GMMAFAdI GMMAPaDI GMMAPaDR GMMAPaDL GMMAPadI GMMAPADI GMMAPADR GMMAPADL GMMAPidI GMMAPidR GMMAPidL GMMaAfDL GMMaAcDR GMMaAaDI GMMaAaDR GMMaAaDL GMMaFadI GMMaFadR GMMIAfDI GMMIAfDR

GMMIAFDI GMMIAcDI GMMIAcDR GMMIAcDL GMMIACDI GMMIACDR GMMIACDL GMMIACdI GMMIACdR GMMIACdL GMMIAPdI GMMIAPdL GMMIAaDI GMMIAaDL GMMIAADR GMMIAADL GMMIaaDI GMMIaADI GMMIaADR GMMIaADL GMMIiCDI GMMIiCDR GMMIiCDL GMMIiPDI GMMIiPDR GMMIiPDL GMMIFfDR GMMIFfDL GMMIFfdI GMMIFfdR GMMIFFDI GMMIFpDR GMMIFpDL GMMIFPdI GMMIFaDI GMMIFaDR GMMIFaDL GMMIFadI GMMIFadR GMMIFadL GMMIFADI GMMIFADR GMMIFADL GMMIFAdR GMMIPfDI GMMIPcDR GMMIPCDI GMMIPCdL GMMIPaDI GMMIPaDR GMMIPaDL GMMIPADI GMMIPADL GMMICCdL GMMICPdL GMMiAcDR GMMiAPDI GMMFAFDI GMMFAFDR GMMFAFDL GMMFAFdI GMMFAPDI GMMFAPDR GMMFAPDL GMMFAPdI GMMFAADI GMMFAADR

GMMFAAdR GMMFAIDR GMMFAIdI GMMFaADR GMMFaAdR GMMFaidR GMMFaIdR GMMFIFDI GMMFIFDR GMMFIFDL GMMFIFdI GMMFIFdR GMMFIpDI GMMFIPDR GMMFIPDL GMMFIPdR GMMFIaDR GMMFIaDL GMMFIadI GMMFIadR GMMFIADI GMMFIAdI GMMFIidR GMMFIIDI GMMFIIDR GMMFIIdR GMMFiFDI GMMFiFDR GMMFiFDL GMMFiFdI GMMFiFdL GMMFiCDI GMMFiCDR GMMFiCDL GMMFiCdI GMMFiCdL GMMFiPDR GMMFiPDL GMMFiPdI GMMFFFDR GMMFFFDL GMMFFPDI GMMFFPDR GMMFFPDL GMMFFADI GMMFFADR GMMFFIDR GMMFFIDL GMMFPFDR GMMFPFDL GMMFPFdI GMMFPFdR GMMFPCDI GMMFPCDR GMMFPCDL GMMFPCdR GMMFPPdR GMMFPIDI GMMFPIDR GMMFPIDL GMMFPIdI GMMFPIdR GMMFCFdI GMMFCFdR GMMFCCDI GMMPAcDI GMMPAaDR

GMMPaIDI GMMPIADL GMMPiCdI GMMPiCdL GMMPFFDI GMMPFFdL GMMPFCdL GMMPFPdI GMMPFPdL GMMPFaDI GMMPFAdR GMMPFIDL GMMPPaDI GMMPPIDR GMMPPIDL GMMCFFdR GMMCFPdI GMMCFPdR GMmAACDR GMmAAaDI GMmAAaDR GMmAAaDL GMmAAiDR GMmAAiDL GMmAFFdR GMmAFpDI GMmAFPDI GMmAFPDR GMmAFPDL GMmAFPdR GMmAFaDI GMmAFaDR GMmAFadI GMmAFadR GMmAFADI GMmAFADR GMmAFADL GMmAFAdI GMmAFiDR GMmAFidR GMmAPaDR GMmAPaDL GMmAPadI GMmAPadR GMmAPADI GMmAPADR GMmAPADL GMmAPiDR GMmAPidI GMmAPidL GMmaAfDR GMmaAFDR GMmaAFDL GMmaAaDI GMmaAaDR GMmaAaDL GMmaAiDL GMmaafDI GMmaaaDL GMmaFpDI GMmaFadI GMmaFadR GMmIAfDI GMmIAfDR GMmIAfDL GMmIAFDI GMmIAcDI



138

GMmIACDI GMmIACDR GMmIACDL GMmIACdI GMmIACdR GMmIAaDI GMmIAADI GMmIAADR GMmIAADL GMmIaADI GMmIaADR GMmIaADL GMmIFfDI GMmIFfDR GMmIFfDL GMmIFfdI GMmIFfdR GMmIFFDI GMmIFpDI GMmIFpDL GMmIFpdR GMmIFPdI GMmIFaDI GMmIFaDR GMmIFaDL GMmIFadI GMmIFadR GMmIFADI GMmIFADR GMmIFADL GMmIFAdI GMmIFAdL GMmIPfDI GMmIPfDR GMmIPfDL GMmIPFDI GMmIPcDI GMmIPcDL GMmIPCDI GMmIPCDR GMmIPaDI GMmIPaDR GMmIPaDL GMmiAcDR GMmiAcDL GMmiFaDI GMmiFaDR GMmiFaDL GMmiFadI GMmiFadR GMmiFadL GMmFAFDI GMmFAFDR GMmFAFdI GMmFACDI GMmFACDR GMmFACDL GMmFACdI GMmFAPDI GMmFAPDR GMmFAPDL GMmFAPdI GMmFAadR GMmFAAdR GMmFAiDI GMmFAidI GMmFAIDI

GMmFaIDI GMmFaIDL GMmFaIdI GMmFIFDI GMmFIFDR GMmFIFDL GMmFIFdI GMmFIFdR GMmFICDI GMmFICdI GMmFIpDI GMmFIPDI GMmFIPDL GMmFIPdI GMmFIPdR GMmFIaDI GMmFIaDR GMmFIADR GMmFIAdR GMmFIIDI GMmFIIDR GMmFIIDL GMmFIIdI GMmFIIdR GMmFiFDI GMmFiFDR GMmFiFDL GMmFiFdI GMmFicDI GMmFicdI GMmFiCDI GMmFiCDR GMmFiCDL GMmFiCdI GMmFiPDI GMmFiPDR GMmFiPDL GMmFiPdI GMmFFfdI GMmFFFDI GMmFFFDR GMmFFFDL GMmFFFdI GMmFFPDR GMmFFPDL GMmFFPdI GMmFFaDI GMmFFaDL GMmFFAdI GMmFFIDI GMmFFIDR GMmFFIDL GMmFFIdI GMmFPFDI GMmFPFDR GMmFPFDL GMmFPFdI GMmFPFdR GMmFPCDI GMmFPCDR GMmFPCDL GMmFPCdR GMmFPPDI GMmFPPdI GMmFPaDI GMmFPadR GMmFPAdR

GMmFPiDI GMmFPiDR GMmFPiDL GMmFPidI GMmFPIdR GMmFCFdI GMmFCCDR GMmFCPdR GMmPAADR GMmPAiDI GMmPAiDL GMmPaIDR GMmPIfDR GMmPIaDI GMmPIaDR GMmPIIDI GMmPIIDL GMmPiFdI GMmPiFdL GMmPicDI GMmPFFdL GMmPFCdL GMmPFPdI GMmPFPdL GMmPFaDR GMmPFADR GMmPFiDI GMmPFiDL GMmPFidI GMmPFIdR GMmPPiDI GMmPPiDL GMmCFFdI GMmCFPdR GMNAAFDR GMNAAaDI GMNAAaDR GMNAAaDL GMNAFFdR GMNAFPDI GMNAFPDL GMNAFPdR GMNAFaDL GMNAFadI GMNAFadR GMNAFADI GMNAFADL GMNAFAdI GMNAFAdR GMNAPaDI GMNAPaDL GMNAPadI GMNAPadL GMNAPADI GMNAPADR GMNAPADL GMNAPidI GMNAPidR GMNAPidL GMNAPIdI GMNAPIdR GMNaACdI GMNaACdR GMNaACdL GMNaAaDI GMNaAaDR GMNaAaDL

GMNaAIDI GMNaAIDR GMNaAIDL GMNaaFDL GMNaaIDR GMNaIIDR GMNaFcdI GMNaFPDL GMNaFadI GMNaFadR GMNaPFdI GMNaPCDI GMNaCCdI GMNIAfDI GMNIAfDR GMNIAfDL GMNIAFDI GMNIAcDI GMNIAcDR GMNIACDI GMNIACDR GMNIACdI GMNIACdR GMNIACdL GMNIAaDI GMNIAaDR GMNIAaDL GMNIAADI GMNIAADR GMNIAADL GMNIaaDI GMNIaaDR GMNIaaDL GMNIaADI GMNIaADR GMNIaADL GMNIiCDI GMNIiCDR GMNIiCDL GMNIiPDI GMNIiPDR GMNIiPDL GMNIFfDI GMNIFfDR GMNIFfDL GMNIFfdI GMNIFfdR GMNIFFDI GMNIFpDI GMNIFpDR GMNIFpDL GMNIFpdI GMNIFPDI GMNIFaDI GMNIFaDL GMNIFadI GMNIFadR GMNIFADR GMNIFAdI GMNIFAdL GMNIPfDI GMNIPfDR GMNIPFDI GMNIPCDL GMNIPCdL GMNIPaDI GMNIPaDR

GMNIPaDL GMNIPADI GMNIPADR GMNICFdR GMNICPdL GMNiACDI GMNiACDR GMNiAPDI GMNiAPDR GMNiAPDL GMNiPFDR GMNiPFDL GMNiPFdI GMNiPFdL GMNiPCDI GMNiPCDR GMNiPCdI GMNiPCdL GMNiPPDR GMNFAFDI GMNFAFDL GMNFAFdI GMNFACDI GMNFACdI GMNFAPDR GMNFAPDL GMNFAPdI GMNFAAdR GMNFAIDR GMNFAIdI GMNFAIdR GMNFaADR GMNFaAdR GMNFaidR GMNFIFDI GMNFIFDR GMNFIFDL GMNFIFdI GMNFIFdR GMNFICDI GMNFICdI GMNFIPDI GMNFIPDR GMNFIPDL GMNFIPdR GMNFIADI GMNFiFDI GMNFiFDR GMNFiFDL GMNFiFdI GMNFiCDI GMNFiCDL GMNFiCdI GMNFiPDI GMNFiPDL GMNFiPdI GMNFFFDI GMNFFFDR GMNFFFDL GMNFFPDI GMNFFPDR GMNFFPdL GMNFFaDI GMNFFadI GMNFFadR GMNFFIDI GMNFFIDR

GMNFPFDL GMNFPFdI GMNFPFdR GMNFPCDR GMNFPCDL GMNFPCdR GMNFPPDI GMNFPPDR GMNFPPDL GMNFPPdR GMNFPidI GMNFPIDL GMNFPIdR GMNPAFdI GMNPAFdL GMNPACdI GMNPACdL GMNPAIDR GMNPaFdI GMNPaFdL GMNPIFdI GMNPIFdR GMNPIFdL GMNPICdR GMNPICdL GMNPIPdI GMNPIPdR GMNPIPdL GMNPIaDR GMNPIaDL GMNPIIDI GMNPIIDR GMNPiCDL GMNPiCdI GMNPiCdL GMNPiPdI GMNPiPdL GMNPFFdL GMNPFCdL GMNPFPdI GMNPFPdL GMNPFadR GMNPPFdI GMNPPFdR GMNPPFdL GMNPPCdI GMNPPCdR GMNCFPdI GMNCPFdI GMNCPFdR GMnAFFdR GMnAFPDR GMnAFPDL GMnAFPdR GMnAFaDI GMnAFaDR GMnAFadI GMnAFadR GMnAFADI GMnAFADR GMnAFADL GMnAFAdR GMnAPaDI GMnAPaDR GMnAPaDL GMnAPadI GMnAPadR

GMnAPadL GMnAPADI GMnAPADR GMnAPADL GMnAPiDR GMnAPidI GMnAPidL GMnAPIdI GMnAPIdR GMnAPIdL GMnaAfDR GMnaAFDR GMnaACDL GMnaACdI GMnaACdR GMnaACdL GMnaAiDL GMnaAIDR GMnaAIDL GMnaFFDL GMnaFFdR GMnaFcdR GMnaFPDL GMnaPFDR GMnaPFdI GMnaPCDI GMnaPCdI GMnaCCdI GMnIAfDI GMnIAfDR GMnIAfDL GMnIAcDI GMnIAcDR GMnIAcDL GMnIACDI GMnIACDR GMnIACDL GMnIACdI GMnIACdL GMnIAPdI GMnIAPdL GMnIAaDI GMnIAADI GMnIAADR GMnIAADL GMnIaADI GMnIaADL GMnIFfDR GMnIFfDL GMnIFfdR GMnIFpdI GMnIFPDI GMnIFaDI GMnIFaDR GMnIFadI GMnIFadR GMnIFADR GMnIFADL GMnIFAdR GMnIPcDI GMnIPCDL GMnIPaDI GMnIPaDR GMnIPaDL GMniAcDR GMniAcDL GMniACDI



139

GMniACDR GMniACDL GMniAPDR GMnFAFDI GMnFAFDR GMnFAFdI GMnFACdI GMnFAPDI GMnFAPDL GMnFAPdI GMnFAIdR GMnFaIdI GMnFIfDI GMnFIFDR GMnFIFDL GMnFIFdI GMnFICdI GMnFIpDI GMnFIPDI GMnFIPDR GMnFIPDL GMnFIPdR GMnFIaDI GMnFIaDR GMnFIadR GMnFIADR GMnFIidR GMnFIIdR GMnFiFDI GMnFiFDR GMnFiFDL GMnFiFdI GMnFiCDI GMnFiCDL GMnFiCdI GMnFiPDI GMnFiPDL GMnFiPdI GMnFFFDI GMnFFFDR GMnFFFDL GMnFFFdI GMnFFPDI GMnFFPDR GMnFFPDL GMnFFPdI GMnFFaDI GMnFFadI GMnFFadR GMnFFADR GMnFFAdR GMnFFIDL GMnFFIdI GMnFPFDR GMnFPFDL GMnFPFdI GMnFPFdR GMnFPCDL GMnFPpdI GMnFPPDI GMnFPPdR GMnFPaDL GMnFPadR GMnFPiDI GMnFPidI GMnFPIDR GMnFPIDL

GMnFPIdR GMnPAFdI GMnPACdI GMnPACdL GMnPAIDI GMnPaFdI GMnPaFdL GMnPaIDI GMnPIFdI GMnPIFdR GMnPIFdL GMnPICdR GMnPICdL GMnPIPdI GMnPIPdR GMnPIPdL GMnPIIDL GMnPiFdI GMnPiFdR GMnPiFdL GMnPiCdI GMnPiCdR GMnPiCdL GMnPiPdI GMnPiPdL GMnPFFdL GMnPFPdI GMnPFPdL GMnPFadI GMnPFAdL GMnPPFdI GMnPPFdR GMnPPFdL GMnPPCdR GMnPPiDI GMWAAFDI GMWAAFDR GMWAAFDL GMWAACDI GMWAACDL GMWAAaDI GMWAAaDL GMWAAADI GMWAAADR GMWAaIDI GMWAFfdI GMWAFfdR GMWAFFdI GMWAFFdR GMWAFpdI GMWAFpdR GMWAFPDI GMWAFPDR GMWAFPdI GMWAFPdR GMWAFaDI GMWAFaDR GMWAFaDL GMWAFadI GMWAFadR GMWAFADR GMWAFADL GMWAFAdI GMWAFIDI GMWAPaDI GMWAPaDR GMWAPADI

GMWAPADL GMWAPidI GMWAPidR GMWAPidL GMWAPIDI GMWAPIdR GMWAPIdL GMWaAfDR GMWaAcDI GMWaAaDI GMWaAaDR GMWaAaDL GMWaafDI GMWaFcdR GMWaFpdR GMWaFadR GMWIAfDI GMWIAfDR GMWIAfDL GMWIAFDI GMWIAcDI GMWIAcDR GMWIAcDL GMWIAcdI GMWIAcdR GMWIAcdL GMWIACDI GMWIACDR GMWIACDL GMWIACdI GMWIAPdI GMWIAPdL GMWIAaDI GMWIAaDR GMWIAaDL GMWIAADI GMWIAADR GMWIaADI GMWIaIDL GMWIiFDI GMWIiFDR GMWIiFDL GMWIFfDR GMWIFfdI GMWIFFDI GMWIFFdI GMWIFpDI GMWIFpDL GMWIFPDI GMWIFPdI GMWIFaDI GMWIFaDR GMWIFaDL GMWIFadI GMWIFadR GMWIFADI GMWIFADL GMWIFAdI GMWIPfDI GMWIPfDR GMWIPFDI GMWIPCDI GMWIPCDR GMWIPCDL GMWIPaDI GMWIPaDR GMWIPaDL

GMWIPadI GMWIPadR GMWiACDI GMWiACDR GMWiACDL GMWiApDR GMWiAPDI GMWiAPDR GMWiAPDL GMWiFfdI GMWiFfdR GMWFAFDI GMWFAFDR GMWFAFDL GMWFAFdI GMWFACDL GMWFAPDR GMWFAPDL GMWFAPdI GMWFAaDR GMWFAadI GMWFAadR GMWFAADI GMWFAADR GMWFAADL GMWFAIDI GMWFAIdI GMWFaaDI GMWFaadI GMWFaADI GMWFaADR GMWFaiDR GMWFaIDR GMWFaIdR GMWFIFDI GMWFIFDR GMWFIFDL GMWFIFdI GMWFIFdR GMWFIPDR GMWFIPDL GMWFIPdI GMWFIPdR GMWFIaDI GMWFIaDL GMWFIadR GMWFIADI GMWFIADR GMWFIAdI GMWFIAdR GMWFIIDL GMWFIIdI GMWFIIdR GMWFiFDI GMWFiFDR GMWFiFDL GMWFiCDI GMWFiCDR GMWFiCDL GMWFiCdI GMWFipDI GMWFiPDI GMWFiPDL GMWFiPdI GMWFFFDI GMWFFFDR GMWFFFDL

GMWFFPDR GMWFFPDL GMWFFaDI GMWFFaDR GMWFFaDL GMWFFADL GMWFFIdI GMWFPFDR GMWFPFDL GMWFPFdI GMWFPFdR GMWFPCDI GMWFPCDR GMWFPCdI GMWFPCdR GMWFPpDR GMWFPPDR GMWFPPDL GMWFPPdI GMWFPPdR GMWFPaDI GMWFPadI GMWFPadR GMWFPAdI GMWFPAdR GMWFPIDI GMWFPIDR GMWFCFDI GMWFCFdR GMWPAFDI GMWPAaDI GMWPAaDL GMWPAADI GMWPaaDL GMWPaADI GMWPaIDI GMWPaIDR GMWPaIDL GMWPIcDI GMWPIcDL GMWPICDI GMWPIaDR GMWPIADI GMWPIIDR GMWPIIDL GMWPiCDI GMWPiCdI GMWPiCdL GMWPiPDL GMWPFfDI GMWPFFdI GMWPFFdL GMWPFPDI GMWPFPdI GMWPFPdL GMWPFaDR GMWPFadI GMWPFadL GMWPFIdR GMWPPFDI GMWPPADI GMWPPIDI GMWPPIDR GMWCFFdI GMwAAfDI GMwAAFDL GMwAAcDL

GMwAACDI GMwAACDR GMwAAADR GMwAFfdR GMwAFFdI GMwAFFdR GMwAFpDI GMwAFpdI GMwAFpdR GMwAFPDR GMwAFPDL GMwAFPdI GMwAFPdR GMwAFaDR GMwAFaDL GMwAFadI GMwAFadR GMwAFADI GMwAFAdI GMwAFAdR GMwAFIDI GMwAFIdI GMwAPaDI GMwAPaDL GMwAPADI GMwAPAdI GMwAPAdR GMwAPidI GMwAPIDI GMwaAcDI GMwaAaDI GMwaFcDI GMwaFpDI GMwaFpdI GMwaFpdR GMwIAFDI GMwIAcDI GMwIAcDL GMwIAcdI GMwIAcdR GMwIAcdL GMwIACDR GMwIACdI GMwIACdL GMwIAPdI GMwIAaDI GMwIAADI GMwIAADR GMwIAADL GMwIaADI GMwIaADR GMwIaADL GMwIiPdR GMwIiPdL GMwIFfdI GMwIFFDI GMwIFFdI GMwIFpdI GMwIFPdI GMwIFaDI GMwIFaDR GMwIFaDL GMwIFadI GMwIFADI GMwIFADR GMwIFADL GMwIFAdI

GMwIPfDL GMwIPFDI GMwIPcDL GMwIPCDR GMwIPCDL GMwIPaDR GMwIPaDL GMwIPadI GMwIPADI GMwIPADR GMwIPADL GMwiAFDR GMwiAcDI GMwiACDI GMwiACDR GMwiACDL GMwiAPDI GMwiAPDR GMwiAPDL GMwiFfdI GMwiFfdR GMwiFpdR GMwFAfDR GMwFAFDI GMwFAFDR GMwFAFDL GMwFAFdI GMwFACDI GMwFACdI GMwFApDR GMwFApdI GMwFAPDI GMwFAPDL GMwFAaDR GMwFAADL GMwFAAdI GMwFAAdR GMwFAIDI GMwFAIDL GMwFAIdI GMwFAIdR GMwFaAdR GMwFaidR GMwFaIDI GMwFaIDR GMwFaIdI GMwFIfdI GMwFIfdR GMwFIFDI GMwFIFDL GMwFIFdI GMwFICDI GMwFICdI GMwFIpdI GMwFIPDI GMwFIPDR GMwFIPDL GMwFIPdI GMwFIPdR GMwFIadR GMwFIAdR GMwFIIDI GMwFIIdR GMwFiFDI GMwFiFDR GMwFiFDL GMwFiFdI



140

GMwFicdR GMwFiCDI GMwFiCDR GMwFiCDL GMwFiCdI GMwFipdI GMwFipdR GMwFiPDI GMwFiPDL GMwFiPdI GMwFFfDR GMwFFFDI GMwFFFDR GMwFFFDL GMwFFFdI GMwFFPDI GMwFFPDR GMwFFPDL GMwFFaDR GMwFFaDL GMwFFADL GMwFFAdI GMwFFIdI GMwFPfDR GMwFPfdR GMwFPFDR GMwFPFDL GMwFPcDR GMwFPCDL GMwFPCdR GMwFPpDI GMwFPPDR GMwFPPdR GMwFPaDI GMwFPaDR GMwFPadR GMwFPADL GMwFPAdI GMwFPAdR GMwFPIdI GMwFCFDR GMwFCFdI GMwFCFdR GMwFCCdR GMwFCPDI GMwFCPDL GMwFCPdI GMwPAFDI GMwPAaDL GMwPAADR GMwPaADI GMwPaIDI GMwPaIDR GMwPICDI GMwPIaDR GMwPIIDR GMwPIIDL GMwPiFdI GMwPiFdR GMwPiFdL GMwPiCdI GMwPiCdL GMwPFFdL GMwPFpdI GMwPFPdL GMwPFadI GMwPFadR

GMwPFadL GMwPFADI GMwPFADR GMwPFAdL GMwPFIdI GMwPPCDI GMwPPADL GMwCFFdI GMXAAFDI GMXAACDR GMXAAaDI GMXAAaDL GMXAFfdI GMXAFfdR GMXAFFdI GMXAFFdR GMXAFPDR GMXAFPDL GMXAFPdR GMXAFaDI GMXAFaDL GMXAFadI GMXAFADI GMXAFADR GMXAFADL GMXAFAdI GMXAFIDI GMXAPaDI GMXAPaDL GMXAPidI GMXAPidR GMXAPidL GMXAPIDI GMXAPIdI GMXAPIdR GMXAPIdL GMXaAfDI GMXaAfDR GMXaAfDL GMXaACDI GMXaACdR GMXaACdL GMXaAaDI GMXaAaDR GMXaAaDL GMXaAiDL GMXaaFDR GMXaaiDL GMXaaIDR GMXaFFdR GMXaFcdI GMXaFcdR GMXaFPDR GMXaFadI GMXaFAdI GMXaPFDR GMXaPFdI GMXaCCdI GMXIAfDI GMXIAfDL GMXIAFDI GMXIAcDI GMXIAcDL GMXIACDR GMXIACdI GMXIAPdI GMXIAPdL

GMXIAaDI GMXIAADI GMXIAADR GMXIaaDI GMXIaADI GMXIaADR GMXIaADL GMXIFfDI GMXIFfDR GMXIFfdI GMXIFFdI GMXIFpDI GMXIFpDL GMXIFpdI GMXIFpdL GMXIFPDI GMXIFPdI GMXIFaDI GMXIFaDL GMXIFadI GMXIFadR GMXIFADR GMXIFADL GMXIFAdI GMXIFAdR GMXIPfDR GMXIPFDI GMXIPcDI GMXIPCDI GMXIPCDL GMXIPCdL GMXIPPdL GMXIPaDR GMXIPaDL GMXIPADI GMXIPADR GMXICCdL GMXICPdL GMXiAfDR GMXiAcDI GMXiAcDR GMXiAcDL GMXiACDI GMXiACDL GMXiApDR GMXiAPDI GMXiAPDR GMXiAPDL GMXiFfdI GMXiPFDR GMXiPFdI GMXiPCDI GMXiPCdI GMXiPPDI GMXiPPDL GMXFAFDI GMXFAFDR GMXFAFDL GMXFAFdI GMXFACDI GMXFACDL GMXFACdI GMXFAPDI GMXFAPDR GMXFAPDL GMXFAPdI GMXFAPdL

GMXFAaDI GMXFAaDR GMXFAaDL GMXFAadI GMXFAadR GMXFAADR GMXFAAdR GMXFAIDI GMXFAIDR GMXFAIDL GMXFAIdI GMXFaaDL GMXFaadI GMXFaadR GMXFaiDR GMXFaIDI GMXFaIDR GMXFIfDI GMXFIFDI GMXFIFDR GMXFIFDL GMXFICdI GMXFIPDI GMXFIPDR GMXFIPDL GMXFIPdI GMXFIPdR GMXFIAdI GMXFIAdR GMXFIIDI GMXFIIdI GMXFIIdR GMXFiFDI GMXFiFDL GMXFiFdI GMXFiFdL GMXFiCDI GMXFiCDR GMXFiCDL GMXFiCdI GMXFiPDI GMXFiPDR GMXFiPDL GMXFiPdI GMXFFFDI GMXFFFDR GMXFFFDL GMXFFPDI GMXFFPDR GMXFFPDL GMXFFPdL GMXFFaDI GMXFFaDR GMXFFaDL GMXFFADI GMXFFADR GMXFFADL GMXFFIdI GMXFPFDL GMXFPFdI GMXFPFdR GMXFPCDR GMXFPCdR GMXFPPDR GMXFPPDL GMXFPPdI GMXFPPdR

GMXFPaDI GMXFPadI GMXFPAdR GMXFPIDI GMXFPIdL GMXFCFdI GMXPAFdR GMXPAFdL GMXPACdI GMXPACdL GMXPAaDR GMXPAaDL GMXPAADL GMXPaFdL GMXPaIDR GMXPaIDL GMXPIFDI GMXPIFDR GMXPIFdI GMXPIFdL GMXPICdR GMXPICdL GMXPIaDR GMXPIIDI GMXPiFdI GMXPiCdI GMXPiCdL GMXPiPDR GMXPiPdI GMXPiPdL GMXPFPdI GMXPFPdL GMXPFaDR GMXPFaDL GMXPFadI GMXPFadR GMXPFAdR GMXPFAdL GMXPFIDI GMXPFIDR GMXPFIdI GMXPFIdR GMXPPFdI GMXPPFdR GMXPPFdL GMXPPCdI GMXPPCdR GMXPPCdL GMXPPaDI GMXPPaDR GMXPPaDL GMXCPCdR GMxAAFDL GMxAFFdI GMxAFPDL GMxAFaDI GMxAFaDR GMxAFadR GMxAFADI GMxAFADR GMxAPaDI GMxAPaDR GMxAPaDL GMxAPadI GMxAPadR GMxAPadL GMxAPADR

GMxAPAdI GMxAPAdR GMxAPIdI GMxAPIdR GMxAPIdL GMxaACDI GMxaACdI GMxaACdR GMxaACdL GMxaAaDR GMxaAiDL GMxaaFDR GMxaIFDL GMxaFFDR GMxaFFdR GMxaFcdI GMxaFPDR GMxaFPdR GMxaPFdI GMxaPCDI GMxaPCdI GMxaCCdI GMxIAfDI GMxIAfDL GMxIAFDI GMxIAcDI GMxIAcDR GMxIAcdI GMxIAcdR GMxIAcdL GMxIACDI GMxIACDR GMxIACDL GMxIACdI GMxIAPdI GMxIAPdL GMxIAaDL GMxIAADR GMxIAADL GMxIaADI GMxIaADR GMxIaADL GMxIIcdR GMxIFfdI GMxIFFDI GMxIFpDL GMxIFpdI GMxIFPDI GMxIFPdI GMxIFaDR GMxIFaDL GMxIFadI GMxIFADR GMxIFADL GMxIFAdI GMxIPfDR GMxIPFDI GMxIPcDI GMxIPCDI GMxIPCDL GMxIPaDI GMxIPaDR GMxIPaDL GMxIPadI GMxIPadR GMxIPADR GMxIPADL

GMxiAfDR GMxiAcDR GMxiACDR GMxiACDL GMxiApDR GMxiAPDI GMxiAPDR GMxFAfdI GMxFAFDI GMxFAFDR GMxFAFDL GMxFAFdI GMxFAFdL GMxFACDI GMxFACdI GMxFAPDI GMxFAPDL GMxFAPdI GMxFAaDI GMxFAadI GMxFAAdI GMxFAIDR GMxFaaDL GMxFaadI GMxFaIDI GMxFaIDL GMxFaIdR GMxFIFDI GMxFIFDR GMxFIFdI GMxFICDI GMxFICdI GMxFIPDI GMxFIPDR GMxFIPDL GMxFIPdI GMxFIPdR GMxFIaDI GMxFIadR GMxFIADR GMxFIAdR GMxFIIdR GMxFiFDI GMxFiFDR GMxFiFDL GMxFiFdI GMxFicdI GMxFiCDI GMxFiCDL GMxFiCdI GMxFiPDI GMxFiPDL GMxFFfDR GMxFFFDI GMxFFFDR GMxFFFDL GMxFFFdI GMxFFpDR GMxFFPDI GMxFFPDR GMxFFPDL GMxFFPdI GMxFFaDI GMxFFaDR GMxFFaDL GMxFFADR GMxFFADL



141

GMxFFAdI GMxFFIDI GMxFPFDR GMxFPFdR GMxFPCDR GMxFPCdR GMxFPpdI GMxFPpdR GMxFPPDR GMxFPPDL GMxFPPdR GMxFPIDI GMxFPIdI GMxFCFDI GMxFCFdI GMxFCCdR GMxPAFdI GMxPAFdL GMxPACdI GMxPACdL GMxPAaDI GMxPAADR GMxPaFdI GMxPaFdL GMxPaIDI GMxPaIDR GMxPaIDL GMxPIFdR GMxPIFdL GMxPICdI GMxPICdR GMxPIIDL GMxPiFDL GMxPiFdI GMxPiFdL GMxPiCdI GMxPiCdL GMxPiPdI GMxPiPdL GMxPFPdI GMxPFPdL GMxPFaDI GMxPFadR GMxPFadL GMxPFIdI GMxPFIdR GMxPPFdI GMxPPFdR GMxPPCdI GMxPPCdR GMxPPCdL GMxPPaDR GMxPPaDL GMxPPIDL GMYAAFDI GMYAAFDR GMYAACDI GMYAACDR GMYAACDL GMYAaIDI GMYAFFdI GMYAFFdR GMYAFFdL GMYAFPDL GMYAFPdI GMYAFPdR GMYAFaDL

GMYAFadI GMYAFadR GMYAFADI GMYAFADR GMYAFADL GMYAFAdI GMYAFAdR GMYAFIDI GMYAFIdI GMYAPaDR GMYAPaDL GMYAPADI GMYAPADL GMYAPidI GMYAPidR GMYAPidL GMYAPIdI GMYAPIdR GMYAPIdL GMYaAaDI GMYaAaDR GMYaAIDR GMYaAIDL GMYaFadI GMYaFadR GMYIAfDI GMYIAfDL GMYIAFDI GMYIAcDI GMYIAcdI GMYIACDI GMYIACDL GMYIACdI GMYIAPdI GMYIAPdL GMYIAaDI GMYIAaDR GMYIAaDL GMYIAADI GMYIAADR GMYIaaDI GMYIaADR GMYIFfDI GMYIFfdI GMYIFFdI GMYIFpDL GMYIFaDI GMYIFaDR GMYIFaDL GMYIFadI GMYIFadR GMYIFADI GMYIFADR GMYIFAdI GMYIFAdR GMYIPFDI GMYIPcDI GMYIPcDR GMYIPcDL GMYIPCDI GMYIPCDR GMYIPCDL GMYIPCdL GMYIPPdL GMYIPaDI GMYIPaDR GMYIPaDL

GMYICCdL GMYICPdL GMYiACDR GMYiAPDI GMYiAPDL GMYFAfDR GMYFAFDR GMYFAFDL GMYFAFdI GMYFACDI GMYFAPDI GMYFAPDR GMYFAPDL GMYFAPdI GMYFAadR GMYFAIDI GMYFAIDR GMYFaadR GMYFaADI GMYFaAdI GMYFaAdR GMYFaiDR GMYFaIDL GMYFaIdR GMYFIfDR GMYFIFDI GMYFIFDR GMYFIFDL GMYFIFdI GMYFICDI GMYFICdI GMYFIPDR GMYFIPDL GMYFIPdI GMYFIPdR GMYFIaDI GMYFIADL GMYFIAdR GMYFIIdI GMYFIIdR GMYFiFDI GMYFiFDL GMYFiFdI GMYFiCDI GMYFiCDR GMYFiCDL GMYFiCdI GMYFiPDI GMYFiPDL GMYFiPdI GMYFFFDI GMYFFFDL GMYFFPDR GMYFFPDL GMYFFaDR GMYFFADR GMYFPfDR GMYFPcDR GMYFPCDR GMYFPPDR GMYFPPDL GMYFPadI GMYFPadR GMYFPAdR GMYFPIDR GMYFCFDI GMYFCCDL

GMYFCCdL GMYFCPDR GMYPACDL GMYPAADR GMYPAIDI GMYPaIDR GMYPIFDL GMYPIcDI GMYPICDR GMYPIaDI GMYPiCdI GMYPiCdL GMYPFFdL GMYPFCdL GMYPFPdI GMYPFPdL GMYPFAdR GMYPFIdI GMYPFIdR GMYPPcDR GMyAAFDI GMyAAFDR GMyAFFdI GMyAFFdR GMyAFPdI GMyAFPdR GMyAFaDI GMyAFaDR GMyAFaDL GMyAFadR GMyAFADR GMyAFADL GMyAFAdI GMyAPaDR GMyAPaDL GMyAPADI GMyAPADL GMyAPAdI GMyAPAdR GMyAPIdI GMyAPIdR GMyAPIdL GMyaAaDI GMyaAaDR GMyaAIDR GMyaAIDL GMyaFpdI GMyaFadI GMyIAfDL GMyIAcDI GMyIAcdI GMyIAcdL GMyIACDI GMyIACDL GMyIACdI GMyIACdL GMyIAaDI GMyIAADI GMyIAADR GMyIaADR GMyIiPdR GMyIiPdL GMyIFfDI GMyIFfDL GMyIFfdI GMyIFFDI GMyIFFdI

GMyIFaDI GMyIFaDR GMyIFaDL GMyIFadI GMyIFADI GMyIFADR GMyIFADL GMyIPfDL GMyIPcDI GMyIPCDR GMyIPaDI GMyIPaDR GMyIPaDL GMyIPadI GMyIPadR GMyIPADI GMyIPADR GMyIPADL GMyiAcDL GMyiAPDL GMyFAFDI GMyFAFDL GMyFAFdI GMyFACdI GMyFApDI GMyFApdR GMyFAPDR GMyFAPdI GMyFAaDR GMyFAIDI GMyFaAdR GMyFIfdI GMyFIFDR GMyFIFDL GMyFIFdI GMyFICDI GMyFICdI GMyFIpDL GMyFIpdI GMyFIPDR GMyFIPDL GMyFIPdI GMyFIPdR GMyFIaDL GMyFIadR GMyFIIDR GMyFIIDL GMyFIIdR GMyFiFDI GMyFiFDL GMyFiFdI GMyFicDI GMyFicdR GMyFiCDI GMyFiCDR GMyFiCDL GMyFiCdI GMyFipdI GMyFiPDI GMyFiPDR GMyFiPDL GMyFiPdI GMyFFFDR GMyFFFDL GMyFFFdI GMyFFpDI GMyFFPDI

GMyFFPDR GMyFFPDL GMyFFPdI GMyFFaDR GMyFFadI GMyFFADL GMyFFAdI GMyFFIDI GMyFFIdI GMyFPFDI GMyFPFDR GMyFPFdR GMyFPCDI GMyFPCDR GMyFPCdR GMyFPCdL GMyFPpdR GMyFPadR GMyFPiDI GMyFPiDL GMyFPIDI GMyFPIDL GMyFPIdI GMyFCPDR GMyPAaDI GMyPAaDR GMyPAADR GMyPaIDR GMyPaIDL GMyPIiDR GMyPIIDI GMyPiFdI GMyPiFdL GMyPicDR GMyPFFdL GMyPFCdL GMyPFPdI GMyPFPdL GMyPFaDL GMyPFadI GMyPFIDI GMZAAFDR GMZAAFDL GMZAACDL GMZAAaDR GMZAAaDL GMZAFFdI GMZAFFdR GMZAFPdL GMZAFaDI GMZAFadI GMZAFADI GMZAFADR GMZAFADL GMZAFAdI GMZAFIdI GMZAPadI GMZAPadR GMZAPadL GMZAPAdI GMZAPidI GMZAPidR GMZAPidL GMZAPIdI GMZAPIdR GMZaACdR GMZaACdL

GMZaAaDR GMZaAaDL GMZaAiDL GMZaAIDR GMZaAIDL GMZaaFDR GMZaaIDR GMZaIFDR GMZaIIDR GMZaFFdR GMZaFadI GMZaFAdI GMZaPFDR GMZaPFdI GMZIAfDI GMZIAfDL GMZIAFDI GMZIAcDI GMZIAcDL GMZIAcdI GMZIAcdR GMZIAcdL GMZIACdI GMZIAaDI GMZIAADI GMZIaADI GMZIaADR GMZIiFDI GMZIiFDL GMZIFFdI GMZIFpdI GMZIFPDI GMZIFaDR GMZIFadR GMZIFADI GMZIFADR GMZIFADL GMZIPcDI GMZIPCDI GMZIPCDL GMZIPCdL GMZIPPdL GMZIPaDR GMZIPaDL GMZIPADR GMZICCdL GMZICPdL GMZiAfDR GMZiACDI GMZiAPDI GMZiAPDR GMZiAPDL GMZiPFDR GMZiPFdI GMZiPFdL GMZiPCdI GMZiPCdL GMZiPPDL GMZFAFDL GMZFAFdI GMZFACDI GMZFACdI GMZFAPDI GMZFAPDR GMZFAPDL GMZFAPdI GMZFAadI



142

GMZFAIdR GMZFaaDI GMZFaaDL GMZFaadI GMZFaAdR GMZFaiDR GMZFaIDI GMZFaIdR GMZFIFDR GMZFIFDL GMZFICDI GMZFIPDI GMZFIPDR GMZFIPdI GMZFIPdR GMZFIaDR GMZFIadI GMZFIIdR GMZFiFDI GMZFiFDR GMZFiFDL GMZFiFdI GMZFiFdL GMZFiCDI GMZFiCDR GMZFiCDL GMZFiCdI GMZFiPDI GMZFiPDL GMZFiPdI GMZFFFDI GMZFFFDR GMZFFPDI GMZFFPDR GMZFFPDL GMZFFaDI GMZFFaDL GMZFFADI GMZFFADL GMZFPfDI GMZFPFdI GMZFPCDR GMZFPCdI GMZFPCdR GMZFPPDR GMZFPPDL GMZFPPdR GMZFCCDL GMZPAFdI GMZPAFdR GMZPAFdL GMZPACdI GMZPaFdI GMZPaFdL GMZPaaDI GMZPaIDR GMZPIFdL GMZPICdI GMZPICdR GMZPICdL GMZPIPdI GMZPIaDI GMZPiCdI GMZPiCdL GMZPiPdI GMZPiPdL GMZPFFdL

GMZPFCdL GMZPFPdI GMZPFPdL GMZPFAdR GMZPFIDI GMZPFIdI GMZPPFdI GMZPPFdR GMZPPCdI GMZPPCdR GMZCPFdL GMzAACDL GMzAAaDR GMzAAaDL GMzAAIDI GMzAFPdR GMzAFaDL GMzAFadI GMzAFAdI GMzAFIdI GMzAPaDL GMzAPAdI GMzAPAdR GMzAPIdI GMzAPIdR GMzAPIdL GMzaAFDR GMzaACdR GMzaACdL GMzaAaDI GMzaAaDR GMzaAaDL GMzaaFDR GMzaIIDR GMzaFFDR GMzaFFdR GMzaFpDI GMzaPFdI GMzaPCdI GMzaCCdI GMzIAfDI GMzIAfDL GMzIAFDI GMzIAcDI GMzIAcdI GMzIAcdR GMzIAcdL GMzIACDR GMzIACDL GMzIACdI GMzIAPdI GMzIAaDI GMzIAADI GMzIAADR GMzIaADI GMzIaADR GMzIaADL GMzIIcdR GMzIiPdR GMzIiPdL GMzIFPDI GMzIFPdI GMzIFaDI GMzIFaDR GMzIFaDL GMzIFADI GMzIFADR

GMzIPfDR GMzIPFDI GMzIPcDL GMzIPCDL GMzIPaDI GMzIPaDR GMzIPadI GMzIPADR GMziACDI GMziACDL GMziAPDR GMziAPDL GMzFAFDI GMzFAFdI GMzFACdI GMzFAPDI GMzFAPDR GMzFAPDL GMzFAPdI GMzFAadR GMzFAIDI GMzFAIDR GMzFaIDR GMzFIFDR GMzFIFDL GMzFIFdI GMzFIPDI GMzFIPDR GMzFIPDL GMzFIPdI GMzFIPdR GMzFIaDR GMzFIaDL GMzFIadR GMzFIADL GMzFIAdR GMzFIIDR GMzFIIdI GMzFiFDI GMzFiFDR GMzFiFDL GMzFiFdI GMzFiCDI GMzFiCDR GMzFiCdI GMzFiCdL GMzFiPDI GMzFiPDR GMzFiPDL GMzFiPdI GMzFFFDR GMzFFFDL GMzFFFdI GMzFFPDI GMzFFPDR GMzFFPDL GMzFFPdI GMzFFaDI GMzFFadI GMzFFAdI GMzFFIDI GMzFFIdI GMzFPFDR GMzFPFdI GMzFPFdR GMzFPCdR GMzFPPDL

GMzFPPdL GMzFPadR GMzPAFdI GMzPAFdL GMzPACdI GMzPACdL GMzPAaDR GMzPAAdR GMzPAIDR GMzPaFdI GMzPIFdI GMzPIFdL GMzPICdL GMzPIPdL GMzPiFdI GMzPiCdI GMzPiCdL GMzPiPDL GMzPiPdI GMzPiPdL GMzPFFdL GMzPFCdL GMzPFPdI GMzPFPdL GMzPFaDR GMzPFADI GMzPFIdR GMzPPFdI GMzPPFdR GMzPPFdL GMzPPCdI GMzPPCdR GMzPPCdL GMzPPIDI GMzCPFdR GMzCPCdI GMSAAFDR GMSAAFDL GMSAAcDR GMSAAcDL GMSAACDI GMSAACDR GMSAACDL GMSAIFDR GMSAIFDL GMSAICDI GMSAICDR GMSAICDL GMSAiFDI GMSAiFDR GMSAiFDL GMSAiCDI GMSAiCDR GMSAiCDL GMSAFfdI GMSAFFDR GMSAFFDL GMSAFFdI GMSAFpDR GMSAFPDI GMSAFPDL GMSAFPdI GMSAFaDI GMSAFaDR GMSAPFDR GMSAPFDL GMSAPCDI

GMSAPCDR GMSAPCDL GMSAPaDR GMSAPadI GMSAPadR GMSAPadL GMSAPidI GMSAPidR GMSAPidL GMSACPdI GMSACPdL GMSaAfDR GMSaAfDL GMSaAFDI GMSaAFDR GMSaAFDL GMSaAcDL GMSaAIDI GMSaafDR GMSaFcdI GMSaPFDL GMSIAfDI GMSIAfDR GMSIAfDL GMSIAcDI GMSIAcDR GMSIAcDL GMSIicdI GMSIicdR GMSIicdL GMSIFfDR GMSIFfDL GMSIFfdI GMSIFfdR GMSIFpDI GMSIPfDR GMSIPcDI GMSIPcDL GMSIPCDI GMSIPCDR GMSIPCDL GMSiAfDR GMSiAfDL GMSiAFDI GMSiAFDR GMSiAFDL GMSiAcDI GMSiAcDR GMSiACDI GMSiACDR GMSiACDL GMSiAPDI GMSiAPDR GMSiAPDL GMSiAPdI GMSiAPdL GMSiFfdI GMSiFpdI GMSiPFDI GMSiPFDR GMSiPFDL GMSiPFdI GMSiPFdL GMSiPCDI GMSiPCDR GMSiPCDL GMSiPCdI

GMSiPCdL GMSiPPDI GMSiPPDR GMSiPPDL GMSFAfDI GMSFAfDR GMSFAfdI GMSFAfdR GMSFAFDI GMSFAFDR GMSFAFDL GMSFAFdI GMSFAFdR GMSFACDI GMSFACDR GMSFACDL GMSFACdI GMSFACdR GMSFApDI GMSFApDR GMSFAPDI GMSFAPdI GMSFAaDI GMSFAADI GMSFAADR GMSFAADL GMSFAAdI GMSFAAdR GMSFAAdL GMSFAidI GMSFAIDI GMSFAIDL GMSFAIdI GMSFAIdL GMSFaFDI GMSFaFDR GMSFaFDL GMSFaFdI GMSFaFdR GMSFaPDI GMSFaPDL GMSFaPdI GMSFaADI GMSFaADR GMSFaADL GMSFaAdR GMSFaiDI GMSFaiDR GMSFaiDL GMSFaidI GMSFaidR GMSFaIDI GMSFaIDR GMSFaIDL GMSFaIdI GMSFaIdR GMSFIfDL GMSFIfdR GMSFIFDI GMSFIFDR GMSFIFDL GMSFIFdI GMSFICDI GMSFICDL GMSFICdI GMSFIpDL GMSFIpdI

GMSFIaDR GMSFIaDL GMSFIADI GMSFIAdI GMSFIiDI GMSFIiDR GMSFIiDL GMSFIidI GMSFIIDR GMSFIIdI GMSFIIdR GMSFiFDI GMSFiFDL GMSFiFdI GMSFicDI GMSFicDR GMSFicDL GMSFicdI GMSFiCDI GMSFiCDR GMSFiCDL GMSFiCdI GMSFipDI GMSFipdI GMSFipdR GMSFiPDI GMSFiPDL GMSFiPdI GMSFFfDL GMSFFFDI GMSFFFDL GMSFFFdI GMSFFpDI GMSFFPDI GMSFFPDL GMSFFPdI GMSFFaDL GMSFFADL GMSFPfdI GMSFPfdR GMSFPFDI GMSFPFDR GMSFPFdI GMSFPFdR GMSFPcdR GMSFPCDI GMSFPCDR GMSFPCDL GMSFPCdI GMSFPpdI GMSFPPDI GMSFPPDR GMSFPPDL GMSFPPdI GMSFPPdR GMSFPaDL GMSFPADI GMSFPADR GMSFPADL GMSFPAdR GMSFPAdL GMSFPiDI GMSFPiDR GMSFPiDL GMSFPidI GMSFCFdR GMSFCCDI



143

GMSFCCDR GMSFCCdI GMSFCCdR GMSFCPDR GMSFCPDL GMSFCPdI GMSPAaDL GMSPAADI GMSPAADR GMSPAADL GMSPAIDI GMSPaFDR GMSPaCDI GMSPaaDL GMSPaADI GMSPaADL GMSPaiDI GMSPaiDL GMSPaIDL GMSPIFDI GMSPIFDR GMSPIaDR GMSPIADI GMSPIADL GMSPIiDI GMSPIIDI GMSPIIDL GMSPiFDR GMSPiFDL GMSPiFdI GMSPiFdL GMSPicDI GMSPiCdI GMSPiCdL GMSPiPDR GMSPFfdR GMSPFFdI GMSPFFdR GMSPFFdL GMSPFPDI GMSPFPdI GMSPFPdL GMSPFaDR GMSPFaDL GMSPFadL GMSPFADI GMSPFADR GMSPFADL GMSPFAdI GMSPFAdR GMSPFAdL GMSPFiDI GMSPFiDR GMSPFiDL GMSPFidI GMSPFidL GMSPPCDI GMSPPCDR GMSPPaDI GMSPPaDL GMSPPADI GMSPPADR GMSPPADL GMSPPiDI GMSPPiDR GMSCFFdI GMSCFFdR

GMSCFFdL GMSCFPdI GMSCFPdR GMsAAfDI GMsAAfDL GMsAAFDR GMsAAFDL GMsAAcDR GMsAIFDR GMsAIFDL GMsAFFDI GMsAFFDR GMsAFFdR GMsAFpDI GMsAFpDL GMsAFpdR GMsAFPDI GMsAFPDR GMsAFPDL GMsAFPdR GMsAFaDR GMsAFaDL GMsAPfDI GMsAPfDR GMsAPfDL GMsAPFDI GMsAPFDR GMsAPcDI GMsAPaDR GMsAPadI GMsAPadR GMsAPadL GMsAPADL GMsAPidI GMsAPidR GMsAPidL GMsaAFDI GMsaAFDL GMsaAcDI GMsaAADI GMsaafDL GMsaFcDR GMsaPcDL GMsIAfDI GMsIAfDR GMsIAfDL GMsIAcDI GMsIAcDR GMsIAcDL GMsIACDI GMsIACDR GMsIACDL GMsIAPdR GMsIAPdL GMsIaCDI GMsIaCDR GMsIaCDL GMsIaCdR GMsIaPdR GMsIIfDI GMsIifDI GMsIicdR GMsIipDR GMsIFfDI GMsIFfDL GMsIFfdI GMsIFfdR

GMsIFpDR GMsIFpDL GMsIFpdR GMsIFpdL GMsIFADI GMsIFADR GMsIFADL GMsIFAdI GMsIFAdR GMsIPfDR GMsIPcDI GMsIPCDI GMsIPCDR GMsIPCDL GMsIPpDR GMsIPpDL GMsIPADI GMsIPADR GMsIPADL GMsiAfDL GMsiAFDI GMsiAcDR GMsiAPDI GMsiAPDR GMsiAPDL GMsiAPdI GMsiAPdL GMsiFFDI GMsiFFDR GMsiFFDL GMsiFFdI GMsiFFdR GMsiFpdR GMsiFIDI GMsiFIDL GMsiFIdI GMsFAfdR GMsFAFDI GMsFAFDR GMsFAFDL GMsFAFdI GMsFAFdR GMsFACDI GMsFACDR GMsFACDL GMsFACdI GMsFACdR GMsFAPDI GMsFAPDL GMsFAPdI GMsFAADI GMsFAADL GMsFAAdI GMsFAiDI GMsFAiDL GMsFAidI GMsFAIDI GMsFAIDR GMsFAIDL GMsFAIdI GMsFaFDI GMsFaFDL GMsFaFdR GMsFaPDI GMsFaPDL GMsFaPdI GMsFaaDL

GMsFaADR GMsFaADL GMsFaAdI GMsFaAdR GMsFaiDI GMsFaiDR GMsFaiDL GMsFaidI GMsFaidR GMsFaIDI GMsFaIDR GMsFaIDL GMsFaIdI GMsFaIdR GMsFIfDR GMsFIfDL GMsFIfdR GMsFIpDL GMsFIadL GMsFIADR GMsFIADL GMsFIAdI GMsFIiDI GMsFIiDR GMsFIiDL GMsFIidI GMsFIidR GMsFIIDI GMsFIIDR GMsFIIdR GMsFiFDI GMsFiFDR GMsFiFDL GMsFiFdI GMsFicDL GMsFicdL GMsFiCDI GMsFiCDL GMsFiCdI GMsFipDI GMsFiPDI GMsFiPdI GMsFFfDI GMsFFfdI GMsFFFDI GMsFFFDL GMsFFpDI GMsFFpdI GMsFFPDI GMsFFPDL GMsFFPdI GMsFFADR GMsFPFDI GMsFPFDR GMsFPFDL GMsFPFdI GMsFPFdR GMsFPcdR GMsFPCDI GMsFPCDR GMsFPCDL GMsFPCdI GMsFPCdR GMsFPpDR GMsFPpdR GMsFPPDI GMsFPPDR

GMsFPPDL GMsFPPdR GMsFPaDR GMsFPaDL GMsFPADI GMsFPADL GMsFPAdI GMsFPAdR GMsFPiDI GMsFPiDR GMsFPiDL GMsFPidI GMsFPidR GMsFCFDR GMsFCFDL GMsFCCdI GMsFCCdR GMsFCPdR GMsPAFDL GMsPAcDI GMsPACDR GMsPAaDL GMsPAADI GMsPAADR GMsPAADL GMsPAiDI GMsPAiDL GMsPAIDI GMsPAIDL GMsPaFDR GMsPaFDL GMsPaaDL GMsPaADI GMsPaADR GMsPaiDI GMsPaiDL GMsPaIDI GMsPaIDR GMsPaIDL GMsPIfDL GMsPIFDI GMsPIFDR GMsPIcDL GMsPICDR GMsPICDL GMsPIpDR GMsPIADI GMsPIADR GMsPIADL GMsPIiDI GMsPIiDR GMsPIiDL GMsPIIDI GMsPIIDL GMsPifDI GMsPifDR GMsPiFdI GMsPiFdL GMsPiCdI GMsPipDL GMsPFFDR GMsPFFdI GMsPFFdR GMsPFFdL GMsPFpdR GMsPFPDI GMsPFPDL

GMsPFPdI GMsPFPdL GMsPFaDR GMsPFADI GMsPFADL GMsPFAdR GMsPFAdL GMsPFiDI GMsPFidI GMsPFIdI GMsPPfDR GMsPPFDR GMsPPFDL GMsPPpDL GMsPPADI GMsPPADR GMsPPADL GMsPPiDI GMsPPiDR GMsPPiDL GMsCFFdR GMsCFPdI GMsCFPdR GMTAAfDR GMTAAFDR GMTAAFDL GMTAAcDL GMTAACDR GMTAACDL GMTAIFDR GMTAIFDL GMTAICDI GMTAICDR GMTAICDL GMTAiFDR GMTAFFDI GMTAFFDR GMTAFFdR GMTAFpDR GMTAFpdI GMTAFpdL GMTAFPDR GMTAFPDL GMTAFPdR GMTAFaDR GMTAFadR GMTAFADL GMTAPFDR GMTAPFDL GMTAPCDR GMTAPCDL GMTAPaDR GMTAPadI GMTAPadR GMTAPadL GMTAPADL GMTAPidI GMTAPIdR GMTaAFDI GMTaAFDL GMTaACDI GMTaACDR GMTaACDL GMTaACdI GMTaACdR GMTaACdL GMTaAADI

GMTaafDR GMTaaFDI GMTaaFDR GMTaaFDL GMTaFfDR GMTaFfdR GMTaFFDI GMTaFFDR GMTaFFDL GMTaFFdI GMTaFFdR GMTaFcDR GMTaFPDI GMTaFPDR GMTaFPDL GMTaFPdI GMTaFPdR GMTaFAdI GMTaFIDI GMTaFIDL GMTaPfDR GMTaPFDI GMTaPFDR GMTaPFDL GMTaPFdI GMTaPCDI GMTaPCDR GMTaPCDL GMTaPCdI GMTaPCdL GMTaPIDL GMTIAfDI GMTIAfDL GMTIAcDI GMTIAcDR GMTIAcDL GMTIACdR GMTIACdL GMTIaCdR GMTIaPdR GMTIicdI GMTIicdR GMTIicdL GMTIFfDI GMTIFfDR GMTIFfdI GMTIFfdR GMTIFpDI GMTIFpDR GMTIFpDL GMTIFpdR GMTIPcDR GMTIPcDL GMTIPCDI GMTIPCDR GMTIPCDL GMTiAfDL GMTiAFDI GMTiAFDR GMTiAFDL GMTiAcDI GMTiAcDR GMTiAcDL GMTiACDI GMTiACDR GMTiACDL GMTiAPDI



144

GMTiAPDR GMTiAPDL GMTiAPdI GMTiFfdI GMTiFfdR GMTiFpdI GMTiPFDI GMTiPFDR GMTiPFDL GMTiPFdI GMTiPCDI GMTiPCDL GMTiPCdI GMTiPCdL GMTiPPDI GMTiPPDR GMTiPPDL GMTFAFDI GMTFAFDR GMTFAFDL GMTFAFdI GMTFAFdR GMTFACDI GMTFACDR GMTFACDL GMTFACdI GMTFACdR GMTFApDL GMTFAPDI GMTFAPdI GMTFAaDR GMTFAADR GMTFAADL GMTFAAdI GMTFAAdR GMTFAIDI GMTFAIdI GMTFaFDI GMTFaFDR GMTFaFDL GMTFaFdR GMTFaPDI

GMTFaPDL GMTFaaDR GMTFaADR GMTFaADL GMTFaAdI GMTFaiDI GMTFaidI GMTFaidR GMTFaIDR GMTFaIDL GMTFaIdI GMTFaIdR GMTFIfDL GMTFIpDI GMTFIpDL GMTFIpdI GMTFIpdR GMTFIaDR GMTFIaDL GMTFIADR GMTFIiDI GMTFIiDR GMTFIiDL GMTFIidI GMTFIIDI GMTFIIDL GMTFIIdI GMTFIIdR GMTFicDI GMTFicdR GMTFiCDI GMTFiCDL GMTFiCdI GMTFipDL GMTFipdI GMTFipdR GMTFiPDI GMTFiPDL GMTFiPdI GMTFFfDI GMTFFfDR GMTFFFDL

GMTFFpDI GMTFFpDR GMTFFPDI GMTFFPDL GMTFFPdI GMTFFaDL GMTFFADL GMTFPfDR GMTFPfdR GMTFPFDI GMTFPFDR GMTFPFDL GMTFPFdI GMTFPFdR GMTFPcdR GMTFPCDI GMTFPCDR GMTFPCDL GMTFPCdI GMTFPCdR GMTFPCdL GMTFPpDI GMTFPPDI GMTFPPDR GMTFPPDL GMTFPPdI GMTFPPdR GMTFPaDR GMTFPaDL GMTFPadL GMTFPADI GMTFPADR GMTFPAdI GMTFPAdR GMTFPiDI GMTFPidI GMTFCFdR GMTFCCdI GMTFCPDR GMTFCPdR GMTPAFdI GMTPAFdL

GMTPACdI GMTPACdL GMTPAPdI GMTPAPdL GMTPAaDR GMTPAADR GMTPAIDL GMTPaFdI GMTPaFdL GMTPaCdI GMTPaCdL GMTPaADI GMTPaADR GMTPaADL GMTPaiDI GMTPaiDR GMTPaiDL GMTPaIDI GMTPaIDR GMTPIFdI GMTPIFdL GMTPICDR GMTPICdR GMTPICdL GMTPIPdI GMTPIPdR GMTPIPdL GMTPIaDR GMTPIaDL GMTPIADR GMTPIADL GMTPIiDI GMTPIiDR GMTPIIDR GMTPIIDL GMTPiFDR GMTPiFDL GMTPiCDL GMTPiCdI GMTPiCdL GMTPipDL GMTPFfDI

GMTPFfDL GMTPFFDR GMTPFPdI GMTPFPdL GMTPFaDR GMTPFadL GMTPFADI GMTPFADR GMTPFADL GMTPFAdI GMTPFAdL GMTPFidI GMTPPFdI GMTPPFdR GMTPPFdL GMTPPCdI GMTPPCdR GMTPPCdL GMTPPADI GMTPPADR GMTPPADL GMTPPiDI GMTCiCdR GMTCFFdI GMTCFFdR GMTCFPdI GMtAAFDR GMtAACDR GMtAACdI GMtAIFDR GMtAIFDL GMtAICDR GMtAICDL GMtAiFDR GMtAiFDL GMtAFfdR GMtAFFDR GMtAFFDL GMtAFFdR GMtAFpdI GMtAFpdR GMtAFPDR

GMtAFPDL GMtAFPdI GMtAFPdR GMtAFaDR GMtAPFDI GMtAPFDR GMtAPcDI GMtAPCDR GMtAPaDR GMtAPadI GMtAPadR GMtAPadL GMtAPidI GMtAPidR GMtAPidL GMtAPIdR GMtaAfDL GMtaAFDI GMtaAFDR GMtaAFDL GMtaAcDR GMtaACdI GMtaaFDI GMtaaFDR GMtaaFDL GMtaFfdR GMtaFFDI GMtaFFDR GMtaFFDL GMtaFFdI GMtaFFdR GMtaFPDI GMtaFPDR GMtaFPDL GMtaFPdI GMtaFPdR GMtaFADI GMtaFADR GMtaFADL GMtaFAdI GMtaFIDL GMtaFIdI

GMtaPFDI GMtaPFDR GMtaPFdI GMtaPCDI GMtaPCDR GMtaPCdI GMtaPCdL GMtaPADI GMtaPADR GMtaPADL GMtaPIDI GMtaPIDL GMtaCCdI GMtIAfDI GMtIAfDR GMtIAfDL GMtIAcDI GMtIAcDR GMtIAcDL GMtIaCdR GMtIaCdL GMtIaPdR GMtIicdI GMtIicdR GMtIicdL GMtIFfDL GMtIFfdR GMtIFpDI GMtIFpDL GMtIPfDL GMtIPfdI GMtIPfdR GMtIPfdL GMtIPcDL GMtIPcdI GMtIPcdR GMtIPcdL GMtIPCDI GMtIPCDR GMtIPCDL

÷ Rularea programului `run 8_mdfv_mult.pas` pentru a obţine modele de regresie simplă şi/sau

multiplă. Acest program crează iniţial tabela `logkI_qsar` - setul de 18 sulfonamide;

`NamoAff_qsar` - setul de 45 sulfonamide, `logIC50` - setul de 34 taxoizi.

÷ Rularea programului `9_mdfv_clean.php` pentru îndepărtarea regressilor invalide (coeficienţi

neacceptaţi).







145

Analiză şi validare modele - sulfonamide

÷ Cel mai performant model sulfonamide 18:

Ŷ = 0.93(±0.20) + TLhFPFdR*( 2.10E-5)(±1.16E-5) + GMpFFIdI*(1.93E+2)(±17.26) + TEmFIIDI*(-

0.84)(±0.09)

Valoarea estimată a activităţii (ElogKI) şi diferenţa dintre măsurat şi estimate (=(abs(logKI)-

abs(ElogKI))/abs(logKI)*100) prin ecuaţia QSAR sunt redate în Tabelul 24.

Tabelul 24. Estimate versus măsurat: cel mai performant model set sulfonamide 18

Mol logKI ElogKI Diff% s001 1.079 1.109 3 s002 0 0.049 0 s003 0.579 0.585 1 s004 0.255 0.225 12 s005 0.204 0.25 23 s006 0.278 0.31 12 s007 2.217 2.245 1 s008 2.369 2.294 3 s009 2.238 2.202 2 s010 2.411 2.408 0 s011 1.939 1.839 5 s012 2.423 2.442 1 s013 2.017 2.171 8 s014 1.886 1.964 4 s015 1.146 1.095 4 s016 0.903 0.822 9 s017 1.579 1.537 3 s018 0.954 0.929 3


valoare activităţii estimate de către modelul QSAR a fost de 5 %.


Tabelul 25. Analiza ANOVA: modelul cu 1 descriptor

df SS MS F pF Regression 3 12.47 4.16 871 3.82E-16 Residual 14 0.07 0.00 Total 17 12.54

Coef StErr t pt

Intercept 0.93 0.10 9.83 1.15E-07 TLhFPFdR 0.00 0.00 39.00 1.10E-15 GMpFFIdI 192.90 8.05 23.97 9.12E-13 TEmFIIDI -0.84 0.04 -19.73 1.30E-11




146

0

0.5

1

1.5

2

2.5

3

-0.2 -0.15 -0.1 -0.05 0 0.05 0.1 0.15

reziduuri

logK

I obs

erva

t

Figura 8. Reziduuri versus observat: cel mai performant model derivaţi de sulfonamide 18

Activitatea măsurată versus activitatea estimată de modelul cel mai performant pentru setul de

18 derivaţi de sulfonamide este redată în Figura 9.

R2 = 0.9947

0

0.5

1

1.5

2

2.5

0 0.5 1 1.5 2 2.5

Estimat

Obs

erva

t

Figura 9. Măsurat vs estimat: 18 derivaţi de sulfonamide

b. Analiza corelaţiei activitate măsurată – activitate estimată de modelul QSAR –




147

Tabelul 26. Analiza corelaţiei: 18 derivaţi de sulfonamide

Pearson (r) logKI TLhFPFdR GMpFFIdI TEmFIIDI ElogKI logKI - 0.87 0.56 0.42 1 TLhFPFdR 3.2e-6 - 0.31 0.32 0.87 GMpFFIdI 0.02 0.21 - 0.94 0.56 TEmFIIDI 0.08 0.2 4.2e-9 - 0.42 ElogKI 1.3e-19 2.8e-6 0.02 0.08 - Semi cantitativ (λ) logKI TLhFPFdR GMpFFIdI TEmFIIDI ElogKI logKI - 0.85 0.6 0.47 0.99 TLhFPFdR 7.3e-6 - 0.32 0.32 0.86 GMpFFIdI 0.01 0.2 - 0.95 0.59 TEmFIIDI 0.05 0.2 2.6e-9 - 0.47 ElogKI 3.9e-17 5.8e-6 0.01 0.05 - Spearman (ρ) logKI TLhFPFdR GMpFFIdI TEmFIIDI ElogKI logKI - 0.84 0.63 0.51 0.99 TLhFPFdR 1.5e-5 - 0.33 0.32 0.84 GMpFFIdI 4.7e-3 0.18 - 0.95 0.63 TEmFIIDI 0.03 0.2 1.6e-9 - 0.51 ElogKI 1.1e-15 1.1e-5 0.01 0.03 - Kendall tau a (τa) logKI TLhFPFdR GMpFFIdI TEmFIIDI ElogKI logKI - 0.64 0.45 0.37 0.95 TLhFPFdR 2.1e-4 - 0.22 0.18 0.67 GMpFFIdI 0.01 0.2 - 0.81 0.45 TEmFIIDI 0.03 0.29 2.6e-6 - 0.37 ElogKI 4.0e-8 1.1e-4 0.01 0.03 - Kendal tau b (τb) logKI TLhFPFdR GMpFFIdI TEmFIIDI ElogKI logKI - 0.64 0.45 0.37 0.95 TLhFPFdR 2.1e-4 - 0.22 0.18 0.67 GMpFFIdI 0.01 0.2 - 0.81 0.45 TEmFIIDI 0.03 0.29 2.6e-6 - 0.37 ElogKI 4.0e-8 1.1e-4 0.01 0.03 - Kendall tau c (τc) logKI TLhFPFdR GMpFFIdI TEmFIIDI ElogKI logKI - 0.6 0.43 0.35 0.9 TLhFPFdR 4.6e-4 - 0.21 0.17 0.63 GMpFFIdI 0.01 0.22 - 0.77 0.43 TEmFIIDI 0.05 0.32 9.2e-6 - 0.35 ElogKI 2.1e-7 2.6e-4 0.01 0.05 - Gamma (Γ) logKI TLhFPFdR GMpFFIdI TEmFIIDI ElogKI logKI - 0.65 0.45 0.37 0.95 TLhFPFdR 0.01 - 0.23 0.19 0.68 GMpFFIdI 0.24 0.77 - 0.83 0.45 TEmFIIDI 0.42 0.84 7.5e-5 - 0.37 ElogKI 1.9e-7 0.01 0.24 0.42 -



148




Analiză şi validare modele - taxoizi


Ŷ = 9.75(±3.14) + TAcAIiDR*(7.58E-8)(± 7.81E-9) + TQKCPfdL*(-1.92)(± 0.45) +

TMiIPpdL*(0.57)(± 0.29)

Valoarea estimată a activităţii (ElogIC50) şi diferenţa dintre măsurat şi estimate prin ecuaţia

QSAR sunt redate în Tabelul 28.



149

Tabelul 28. Estimate versus măsurat: set taxoizi

Mol logIC50 ElogIC50 Diff% tax001 1.66 1.62 2 tax002 1.37 1.55 -13 tax003 0.77 1.02 -33 tax004 1.18 1.23 -4 tax005 1.09 0.96 12 tax007 1.39 1.30 7 tax008 1.74 1.42 18 tax009 0.77 0.89 -16 tax010 -1.20 -1.30 -8 tax011 -1.28 -1.09 15 tax012 -1.00 -0.97 3 tax013 -1.54 -1.28 17 tax014 -1.32 -1.30 2 tax015 -1.60 -1.91 -19 tax016 -0.34 -0.64 -87 tax017 -0.64 -0.85 -33 tax018 -2.00 -1.86 7 tax019 -1.78 -1.88 -6 tax020 -0.62 -1.00 -61 tax021 -1.20 -1.50 -25 tax022 -0.48 -0.02 96 tax023 -1.36 -1.61 -18 tax024 -2.00 -2.03 -2 tax025 -1.90 -1.59 16 tax026 -1.91 -1.50 22 tax027 -1.18 -1.30 -10 tax028 -0.59 -0.94 -59 tax029 -1.85 -2.00 -8 tax030 -1.91 -1.53 20 tax031 -1.57 -1.50 5 tax032 -2.00 -1.68 16 tax033 -0.64 -0.70 -9 tax034 -2.00 -1.78 11 tax035 -1.32 -1.50 -13


valoare activităţii estimate de către modelul QSAR (exprimată în valoare absolută) a fost de ~ 20 %.



150


Tabelul 29. Analiza ANOVA: taxoizi


Coef StdErr t pt

Intercept 9.75 1.54 6.35 5.32E-07 TAcAIiDR 0.00 0.00 19.82 8.63E-19 TQKCPfdL -1.92 0.22 -8.82 7.85E-10 TMiIPpdL 0.57 0.14 3.99 3.89E-04


-2.50

-2.00

-1.50

-1.00

-0.50

0.00

0.50

1.00

1.50

2.00

-0.6 -0.5 -0.4 -0.3 -0.2 -0.1 0 0.1 0.2 0.3 0.4 0.5

Reziduuri

logI

C50

obs

erva

t

Figura 10. Reziduuri versus logIC50 observat: taxoizi

Activitatea măsurată versus activitatea estimată cu modelul MDFV este redată în Figura 11.



151

R2 = 0.9623

-2.50

-2.00

-1.50

-1.00

-0.50

0.00

0.50

1.00

1.50

2.00

-2.50 -2.00 -1.50 -1.00 -0.50 0.00 0.50 1.00 1.50 2.00

logIC50 Estimat

logI

C50

Obs

erva

t

Figura 11. Măsurat vs estimat: taxoizi

b. Analiza corelaţiei activitate măsurată – activitate estimată de modelul QSAR –


Tabelul 30. Analiza corelaţiei: taxoizi

Pearson (r) logIC50 TAcAIiDR TQKCPfdL TMiIPpdL ElogIC50 logIC50 - 0.92 0.63 0.52 0.98 TAcAIiDR 7.6e-15 - 0.85 0.45 0.94 TQKCPfdL 6.6e-5 1.7e-10 - 0.43 0.64 TMiIPpdL 1.8e-3 0.01 0.01 - 0.53 ElogIC50 2.7e-24 1.1e-16 4.2e-5 1.4e-3 - Semi-cantitativ (λ) logIC50 TAcAIiDR TQKCPfdL TMiIPpdL ElogIC50 logIC50 - 0.78 0.44 0.5 0.96 TAcAIiDR 4.0e-8 - 0.81 0.43 0.82 TQKCPfdL 0.01 4.6e-9 - 0.45 0.47 TMiIPpdL 2.6e-3 0.01 0.01 - 0.53 ElogIC50 1.7e-19 2.7e-9 0.01 1.3e-3 - Spearman (ρ) logIC50 TAcAIiDR TQKCPfdL TMiIPpdL ElogIC50 logIC50 - 0.67 0.31 0.48 0.94 TAcAIiDR 1.7e-5 - 0.78 0.4 0.72 TQKCPfdL 0.07 5.8e-8 - 0.46 0.34 TMiIPpdL 3.8e-3 0.02 0.01 - 0.53 ElogIC50 9.2e-17 1.9e-6 0.05 1.1e-3 - Kendall tau a (τa) logIC50 TAcAIiDR TQKCPfdL TMiIPpdL ElogIC50 logIC50 - 0.46 0.15 0.19 0.8 TAcAIiDR 1.4e-4 - 0.57 0.15 0.51



152

TQKCPfdL 0.22 2.1e-6 - 0.17 0.16 TMiIPpdL 0.12 0.21 0.15 - 0.21 ElogIC50 2.3e-11 2.1e-5 0.18 0.08 - Kendall tau b (τb) logIC50 TAcAIiDR TQKCPfdL TMiIPpdL ElogIC50 logIC50 - 0.47 0.15 0.19 0.8 TAcAIiDR 1.3e-4 - 0.58 0.15 0.52 TQKCPfdL 0.22 1.9e-6 - 0.17 0.16 TMiIPpdL 0.12 0.21 0.15 - 0.21 ElogIC50 2.3e-11 1.9e-5 0.18 0.08 - Kendall tau c (τc) logIC50 TAcAIiDR TQKCPfdL TMiIPpdL ElogIC50 logIC50 - 0.44 0.14 0.18 0.78 TAcAIiDR 2.0e-4 - 0.55 0.15 0.5 TQKCPfdL 0.24 3.7e-6 - 0.17 0.16 TMiIPpdL 0.13 0.22 0.16 - 0.21 ElogIC50 8.6e-11 3.3e-5 0.19 0.09 - Gamma (Γ) logIC50 TAcAIiDR TQKCPfdL TMiIPpdL ElogIC50 logIC50 - 0.57 0.16 0.84 0.83 TAcAIiDR 0.01 - 0.73 0.84 0.63 TQKCPfdL 0.84 1.1e-5 - 0.8 0.17 TMiIPpdL 4.4e-9 3.9e-9 8.0e-8 - 0.95 ElogIC50 7.5e-9 8.4e-4 0.81 4.8e-14 -

c. Analiza leave-one-out (Tabelul 31Tabelul 12):

Tabelul 31. Parametrii în analiza leave-one-out: taxoizi




153

Set nou identificat: sulfon45

Derivaţi de sulfonamide – inhibitori ai anhidrazei carbonice II – setul 2

Un al doilea set de sulfonamide cercetate anterior de Melagraki şi colaboratorii [28] a fost supus

analizei (Tabelul 32).

Tabelul 32. Abreviere, denumire, activitatea de interes set 47 sulfonamide

ID Exp. activity KI(nM) MLR(Eq. 3) predicted activity LOO predicted activity 1 2.4116 2.1081 2.0676 2 2.0934 2.1315 2.1408 3 1.1139 1.3877 1.4 4 1.1761 1.3834 1.3925 5 0.9542 1.151 1.1679 6 0.8633 1.5756 1.6069 7 1.0414 0.8889 0.8591 8 1.2553 1.0175 0.9755 9 1.1761 0.9852 0.9532

10 1.8261 1.4839 1.4519 11 1.7324 1.1665 1.1124 12 0.9912 1.2318 1.2475 13 0.9777 1.3228 1.3554 14 0.959 1.3228 1.3571 15 1.7076 1.8058 1.8151 16 1.8808 1.8058 1.7986 17 2.3909 2.2905 2.2844 18 2.1239 2.421 2.4673 19 2.3655 2.1472 2.1233 20 2.356 2.0879 2.0571 21 2.4116 2.1017 2.0675 22 2.3304 2.0663 2.0355 23 2.3617 2.2195 2.208 24 1.7993 2.0652 2.096 25 1.5682 1.7784 1.8025 26 1.2304 1.0408 1.0185 27 2.3802 2.0013 1.9406 28 2.0212 1.9648 1.9568 29 1.8751 1.9028 1.9063 30 1.1139 1.3984 1.435 31 1.6902 1.7041 1.7055 32 1.6021 1.5891 1.5876 33 1.4472 1.5275 1.5426 34 0.9542 1.3313 1.3623 35 1.8751 1.2499 1.1646 36 2.4771 2.3174 2.2528 37 2.5051 2.4706 2.4635 38 2.2304 2.453 2.4765 39 2.2041 2.3858 2.4008 40 1.7782 1.8551 1.861 41 2.0414 1.8551 1.8409 42 1.6021 1.8551 1.8744

28 Melagraki G, Afantitis A, Sarimveis H, Igglessi-Markopoulou O, Supuran CT. QSAR study on para-substituted aromatic sulfonamides as carbonic anhydrase II inhibitors using topological information indices. Bioorganic & Medicinal Chemistry 2006;14(4):1108-1114.



154

43 1.8451 1.8551 1.8558 44 1.4472 1.6277 1.6507 45 1.8751 1.6577 1.6257 46 2.0969 2.1274 2.131 47 2.0414 2.0853 2.0932

Derivaţi de sulfonamide – inhibitori ai anhidrazei carbonice II – setul 2

Metoda de testare a normalităţii setului de 47 compuşi a fost cea descrisă. Datele experimentale

s-au dovedit a fi normal distribuite (Tabelul 33) dar aplicarea testului Grubbs a identificat prezenţa

unor compuşi care se depărtează de majoritatea compuşilor (G = 1.7354, respins la un prag de

semnificaţie de 5%).


Kolmogorov-Smirnov

n statistica valoarea p ranguri

47 0.1099 0.58311 11

α 0.1 0.05 0.02 0.01



Anderson-Darling


47 0.95716 10

α 0.1 0.05 0.02 0.01



Chi-Squared

Grade de libertate Statistica valoarea p Ranguri

4 6.3654 0.17347 20

α 0.1 0.05 0.02 0.01



Pe baza estimărilor din momente centrale au fost depistaţi 2 outlieri (compusul 6 şi 37)

(Tabelul 34).



155


ID ExpActivity KI(nM) m(1/IC50) log(1/IC50)E obs-est tyx ptyx 1 2.4116 0.92225 2.4739 -0.0623 0.5156 0.304326 2 2.0934 0.69001 2.0020 0.0914 0.7565 0.226638 3 1.1139 0.1622 1.2460 -0.1321 1.0941 0.139856 4 1.1761 0.20442 1.3274 -0.1513 1.2533 0.108281 5 0.9542 0.03552 0.8277 0.1265 1.0477 0.150176 6 0.8633 0.01464 0.6365 0.2268 1.8778 0.033451 7 1.0414 0.14109 1.2001 -0.1587 1.3142 0.097720 8 1.2553 0.26776 1.4327 -0.1774 1.4695 0.074334 9 1.1761 0.22554 1.3643 -0.1882 1.5589 0.063018

10 1.8261 0.5 1.7490 0.0771 0.6388 0.263108 11 1.7324 0.43666 1.6676 0.0648 0.5367 0.297075 12 0.9912 0.11997 1.1492 -0.1580 1.3087 0.098643 13 0.9777 0.09886 1.0916 -0.1139 0.9431 0.175328 14 0.959 0.07775 1.0241 -0.0651 0.5388 0.296345 15 1.7076 0.41555 1.6401 0.0675 0.5589 0.289505 16 1.8808 0.60556 1.8856 -0.0048 0.0399 0.484159 17 2.3909 0.90114 2.4063 -0.0154 0.1278 0.449424 18 2.1239 0.73224 2.0652 0.0587 0.4863 0.314567 19 2.3655 0.85891 2.2978 0.0677 0.5604 0.288994 20 2.356 0.81669 2.2097 0.1463 1.2113 0.116047 21 2.4116 0.94337 2.5572 -0.1456 1.2057 0.117125 22 2.3304 0.79558 2.1705 0.1599 1.3243 0.096044 23 2.3617 0.8378 2.2519 0.1098 0.9093 0.184030 24 1.7993 0.47889 1.7219 0.0774 0.6406 0.262518 25 1.5682 0.3311 1.5260 0.0422 0.3495 0.364189 26 1.2304 0.24665 1.3993 -0.1689 1.3989 0.084344 27 2.3802 0.88003 2.3487 0.0315 0.2609 0.397676 28 2.0212 0.62668 1.9138 0.1074 0.8890 0.189353 29 1.8751 0.54223 1.8031 0.0720 0.5964 0.276957 30 1.1139 0.18331 1.2882 -0.1743 1.4434 0.077914 31 1.6902 0.39444 1.6123 0.0779 0.6450 0.261086 32 1.6021 0.35221 1.5554 0.0467 0.3871 0.350265 33 1.4472 0.28887 1.4649 -0.0177 0.1463 0.442188 34 0.9542 0.05663 0.9407 0.0135 0.1115 0.455851 35 1.8751 0.56334 1.8303 0.0448 0.3707 0.356296 36 2.4771 0.96448 2.6703 -0.1932 1.5995 0.058356 37 2.5051 0.98536 2.8614 -0.3563 2.9504 0.002512 38 2.2304 0.77446 2.1336 0.0968 0.8017 0.213456 39 2.2041 0.75335 2.0986 0.1055 0.8737 0.193463 40 1.7782 0.45777 1.6948 0.0834 0.6903 0.246789 41 2.0414 0.64779 1.9426 0.0988 0.8184 0.208718 42 1.6021 0.37332 1.5841 0.0180 0.1492 0.441048 43 1.8451 0.52111 1.7760 0.0691 0.5723 0.284971 44 1.4472 0.30999 1.4959 -0.0487 0.4032 0.344371 45 1.8751 0.58445 1.8578 0.0173 0.1431 0.443422 46 2.0969 0.71113 2.0331 0.0638 0.5286 0.299840 47 2.0414 0.6689 1.9719 0.0695 0.5753 0.283977

S-a testat din nou normalitatea setului de date (s-au dovedit normal distribuite la un prag de

semnificaţie de 5%). Pe setul de 45 compuşi testul Grubbs nu a mai identificat prezenţa nici unui

outlier.

Structura compuşilor incluşi în studiu (43 compuşi) este următoarea:



156

÷ mol001:

÷ mol002: H

H

NN

H

HH

O

H

H

SO

O

NH

H

÷ mol003:

÷ mol004:



157

÷ mol005:

÷ mol007:

÷ mol008: H

H

NN O

NH

H

O

H

H

H

H

H

H

H

H

HH

OH

H

SO

O

NH

H

÷ mol009:



158

÷ mol010:

÷ mol011:

÷ mol012: H

H

N

N

ONS

O

OH

H

H

HH

H

H

H

HH

O

H

H

SO

O

NH

H

÷ mol013:



159

÷ mol014:

÷ mol015:

÷ mol016:

÷ mol017:

÷ mol018:



160

÷ mol019:

÷ mol020:

H

H

N

O

H

H

H

H

H

H

H

H

H

H

SO

O

NH

H

÷ mol021:

÷ mol022:



161

÷ mol023:

÷ mol024:

÷ mol025:

÷ mol026:



162

÷ mol027:

÷ mol028:

÷ mol029:

÷ mol030: H

H

NO

N

HH

Cl

Cl

H

H

H

HH

HH

H

H

SO

O

NHH



163

÷ mol031:

÷ mol032: H

H

N

S

OO

H

H

H

H

H

H

H

H

H

H

SO

O

NHH

÷ mol033:

÷ mol034:



164

÷ mol035:

HH

N

SOO

HH

NH H

H

OH

H

H

H

HH

H

H

HH

SO

O

NH

H

÷ mol036:

÷ mol038:

÷ mol039:

÷ mol040:



165

÷ mol041:

÷ mol042:

÷ mol043:

÷ mol044:

÷ mol045:

÷ mol046:



166

÷ mol047: H

H

O H

H

H

H

H

H

H

SO

O

NH

H

Derivaţi de sulfonamide – setul 2



rezultat un număr de 28796 descriptori moleculari relevanţi pentru studiul NanoAff a derivaţilor de

sulfonamide:


relaţiei structură-activitate a setului sulfon45 cumulează aproximativ 11.2 Mb.

Tabelul 35. Descriptori moleculari de structură identificaţi după filtrare: setul sulfon45



167

TCJAAfDI TCJAAfDR TCJAAfDL TCJAAFDI TCJAAFDR TCJAAFDL TCJAAaDI TCJAAaDR TCJAAaDL TCJAFfdI TCJAFfdR TCJAFFdI TCJAFFdR TCJAFaDI TCJAFaDR TCJAFaDL TCJAFadI TCJAFadR TCJAFADR TCJAFADL TCJAFAdI TCJAFAdR TCJaAfDI TCJaAfDR TCJaAfDL TCJaAFDI TCJaAFDR TCJaAFDL TCJaAcDI TCJaAcDR TCJaAcDL TCJaACDI TCJaACDR TCJaACDL TCJaApDI TCJaApDR TCJaApDL TCJaAaDI TCJaAaDR TCJaAADR TCJaAADL TCJaFFDR TCJaFFDL TCJaFFdI TCJaFFdR TCJaFcDI TCJaFcDR TCJaFcDL TCJaFcdI TCJaFcdR TCJaFpDR TCJaFpDL TCJaFpdI TCJaFpdR TCJaFaDR TCJaFaDL TCJaFadI TCJaFadR TCJaFAdI TCJaFAdR TCJIAfDR TCJIAfDL TCJIAFDR TCJIAcDL TCJIAaDI TCJIAaDR TCJIAaDL

TCJIAADR TCJIAADL TCJIiFDI TCJIiFDR TCJIiFDL TCJIFfDI TCJIFfDR TCJIFfDL TCJIFfdI TCJIFfdR TCJIFFDI TCJIFFDR TCJIFFdI TCJIFFdR TCJIFFdL TCJIFaDI TCJIFaDR TCJIFaDL TCJIFadI TCJIFADI TCJIFADR TCJIFADL TCJIFAdI TCJIFAdR TCJIPFdI TCJIPadI TCJiAfDI TCJiAfDR TCJiAfDL TCJFAfDI TCJFAfDR TCJFAfDL TCJFAfdI TCJFAfdR TCJFAFDI TCJFAFDR TCJFAFdI TCJFAFdR TCJFAaDI TCJFAaDR TCJFAadI TCJFAadR TCJFAADR TCJFAAdI TCJFAAdR TCJFAiDI TCJFAiDR TCJFAiDL TCJFAidI TCJFAidR TCJFafDL TCJFafdI TCJFaFDI TCJFaFDR TCJFaFdI TCJFaFdR TCJFaaDR TCJFaaDL TCJFaadI TCJFaadR TCJFaADR TCJFaADL TCJFaAdI TCJFaAdR TCJFIfDI TCJFIfDL TCJFIfdI

TCJFIfdR TCJFIFDR TCJFIFdI TCJFIFdR TCJFIaDI TCJFIaDL TCJFIadI TCJFIadR TCJFIADR TCJFIADL TCJFIAdI TCJFIAdR TCJFIiDR TCJFIiDL TCJFIidR TCJFifDL TCJFifdI TCJFiFDI TCJFiFdI TCJFiFdR TCJFFfDI TCJFFfDR TCJFFfDL TCJFFFDL TCJFFFdI TCJFFFdR TCJFFadI TCJFFadR TCJFFADR TCJFFADL TCJFFAdI TCJFFAdR TCJFFiDR TCJFFiDL TCJFFIDI TCJFFIDR TCJFFIDL TCJFFIdI TCJFFIdR TCJFPfDI TCJFPfDR TCJFPfdI TCJFPfdR TCJFPFDR TCJFPFDL TCJFPFdI TCJFPFdR TCJFPFdL TCJFPaDR TCJFPadI TCJFPADL TCJPIfdL TCJPIcdR TCJPFfDR TCJPFfdR TCJPFFDR TCJPFFdR TCJPFaDI TCJPFaDR TCJPFadR TCJPFAdI TCJPFAdR TCJPFiDR TCJPFidR TCJPFIDR TCJPFIDL TCJPFIdR

TCjAAfDI TCjAAfDL TCjAAFDI TCjAAFDR TCjAAFDL TCjAACDR TCjAAiDI TCjAIiDI TCjAIiDR TCjAIiDL TCjAFfdI TCjAFfdR TCjAFFDI TCjAFFDR TCjAFFdR TCjAFiDI TCjAFiDR TCjAFiDL TCjAFidI TCjAFidR TCjAFIDI TCjAFIDL TCjAFIdI TCjAFIdR TCjAFIdL TCjAPIDR TCjaAfDI TCjaAfDR TCjaAfDL TCjaAFDI TCjaAFDR TCjaAFDL TCjaAcDI TCjaAcDR TCjaACDI TCjaACDL TCjaApDR TCjaFFDR TCjaFFDL TCjaFFdI TCjaFcDR TCjaFcDL TCjaFcdI TCjaFcdR TCjaFcdL TCjaFpdI TCjaFpdR TCjaFiDL TCjaFidI TCjaFIdI TCjaFIdR TCjIAfDI TCjIAfDR TCjIAfDL TCjIAFDI TCjIAFDR TCjIAFDL TCjIAcDL TCjIafDR TCjIafDL TCjIaFDI TCjIaFDR TCjIaFDL TCjIaCDL TCjIiFDI TCjIiFDR TCjIiFDL

TCjIFfDR TCjIFfdI TCjIFFDI TCjIFFDR TCjIFFDL TCjIFFdI TCjIFFdR TCjIPfDR TCjIPfDL TCjIPcDI TCjIPcDR TCjIPcDL TCjIPpDR TCjIPpdI TCjiAfDR TCjiAfDL TCjiAFDI TCjiAFDR TCjiAFDL TCjiFiDR TCjiFiDL TCjiFidR TCjFAfDI TCjFAfDR TCjFAfDL TCjFAfdR TCjFAFDI TCjFAFdI TCjFAFdR TCjFAIDI TCjFAIDR TCjFAIDL TCjFAIdI TCjFAIdR TCjFafDR TCjFafDL TCjFafdR TCjFaFDI TCjFaFdI TCjFaiDI TCjFaiDR TCjFaiDL TCjFaidI TCjFaidR TCjFIfDI TCjFIfDR TCjFIfDL TCjFIfdR TCjFIfdL TCjFIFDR TCjFIFdR TCjFifDR TCjFifDL TCjFiFdI TCjFFfDR TCjFFfdI TCjFFfdR TCjFFFDR TCjFFFdR TCjFFiDI TCjFFiDR TCjFFiDL TCjFFidI TCjFFidR TCjFPfDR TCjFPfdI TCjFPfdR

TCjFPFDR TCjFPFDL TCjFPFdR TCjFPpdR TCjFPiDI TCjFPidI TCjFPIDI TCjFPIDR TCjFPIDL TCjFPIdI TCjFPIdR TCjPFfDR TCjPFfdI TCjPFfdR TCjPFFDR TCjPFFdR TCjPFiDI TCjPFiDL TCjPFidI TCjPFIDI TCjPFIDR TCjPFIdR TCjPPcDR TCOAAfDR TCOAAFDL TCOAFfdI TCOAFFdR TCOAPFdI TCOaAfDI TCOaAfDR TCOaAFDI TCOaAFDL TCOaACDR TCOaApDI TCOaApDR TCOaFcDI TCOaFcdI TCOaFpdR TCOIAfDI TCOIAfDL TCOIAFDI TCOIAFDR TCOIafDR TCOIFfdR TCOIPfDI TCOIPFdI TCOIPFdR TCOIPFdL TCOIPcDI TCOiAfDR TCOFAfdI TCOFAFDR TCOFafDR TCOFafdI TCOFaFDR TCOFIfDR TCOFIfdI TCOFIFdR TCOFifdI TCOFiFDL TCOFFfDR TCOFFFDR TCOFFFdI TCOFPfDI TCOFPfDL TCOFPfdR TCOFPFDL

TCOFPFdR TCOPifDR TCOPifDL TCOPFFdR TCWAAFDI TCWAAFDR TCWAAFDL TCWAFfdI TCWAFfdR TCWAFFdI TCWAFFdR TCWAFaDI TCWAFaDR TCWAFaDL TCWAFadR TCWAFAdI TCWAFAdR TCWaAfDI TCWaAfDR TCWaAfDL TCWaAFDR TCWaAFDL TCWaAcDR TCWaApDI TCWaApDR TCWaAaDR TCWaAADR TCWaAADL TCWaFFdI TCWaFFdR TCWaFcDI TCWaFcDL TCWaFcdI TCWaFpDL TCWaFpdI TCWaFadI TCWaFadR TCWaFADR TCWaFADL TCWaFAdI TCWIAfDR TCWIAfDL TCWIAFDR TCWIAaDR TCWIAADI TCWIAADR TCWIaADI TCWIiFDI TCWIiFDR TCWIFfdI TCWIFFDR TCWIFFdI TCWIFFdR TCWIFaDR TCWIFaDL TCWIFADI TCWIFADL TCWIFAdI TCWIPFdI TCWIPFdR TCWIPCdL TCWiAfDI TCWiAfDR TCWiAfDL TCWFAfdI TCWFAfdR TCWFAFDR



168

TCWFAFDL TCWFAFdI TCWFAFdR TCWFAaDR TCWFAadR TCWFafDI TCWFafDR TCWFafdI TCWFaFdI TCWFaaDL TCWFaADR TCWFaAdI TCWFIfDI TCWFIfdI TCWFIfdR TCWFIFDR TCWFIFdI TCWFIFdR TCWFIadI TCWFIadR TCWFIAdI TCWFIAdR TCWFifDI TCWFifDL TCWFifdI TCWFiFDR TCWFiFDL TCWFFfDI TCWFFfDR TCWFFFDI TCWFFFDR TCWFFaDI TCWFFadI TCWFFADR TCWFFADL TCWFFAdI TCWFPfDL TCWFPfdI TCWFPfdR TCWFPFdI TCWFPFdR TCWFPaDI TCWFPaDR TCWFPADR TCWFPADL TCWPFfDI TCWPFFdI TCWPFaDR TCWPFADL TCWPFAdR TCFAAFDI TCFAAFDR TCFAAFDL TCFAIiDI TCFAIiDR TCFAFFDI TCFAFFDR TCFAFFDL TCFAFFdI TCFAFFdR TCFAFiDI TCFAFiDR TCFAFiDL TCFAFidI TCFAFidR TCFAFIDI TCFAFIdI

TCFAFIdR TCFAFIdL TCFAPIDR TCFaAfDR TCFaAFDI TCFaAFDR TCFaAFDL TCFaACDI TCFaACDR TCFaACDL TCFaFFDI TCFaFFDR TCFaFFDL TCFaFFdI TCFaFFdR TCFaFFdL TCFaFcDR TCFaFcdI TCFaFcdR TCFaFpDR TCFaFiDL TCFaFidI TCFaFidR TCFaFIDL TCFaFIdI TCFaFIdR TCFIAfDR TCFIafDI TCFIafDR TCFIafDL TCFIFFDI TCFIFFDR TCFIFFDL TCFIFFdI TCFIFFdR TCFIPcDR TCFIPcDL TCFIPpdI TCFiAfDI TCFiAfDR TCFiAfDL TCFiFiDR TCFiFiDL TCFiFidR TCFFAfdR TCFFAFDI TCFFAFDL TCFFAiDI TCFFAiDR TCFFAiDL TCFFAidI TCFFAidR TCFFAIDI TCFFAIDR TCFFAIDL TCFFAIdI TCFFAIdR TCFFafDR TCFFaFDL TCFFaFdI TCFFaiDI TCFFaiDR TCFFaiDL TCFFaidI TCFFaIDI TCFFaIDR TCFFaIDL

TCFFaIdI TCFFaIdR TCFFIFDI TCFFIFdI TCFFIFdR TCFFIiDL TCFFIidI TCFFIIDR TCFFIIDL TCFFIIdI TCFFIIdR TCFFifdR TCFFiFDL TCFFiFdI TCFFiFdR TCFFFfDR TCFFFfdI TCFFFfdR TCFFFiDI TCFFFiDR TCFFFiDL TCFFFidI TCFFFidR TCFFPfdI TCFFPFDR TCFFPFdR TCFFPcdR TCFFPiDI TCFFPidI TCFFPIDI TCFFPIDR TCFFPIDL TCFFPIdI TCFFPIdR TCFPFfDI TCFPFiDI TCFPFiDL TCFPFidI TCFPFidR TCFPFIDI TCFPFIDR TCFPFIdR TCFPPfDR TCAAAFDI TCAAAFDR TCAAAFDL TCAAACDI TCAAACDR TCAAIiDI TCAAIIDI TCAAFFDI TCAAFFDR TCAAFFdI TCAAFFdR TCAAFiDR TCAAFiDL TCAAFidI TCAAFidR TCAAFIDI TCAAFIDR TCAAFIdI TCAAFIdR TCAAPIDI TCAaAfDI TCAaApDR TCAaaiDI TCAaaIDI

TCAaFcDI TCAaFcDR TCAaFcdI TCAaFcdR TCAaFcdL TCAaFpdR TCAaFiDL TCAaFIDL TCAaFIdI TCAaFIdR TCAIAfDL TCAIAiDI TCAIafDI TCAIafDR TCAIafDL TCAIFFDI TCAIFFDR TCAIFFDL TCAIFFdI TCAIFFdR TCAIPpdI TCAiFiDR TCAiFiDL TCAFAFDL TCAFAiDI TCAFAiDR TCAFAiDL TCAFAidI TCAFAidR TCAFAIDI TCAFAIDR TCAFAIDL TCAFAIdI TCAFAIdR TCAFaiDR TCAFaidI TCAFaidR TCAFaIDI TCAFaIDR TCAFaIDL TCAFIFDI TCAFIiDL TCAFIidI TCAFIidR TCAFIIDL TCAFIIdR TCAFiFdR TCAFFfdI TCAFFfdR TCAFFFDI TCAFFFDR TCAFFFdI TCAFFFdL TCAFFiDR TCAFFiDL TCAFFidR TCAFPFdR TCAFPcdR TCAFPiDR TCAFPidR TCAFPIDR TCAFPIDL TCAFPIdI TCAFPIdR TCAPIcDR TCAPFfDI TCAPFFdR

TCAPFiDI TCAPFiDR TCAPFiDL TCAPFidI TCAPFidR TCAPFIDI TCAPFIDL TCAPFIdI TCAPFIdR TC0AaIDR TC0AIiDI TC0AIiDR TC0AFFDI TC0AFFDR TC0AFFDL TC0AFFdL TC0AFiDR TC0AFiDL TC0AFidR TC0AFIDI TC0AFIDR TC0AFIDL TC0AFIdR TC0APIDL TC0aAfDI TC0aAfDR TC0aAfDL TC0aaiDI TC0aaiDR TC0aaIDR TC0aFcdI TC0aFpDR TC0aFiDR TC0aFidI TC0IAfDR TC0IafDR TC0IafDL TC0IFFDL TC0IFFdI TC0IFFdR TC0IFidR TC0iAfDI TC0iAfDR TC0iAfDL TC0iFiDL TC0FAFDL TC0FAFdR TC0FAiDR TC0FAidI TC0FAidR TC0FAIDI TC0FAIDR TC0FAIDL TC0FAIdI TC0FAIdR TC0FaFdR TC0FaiDI TC0FaiDL TC0FaidI TC0FaIDI TC0FaIDR TC0FaIDL TC0FIfDL TC0FIfdR TC0FIiDR TC0FIidI TC0FIidR

TC0FIIDL TC0FFfdR TC0FFiDR TC0FFiDL TC0FFidR TC0FPfDR TC0FPiDR TC0FPiDL TC0FPidI TC0FPIDR TC0FPIdI TC0FPIdR TC0PFfdI TC0PFiDR TC0PFiDL TC0PFidR TC0PFIDI TC0PFIDL TC0PFIdI TC0PFIdR THOPAfDR THOPAfDL THOPAFDI THOPAFDR THOPAFDL THOPAcDR THOPAcDL THOPACDI THOPACDR THOPafDR THOPafDL THOPaFDI THOPacDR THOPacDL THOPaCDI THOPaCDR THOPaCDL THOPIfDR THOPIfDL THOPIFDI THOPIFDR THOPIFDL THOPIcDR THOPIcDL THOPICDL THOPifDR THOPifDL THOPPfDR THOPPfDL THOPPFDR THOPPFDL THOPPcDI THOPPcDR THOPPcDL THOPPCDI THPPAfDR THPPAfDL THPPAFDI THPPAFDR THPPAFDL THPPAcDL THPPafDL THPPaFDI THPPaFDR THPPaFDL THPPacDL THPPIfDR

THPPIfDL THPPIFDI THPPIcDR THPPIcDL THPPifDL THPPPfDR THPPPfDL THPPPFDI THPPPcDR THPPPcDL THKPAfDR THKPAfDL THKPAFDL THKPAcDR THKPAcDL THKPACDI THKPACDR THKPACDL THKPafDR THKPafDL THKPacDR THKPacDL THKPaCDR THKPaCDL THKPIfDL THKPIFDI THKPIFDR THKPIcDL THKPICDI THKPICDL THKPPfDR THKPPfDL THKPPFDR THKPPFDL THKPPcDR THKPPcDL THKPPCDI THKPPCDL THLPAfDR THLPAFDR THLPAFDL THLPACDI THLPACDR THLPACDL THLPaFDR THLPaFDL THLPaCDI THLPaCDR THLPaCDL THLPIFDR THLPIFDL THLPIcDR THLPICDI THLPICDR THLPICDL THLPPfDR THLPPFDR THLPPFDL THLPPcDR THLPPCDR THWPACDL THWPacDR THWPIFDR THWPIFDL THWPICDR THWPICDL THWPPfDR



169

THWPPFDR THWPPcDL THWPPCDR THXPAfDR THXPACDL THXPaCDL THXPICDL THXPPfDR THXPPFDL THXPPCDL THSPAfDL THSPAcDI THSPAcDR THSPACDI THSPafDL THSPacDI THSPacDR THSPacDL THSPIfDI THSPIfDR THSPIfDL THSPIFDI THSPIFDL THSPIcDI THSPICDI THSPifDI THSPPfDI THSPPfDL THTPAfDR THTPAfDL THTPAFDI THTPAcDR THTPACDI THTPACDR THTPACDL THTPafDR THTPafDL THTPaFDI THTPaFDR THTPaFDL THTPacDI THTPacDL THTPaCDI THTPaCDR THTPaCDL THTPIfDR THTPIfDL THTPIFDI THTPIFDR THTPIFDL THTPIcDI THTPIcDR THTPICDI THTPICDR THTPICDL THTPifDR THTPifDL THTPiFDI THTPiFDR THTPiFDL THTPPfDR THTPPFDR THTPPcDI THTPPcDR THTPPCDR THTPPCDL THFPAfDR

THFPAcDI THFPAcDL THFPACDR THFPafDI THFPafDL THFPacDI THFPacDL THFPIfDI THFPIfDL THFPIcDI THFPPfDI THFPPfDL THFPPFDL THGPAfDI THGPAFDI THGPAFDR THGPAFDL THGPAcDI THGPAcDL THGPACDR THGPafDI THGPaFDI THGPaFDR THGPaFDL THGPacDI THGPaCDI THGPaCDR THGPaCDL THGPIfDI THGPIFDI THGPIFDR THGPIFDL THGPICDI THGPICDL THGPifDI THGPPfDI THGPPFDR THGPPcDI THGPPCDR THAPAfDI THAPafDI THAPafDL THAPIfDI THAPifDI THAPifDL THAPPfDR THBPAfDI THBPAfDL THBPAFDI THBPAFDL THBPACDI THBPACDR THBPACDL THBPafDR THBPafDL THBPaFDI THBPaFDR THBPaFDL THBPaCDI THBPaCDL THBPIfDL THBPIFDI THBPIFDL THBPICDI THBPICDL THBPifDL THBPPfDI

THBPPFDI THBPPFDR THBPPFDL THBPPCDI THBPPCDR TH0PafDI TH0PacDI TH0PIfDI TH0PIfDL TH0PPFDI TH0PPFDR TH2PAfDI TH2PAfDL TH2PAFDR TH2PAFDL TH2PAcDI TH2PACDR TH2PACDL TH2PafDI TH2PaFDI TH2PaFDL TH2PacDR TH2PaCDI TH2PaCDL TH2PIfDI TH2PIfDL TH2PIFDI TH2PIFDL TH2PICDI TH2PICDL TH2PifDL TH2PPfDI TH2PPfDL TH2PPFDR TH2PPFDL TH2PPCDR TMOAAFDI TMOAAFDR TMOAAFDL TMOAIFDI TMOAIFDR TMOAIFDL TMOAFFDI TMOAFFDR TMOAFFDL TMOAFFdI TMOAFFdR TMOAFFdL TMOAFaDI TMOAFaDR TMOAFaDL TMOAFadI TMOAFadR TMOaAfDI TMOaAfDR TMOaAfDL TMOaAFDR TMOaApDR TMOaaaDR TMOaaaDL TMOaIaDR TMOaIaDL TMOaFFDR TMOaFFDL TMOaFFdR TMOaFFdL TMOaFcdR

TMOaFCDI TMOaFCDR TMOaFCDL TMOaFCdR TMOaFpdR TMOIAfDI TMOIAfDR TMOIAfDL TMOIAFDI TMOIAFDR TMOIAcDL TMOIafDI TMOIafDR TMOIafDL TMOIiFDI TMOIiFDL TMOIFfDR TMOIFadR TMOIPfdI TMOiAFDR TMOFAfdI TMOFAfdR TMOFAFDI TMOFAFDR TMOFAFdI TMOFAFdR TMOFAADI TMOFAADR TMOFAADL TMOFAAdI TMOFAAdR TMOFAiDR TMOFafdI TMOFaFDI TMOFaFDR TMOFaFdR TMOFIfdI TMOFIFDI TMOFIFDR TMOFIFDL TMOFIFdR TMOFIaDI TMOFifdI TMOFiFdR TMOFFFDI TMOFFFDR TMOFFFDL TMOFFaDI TMOFFadI TMOFFADI TMOFFADR TMOFFADL TMOFFAdI TMOFFAdR TMOFPfdI TMOFPfdR TMOFPFDR TMOFPFdR TMOFPadR TMOFPADI TMOFPADR TMOFPADL TMOFPAdI TMOFPAdR TMOFPiDR TMOPFFDI TMOPFFDR

TMOPFadR TMOPFADI TMOPFAdI TMOPFAdR TMoAPFdI TMoAPFdR TMoAPFdL TMoaAfDI TMoaAcDR TMoaFfdR TMoaFcdI TMoaFiDL TMoaFidI TMoaFidR TMoaPCDR TMoaPCDL TMoIAfDR TMoIAfDL TMoIAFDI TMoIAFDR TMoIAFDL TMoIaFDI TMoIaFDR TMoIaFDL TMoIIfDR TMoIifDI TMoIifDL TMoIiFDI TMoIiFDL TMoIFFDL TMoiAfDR TMoFAAdR TMoFAiDI TMoFAiDL TMoFAidI TMoFAidR TMoFafdI TMoFaFdR TMoFaidR TMoFIFDR TMoFIpdR TMoFIiDL TMoFiFdR TMoFFfDI TMoFFfdI TMoFFfdR TMoFFFdR TMoFFaDR TMoFFADI TMoFFADL TMoFFAdI TMoFFiDI TMoFFiDL TMoFFidI TMoFPfdI TMoFPFDR TMoFPFdI TMoFPcdI TMoFPaDI TMoFPaDL TMoFPadR TMoFPADI TMoFPAdI TMoFPiDI TMoFPidI TMoFPidR TMoPIcDR

TMoPFFdR TMoPFAdR TMoPFiDI TMoPFiDR TMoPFiDL TMoPFidI TMPAAfDI TMPAAfDR TMPAAfDL TMPAAFDR TMPAAFDL TMPAFfdI TMPAFfdR TMPAFFdR TMPAFaDR TMPAFaDL TMPAFadR TMPAFADR TMPAFAdR TMPAPFdI TMPAPFdR TMPAPCdI TMPAPCdR TMPAPCdL TMPaAfDI TMPaAfDR TMPaAFDI TMPaAFDR TMPaAFDL TMPaAcDI TMPaAcDR TMPaAcDL TMPaACDR TMPaACDL TMPaApDI TMPaApDR TMPaAaDR TMPaaFDR TMPaaaDR TMPaaaDL TMPaIADI TMPaIADR TMPaIADL TMPaFcDI TMPaFcDR TMPaFcDL TMPaFcdI TMPaFcdR TMPaFcdL TMPaFpDR TMPaFpDL TMPaFpdI TMPaFpdR TMPaFaDR TMPaFadR TMPaFADR TMPaFAdR TMPIAfDI TMPIAfDR TMPIAfDL TMPIAFDI TMPIAFDR TMPIAFDL TMPIAaDI TMPIAaDR TMPIAaDL TMPIAADI

TMPIAADR TMPIafDI TMPIafDR TMPIafDL TMPIaFDI TMPIaFDR TMPIaFDL TMPIiFDI TMPIiFDL TMPIFfDR TMPIFfDL TMPIFfdR TMPIFFDI TMPIFadI TMPIFadR TMPIPfDR TMPIPcDR TMPiAfDI TMPiAfDR TMPiAfDL TMPiAFDI TMPiAFDR TMPiAFDL TMPFAfdI TMPFAfdR TMPFAFDI TMPFAaDI TMPFAaDR TMPFAaDL TMPFAadI TMPFAadR TMPFAADI TMPFAADR TMPFAADL TMPFAAdI TMPFAAdR TMPFAIDI TMPFAIDR TMPFAIdI TMPFafDR TMPFaaDI TMPFaaDR TMPFaaDL TMPFaadI TMPFaadL TMPFIfDI TMPFIfDR TMPFIfdI TMPFIfdR TMPFIaDI TMPFIaDL TMPFIadI TMPFIadR TMPFIADI TMPFIADR TMPFIADL TMPFIAdI TMPFIAdL TMPFiFDR TMPFiFdR TMPFFfDI TMPFFfDR TMPFFfDL TMPFFFDI TMPFFFDL TMPFFaDI TMPFFaDL



170

TMPFFadR TMPFFADI TMPFFADR TMPFFADL TMPFFAdR TMPFFIDI TMPFFIDR TMPFFIDL TMPFFIdI TMPFFIdR TMPFPfDI TMPFPfdR TMPFPFDI TMPFPaDI TMPFPaDR TMPFPaDL TMPFPadI TMPFPadR TMPFPADI TMPFPADR TMPFPADL TMPFPAdI TMPFPAdR TMPFPidR TMPFPIDI TMPFPIDR TMPFPIdI TMPPFfdR TMPPFaDL TMPPFadR TMPPFADI TMPPFADR TMPPFADL TMPPFAdI TMPPFAdR TMPPFIDL TMPPFIdI TMpAFiDI TMpAFiDR TMpAFiDL TMpAFidI TMpAFIDI TMpAFIDR TMpAFIdI TMpAFIdR TMpAPIDR TMpaAfDR TMpaACDR TMpaApDR TMpaFfDR TMpaFcDI TMpaFcDR TMpaFcdI TMpaFcdR TMpaFpdI TMpaFiDL TMpaFidI TMpaFidR TMpaFIDL TMpaFIdI TMpIAfDR TMpIAFDI TMpIAFDR TMpIIfDI TMpIIfDL TMpiAfDI TMpiAfDR

TMpiAfDL TMpFAfdI TMpFAfdR TMpFAiDI TMpFAiDL TMpFAidI TMpFAIDI TMpFAIDR TMpFAIDL TMpFAIdI TMpFafdI TMpFaiDI TMpFaiDL TMpFaidI TMpFIiDI TMpFIiDL TMpFIidI TMpFIIDI TMpFIIDL TMpFifdI TMpFiFdR TMpFFfdI TMpFFFDR TMpFFADR TMpFFiDI TMpFFidI TMpFFIDI TMpFFIdI TMpFPfdR TMpFPcdR TMpFPpdI TMpFPpdR TMpFPiDI TMpFPiDL TMpFPidI TMpFPIDI TMpFPIDR TMpFPIDL TMpFPIdI TMpPFfdI TMpPFfdR TMpPFiDI TMpPFiDL TMpPFidI TMpPFIDI TMpPFIDR TMpPFIDL TMpPFIdI TMQAAfDL TMQAAFDI TMQAAFDR TMQAAFDL TMQAAaDR TMQAIFDI TMQAIFDR TMQAIFDL TMQAFFDI TMQAFFDR TMQAFFdI TMQAFFdR TMQAFaDR TMQAFaDL TMQAFadR TMQAFADR TMQAFAdR TMQaAfDI TMQaAfDR

TMQaAfDL TMQaAFDI TMQaAFDR TMQaAFDL TMQaAcDR TMQaApDR TMQaaaDI TMQaaaDR TMQaaaDL TMQaIaDI TMQaIaDR TMQaIaDL TMQaFcDI TMQaFcDR TMQaFcDL TMQaFcdR TMQaFpDR TMQaFpDL TMQaFpdR TMQaFaDR TMQaFaDL TMQaFadR TMQIAfDI TMQIAfDL TMQIAFDI TMQIAaDI TMQIAaDR TMQIAaDL TMQIafDI TMQIafDR TMQIafDL TMQIacDL TMQIaaDI TMQIaaDR TMQIaaDL TMQIFfDR TMQIFfDL TMQIFfdR TMQIFaDI TMQIFaDR TMQIFaDL TMQIFadI TMQIFadR TMQIFadL TMQIPfdI TMQIPFdI TMQIPFdR TMQIPCdI TMQIPCdR TMQIPCdL TMQiAfDI TMQiAfDR TMQiAfDL TMQiAFDI TMQiAFDR TMQiAFDL TMQFAfdI TMQFAFDR TMQFAFDL TMQFAaDI TMQFAaDR TMQFAaDL TMQFAadI TMQFAadR TMQFAADI TMQFAAdI TMQFAAdR

TMQFAIDI TMQFAIDR TMQFAIdI TMQFAIdR TMQFaFDR TMQFaaDI TMQFaaDR TMQFaaDL TMQFaadI TMQFaadR TMQFaADI TMQFaAdI TMQFIfdR TMQFIFDR TMQFIFdR TMQFIaDI TMQFIaDR TMQFIaDL TMQFIadI TMQFIadR TMQFIADI TMQFIADR TMQFIADL TMQFIAdI TMQFIAdR TMQFifDR TMQFiFDR TMQFiFdI TMQFFfDR TMQFFaDR TMQFFaDL TMQFFADR TMQFFADL TMQFFIDI TMQFFIDR TMQFFIDL TMQFPfDR TMQFPfDL TMQFPfdR TMQFPFDR TMQFPFdI TMQFPFdR TMQFPaDI TMQFPaDR TMQFPaDL TMQFPadI TMQFPADI TMQFPADL TMQFPAdI TMQFPAdR TMQFPIDI TMQFPIDR TMQFPIDL TMQFPIdI TMQFPIdR TMQPAaDI TMQPFfDR TMQPFFDL TMQPFFdI TMQPFFdR TMQPFaDI TMQPFaDR TMQPFaDL TMQPFadI TMQPFadR TMQPFADI TMQPFADL

TMQPFAdI TMQPFAdR TMQPFIDI TMQPFIDR TMQPFIdI TMQPFIdR TMqAAfDR TMqAAfdI TMqAAcdI TMqAFfdR TMqAPFdR TMqAPFdL TMqAPCdI TMqaAfDI TMqaAfDR TMqaAFDR TMqaAcDR TMqaFfdR TMqaFcDR TMqaFcdR TMqaFpdI TMqaFpdR TMqaFiDL TMqaFidI TMqaFidR TMqaPFDI TMqaPFDL TMqaPcDI TMqaPiDL TMqIAfDR TMqIAFDI TMqIAFDL TMqIAcDI TMqIAcDR TMqIApDI TMqIApDR TMqIaFDI TMqIaFDL TMqIIfDI TMqIIfDR TMqIIfDL TMqIIcDL TMqIFFDI TMqIFFDL TMqIFFdI TMqIFidI TMqiAfDI TMqiAfDR TMqiAfdI TMqiIfDI TMqiFfDR TMqiFfDL TMqiFfdR TMqFAcdI TMqFAidI TMqFAIDI TMqFAIDR TMqFAIDL TMqFAIdI TMqFafdI TMqFaidI TMqFaIDL TMqFaIdI TMqFIfdI TMqFIFDR TMqFIFdR TMqFIpdR

TMqFIiDI TMqFIidI TMqFIIdI TMqFifdI TMqFFfDR TMqFFFdI TMqFFFdR TMqFFaDI TMqFFadI TMqFFADI TMqFFADL TMqFFAdI TMqFFIdI TMqFPFdR TMqFPadR TMqFPADI TMqFPADR TMqFPiDI TMqFPidI TMqFPIDI TMqFPIDR TMqFPIDL TMqFPIdI TMqPIcDR TMqPFfDR TMqPFfdR TMqPFidI TMqPFIDI TMqPFIDR TMqPFIDL TMqPFIdI TMRAAFDI TMRAAFDL TMRAAaDR TMRAIFDI TMRAIFDR TMRAIFDL TMRAFFDI TMRAFaDR TMRAFadI TMRAFADR TMRAFAdR TMRaAfDI TMRaAfDR TMRaAFDI TMRaAFDR TMRaAFDL TMRaaaDI TMRaaaDR TMRaaADR TMRaIaDI TMRaIADI TMRaFFdR TMRaFcDR TMRaFcDL TMRaFcdR TMRaFadI TMRaFadR TMRaFADR TMRaFAdR TMRIAfDR TMRIAfDL TMRIACDR TMRIAaDI TMRIAaDR TMRIafDI TMRIafDR

TMRIafDL TMRIaFDI TMRIaFDR TMRIaFDL TMRIaaDI TMRIFfdR TMRIFaDI TMRIFaDR TMRIFaDL TMRIFadI TMRIFadR TMRIPfDR TMRIPfDL TMRIPfdI TMRIPpdI TMRiAfDI TMRiAfDR TMRiAfDL TMRFAfdR TMRFAaDI TMRFAaDL TMRFAadI TMRFAADI TMRFAADR TMRFAIDI TMRFAIdR TMRFaFDL TMRFaFdR TMRFaaDR TMRFaaDL TMRFaadI TMRFaADI TMRFaADL TMRFaAdI TMRFaAdR TMRFIfdI TMRFIFdR TMRFIaDI TMRFIaDR TMRFIaDL TMRFIadI TMRFIADR TMRFIAdI TMRFIAdR TMRFiFDL TMRFiFdR TMRFFaDI TMRFFaDR TMRFFaDL TMRFFadI TMRFFadR TMRFFADI TMRFFADR TMRFFADL TMRFFAdI TMRFFAdR TMRFFIDR TMRFFIdI TMRFFIdR TMRFPfdR TMRFPaDI TMRFPaDR TMRFPadI TMRFPADR TMRFPADL TMRFPAdI TMRFPIDI



171

TMRFPIDL TMRFPIdI TMRPFfdR TMRPFFDL TMRPFadI TMRPFADR TMRPFAdR TMRPFIDL TMRPPIDL TMrAPfDR TMrAPFdI TMrAPFdR TMrAPFdL TMraAfDI TMraAfDR TMraAfDL TMraAFDI TMraAFDR TMraFcDI TMraFcDR TMraFcdI TMraFcdR TMraFiDL TMraFidI TMraFIdI TMrIAfDR TMrIAFDI TMrIAFDL TMrIaFDI TMrIaFDR TMrIaFDL TMrIIfDR TMrIIfDL TMrIiFDI TMrIiFDR TMrIiFDL TMrIFFDI TMrIFFDL TMriAfDR TMriAfDL TMrFAiDI TMrFAiDL TMrFAidI TMrFAIDI TMrFAIDR TMrFAIdI TMrFAIdR TMrFaiDI TMrFaiDL TMrFaidI TMrFaIDR TMrFaIDL TMrFIfdR TMrFIiDI TMrFIiDL TMrFIidI TMrFIIDR TMrFIIDL TMrFifdI TMrFFfdI TMrFFfdR TMrFFFdI TMrFFaDR TMrFFADL TMrFFiDI TMrFFidI TMrFFIDI

TMrFFIDL TMrFFIdI TMrFPfdI TMrFPfdR TMrFPcdI TMrFPpdR TMrFPadR TMrFPAdI TMrFPiDI TMrFPiDL TMrFPidI TMrFPIDI TMrFPIdI TMrFPIdR TMrPFiDI TMrPFidI TMrPFIDR TMrPFIdR TMKAAFDR TMKAAFDL TMKAAADR TMKAAADL TMKAIFDI TMKAIFDR TMKAIFDL TMKAIADI TMKAIADR TMKAIADL TMKAFfdR TMKAFFDR TMKAFFdI TMKAFFdR TMKAFaDL TMKAFadI TMKAFADI TMKAFADR TMKAFADL TMKAFAdI TMKAFAdR TMKAPCDL TMKaAfDI TMKaAfDR TMKaAfDL TMKaAFDR TMKaAaDI TMKaFFDI TMKaFFDR TMKaFFDL TMKaFFdI TMKaFFdR TMKaFcDI TMKaFcDR TMKaFcDL TMKaFcdI TMKaFcdR TMKaFadI TMKIAaDI TMKIAaDR TMKIAaDL TMKIAADR TMKIFfDI TMKIFaDI TMKIFaDL TMKIFadI TMKIFADL TMKIFAdR TMKIPFdI

TMKIPFdR TMKIPFdL TMKiAfDI TMKFAFDI TMKFAAdR TMKFaFDI TMKFIfdR TMKFIFdR TMKFIAdR TMKFifdI TMKFiFDR TMKFiFdR TMKFFFDR TMKFFADR TMKFFADL TMKFFAdR TMKFPfDR TMKFPfdI TMKFPfdR TMKFPAdR TMKPFfdI TMKPFFdR TMkAAaDR TMkAAaDL TMkAaiDI TMkAaiDR TMkAaiDL TMkAIADI TMkAIADR TMkAIADL TMkAFFdR TMkAFADI TMkAFADR TMkAFAdR TMkAPadI TMkaFcdI TMkaFcdR TMkaFiDR TMkaFiDL TMkaFidI TMkIAFDI TMkIAFDR TMkIAaDI TMkIAaDR TMkIAaDL TMkIAADI TMkIAADL TMkIaFDI TMkIaFDL TMkIaADI TMkIaADL TMkIIfDI TMkIIfDR TMkIIfDL TMkIifDL TMkIFfdI TMkIFFDI TMkIFFDR TMkIFFDL TMkIFFdI TMkIFADI TMkIFADL TMkIFAdI TMkIPCDR TMkIPadI TMkFAfdI TMkFAiDR

TMkFAidI TMkFafdI TMkFaADL TMkFaAdR TMkFIfdI TMkFIfdR TMkFIAdR TMkFifdI TMkFFfdI TMkFFfdR TMkFFFdI TMkFFadI TMkFFadR TMkFFADR TMkFFiDI TMkFFiDL TMkFFidI TMkFPAdR TMkFPiDI TMkFPiDL TMkFPidI TMkPFiDI TMkPFiDR TMkPFiDL TMkPFidR TMLAAaDI TMLAAaDR TMLAAaDL TMLAaIDI TMLAFfdR TMLAFaDI TMLAFaDL TMLAFadI TMLAFadR TMLAFadL TMLAFADI TMLAFADR TMLAFADL TMLAFAdI TMLAFAdR TMLaAfDI TMLaAFDR TMLaACDR TMLaApDR TMLaAaDI TMLaAaDR TMLaAaDL TMLaAADI TMLaAADR TMLaAADL TMLaFcDI TMLaFcDL TMLaFcdI TMLaFcdR TMLaFpDR TMLaFpdI TMLaFpdR TMLaFaDI TMLaFaDR TMLaFaDL TMLaFadI TMLaFadR TMLaFADR TMLaFADL TMLaFAdI TMLaFAdR TMLIAfDR

TMLIAaDI TMLIAaDR TMLIAaDL TMLIAADI TMLIAADR TMLIAADL TMLIafDR TMLIafDL TMLIaFDI TMLIaFDR TMLIaFDL TMLIaaDI TMLIaaDR TMLIaaDL TMLIaADI TMLIaADR TMLIiFDI TMLIiFDL TMLIFfDL TMLIFfdI TMLIFfdR TMLIFaDI TMLIFaDR TMLIFaDL TMLIFadI TMLIFadR TMLIFADI TMLIFADR TMLIFADL TMLIFAdI TMLIFAdR TMLIPadI TMLiAfDL TMLiAFDR TMLFAfdR TMLFAaDI TMLFAaDR TMLFAaDL TMLFAadI TMLFAadR TMLFAADI TMLFAADR TMLFAADL TMLFAAdI TMLFAAdR TMLFaaDI TMLFaaDR TMLFaaDL TMLFaadI TMLFaadR TMLFaADI TMLFaADL TMLFIfdR TMLFIFdI TMLFIFdR TMLFIaDI TMLFIaDR TMLFIaDL TMLFIadI TMLFIadR TMLFIADI TMLFIAdI TMLFIAdR TMLFIIdR TMLFFFDR TMLFFaDI TMLFFaDR

TMLFFADI TMLFFADR TMLFFIDI TMLFFIDR TMLFFIDL TMLFFIdI TMLFFIdR TMLFPfdR TMLFPaDI TMLFPadI TMLFPadR TMLFPADR TMLFPAdI TMLFPIDI TMLFPIDR TMLFPIdR TMLPFaDI TMLPFadI TMLPFADI TMLPFAdR TMLPFIdR TMlAFfdR TMlAFADL TMlAFAdI TMlAFAdR TMlaAfDI TMlaAfDR TMlaAfDL TMlaAADI TMlaFcdI TMlaFcdR TMlaFpdI TMlaFpdR TMlaFaDR TMlaFADR TMlIAfDR TMlIAADL TMlIaADI TMlIaADR TMlIaADL TMlIIfDI TMlIIfdI TMlIIcDI TMlIFfDR TMlIFadI TMlIPFdI TMlIPadI TMliAfDI TMliAfDL TMlFAfdI TMlFAAdR TMlFAIdR TMlFafdI TMlFaFdI TMlFaIDI TMlFIfDI TMlFIfDR TMlFIfdI TMlFIadR TMlFIIDL TMlFIIdI TMlFFfDR TMlFFfdI TMlFFFDI TMlFFFDR TMlFFFdI TMlFFAdR

TMlFFIDI TMlFFIDR TMlFPFdR TMlFPcDR TMlFPcdR TMlFPpdI TMlFPADR TMlFPAdR TMlFPIDR TMlFPIDL TMlFPIdR TMlPFfDR TMlPFfdI TMlPFIDR TMlPFIdR TMMAAaDI TMMAIFDI TMMAIFDR TMMAIFDL TMMAIADI TMMAIADR TMMAIADL TMMAFFdI TMMAFFdR TMMAFaDI TMMAFaDL TMMAFadI TMMAFadR TMMAFADI TMMAFADR TMMAFADL TMMAFAdI TMMaAfDI TMMaAfDR TMMaAfDL TMMaAFDL TMMaApDR TMMaAaDI TMMaAaDR TMMaAaDL TMMaFcDI TMMaFcDR TMMaFcDL TMMaFcdI TMMaFcdR TMMaFpDR TMMaFpdI TMMaFaDR TMMaFaDL TMMaFadI TMMaFadR TMMIAfDI TMMIAfDL TMMIAFDR TMMIAaDI TMMIAaDR TMMIAaDL TMMIAADI TMMIafDR TMMIafDL TMMIaaDR TMMIFfDL TMMIFfdI TMMIFfdR TMMIFFdR TMMIFaDI TMMIFaDR



172

TMMIFaDL TMMIFadI TMMIFadR TMMIFADR TMMIFADL TMMIFAdI TMMIFAdR TMMIPFdI TMMiAfDI TMMiAfDL TMMFAFDR TMMFAFdR TMMFAaDI TMMFAaDR TMMFAadI TMMFAAdR TMMFAiDR TMMFAIdI TMMFAIdR TMMFAIdL TMMFaFDR TMMFaaDI TMMFaadI TMMFaADR TMMFaAdI TMMFaAdR TMMFaIDR TMMFaIdI TMMFIfDR TMMFIFdI TMMFIFdR TMMFIaDI TMMFIaDR TMMFIadI TMMFIADI TMMFIADL TMMFIAdI TMMFIAdR TMMFIIdR TMMFiFdR TMMFFfDR TMMFFFDR TMMFFFDL TMMFFaDI TMMFFadL TMMFFADI TMMFFADR TMMFFIDI TMMFFIDR TMMFFIDL TMMFPfDR TMMFPFdR TMMFPaDI TMMFPaDR TMMFPadR TMMFPADI TMMFPAdI TMMFPAdR TMMFPidR TMMFPIDI TMMFPIDR TMMFPIdI TMMFPIdR TMMPFFDR TMMPFaDI TMMPFaDR TMMPFadR

TMMPFIDL TMMPFIdI TMMPFIdR TMmAAfDR TMmAAaDR TMmAaiDL TMmAIFDL TMmAIADI TMmAIADL TMmAFadI TMmAFADL TMmAFAdI TMmAFAdR TMmAPadI TMmaAfDR TMmaaiDL TMmaFcDI TMmaFcdI TMmaFpdI TMmaFpdR TMmaFiDR TMmaFidI TMmaPFdI TMmaPcDR TMmaPCDR TMmaPCdI TMmIAfDR TMmIAfDL TMmIAFDI TMmIAFDL TMmIAADI TMmIAADL TMmIaFDI TMmIaFDL TMmIaADI TMmIIfDR TMmIIfDL TMmIFFdI TMmIFADI TMmIFAdI TMmIPAdI TMmiAfDR TMmiFCdI TMmFAFdR TMmFAcDR TMmFAcdR TMmFAiDI TMmFAiDL TMmFAidI TMmFAIDR TMmFaiDI TMmFaIDR TMmFaIDL TMmFIfdI TMmFIfdR TMmFIcdI TMmFIpdI TMmFIadR TMmFIiDR TMmFIiDL TMmFIIDI TMmFIIDL TMmFIIdI TMmFiFdI TMmFFfdI TMmFFFdI TMmFFADR

TMmFFADL TMmFFAdI TMmFFidI TMmFFIDI TMmFFIdI TMmFPFDL TMmFPcdR TMmFPpdI TMmFPadR TMmFPiDL TMmFPIDR TMmFPIDL TMmPAcdR TMmPIiDL TMmPFAdR TMmPFiDI TMmPFiDL TMmPFidI TMmPFIDI TMmPFIDR TMmPFIdI TMNAAFDR TMNAAFDL TMNAAaDR TMNAAaDL TMNAIADR TMNAFfdR TMNAFFDR TMNAFFDL TMNAFFdI TMNAFaDI TMNAFaDR TMNAFadR TMNAFAdR TMNAPADL TMNaAfDI TMNaApDR TMNaAaDI TMNaAaDR TMNaAaDL TMNaAADI TMNaAADR TMNaAADL TMNaFcDR TMNaFcDL TMNaFcdR TMNaFpdI TMNaFpdR TMNaFaDR TMNaFaDL TMNaFadI TMNaFadR TMNaFADR TMNaFADL TMNaFAdI TMNaFAdR TMNaPADL TMNIAfDR TMNIAaDI TMNIAaDR TMNIAaDL TMNIAADI TMNIAADR TMNIAADL TMNIafDR TMNIaFDI TMNIaFDR

TMNIaADI TMNIaADR TMNIaADL TMNIFfDI TMNIFfdR TMNIFaDI TMNIFaDR TMNIFaDL TMNIFadI TMNIFadR TMNIFADI TMNIFADR TMNIFADL TMNIFAdI TMNIPadI TMNiAfDI TMNiAfDR TMNiAfDL TMNFAFdI TMNFAADI TMNFaadI TMNFaAdI TMNFIaDI TMNFIaDR TMNFiFDR TMNFiFdI TMNFFFDR TMNFFADR TMNFFAdI TMNFFAdR TMNFFIDI TMNFFIDR TMNFFIdI TMNFPadR TMNFPADI TMNFPIDI TMNFPIdI TMNPFFdR TMNPFaDI TMNPFadR TMnAAaDR TMnAaiDI TMnAFfdI TMnAFADI TMnAFADR TMnAFAdI TMnAPFdI TMnAPFdR TMnAPCdL TMnaAfDR TMnaAADI TMnaAADR TMnaaiDI TMnaFiDL TMnaFidR TMnIAfDR TMnIAaDI TMnIAADI TMnIAADR TMnIAADL TMnIIfDI TMnIFfdR TMnIFFdR TMnIFaDR TMnIFadR TMnIFADI TMnIPFdI

TMnIPCdL TMniAfDI TMniAfDR TMniAfDL TMniFAdI TMnFAfdI TMnFAiDR TMnFafdI TMnFaiDR TMnFaidR TMnFIfdI TMnFIadR TMnFifdI TMnFFfdI TMnFFFdI TMnFFadR TMnFFAdI TMnFFiDI TMnFFiDL TMnFFidI TMnFFIdI TMnFFIdR TMnFPfdI TMnFPcdI TMnFPpdR TMnFPiDR TMnFPiDL TMnFPidI TMnFPIdI TMnPFiDI TMnPFiDR TMnPFidI TMWAAFDR TMWAAADR TMWAIFDR TMWAIADI TMWAIADR TMWAIADL TMWAFFdR TMWAFADI TMWAFADR TMWAFADL TMWAFAdR TMWaAfDI TMWaAfDR TMWaAfDL TMWaAFDR TMWaFFDI TMWaFFDR TMWaFFDL TMWaFFdI TMWaFFdR TMWaFcDI TMWaFcdI TMWaFcdR TMWaFpdI TMWIAfDR TMWIAfDL TMWIAaDI TMWIAaDR TMWIAaDL TMWIAADR TMWIFADR TMWIFADL TMWIPFdI TMWIPFdR TMWIPCdL

TMWIPAdI TMWIPAdL TMWiAfDI TMWiAfDR TMWiAfDL TMWFAFdR TMWFAADL TMWFAAdR TMWFIFdL TMWFIAdR TMWFiFdR TMWFFfDI TMWFFFDR TMWFFaDR TMWFFADR TMWFPFdI TMWFPFdR TMWFPaDR TMWFPAdR TMWPFFDR TMwAAADL TMwAFfdI TMwAFfdR TMwAFFdI TMwAPFdI TMwAPFdR TMwAPCdL TMwaAfDR TMwaAfDL TMwaFcDI TMwaFcdI TMwaFadR TMwIAfDR TMwIAFDR TMwIAaDR TMwIAaDL TMwIaFDI TMwIaADI TMwIIfDI TMwIIfdI TMwIIcDI TMwIIcDR TMwIifDI TMwIifDL TMwIiFDI TMwIFFDI TMwIFADI TMwIFADL TMwIFAdI TMwIPFdI TMwiAfDI TMwiAfDR TMwFAfdI TMwFAAdI TMwFafdI TMwFaADL TMwFIFdI TMwFIadR TMwFIADR TMwFifdI TMwFiFdI TMwFFfDI TMwFFfDR TMwFFFdI TMwFFAdI TMwFPfdI TMwFPfdR

TMwFPadI TMwPFadR TMwPFAdR TMXAAaDI TMXAAaDR TMXAAaDL TMXAFfdI TMXAFfdR TMXAFFdR TMXAFaDI TMXAFaDL TMXAFadI TMXAFadR TMXAFAdR TMXaAfDI TMXaAfDR TMXaAfDL TMXaAaDR TMXaAaDL TMXaAADI TMXaAADR TMXaFcDI TMXaFcDR TMXaFcDL TMXaFcdI TMXaFcdR TMXaFpdR TMXaFaDL TMXaFadI TMXaFADR TMXaFADL TMXaFAdI TMXaFAdR TMXIAfDR TMXIAfDL TMXIAFDR TMXIAaDI TMXIAaDR TMXIAaDL TMXIAADI TMXIAADR TMXIAADL TMXIafDR TMXIaFDI TMXIaFDR TMXIaFDL TMXIaADI TMXIaADR TMXIFfDR TMXIFfDL TMXIFfdR TMXIFFdR TMXIFaDI TMXIFaDR TMXIFaDL TMXIFadI TMXIFadR TMXIFADI TMXIFADR TMXIFADL TMXIFAdI TMXIFAdR TMXIPFdI TMXIPADI TMXiAfDI TMXiAfDR TMXiAfDL



173

TMXiAFDR TMXFAaDR TMXFAadI TMXFAadR TMXFAADR TMXFAAdR TMXFAIDI TMXFAIDR TMXFAIdR TMXFaaDR TMXFaaDL TMXFaadI TMXFaadR TMXFaADR TMXFaAdI TMXFIfDR TMXFIFdR TMXFIaDR TMXFIadI TMXFIadR TMXFIADR TMXFIAdI TMXFIAdR TMXFIIdR TMXFiFdR TMXFFfDR TMXFFaDI TMXFFaDR TMXFFADI TMXFFADR TMXFFIDI TMXFFIDR TMXFFIDL TMXFFIdI TMXFFIdR TMXFPFdR TMXFPaDI TMXFPadI TMXFPADR TMXFPAdI TMXFPAdR TMXFPIDI TMXFPIDR TMXFPIDL TMXPFadI TMXPFadR TMXPFADR TMXPFAdI TMxAAaDR TMxAAaDL TMxAFFdR TMxaAfDI TMxaFcDI TMxaFcdI TMxaFadR TMxaFADR TMxaFADL TMxaFAdI TMxIAfDR TMxIAaDR TMxIaADL TMxIIfDR TMxIIfDL TMxIIcDI TMxIIcDL TMxIiFDI TMxIiFDL

TMxIFfdR TMxIFADI TMxIFADR TMxIPFdI TMxIPFdR TMxIPCdL TMxiAfDI TMxiAfDR TMxiAfDL TMxFAfdI TMxFafdI TMxFaFdI TMxFaaDL TMxFIfdI TMxFIFdR TMxFIadR TMxFIAdR TMxFifdI TMxFFFDI TMxFFFDR TMxFFFdI TMxFFadI TMxFFAdI TMxFFIdR TMxFPfdI TMxPFadI TMxPFAdR TMxPFIDR TMYAAFDR TMYAAFDL TMYAAaDR TMYAIFDR TMYAIADI TMYAIADR TMYAFFDR TMYAFFDL TMYAFFdI TMYAFFdR TMYAFadI TMYAFadR TMYAFADR TMYAFAdI TMYAFAdR TMYaAfDI TMYaAfDR TMYaAfDL TMYaAFDR TMYaAcDR TMYaAaDI TMYaAaDR TMYaAaDL TMYaFcDI TMYaFcDL TMYaFcdI TMYaFcdR TMYaFpDR TMYaFaDR TMYaFaDL TMYaFadI TMYaFadR TMYIAfDR TMYIAfDL TMYIAFDR TMYIAaDI TMYIAaDR TMYIAADR TMYIafDR

TMYIaFDI TMYIaADI TMYIFaDI TMYIFaDR TMYIFaDL TMYIFadI TMYIFADI TMYIFADR TMYIFADL TMYIFAdI TMYIFAdR TMYIPFdI TMYIPFdR TMYIPCdL TMYIPAdI TMYIPAdR TMYIPAdL TMYiAfDI TMYiAfDR TMYiAfDL TMYiAFDR TMYFAFDR TMYFAaDI TMYFAaDR TMYFAadI TMYFAADR TMYFAAdI TMYFAIDI TMYFAIdI TMYFaaDL TMYFaADR TMYFaIDI TMYFaIdI TMYFaIdL TMYFIfDR TMYFIadI TMYFIadR TMYFIAdI TMYFIAdR TMYFiFDR TMYFFFDI TMYFFaDR TMYFFADI TMYFFADR TMYFFIDI TMYFFIDR TMYFFIDL TMYFPADR TMYFPAdI TMYFPIDR TMYFPIDL TMYPFaDR TMYPFAdR TMYPFIDI TMYPFIDR TMYPFIDL TMYPFIdI TMYPFIdR TMYPPIDI TMyAFfdI TMyAFaDR TMyAFaDL TMyAFADR TMyAPcDR TMyaAfDI TMyaAfDR TMyaAaDR

TMyaFcDI TMyaFcDR TMyaFcdI TMyIAfDR TMyIAaDR TMyIAADI TMyIIfDR TMyIFfdR TMyIFFDI TMyIFFdI TMyIFADI TMyIFADL TMyIFAdI TMyIPFdI TMyIPFdL TMyFAfdI TMyFAIDR TMyFafdI TMyFaFdI TMyFIfdI TMyFIIdI TMyFifdI TMyFFfDI TMyFFfdI TMyFFFDR TMyFFaDI TMyFFadI TMyFFAdI TMyFFIDR TMyFFIDL TMyFFIdI TMyFFIdL TMyFPfdI TMyFPcdI TMyFPIDL TMZAAaDI TMZAAaDR TMZAAaDL TMZAFFDR TMZAFFdI TMZAFaDI TMZAFadR TMZAFADI TMZAFAdR TMZaAfDI TMZaAfDR TMZaAfDL TMZaAaDI TMZaAaDR TMZaAADI TMZaAADR TMZaAADL TMZaFcDI TMZaFcDR TMZaFcdI TMZaFcdR TMZaFpdR TMZaFaDL TMZaFADR TMZaFAdR TMZIAfDR TMZIAfDL TMZIAaDI TMZIAaDR TMZIAaDL TMZIAADR TMZIafDR

TMZIaADL TMZIFfDR TMZIFaDR TMZIFADI TMZIFADL TMZIFAdI TMZIPFdI TMZIPFdR TMZIPCdL TMZiAfDI TMZiAfDR TMZiAfDL TMZFAadR TMZFAADR TMZFAAdI TMZFIFdR TMZFIaDR TMZFIadI TMZFIadR TMZFIAdR TMZFFfDR TMZFFADI TMZFFADR TMZFPadI TMZFPAdI TMZPFaDI TMzAIFDL TMzAFFdI TMzAFadR TMzaAfDI TMzaAfDR TMzaAFDR TMzaAADR TMzaFcDI TMzaFcdI TMzaFpdI TMzIAfDR TMzIAaDR TMzIAADR TMzIAADL TMzIIcDI TMzIifDL TMzIFfDR TMzIFADI TMzIFADR TMziAfDR TMzFAfdI TMzFaFdI TMzFIfdI TMzFFadI TMzFFAdI TMzFFIdI TMzFFIdR TMzFPfdI TMzFPIdI TMzPFFdI TMzPFaDR TMzPFadI TMzPFADR TMSAAfDL TMSAAFDR TMSAAFDL TMSAAiDI TMSAIFDR TMSAIFDL TMSAIiDI TMSAIiDR

TMSAIiDL TMSAFFDI TMSAFFDR TMSAFFDL TMSAFFdR TMSAFaDL TMSAFadI TMSAFadR TMSAFiDI TMSAFiDR TMSAFiDL TMSAFidI TMSAFidR TMSAPCDL TMSAPaDI TMSAPaDL TMSaAfDI TMSaAfDR TMSaAfDL TMSaAFDI TMSaAFDR TMSaAFDL TMSaFFDR TMSaFFdR TMSaFcDR TMSaFcDL TMSaFcdI TMSaFCDL TMSIafDI TMSIafDL TMSIFFDI TMSIFFDR TMSIFFDL TMSIFFdI TMSIFFdR TMSIFadI TMSIFadR TMSIFIdI TMSIPfDR TMSIPpdI TMSiAfDI TMSiAfDR TMSiAfDL TMSiAFDI TMSiAFDR TMSiAFDL TMSFAFdR TMSFAIDI TMSFAIDR TMSFAIDL TMSFAIdI TMSFAIdR TMSFaiDI TMSFaiDL TMSFaidI TMSFaidR TMSFaidL TMSFIFDR TMSFIadI TMSFFFDR TMSFFFDL TMSFFFdI TMSFFaDI TMSFFaDR TMSFFadI TMSFFiDI TMSFFiDR

TMSFFiDL TMSFPFDL TMSFPadI TMSFPiDI TMSFPiDL TMSFPidI TMSFPidL TMSFPIDI TMSFPIDR TMSFPIDL TMSFPIdI TMSFPIdR TMSPAIDL TMSPaiDI TMSPFFdR TMSPFadR TMSPFiDI TMSPFiDL TMSPFIDI TMSPFIDR TMSPFIDL TMSPFIdI TMSPFIdR TMsAAiDI TMsAAiDL TMsAIiDI TMsAIiDR TMsAIiDL TMsAFFdI TMsAFFdR TMsAFiDI TMsAFiDR TMsAFiDL TMsAFidI TMsAFidR TMsaAFDI TMsaAFDR TMsaAFDL TMsaFfDR TMsaFcDR TMsaFcDL TMsaFcdR TMsaPFDI TMsaPFDR TMsaPFDL TMsaPFdI TMsaPCDI TMsaPCDR TMsaPCDL TMsaPCdI TMsIAfDL TMsIAFDI TMsIaFDI TMsIaCDI TMsIIfDI TMsIifDL TMsIFiDL TMsIFIdI TMsIFIdR TMsiAFDI TMsiAFDR TMsiAFDL TMsiFFDR TMsiFFdR TMsiFCDI TMsiFCDR TMsiFCDL



174

TMsiFCdI TMsiFCdR TMsiFiDR TMsiFiDL TMsiFidR TMsFAIDI TMsFAIDR TMsFAIDL TMsFAIdI TMsFAIdR TMsFIiDI TMsFIiDR TMsFIiDL TMsFIidI TMsFIidR TMsFFiDI TMsFFiDR TMsFFiDL TMsFFidI TMsFFidR TMsFPIDI TMsFPIDR TMsFPIDL TMsFPIdI TMsFPIdR TMsPIiDR TMsPFIDI TMsPFIDR TMsPFIDL TMsPFIdI TMsPFIdR TMTAAfDR TMTAAFDI TMTAAFDR TMTAAFDL TMTAAiDI TMTAFFDI TMTAFFDR TMTAFFDL TMTAFFdI TMTAFFdR TMTAFFdL TMTAFiDR TMTAFiDL TMTAFidI TMTAFidR TMTAFidL TMTaAfDI TMTaAfDR TMTaAfDL TMTaAFDI TMTaAFDR TMTaAFDL TMTaAcDR TMTaACDI TMTaACDR TMTaACDL TMTaApDR TMTaaFDI TMTaaFDR TMTaaFDL TMTaaCDL TMTaIFDI TMTaIFDR TMTaIFDL TMTaFFDR TMTaFFDL

TMTaFFdI TMTaFFdR TMTaFFdL TMTaFcDI TMTaFcDR TMTaFcDL TMTaFcdI TMTaFcdR TMTaFpdR TMTaFidR TMTaFIdI TMTaFIdL TMTIAfDR TMTIAfDL TMTIAFDI TMTIAFDR TMTIAFDL TMTIaFDI TMTIaFDR TMTIaFDL TMTIaCDI TMTIFfDI TMTIFfdR TMTIFFDI TMTIFFDR TMTIFFDL TMTIFFdI TMTIFFdR TMTIPfDR TMTIPfdI TMTIPCDL TMTiAfDI TMTiAfDR TMTiAfDL TMTiAFDI TMTiAFDR TMTiAFDL TMTFAADR TMTFAAdI TMTFAIDI TMTFAIDR TMTFAIDL TMTFAIdI TMTFAIdR TMTFafdR TMTFaFDI TMTFaFdI TMTFaAdI TMTFaiDR TMTFaiDL TMTFaidR TMTFIfDR TMTFIfdR TMTFIFDR TMTFifDR TMTFiFDI TMTFFfDR TMTFFFDR TMTFFFdI TMTFFADI TMTFFADR TMTFFADL TMTFFAdI TMTFFiDI TMTFFiDR TMTFFiDL TMTFFidI

TMTFFidR TMTFFIdR TMTFPfDR TMTFPFDR TMTFPADI TMTFPADR TMTFPAdR TMTFPiDI TMTFPidI TMTFPIDI TMTFPIDR TMTFPIDL TMTFPIdI TMTFPIdR TMTPifDR TMTPFADR TMTPFiDI TMTPFiDR TMTPFiDL TMTPFidI TMTPFidR TMTPFIDI TMTPFIDL TMTPFIdI TMTPFIdR TMTPPiDL TMtAAiDI TMtAAiDR TMtAAiDL TMtAIiDI TMtAIiDR TMtAIiDL TMtAFiDI TMtAFiDR TMtAFiDL TMtAFidI TMtAFidR TMtAFIDI TMtAFIDR TMtAFIDL TMtAFIdI TMtAFIdR TMtAPIDI TMtAPIDR TMtaAFDI TMtaAFDR TMtaAFDL TMtaFcDR TMtaFcdR TMtaFiDL TMtaFidI TMtaFidR TMtaFIDL TMtaFIdL TMtIAFDI TMtIAFDR TMtIAFDL TMtIACDI TMtIFidI TMtIFidR TMtIFIDL TMtIFIdR TMtiAfDR TMtiAFDI TMtiAFDR TMtiAFDL TMtiFCDL

TMtiFCdR TMtiFiDR TMtiFiDL TMtiFidR TMtFAIDI TMtFAIdI TMtFaIDI TMtFaIDL TMtFaIdI TMtFIIDI TMtFIIDR TMtFIIDL TMtFIIdI TMtFFiDI TMtFFiDL TMtFFidI TMtPFfdI TMUAAfDR TMUAAFDR TMUAAFDL TMUAAiDI TMUAAiDL TMUAIFDR TMUAIiDI TMUAFfdI TMUAFFDI TMUAFFDR TMUAFFDL TMUAFFdR TMUAFadR TMUAFiDI TMUAFiDR TMUAFiDL TMUAFidI TMUAFidR TMUaAfDI TMUaAfDR TMUaAfDL TMUaAFDI TMUaAFDR TMUaAFDL TMUaAcDR TMUaICDL TMUaFcDI TMUaFcDR TMUaFcDL TMUaFcdI TMUaFcdR TMUaFpDR TMUaFpdI TMUaFpdR TMUIAfDR TMUIAfDL TMUIafDI TMUIafDL TMUIFfdI TMUIFFDI TMUIFFDR TMUIFFDL TMUIFFdI TMUIFFdR TMUIFadI TMUIFadR TMUIFidI TMUIFIdI TMUIPfdI TMUiAfDI

TMUiAfDR TMUiAfDL TMUiAFDI TMUiAFDR TMUiAFDL TMUFAaDI TMUFAaDL TMUFAadI TMUFAadR TMUFAADI TMUFAADL TMUFAAdI TMUFAIDI TMUFAIDR TMUFAIDL TMUFAIdI TMUFAIdR TMUFaFDI TMUFaFDL TMUFaadI TMUFaadR TMUFaADI TMUFaADR TMUFaAdI TMUFaiDR TMUFaidR TMUFIFDR TMUFIaDI TMUFIadI TMUFIadL TMUFIADI TMUFIADR TMUFIADL TMUFIAdI TMUFIAdR TMUFifdR TMUFFFDI TMUFFaDR TMUFFaDL TMUFFADI TMUFFADL TMUFFAdL TMUFFiDI TMUFFiDR TMUFFiDL TMUFFidI TMUFFidR TMUFPFDR TMUFPFdI TMUFPFdR TMUFPaDR TMUFPADR TMUFPAdI TMUFPAdR TMUFPiDI TMUFPiDL TMUFPidI TMUFPIDI TMUFPIDR TMUFPIDL TMUFPIdI TMUFPIdR TMUPAADL TMUPFfdR TMUPFFDL TMUPFFdI TMUPFADI

TMUPFADL TMUPFAdI TMUPFAdR TMUPFiDI TMUPFiDR TMUPFiDL TMUPFidI TMUPFIDI TMUPFIDR TMUPFIDL TMUPFIdI TMUPFIdR TMuAAiDI TMuAAiDR TMuAIiDI TMuAIiDR TMuAIiDL TMuAFiDI TMuAFiDR TMuAFiDL TMuAFidI TMuAFidR TMuaAfDR TMuaAFDI TMuaAFDR TMuaAFDL TMuaFidI TMuaFidR TMuIIfDI TMuIIfDR TMuIIfDL TMuIIcDL TMuIFidI TMuIFidR TMuIFIdI TMuIFIdR TMuIFIdL TMuiAFDI TMuiAFDR TMuiAFDL TMuiAcDI TMuiFiDR TMuiFiDL TMuiFidR TMuFaidI TMuFaIDI TMuFaIDL TMuFaIdI TMuFIiDI TMuFIiDL TMuFIidI TMuFIIDI TMuFIIDL TMuFIIdI TMuFFfdI TMuFFADI TMuFFADR TMuFFAdI TMuFFiDI TMuFFiDL TMuFFidI TMuFPaDR TMuFPADI TMVAAFDI TMVAAFDR TMVAAFDL TMVAIFDI

TMVAIFDR TMVAIFDL TMVAFfdR TMVAFFDI TMVAFFDR TMVAFFDL TMVAFFdI TMVAFFdR TMVAFaDL TMVAFiDI TMVAFiDR TMVAFiDL TMVAFidI TMVAFidR TMVAFIDI TMVAFIDL TMVAPIDR TMVaAfDI TMVaAfDR TMVaAfDL TMVaAFDI TMVaAFDR TMVaAFDL TMVaACDR TMVaACDL TMVaFFDR TMVaFFdI TMVaFcDI TMVaFcDR TMVaFcDL TMVaFcdI TMVaFcdR TMVaFIdR TMVIafDI TMVIafDR TMVIFFDI TMVIFFDR TMVIFFDL TMVIFFdR TMVIFFdL TMVIFaDL TMViAfDI TMViAfDR TMViAfDL TMViAFDI TMViAFDR TMViAFDL TMVFAaDR TMVFAIDI TMVFAIDR TMVFAIDL TMVFAIdI TMVFAIdR TMVFaaDR TMVFaadR TMVFaiDI TMVFaiDR TMVFaiDL TMVFaidI TMVFaidR TMVFaidL TMVFIfdI TMVFIadR TMVFifdR TMVFFFdR TMVFFADI TMVFFAdI



175

TMVFFAdR TMVFFiDI TMVFFiDR TMVFFiDL TMVFFidI TMVFFidR TMVFPADI TMVFPAdI TMVFPiDL TMVFPidI TMVFPIDI TMVFPIDR TMVFPIdI TMVFPIdR TMVPFadR TMVPFAdI TMVPFAdR TMVPFiDI TMVPFiDR TMVPFidI TMVPFIDI TMVPFIDR TMVPFIDL TMVPFIdI TMVPFIdL TMvAAiDI TMvAAiDR TMvAAiDL TMvAIiDR TMvAIiDL TMvAFiDI TMvAFiDR TMvAFiDL TMvAFidI TMvAFidR TMvAPiDI TMvaAFDI TMvaAFDR TMvaAFDL TMvaACDR TMvaFcDR TMvaFcdR TMvaFiDL TMvaFidI TMvaFidR TMvaFidL TMvaFIdI TMvaFIdR TMvaFIdL TMvaPFDI TMvaPFDR TMvaPFDL TMvaPCDI TMvaPCDR TMvaPCDL TMvaPIDR TMvIAfDR TMvIAFDI TMvIaFDI TMvIaFDL TMvIiFDI TMvIFFdI TMviAfDI TMviAFDI TMviAFDL TMviFCDR TMviFCDL

TMviFCdR TMviFiDR TMviFiDL TMviFidR TMvFAIDI TMvFAIDR TMvFAIDL TMvFAIdI TMvFAIdR TMvFaIDI TMvFaIdI TMvFIiDI TMvFIiDL TMvFIidI TMvFIIDI TMvFIIDR TMvFIIDL TMvFIIdI TMvFIIdR TMvFFiDI TMvFFiDL TMvFFidI TMvFPIDI TMvFPIDR TMvFPIDL TMvFPIdI TMvFPIdR TMvPFIDI TMvPFIDL TMvPFIdI TMFAIiDL TMFAFFdR TMFAFiDI TMFAFiDR TMFAFidR TMFAFIDI TMFaAfDI TMFaAfDR TMFaAfDL TMFaACDL TMFaFFDR TMFaFFDL TMFaPCDL TMFIafDI TMFIafDL TMFIFFDI TMFIFFDR TMFIFFDL TMFIFFdI TMFIFFdR TMFiAFDI TMFiAFDR TMFiAFDL TMFiFiDL TMFFAFDI TMFFAFdR TMFFAiDR TMFFAidR TMFFAIDI TMFFAIDR TMFFAIDL TMFFAIdI TMFFAIdR TMFFAIdL TMFFaFdI TMFFaiDI TMFFaiDL

TMFFaidI TMFFaIDR TMFFaIDL TMFFIIDR TMFFIIdR TMFFiFDI TMFFiFDL TMFFiFdI TMFFiFdR TMFFFFDI TMFFFFDR TMFFFFDL TMFFFFdI TMFFFFdR TMFFFiDI TMFFFiDR TMFFFidI TMFFFidR TMFFPFDR TMFFPFdI TMFFPiDI TMFFPiDL TMFFPidI TMFFPIDI TMFFPIDR TMFFPIDL TMFFPIdI TMFPaiDI TMFPFiDI TMFPFidR TMFPFIDR TMfAIiDI TMfAIiDL TMfAFFDI TMfAFFDR TMfAFFDL TMfAFFdI TMfAFFdR TMfAFiDI TMfAFiDR TMfAFiDL TMfAFidI TMfAFidR TMfaaFDI TMfaFfdR TMfaFidI TMfaPFDI TMfaPFDR TMfaPFDL TMfaPFdI TMfaPCDI TMfaPCDR TMfaPCDL TMfIAfDI TMfIAfDR TMfIFIdI TMfIFIdR TMfiAfDR TMfiAfDL TMfiFFdR TMfiFiDL TMfFAiDI TMfFAiDL TMfFAidI TMfFAIDI TMfFAIDL TMfFAIdI

TMfFaiDL TMfFaidI TMfFaidR TMfFaIDR TMfFIiDI TMfFIidI TMfFIIdI TMfFIIdR TMfFFfdR TMfFFiDI TMfFFiDR TMfFFiDL TMfFFidI TMfFFidR TMfFPiDL TMfFPidI TMfFPIDR TMfFPIDL TMfFPIdR TMfPFiDI TMfPFiDR TMfPFiDL TMfPFIdI TMGAIiDI TMGAIiDL TMGAFiDI TMGAFiDL TMGAFidI TMGaAfDI TMGaAfDL TMGaApDR TMGaIFDR TMGaFcDI TMGaFcDR TMGaFcDL TMGaFcdI TMGaFcdR TMGaFpDL TMGaFIdI TMGIAfDR TMGIafDI TMGIafDR TMGIafDL TMGIFFDI TMGIFFDR TMGIFFDL TMGIFFdR TMGiAfDI TMGiAfDR TMGiAfDL TMGiFiDL TMGFAiDI TMGFAiDR TMGFAiDL TMGFAidI TMGFAIDI TMGFAIDR TMGFAIDL TMGFAIdR TMGFafDR TMGFafdR TMGFaADI TMGFaAdI TMGFaiDL TMGFaIDL TMGFaIdR TMGFIidR

TMGFifdR TMGFiFDL TMGFFFDI TMGFFADI TMGFFADL TMGFFAdI TMGFFAdR TMGFFiDR TMGFFiDL TMGFFidI TMGFFidR TMGFFIDR TMGFFIdR TMGFPFdI TMGFPADI TMGFPADL TMGFPiDI TMGFPIDI TMGFPIDR TMGFPIDL TMGFPIdI TMGFPIdR TMGPFfDR TMGPFADL TMGPFiDR TMGPFiDL TMGPFIDI TMGPFIDR TMGPFIDL TMGPFIdI TMGPFIdR TMgAAFDI TMgAAFDR TMgAAFDL TMgAAiDR TMgAIiDI TMgAIiDR TMgAIiDL TMgAFFDI TMgAFFDR TMgAFFDL TMgAFFdI TMgAFFdR TMgAFiDR TMgAFiDL TMgAFidR TMgAPFdI TMgAPCDI TMgaAFDI TMgaAFDR TMgaAFDL TMgaACDI TMgaACDR TMgaaFDI TMgaFFdR TMgaFiDL TMgaFidI TMgaFIDL TMgaFIdI TMgaFIdR TMgaPFDI TMgaPFDR TMgaPFDL TMgaPCDR TMgaPCDL TMgaPiDL TMgaPIDL

TMgIAFDI TMgIAFDR TMgIAFDL TMgIFidI TMgIFidR TMgiAfDR TMgiAFDI TMgiAFDR TMgiAFDL TMgiAcDR TMgiFFDI TMgiFFDR TMgiFFDL TMgiFFdI TMgiFFdR TMgiFiDR TMgiFiDL TMgiFidR TMgiFidL TMgFAiDI TMgFAiDR TMgFAiDL TMgFAidI TMgFAIDI TMgFAIDR TMgFAIDL TMgFAIdI TMgFaiDI TMgFaiDR TMgFaiDL TMgFaidI TMgFaIDI TMgFaIdI TMgFIiDI TMgFIiDR TMgFIiDL TMgFIidI TMgFIidR TMgFIidL TMgFIIDR TMgFIIDL TMgFIIdI TMgFIIdR TMgFFADI TMgFFiDI TMgFFiDR TMgFFiDL TMgFFidI TMgFFidR TMgFPiDI TMgFPiDL TMgFPidI TMgPIcdR TMgPFiDR TMgPFiDL TMgPFidI TMHAIiDI TMHAFFDR TMHAFFdR TMHAFiDL TMHAFidI TMHaAfDI TMHaAfDR TMHaAfDL TMHaApDR TMHaIfDI TMHaIfDR

TMHaIfDL TMHaIcDL TMHaFcDI TMHaFcDR TMHaFcDL TMHaFcdI TMHaFcdR TMHaFpdR TMHaPIDL TMHIAfDR TMHIafDI TMHIafDL TMHIFFDI TMHIFFDR TMHIFFDL TMHIFFdI TMHIFFdR TMHiAfDI TMHiAfDR TMHiAfDL TMHiFiDI TMHiFiDR TMHiFiDL TMHiFidI TMHiFidR TMHFAADI TMHFAiDI TMHFAiDR TMHFAiDL TMHFAidR TMHFAidL TMHFAIDI TMHFAIDR TMHFAIDL TMHFAIdI TMHFAIdR TMHFaAdI TMHFaiDI TMHFaiDL TMHFaIDL TMHFaIdR TMHFIfdR TMHFIFDI TMHFIAdI TMHFIiDI TMHFIidI TMHFIIDR TMHFIIDL TMHFIIdR TMHFiFDR TMHFFfDR TMHFFFDI TMHFFFDR TMHFFFDL TMHFFADI TMHFFADR TMHFFADL TMHFFiDR TMHFFiDL TMHFFidI TMHFFIDR TMHFPFDI TMHFPFDL TMHFPiDI TMHFPIDI TMHFPIDR TMHFPIdI



176

TMHFPIdR TMHPaiDL TMHPFiDI TMHPFiDL TMHPFidR TMHPFIDI TMHPFIDL TMHPFIdI TMHPFIdR TMHPFIdL TMhAAFDI TMhAAiDI TMhAAiDR TMhAIiDI TMhAIiDR TMhAFFDI TMhAFFDR TMhAFFDL TMhAFFdI TMhAFFdR TMhAFiDI TMhAFiDR TMhAFiDL TMhAFidR TMhAPiDL TMhaAcDL TMhaACDI TMhaACDR TMhaACDL TMhaaFDL TMhaFiDL TMhaFidI TMhaFidL TMhaPFDL TMhaPPDL TMhIIfDI TMhIIfDR TMhIIfDL TMhIFidR TMhIFIdI TMhIFIdR TMhiAFDI TMhiAFDR TMhiAFDL TMhiFFDL TMhiFiDL TMhiFidR TMhFAiDL TMhFAidI TMhFAIdI TMhFaiDI TMhFaiDR TMhFaiDL TMhFaidI TMhFaIDI TMhFaIDR TMhFaIDL TMhFaIdI TMhFaIdR TMhFIFdI TMhFIiDI TMhFIiDR TMhFIiDL TMhFIidR TMhFIIDI TMhFIIDL TMhFIIdI

TMhFIIdR TMhFFFdI TMhFFADI TMhFFAdI TMhFFiDR TMhFFidI TMhFFidR TMhFPcDI TMhFPcDR TMhFPcdI TMhFPcdR TMhFPiDI TMhFPiDL TMhFPidI TMhPAcDR TMhPIiDL TMhPFADL TMhPFAdI TMhPFiDI TMhPPcDI TMIAIiDI TMIAIiDR TMIAFFDI TMIAFFDR TMIAFFDL TMIAFFdI TMIAFFdR TMIAFFdL TMIAFiDI TMIAFiDL TMIAFidR TMIAPIDL TMIaACDI TMIaACDR TMIaACDL TMIaApDR TMIaFFDR TMIaFFDL TMIaFFdI TMIaFFdR TMIaFFdL TMIaFcDR TMIaFcdR TMIaFIDL TMIaFIdI TMIaPCDR TMIaPCDL TMIIafDI TMIIafDL TMIIFFDI TMIIFFDR TMIIFFDL TMIIFFdI TMIIFFdR TMIiFiDR TMIiFiDL TMIFAiDR TMIFAidR TMIFAIDI TMIFAIDR TMIFAIDL TMIFAIdI TMIFAIdR TMIFafdR TMIFIidI TMIFIIDR TMIFIIdI

TMIFFFdI TMIFFiDR TMIFFiDL TMIFFidR TMIFFIDR TMIFFIDL TMIFFIdR TMIFPIdI TMIFPIdR TMIPFfdR TMIPFiDI TMIPFiDR TMIPFiDL TMIPFIDI TMIPFIDR TMIPFIDL TMIPFIdI TMIPFIdR TMIPFIdL TMiAAFDI TMiAAFDR TMiAAFDL TMiAIiDI TMiAFFDI TMiAFFDR TMiAFFDL TMiAFFdI TMiAFFdR TMiAFiDR TMiAFiDL TMiAFidR TMiaAFDI TMiaAFDR TMiaAFDL TMiaACDI TMiaACDR TMiaACDL TMiaFFDI TMiaFFDR TMiaFFDL TMiaFFdI TMiaFFdR TMiaFIDL TMiaFIdI TMiaPFDI TMiaPFDR TMiaPFDL TMiaPCDI TMiaPCDR TMiaPCDL TMiaPiDR TMiIFidI TMiiAfDR TMiiAfDL TMiiAFDI TMiiAFDR TMiiAFDL TMiiAcDR TMiiFFDR TMiiFFDL TMiiFFdR TMiiFiDR TMiiFiDL TMiiFidR TMiFAiDR TMiFAidI TMiFAIDI

TMiFAIDR TMiFAIDL TMiFAIdI TMiFaiDI TMiFaiDR TMiFaiDL TMiFaidI TMiFaidR TMiFaIDL TMiFaIdI TMiFIcdR TMiFIiDI TMiFIiDL TMiFIidI TMiFIidL TMiFIIDI TMiFIIDL TMiFIIdI TMiFIIdR TMiFFiDI TMiFFiDR TMiFFiDL TMiFFidR TMiFPiDI TMiFPiDL TMiFPIDR TMiFPIdR TMiPIcdR TMiPFiDR TMiPFidI TMAAAiDL TMAAaIDR TMAAIiDI TMAAIIDL TMAAFiDI TMAAPIDI TMAaAfDI TMAaAfDL TMAaFcdI TMAaFcdR TMAaFpdI TMAIAfDI TMAIafDI TMAIFFDI TMAIFFDR TMAIFFDL TMAIFFdI TMAIFFdR TMAiAfDI TMAiAfDR TMAiAfDL TMAFAiDL TMAFAidR TMAFAIDI TMAFAIDR TMAFAIdI TMAFAIdR TMAFIidI TMAFIIDI TMAFIIDR TMAFIIDL TMAFifdI TMAFFFDI TMAFFFDR TMAFFFDL TMAFFFdI TMAFFiDI

TMAFFiDR TMAFFidI TMAFFIdR TMAFPFdI TMAFPIDI TMAFPIDR TMAFPIdI TMAFPIdR TMAPFiDR TMAPFiDL TMAPFidI TMAPFidR TMAPFIDR TMAPFIDL TMAPFIdI TMAPPIDR TMaAIiDI TMaAIiDL TMaAFidR TMaaPFDI TMaaPFDR TMaaPFDL TMaaPFdI TMaaPCDI TMaaPCDR TMaIAfDI TMaIAfDR TMaIAcDI TMaIAcDL TMaIAIDI TMaIAIDR TMaIAIDL TMaIaIDI TMaIIfDI TMaIIfDL TMaIFIdR TMaiAfDR TMaiAcDI TMaiAcdI TMaiFiDL TMaFAiDR TMaFAidR TMaFAIDI TMaFAIDL TMaFAIdI TMaFaidI TMaFaIdI TMaFIidI TMaFFiDR TMaFFiDL TMaFFidR TMaFPiDI TMaFPiDR TMaFPIDR TMaFPIDL TMaFPIdR TMaPFiDR TMaPFidR TMaPFIDI TMaPFIDL TMaPFIdI TMaPPIDI TMBAaIDR TMBAIiDI TMBAIiDR TMBAFidR TMBaAfDI

TMBaAfDR TMBaAfDL TMBaaIDL TMBaFcDR TMBaFcDL TMBaFcdI TMBaFcdR TMBaFiDR TMBIAFDI TMBIAFDR TMBIAFDL TMBIACDR TMBIAiDI TMBIafDI TMBIafDR TMBIafDL TMBiAfDI TMBiAfDR TMBiAfDL TMBiFiDL TMBFAiDL TMBFAidR TMBFAIDI TMBFAIDR TMBFAIDL TMBFAIdR TMBFafdR TMBFaiDL TMBFaidI TMBFIfdR TMBFiFdR TMBFFfDR TMBFFFDI TMBFFFdI TMBFFADI TMBFFADR TMBFFADL TMBFFAdI TMBFFiDR TMBFFidI TMBFFidR TMBFFIDR TMBFFIdR TMBFPFdI TMBFPidR TMBFPIDR TMBFPIDL TMBFPIdI TMBFPIdR TMBPACDI TMBPFidR TMBPFIDI TMBPFIDR TMBPFIDL TMBPFIdI TMBPFIdR TMbAAFDI TMbAAFDR TMbAAFDL TMbAACDI TMbAaIDR TMbAaIDL TMbAIiDI TMbAIiDR TMbAIiDL TMbAIIDI TMbAIIDR

TMbAFidR TMbaAfDL TMbaAFDI TMbaAFDR TMbaaiDI TMbaaiDR TMbaaIDI TMbaFiDR TMbaFiDL TMbaFidI TMbaFidR TMbaFidL TMbaFIDR TMbaFIDL TMbaFIdI TMbaFIdR TMbaPFDI TMbaPFDR TMbaPFDL TMbaPFdI TMbaPCDR TMbaPCDL TMbaPIDL TMbIAFDI TMbIACDI TMbIACDR TMbIAiDI TMbIAiDL TMbIFFdR TMbIFidI TMbIFidR TMbiAfDR TMbiAcDR TMbiFiDL TMbFAiDR TMbFAiDL TMbFAidR TMbFAIDI TMbFAIDR TMbFAIDL TMbFAIdI TMbFAIdR TMbFaiDI TMbFaiDR TMbFaiDL TMbFaidI TMbFaidR TMbFaidL TMbFaIDI TMbFaIdR TMbFIFdI TMbFIiDI TMbFIiDR TMbFIidR TMbFFidR TMbFPiDI TMbFPiDL TMbFPIDR TMbFPIDL TMbFPIdR TMbPFiDR TMbPFidR TMCAAfDL TMCAIiDI TMCAIiDL TMCAFFdR TMCAFFdL



177

TMCAFiDR TMCAFidI TMCAFidR TMCAPCDL TMCaAfDI TMCaAfDR TMCaAfDL TMCaafDR TMCaIfDI TMCaIfDR TMCaIfDL TMCaFcDL TMCaFcdR TMCIafDI TMCIafDL TMCIFfDI TMCIFFDI TMCIFFDR TMCIFFDL TMCIFFdI TMCIFFdR TMCiAfDI TMCiAfDR TMCiAfDL TMCiFiDL TMCFAADI TMCFAADL TMCFAiDR TMCFAidR TMCFAIDI TMCFAIDR TMCFAIDL TMCFAIdI TMCFAIdR TMCFaFDL TMCFIADR TMCFIIDL TMCFIIdR TMCFifdI TMCFifdR TMCFiFdI TMCFFFDI TMCFFFDR TMCFFFDL TMCFFFdL TMCFFADI TMCFFiDR TMCFFiDL TMCFFidR TMCFFIDR TMCFPFDR TMCFPFdI TMCFPFdR TMCFPidR TMCFPIDR TMCFPIDL TMCFPIdI TMCPFAdI TMCPFidR TMCPFIDI TMCPFIDR TMCPFIdR TMcAIiDI TMcAIiDR TMcAIiDL TMcAIIDI TMcAIIDR

TMcAFFDR TMcAFFdR TMcAFiDR TMcAFidI TMcAFidR TMcaAcDL TMcaaiDI TMcaaiDL TMcaFiDR TMcaFiDL TMcaFidI TMcaFidR TMcaFidL TMcaPFDI TMcaPFDR TMcaPFDL TMcaPCDI TMcaPCDL TMcaPIDI TMcaPIDL TMcIAfDR TMcIAfDL TMcIApDR TMcIAiDI TMcIAIDI TMcIAIDL TMcIFidR TMcIFIDL TMciFiDL TMcFAiDR TMcFAiDL TMcFAIDI TMcFAIdI TMcFaiDI TMcFaiDR TMcFaiDL TMcFaidI TMcFaidR TMcFaIDI TMcFaIdI TMcFaIdR TMcFIFDL TMcFIFdI TMcFIiDI TMcFIiDR TMcFIiDL TMcFIidI TMcFIidR TMcFIIDI TMcFIIDL TMcFFfdR TMcFFFdI TMcFFiDR TMcFFiDL TMcFFidI TMcFFidR TMcFPcdI TMcFPiDR TMcPAfDR TMcPAcDI TMcPAcDR TMcPFidI TMcPFidR TMcPPcDR TMcPPcDL TMDAIiDI TMDAFFDI

TMDAFFDR TMDAFFDL TMDAFFdR TMDAFiDL TMDAFidR TMDAFIDR TMDAFIDL TMDAPIDI TMDaAfDL TMDaFcDR TMDaFcDL TMDaFcdR TMDIAfDL TMDIAiDI TMDIafDI TMDIafDR TMDIafDL TMDIacDL TMDIFFDI TMDIFFDR TMDIFFDL TMDIFFdR TMDIFidR TMDiAfDI TMDiAfDR TMDiAfDL TMDFAidR TMDFAIDI TMDFAIDR TMDFAIDL TMDFAIdI TMDFAIdR TMDFAIdL TMDFaIDR TMDFFFdI TMDFFiDR TMDFFiDL TMDFFidR TMDFFIDR TMDFFIDL TMDFFIdR TMDFFIdL TMDFPidR TMDFPIDI TMDFPIdR TMDPFiDR TMDPFidR TMDPFIDI TMDPFIDR TMDPFIdI TMDPFIdR TMdAAFDI TMdAAFDR TMdAAFDL TMdAACDI TMdAIiDI TMdAIiDR TMdAIIDI TMdaaiDI TMdaaiDR TMdaFiDL TMdaFidI TMdaFIdL TMdaPFDI TMdaPFDR TMdaPFDL TMdaPFdI

TMdaPCDI TMdaPCDR TMdaPCDL TMdIAiDI TMdIFidR TMdiAcDL TMdiFiDL TMdFAiDR TMdFAidR TMdFAIDR TMdFAIDL TMdFAIdI TMdFaiDI TMdFaiDR TMdFaidI TMdFIiDI TMdFIidI TMdFIidR TMdFIIDI TMdFFiDR TMdFFidI TMdFPIDL TMdFPIdR TMdPFiDR TMdPFiDL TMdPFidR TM0AaIDR TM0AIiDI TM0AFfdR TM0AFIdL TM0aAfDI TM0aAfDR TM0aAfDL TM0aIfDI TM0aFcDR TM0aFiDR TM0aFiDL TM0aFidI TM0IAIDL TM0IafDI TM0IFfdI TM0iFiDL TM0FAidR TM0FAIDI TM0FAIDR TM0FAIDL TM0FAIdI TM0FAIdR TM0FaFDI TM0FaFDL TM0FaidI TM0FIidI TM0FFFDR TM0FFFdI TM0FFFdR TM0FFiDR TM0FFidI TM0FFidR TM0FFIDR TM0FFIdR TM0FPFDI TM0FPiDR TM0FPidR TM0FPIDI TM0FPIdI TM0PFiDL TM0PFidR

TM0PFIDL TM0PFIdR TM1AIiDI TM1AIiDR TM1AFidR TM1aAfDR TM1aaiDI TM1aFiDR TM1aFidR TM1aPFDR TM1aPiDL TM1IAfDR TM1IAfDL TM1IAcDL TM1IAIDR TM1IIfDI TM1IFIdR TM1iAcDR TM1iFiDL TM1FAiDR TM1FAidR TM1FAIDI TM1FAIDL TM1FAIdI TM1FaidI TM1FaIDL TM1FIiDI TM1FIidR TM1FFiDR TM1FFidR TM1FPiDR TM1FPIDI TM1FPIDR TM1FPIDL TM1FPIdR TM1PFidR TM1PFIDI TM1PFIDR TM1PFIDL TM1PFIdI TM2AaIDR TM2AIiDI TM2AFiDL TM2aAfDI TM2aAfDR TM2aAfDL TM2aFcDR TM2aFcdR TM2IafDR TM2IafDL TM2iAfDI TM2iAfDR TM2iAfDL TM2FAIDI TM2FAIDR TM2FAIDL TM2FAIdR TM2FAIdL TM2FaiDI TM2FIidI TM2FIidR TM2FIIDI TM2FifdR TM2FFFDR TM2FFiDR TM2FFidR TM2FFIDR

TM2FFIdR TM2FPIDI TM2FPIDR TM2FPIDL TM2FPIdI TM2FPIdR TM2PFidR TM2PFIDI TM2PFIDR TM2PFIDL TM2PFIdI TM2PFIdR TM3AAFDI TM3AAFDR TM3AACDI TM3AACDR TM3AIiDI TM3AIiDR TM3AIIDI TM3AFiDR TM3AFidR TM3aAfDR TM3aAfDL TM3aaiDI TM3aaiDR TM3aaiDL TM3aaIDR TM3aFiDL TM3aFidI TM3aFidR TM3aFidL TM3aPFDI TM3aPiDL TM3IAFDI TM3IAFDL TM3IACDI TM3IACDR TM3IACDL TM3IAiDI TM3IaFDI TM3IFFdR TM3IFFdL TM3IFiDI TM3IFidR TM3iAcDR TM3iFiDL TM3FAiDR TM3FAidI TM3FAidR TM3FAIDI TM3FAIDR TM3FAIDL TM3FAIdI TM3FAIdR TM3FaiDI TM3FaiDR TM3FaidI TM3FaidR TM3FaIDL TM3FIiDL TM3FIidI TM3FIidR TM3FIIDI TM3FIIdR TM3FFiDR TM3FFidR TM3FPidR

TM3FPIDI TM3FPIDR TM3FPIdR TM3PFiDR TM3PFidR TM3PFIDI TM4AIiDI TM4AFFDI TM4AFFDL TM4AFFdL TM4AFidI TM4AFidR TM4APCDI TM4APCDR TM4aAfDI TM4aAfDR TM4aAfDL TM4aIfDI TM4aIfDR TM4aIfDL TM4aFcDL TM4aFcdR TM4IAfDL TM4IafDI TM4IafDL TM4IFFDR TM4IFFDL TM4IFFdR TM4IPcDL TM4IPCDL TM4iAfDI TM4iAfDR TM4iAfDL TM4iFiDL TM4FAiDR TM4FAidR TM4FAIDI TM4FAIDR TM4FAIDL TM4FAIdI TM4FIfdI TM4FIFDL TM4FIidI TM4FIIdR TM4FFfDI TM4FFFDI TM4FFFDR TM4FFiDR TM4FFidR TM4FFIDR TM4FFIDL TM4FPFDI TM4FPFDR TM4FPFDL TM4FPidR TM4FPIDI TM4FPIDR TM4PFIDI TM4PFIDR TM4PFIDL TM4PFIdR TM5AAFDL TM5AACDI TM5AACDL TM5AIiDI TM5AFiDR TM5AFidR



178

TM5aaiDI TM5aFiDR TM5aFidI TM5aPiDL TM5IAfDI TM5IAfDR TM5IAfDL TM5IApDR TM5IApDL TM5iFiDL TM5FAFDI TM5FAidR TM5FAIDI TM5FAIdI TM5FaiDI TM5FaiDR TM5FaiDL TM5FaidI TM5FaidR TM5FaIdI TM5FIFDI TM5FIFDR TM5FIFdI TM5FIiDI TM5FIiDR TM5FIiDL TM5FIidI TM5FIidR TM5FIIdI TM5FIIdR TM5FiFdI TM5FFFdI TM5FFiDR TM5FFidR TM5FPcDI TM5FPcDL TM5FPcdI TM5FPiDR TM5FPidR TM5PAcDR TM5PAcDL TM5PFiDR TM5PPcDI TM5PPcDR TM5PPcDL TM6AIiDI TM6AIiDL TM6AFFDL TM6APCDL TM6aAfDI TM6aAfDL TM6aaiDI TM6IafDI TM6IafDL TM6IacDL TM6IFidR TM6iAfDI TM6iAfDR TM6iAfDL TM6iFiDL TM6FAidR TM6FAIDI TM6FAIDL TM6FAIdI TM6FAIdR TM6FIidI TM6FIidR

TM6FIIdR TM6FFFdI TM6FFiDR TM6FFIDI TM6FFIDR TM6FFIDL TM6FFIdR TM6FPFdI TM6FPidR TM6FPIDL TM6PAIDL TM6PFidR TM6PFIDI TM6PFIdI TM7AAFDI TM7AAFDR TM7AAFDL TM7AACDI TM7AACDR TM7AaIDR TM7AIiDI TM7AIiDR TM7AIiDL TM7AFiDR TM7aaiDR TM7aFiDR TM7aFidI TM7aFidL TM7aPFDI TM7IAiDI TM7IifDI TM7iAcDR TM7iFiDL TM7FAidR TM7FAIDI TM7FAIDR TM7FAIDL TM7FAIdI TM7FaidI TM7FaIDI TM7FaIdR TM7FIiDI TM7FIiDR TM7FIidI TM7FFiDR TM7FFidR TM7FPidR TM7FPIDL TM7FPIdR TM7PFiDR TM7PFidR TM7PFIDI TM7PFIDR TM7PFIdI TEOaAfDR TEOaaaDR TEOaIaDI TEOaIaDR TEOaIaDL TEOaFcDR TEOaFcdI TEOaFcdR TEOIAFDI TEOIafDR TEOIFadI TEOIFadR TEOIPFdI

TEOIPFdR TEOiAfDR TEOFFAdR TEoaAfDR TEoaAfDL TEoaFcDI TEoaFcdI TEoaFidI TEoIAfDR TEoIAFDI TEoIAFDL TEoIACDI TEoIaFDI TEoIaFDR TEoIaCDI TEoIiFDI TEoIiFDR TEoIiFDL TEoFAfdR TEoFifdI TEoFFAdI TEPAPFdI TEPAPFdL TEPaAfDR TEPaAfDL TEPaFcDI TEPaFcdI TEPaFcdR TEPaFpdR TEPIaFDR TEPiAfDR TEPFFADL TEPFFidR TEPFFIDI TEPFPAdI TEPFPAdR TEpaAfDR TEpaFcdI TEpIAfDR TEpIPCdI TEpIPCdR TEpIPCdL TEpiAfDR TEpiAfDL TEpFFfdI TEpFFidR TEpFFIDI TEpFFIDR TEpFFIDL TEpFFIdI TEpFFIdR TEpFPcdR TEQAFaDI TEQAFaDR TEQAFaDL TEQAFadI TEQAPaDI TEQAPaDL TEQaAfDI TEQaAfDR TEQaAfDL TEQaAFDI TEQaAFDR TEQaAFDL TEQaaaDR TEQaIaDI TEQaIaDR

TEQaIaDL TEQaFcDR TEQaFcdR TEQIafDL TEQIiFDI TEQIFadI TEQIFadR TEQIPcdI TEQiAFDR TEQFFadI TEQFFadR TEQFFADI TEQFFIdI TEQFPADR TEqAPFdR TEqAPCdR TEqaAfDI TEqaAfDR TEqaAfDL TEqaAFDR TEqaFcdI TEqaFidI TEqIAFDI TEqIAFDR TEqIAFDL TEqIaFDI TEqIaFDR TEqIaFDL TEqiAfDR TEqFAiDI TEqFAiDR TEqFAidR TEqFaidR TEqFIiDL TEqFIidR TEqFFfdR TEqFFiDI TEqFFiDR TEqFFiDL TEqFFidI TEqFFidR TEqFFIDI TEqFFIDR TEqFFIDL TEqFFIdI TEqFFIdR TEqFPidR TEqFPIdI TEqPFidR TERAFaDI TERAFadI TERaAfDI TERaAFDR TERaIaDI TERaIaDR TERaFcdR TERaFpdR TERIAfDR TERiAfDI TERiAfDR TERiAfDL TErAPCdI TEraAfDR TEraFcdI TErIAfDR TErIAFDR TErIAFDL

TErIIfDR TErIIcdI TEriAfDI TEriAfDR TErFFfdI TErFFfdR TErFFidI TErFPAdI TErFPidI TEKAFAdR TEKaAfDI TEKaAfDR TEKaAfDL TEKaAaDR TEKaFcDR TEKaFcdI TEKaFcdR TEKIAfDR TEKIAaDI TEKIAaDR TEKIAaDL TEKIFfdR TEKIPFdI TEKIPFdR TEKIPFdL TEKiAfDI TEKFPfdI TEkAAADL TEkAIiDI TEkAFiDI TEkaaiDI TEkaaiDR TEkaaiDL TEkaFcDI TEkaFcDR TEkaFcdI TEkaFcdR TEkIAfDR TEkIAADR TEkIFidI TEkIFidR TEkiAfDR TEkiAfDL TEkFIaDR TEkFIidR TEkFPfdI TELAAaDI TELAAaDR TELAAaDL TELAIIDI TELAFfdR TELAFadI TELaAfDI TELaAfDR TELaAfDL TELaAaDI TELaAaDR TELaAaDL TELaAADI TELaAADL TELaFcDI TELaFcDL TELaFcdI TELaFcdR TELaFaDR TELaFaDL TELaFadI

TELaFadR TELaFAdI TELIAfDL TELIAaDI TELIAaDR TELIAaDL TELIAADI TELIFAdI TELiAfDI TELiAfDR TELiAfDL TELFAadI TELFAAdI TELFaadI TELFIadI TELFFadI TELFFAdI TELFPadI TELFPIDL TELFPIdI TELPFadI TElaAfDI TElaAFDR TElaFcDR TElaFcdI TElaFcdR TElaFADR TElaFADL TElIAaDR TElIAaDL TElIaADI TElIaADR TElIaADL TElIFADR TElIFAdR TElIPFdI TElIPFdL TEliAfDR TElFIadR TElFFFdI TEMAAaDL TEMAFaDI TEMAFaDR TEMAFadI TEMAFADI TEMAFADR TEMAFADL TEMAFAdI TEMAFAdL TEMaAfDI TEMaAfDR TEMaAfDL TEMaAFDR TEMaAaDI TEMaAaDR TEMaAaDL TEMaaaDI TEMaaaDR TEMaaaDL TEMaFcDI TEMaFcDR TEMaFcDL TEMaFcdI TEMaFcdR TEMaFaDR TEMaFaDL TEMaFadI

TEMaFadR TEMIAaDR TEMIAaDL TEMIAADI TEMIAADR TEMIiFDI TEMIFaDL TEMIFadI TEMIFadR TEMIFadL TEMIFADI TEMIFADL TEMIFAdI TEMIFAdR TEMIPFdI TEMIPFdR TEMIPFdL TEMiAfDI TEMiAfDR TEMFaadI TEMFFadR TEMFFAdI TEMFPfdI TEMPFadI TEmaAfDR TEmaAfDL TEmaaiDI TEmaaiDR TEmaaiDL TEmaFcDI TEmaFcdI TEmaFidR TEmIAfDR TEmIAADR TEmIAADL TEmIIcDR TEmIFADR TEmIFADL TEmiAfDR TEmiFADR TEmiFAdR TEmFIfdI TEmFIidR TEmFFiDL TEmFFidI TEmFFidR TENAPAdI TENAPAdR TENAPAdL TENaAfDR TENaAfDL TENaAaDR TENaFcDR TENaFcDL TENaFcdR TENaFadI TENIAfDR TENIAaDR TENIAaDL TENIaADI TENIFAdI TENIPFdI TENIPFdR TENIPFdL TENiAfDI TENiAfDR TENiAfDL



179

TENFIadR TENFFadI TEnaAfDI TEnaAfDR TEnaAfDL TEnaFcDI TEnaFcDR TEnaFcdI TEnaFcdR TEnaFaDL TEnIAaDR TEnIAaDL TEnIaADL TEnIiFDI TEnIiFDL TEnIFfdR TEniAfDR TEWaAfDR TEWaFcDR TEWaFcDL TEWaFcdR TEWaFadR TEWIAfDR TEWIAaDR TEWIiFDI TEWIFaDR TEWiAfDI TEWiAfDL TEWFIfdI TEwAPAdI TEwaAfDI TEwaFcDI TEwaFcdI TEwaFcdR TEwaFadR TEwIAfDL TEwIAFDR TEwIFfdI TEwIFfdR TEwIFAdI TEwIPFdI TEwiAfDR TEwiAfDL TEwFFadI TEwFFAdI TEwFPfdI TEwFPfdR TEXAAaDI TEXAFaDI TEXAFadI TEXaAfDI TEXaAfDL TEXaAaDL TEXaFadR TEXaFAdI TEXaFAdR TEXIAfDR TEXIAfDL TEXIAaDR TEXIAaDL TEXIiFDI TEXIiFDR TEXIiFDL TEXIFaDI TEXIFaDL TEXIFadI TEXIFADI

TEXIFAdI TEXIFAdR TEXIPFdI TEXIPFdR TEXIPCdL TEXiAfDI TEXFifdI TEXFFaDI TEXFPadI TEXFPAdI TEXPFaDI TExaAfDI TExaFcDI TExaFcDR TExaFcdI TExaFcdR TExaFadR TExIAaDR TExIAADI TExIPFdI TExIPFdR TExIPCdL TExiAfDI TExiAfDR TExiAfDL TEYAAFDR TEYaAfDI TEYaAfDR TEYaAfDL TEYaFcDI TEYaFcDL TEYaFcdI TEYaFaDL TEYaFadI TEYIAfDR TEYIAfDL TEYIAaDI TEYIAaDR TEYIAADR TEYIiFDI TEYIiFDL TEYIPAdI TEYiAfDR TEYiAfDL TEYFAfdR TEYFIfdI TEYFIadR TEYFFaDI TEYFFADI TEyAPAdI TEyAPAdR TEyAPAdL TEyaAfDI TEyaFcDI TEyaFcDR TEyaFcdI TEyaFadR TEyIAfDR TEyIIcDI TEyIiFDI TEyIFAdI TEyiAfDI TEyiAfDR TEyiAfDL TEyFAfdI TEyFFadI TEyFFAdI

TEZAFadI TEZaAfDI TEZaAfDR TEZaAfDL TEZaAaDR TEZaFcDI TEZaFcDR TEZaFcDL TEZaFcdI TEZaFpdI TEZaFadI TEZaFadR TEZIAaDI TEZIAaDR TEZIFfdR TEZIFadR TEZiAfDI TEZiAfDR TEZiAfDL TEZFAfdI TEZFifdI TEzAFaDL TEzaAfDR TEzaAfDL TEzaFcDR TEzaFcDL TEzaFcdI TEzIAfDR TEzIAFDR TEzIAaDR TEzIAaDL TEzIFfdR TEzIFAdI TEziAfDI TEziAfDR TEzFFadI TEzFFAdI TESAAFDL TESAFaDI TESAFaDR TESAFaDL TESAFadI TESAFadR TESAFiDI TESAFiDR TESAFidI TESAFidR TESAFIdR TESAPaDR TESaAfDI TESaAfDR TESaAfDL TESaAFDI TESaAFDR TESaAFDL TESaFcDR TESaFcDL TESaFcdR TESIAFDR TESIAFDL TESIaFDI TESIaFDR TESIaFDL TESIFFDI TESIFFDR TESIFFDL TESIFFdI

TESIFFdR TESIFaDI TESIFadR TESIPCDL TESIPpdI TESiAfDR TESiAFDI TESiAFDR TESiAFDL TESiFiDR TESiFiDL TESFAIDI TESFAIDR TESFAIDL TESFAIdR TESFaiDI TESFaiDR TESFaiDL TESFaidI TESFaidR TESFFadI TESFFiDI TESFFiDR TESFFiDL TESFFidI TESFFidR TESFPiDI TESFPidI TESFPIDI TESFPIDR TESFPIDL TESFPIdI TESPFIDR TESPFIdI TESPFIdR TEsAAiDI TEsAIiDI TEsAIiDL TEsAFiDR TEsAFiDL TEsAFidR TEsaAFDI TEsaAFDR TEsaAFDL TEsaFcDR TEsaFcdR TEsaPIDR TEsIAFDI TEsIAFDR TEsIAFDL TEsIACDR TEsIIcdI TEsIFFDI TEsIFFDR TEsIFFDL TEsIFFdI TEsIFFdR TEsIPpdI TEsiAfDR TEsiAfDL TEsiAFDI TEsiAFDR TEsiAFDL TEsiFiDL TEsFAIDI TEsFAIDL TEsFAIdI

TEsFAIdR TEsFaiDI TEsFaiDR TEsFaiDL TEsFaidR TEsFIiDI TEsFIiDR TEsFIiDL TEsFIidI TEsFIidR TEsFFiDR TEsFFiDL TEsFFidI TEsFPIDI TEsFPIDR TEsFPIDL TEsFPIdI TETAAFDI TETAAFDR TETAIiDI TETAIiDR TETAIiDL TETAFFdR TETAFiDI TETAFiDR TETAFiDL TETAFidI TETAFidR TETAFIDI TETAFIDR TETAFIDL TETAFIdR TETAPFdI TETaAfDI TETaAFDI TETaAFDR TETaAFDL TETaACDR TETaFFdI TETaFFdR TETaFcDI TETaFcDR TETaFcDL TETaFcdI TETaFcdR TETIAfDR TETIAFDI TETIAFDR TETIAFDL TETIafDR TETIafDL TETIacDL TETIFFDI TETIFFDR TETIFFDL TETIFFdI TETIFFdR TETIPfdI TETIPpdI TETiAfDI TETiAfDR TETiAfDL TETiAFDI TETiAFDR TETiAFDL TETiFiDL TETiFidR

TETFAIDI TETFAIDR TETFAIDL TETFAIdR TETFAIdL TETFaiDR TETFaiDL TETFaidR TETFFiDI TETFFidI TETFFidR TETFPiDI TETFPidI TETFPIDI TETFPIDR TETFPIDL TETFPIdI TETFPIdR TETPFiDI TETPFidI TETPFIDI TETPFIDR TETPFIDL TETPFIdI TETPFIdR TEtAAiDI TEtAAiDR TEtAIiDL TEtAFiDI TEtAFiDR TEtAFiDL TEtAFidI TEtAFidR TEtAFIDI TEtAFIDR TEtAFIDL TEtAFIdI TEtAFIdR TEtAFIdL TEtAPIDR TEtaAFDI TEtaAFDR TEtaAFDL TEtaFcDR TEtaFcdR TEtaFiDL TEtaFidI TEtaFidR TEtaFIDL TEtIFFDI TEtIFFDR TEtIFFDL TEtIFFdI TEtIFidI TEtIFidR TEtiAfDR TEtiAFDI TEtiAFDR TEtiAFDL TEtiFiDR TEtiFiDL TEtiFidR TEtFAIDI TEtFAIDR TEtFAIDL TEtFAIdI TEtFAIdR

TEtFaiDI TEtFaiDR TEtFaiDL TEtFaidR TEtFFiDR TEtFFiDL TEtFFidI TEtFPIDL TEtFPIdI TEtFPIdR TEtPFIDI TEtPFIDR TEtPFIDL TEtPFIdI TEtPFIdR TEUAAFDI TEUAAiDI TEUAAiDR TEUAAiDL TEUAFaDR TEUAFadR TEUAFiDI TEUAFiDL TEUAFidI TEUAFidR TEUAFIDI TEUAPFdI TEUaAfDI TEUaAfDR TEUaAfDL TEUaAFDI TEUaAFDR TEUaAFDL TEUaFcDR TEUaFcDL TEUaFcdI TEUaFcdR TEUaFpdR TEUaFadI TEUIAfDR TEUIAFDI TEUIAFDR TEUIAFDL TEUIACDR TEUIafDR TEUIafDL TEUIFFDI TEUIFFDR TEUIFFDL TEUIFFdI TEUIFFdR TEUIFaDI TEUIFaDR TEUIFaDL TEUIFadI TEUIFadR TEUIFadL TEUIFIdI TEUiAfDI TEUiAfDR TEUiAfDL TEUiAFDI TEUiAFDR TEUiAFDL TEUiFiDI TEUiFiDR TEUiFiDL



180

TEUiFidI TEUiFidR TEUFAIDI TEUFAIDR TEUFAIDL TEUFAIdI TEUFAIdR TEUFAIdL TEUFIidR TEUFFiDI TEUFFiDR TEUFFiDL TEUFFidI TEUFFidR TEUFPidI TEUFPIDI TEUFPIDR TEUFPIDL TEUFPIdL TEUPFIDI TEUPFIdI TEUPFIdR TEUPPIDR TEuAAiDI TEuAAiDR TEuAAiDL TEuAIiDI TEuAFiDI TEuAFiDR TEuAFiDL TEuAFidI TEuAFidR TEuaAFDI TEuaAFDR TEuaAFDL TEuaFidI TEuaFidR TEuaFIdL TEuIAfDR TEuIAFDI TEuIAFDR TEuIAFDL TEuIIfDI TEuIIfDL TEuIFFDI TEuIFFDR TEuIFFDL TEuIFFdI TEuIFFdR TEuiAfDI TEuiAfDR TEuiAfDL TEuiAFDI TEuiAFDR TEuiAFDL TEuiFiDR TEuiFiDL TEuiFidL TEuFAIDI TEuFAIDL TEuFAIdI TEuFAIdR TEuFFiDR TEuFFiDL TEuFFidI TEuFPIDI TEuFPIDR

TEuFPIDL TEuFPIdI TEuFPIdR TEuPFIDI TEuPFIDR TEuPFIDL TEuPFIdI TEuPFIdR TEVAFiDI TEVAFiDR TEVAFiDL TEVAFidI TEVAFidR TEVAFIDI TEVAFIDR TEVAFIDL TEVAFIdI TEVAFIdR TEVAFIdL TEVAPFdI TEVAPIDR TEVaAfDI TEVaAfDR TEVaAfDL TEVaAFDI TEVaAFDR TEVaAFDL TEVaFcDR TEVaFcDL TEVaFcdI TEVaFcdR TEVIAFDI TEVIAFDR TEVIAFDL TEVIaFDR TEVIFFDL TEVIFFdI TEVIFFdR TEVIFaDI TEVIFaDR TEVIPpdI TEVIPaDR TEViAfDR TEViAfDL TEViAFDI TEViAFDR TEViAFDL TEViFiDL TEVFAIDI TEVFAIDL TEVFAIdR TEVFaiDI TEVFaiDR TEVFaidI TEVFaidR TEVFaidL TEVFFiDI TEVFFidI TEVFFidR TEVFPIDI TEVFPIDR TEVFPIDL TEVFPIdR TEVPAIDR TEVPFiDI TEVPFIDI TEVPFIdI

TEvAIiDI TEvAFiDI TEvAFiDR TEvAFiDL TEvAFidI TEvAFidR TEvAFIDI TEvAFIDR TEvAFIDL TEvAFIdI TEvAFIdR TEvAFIdL TEvAPIDI TEvaAFDI TEvaAFDR TEvaAFDL TEvaFcDL TEvaFcdR TEvaFIdR TEvIAFDI TEvIAFDR TEvIAFDL TEvIafDL TEvIFFDI TEvIFFDR TEvIFFDL TEvIFFdI TEvIFFdR TEviAFDI TEviAFDR TEvFAIDI TEvFAIDR TEvFAIDL TEvFAIdR TEvFAIdL TEvFaiDI TEvFaiDR TEvFaidI TEvFFiDI TEvFFiDR TEvFFiDL TEvFFidI TEvFPIDR TEvFPIDL TEvPFIDR TEvPFIDL TEvPFIdI TEFAAFDI TEFAAFDR TEFAAFDL TEFAIiDI TEFAFFDI TEFAFFDR TEFAFFDL TEFAFFdI TEFAFFdR TEFAFFdL TEFAFidR TEFAPCDR TEFaAfDR TEFaAFDR TEFaFFdI TEFaFcdR TEFaFidI TEFIafDI TEFIFFDI TEFIFFDR

TEFIFFdI TEFIFFdR TEFIPfdI TEFIPcdI TEFIPpdI TEFFAIDI TEFFAIDR TEFFAIDL TEFFAIdI TEFFAIdR TEFFaIDR TEFFIfdR TEFFIidI TEFFIIDI TEFFIIdR TEFFFidI TEFFFidR TEFFPiDL TEFFPIDI TEFFPIDR TEFFPIDL TEFPFIDI TEFPFIDR TEFPFIDL TEFPFIdR TEfAIiDL TEfAFiDI TEfAFiDR TEfAFiDL TEfAFidR TEfaAfDR TEfaAfDL TEfaAFDR TEfaAFDL TEfaFcDR TEfaFcDL TEfaFcdR TEfiAfDR TEfFAiDI TEfFAiDL TEfFAIDI TEfFAIDR TEfFAIDL TEfFAIdI TEfFAIdR TEfFaiDI TEfFaiDR TEfFaIdI TEfFaIdR TEfFIiDI TEfFIidI TEfFiFDR TEfFFiDR TEfFFiDL TEfFFidR TEfFPiDI TEfFPIDL TEfFPIdI TEfFPIdR TEfPFiDR TEfPFidI TEfPFIdI TEfPFIdR TEGAAFDI TEGAAFDR TEGAAFDL TEGAACDR

TEGAIiDI TEGAIiDL TEGAFFDI TEGAFFDR TEGAFFDL TEGAFFdI TEGAFFdR TEGAFiDR TEGAFidI TEGaAfDI TEGaAfDR TEGaAfDL TEGaACDI TEGaACDL TEGaaFDI TEGaFFDR TEGaFFDL TEGaFFdI TEGaFFdR TEGaFFdL TEGaFcDR TEGaFcdR TEGaFIdI TEGaPCDR TEGIAFDI TEGIAFDR TEGIafDI TEGIafDR TEGIafDL TEGIacDI TEGIFFDI TEGIFFDR TEGIFFDL TEGIFFdI TEGIFFdR TEGIPpdI TEGiAfDI TEGiAfDR TEGiAfDL TEGFAiDR TEGFAiDL TEGFAidR TEGFAIDI TEGFAIDR TEGFAIDL TEGFAIdI TEGFAIdR TEGFaiDL TEGFaidR TEGFIIdR TEGFFiDR TEGFFidI TEGFFidR TEGFFIDR TEGFFIdR TEGFPiDI TEGFPidI TEGFPIDI TEGFPIDR TEGFPIdI TEGFPIdR TEGPFiDL TEGPFIDR TEGPFIdI TEGPFIdR TEgAAFDI TEgAAFDR

TEgAAFDL TEgAIiDI TEgAIiDR TEgAIiDL TEgAFFDI TEgAFFDR TEgAFFDL TEgAFFdI TEgAFiDR TEgAFiDL TEgAFidI TEgAFidR TEgaAfDI TEgaAfDR TEgaAfDL TEgaACDI TEgaACDR TEgaACDL TEgaFFDR TEgaFFDL TEgaFidR TEgaFIdI TEgaPCDR TEgIaFDI TEgIIcDI TEgIFFDI TEgIFFDR TEgIFFDL TEgIFFdI TEgIFFdR TEgIPpdI TEgiAFDR TEgiFiDR TEgiFiDL TEgiFidR TEgFAiDR TEgFAidI TEgFAidR TEgFAIDI TEgFAIDR TEgFAIDL TEgFAIdI TEgFAIdR TEgFaiDR TEgFaiDL TEgFaidI TEgFaidR TEgFaIDI TEgFaIDL TEgFIiDI TEgFIiDL TEgFIidI TEgFIIDR TEgFIIdR TEgFFiDI TEgFFiDR TEgFFidR TEgFPiDI TEgFPidI TEgFPIDR TEgFPIdR TEgPFiDR TEgPFiDL TEgPFidR TEHAAFDI TEHAAFDR TEHAAFDL

TEHAACDI TEHAFiDL TEHAFidR TEHAPCDI TEHaFidI TEHaPCDR TEHIAFDI TEHIAFDR TEHIFFDI TEHIFFDR TEHIFFDL TEHIFFdI TEHIFFdR TEHIPfdI TEHIPpdI TEHiAfDR TEHiAfDL TEHiAFDI TEHiAFDR TEHiAFDL TEHFAiDL TEHFAidI TEHFAIDI TEHFAIDR TEHFAIDL TEHFAIdI TEHFAIdR TEHFaidR TEHFaIDI TEHFIiDI TEHFIidI TEHFIIDL TEHFFiDR TEHFFiDL TEHFFIDR TEHFFIdR TEHFPiDI TEHFPIDL TEHPFidR TEHPFIDI TEHPFIDL TEHPFIdI TEHPFIdR TEhAAFDI TEhAFidI TEhAFidR TEhaAfDI TEhaAFDI TEhaAFDR TEhaAFDL TEhaFidI TEhaPFDI TEhaPFDR TEhaPCDI TEhaPCDR TEhaPCDL TEhIAfDR TEhiAfDI TEhiAfDR TEhiFFdR TEhFAiDR TEhFAiDL TEhFAIDI TEhFAIDR TEhFAIDL TEhFAIdI TEhFAIdR



181

TEhFaiDI TEhFaiDL TEhFaidI TEhFaidR TEhFaIDL TEhFIFdR TEhFIiDR TEhFIiDL TEhFIidI TEhFIidR TEhFIIdR TEhFFiDI TEhFFiDR TEhFFidR TEhFPiDI TEhFPiDL TEhFPIdR TEhPFiDR TEhPFiDL TEhPFidR TEIAAFDI TEIAFFDI TEIAFFDR TEIAFFDL TEIAFFdI TEIAFFdR TEIAFidR TEIaAFDI TEIaAFDR TEIaAFDL TEIaACDI TEIaFFDR TEIaFFDL TEIaFFdI TEIaFFdL TEIaFcdR TEIIAfDR TEIIFFDI TEIIFFDR TEIIFFDL TEIIFFdI TEIIFFdR TEIIPcdI TEIiAfDR TEIiAFDI TEIiAFDR TEIiAFDL TEIiFiDL TEIFAIDI TEIFAIDR TEIFAIDL TEIFAIdI TEIFAIdR TEIFaiDI TEIFaidR TEIFIidI TEIFIIDL TEIFFiDR TEIFFiDL TEIFFidI TEIFFidR TEIFPiDI TEIFPIDR TEIPFIDL TEIPFIdI TEIPFIdR TEIPFIdL

TEiAAFDL TEiAFFDI TEiAFFDR TEiAFFDL TEiAFFdI TEiAFFdR TEiAFidR TEiAPFdI TEiaAfDR TEiaAFDI TEiaAFDR TEiaAFDL TEiaACDI TEiaACDR TEiaACDL TEiaFFDR TEiaFFDL TEiaFFdI TEiaFFdR TEiaFcdR TEiaPCDR TEiIFFDI TEiIFFDR TEiIFFDL TEiIFFdI TEiIFFdR TEiIPpdI TEiiAfDR TEiiAfDL TEiiAFDR TEiiFiDR TEiiFiDL TEiFAidI TEiFAidR TEiFAIDI TEiFAIDR TEiFAIdI TEiFAIdR TEiFaidI TEiFIiDR TEiFFidR TEiFPiDI TEiFPiDL TEiFPidI TEiFPIDI TEiFPIDR TEiFPIdI TEiPFiDR TEiPFIDI TEiPFIDR TEiPFIdR TEiPPIDR TEAAFiDR TEAAFidR TEAaAFDI TEAaAFDR TEAaAFDL TEAaFcdR TEAIPcdI TEAiAfDI TEAFAidR TEAFAIDI TEAFAIDR TEAFAIDL TEAFAIdR TEAFFiDR TEAFFidI

TEAFFidR TEAFPIDR TEAFPIdI TEAFPIdR TEAPFiDR TEAPFidR TEAPFIDL TEAPFIdI TEAPFIdR TEaAIiDI TEaAFidR TEaaAfDI TEaaAfDR TEaaAfDL TEaaFiDR TEaaFidI TEaiAfDR TEaFAiDR TEaFAidR TEaFAIDR TEaFAIDL TEaFAIdI TEaFAIdR TEaFaiDI TEaFaidI TEaFIidI TEaFIIDR TEaFFiDR TEaPFiDR TEaPFidR TEaPFIDI TEaPFIdR TEBAAFDI TEBAAFDR TEBAAFDL TEBAIiDI TEBaAfDI TEBaAfDR TEBaAfDL TEBaFiDL TEBIAFDI TEBIAFDR TEBIAFDL TEBIafDI TEBIFFdR TEBiAfDI TEBiAfDR TEBiAfDL TEBFAIDI TEBFAIDR TEBFAIDL TEBFAIdI TEBFAIdR TEBFaidI TEBFIiDI TEBFFidI TEBFFidR TEBFFIDR TEBFFIDL TEBFFIdR TEBFFIdL TEBFPiDR TEBFPidR TEBFPIdL TEBPFIDR TEBPFIDL TEBPFIdI

TEBPFIdR TEbAAFDI TEbAAFDR TEbAAFDL TEbAACDR TEbAACDL TEbAIiDI TEbAFiDR TEbAFidR TEbaaiDI TEbaFcdR TEbIaFDI TEbIaFDR TEbIaFDL TEbIaCDI TEbIiFDR TEbIiFDL TEbIFFDI TEbIFFDL TEbIFFdI TEbIFidR TEbIPCDL TEbiFiDR TEbiFiDL TEbFAIDI TEbFAIDR TEbFAIDL TEbFAIdI TEbFAIdR TEbFaiDI TEbFaidI TEbFIidI TEbFIidR TEbFFiDR TEbFFidI TEbFFidR TEbFPiDR TEbFPidI TEbFPIDI TEbPFiDR TEbPFidR TEbPFIDI TEbPFIDR TEbPFIdI TECAAFDI TECAAFDR TECAAFDL TECAACDL TECAIiDR TECAIiDL TECAFiDR TECaAfDI TECaAfDR TECaAfDL TECaaiDI TECaFcdR TECaFiDR TECFAIDI TECFAIDR TECFAIdR TECFaIDR TECFIidI TECFIIDR TECFFiDR TECFFiDL TECFFIdR TECFPidR

TECFPIDR TECFPIdI TECPFIDR TECPFIdI TEcAAiDR TEcAIiDI TEcAIiDR TEcAFiDR TEcAFiDL TEcAFidI TEcAFidR TEcaAfDR TEcaaiDI TEcaFidI TEcaPCdI TEcIaFDI TEcIaFDR TEcIaFDL TEcIiFDI TEcIiFDR TEcIiFDL TEcIPpdI TEciAfDR TEcFAiDR TEcFAIDI TEcFAIDL TEcFAIdI TEcFAIdR TEcFaiDI TEcFIiDI TEcFFiDL TEcFFidR TEcPFiDR TEcPFidR TEcPFIDI TEcPFIDR TEcPFIdR TEDAACDI TEDAIiDR TEDAFFDI TEDAFFDR TEDAFFDL TEDAFFdI TEDAFFdR TEDAFidR TEDAPCDR TEDaAfDR TEDaFcdR TEDIFFDI TEDIFFDR TEDIFFDL TEDIFFdI TEDIFFdR TEDiAfDR TEDFAidR TEDFAIDI TEDFAIDR TEDFAIDL TEDFAIdI TEDFAIdR TEDFaIDI TEDFaIDR TEDFIiDI TEDFFidI TEDFFidR TEDFFIdR TEDFPidR

TEDFPIdR TEDPFIdR TEdAAFDI TEdAAFDR TEdAAFDL TEdAIiDI TEdAIiDR TEdAFiDR TEdAFidR TEdaAfDR TEdaFidI TEdIAiDL TEdIaFDI TEdIaFDR TEdIaFDL TEdIiFDI TEdIiFDR TEdIiFDL TEdIFidR TEdiAfDR TEdiAfDL TEdFAIDI TEdFAIDR TEdFAIdI TEdFAIdR TEdFaIDL TEdFIidI TEdFFiDR TEdFFiDL TEdFFidR TEdFPIDI TEdFPIDR TEdFPIDL TEdFPIdI TEdPFidR TEdPFIDR TEdPFIdR TE0AIiDI TE0AFFdL TE0aAfDR TE0aAfDL TE0aAFDI TE0aAFDL TE0IaFDR TE0IaCDR TE0FAIDI TE0FAIDR TE0FAIDL TE0FAIdI TE0FaidI TE0FaIDR TE0FIidI TE0FFiDR TE0FFidI TE0FPIdI TE0FPIdR TE0PFidR TE0PFIDI TE0PFIdR TE1AIiDI TE1AFiDR TE1aAfDR TE1aFidR TE1iAfDR TE1FAIdI TE1FAIdR TE1FaiDL

TE1FaidI TE1FIiDI TE1FIidI TE1FFiDR TE1FFidR TE1FPidR TE1PFIdR TE2AaIDR TE2AIiDI TE2AIiDL TE2aAfDI TE2aAfDR TE2aAfDL TE2aFidR TE2IAfDR TE2iFiDL TE2FAIDI TE2FAIDR TE2FAIDL TE2FAIdI TE2FAIdR TE2FAIdL TE2FFiDR TE2FFidI TE2FFidR TE2FFIDR TE2FFIdR TE2FPIdR TE2PFiDR TE2PFIDI TE2PFIDR TE3AIiDI TE3AFiDR TE3aFiDR TE3aFidI TE3IAFDI TE3IAFDR TE3IAFDL TE3IaFDI TE3IaFDR TE3IaFDL TE3IiFDI TE3IiFDR TE3IiFDL TE3IFidR TE3iAfDR TE3iAfDL TE3iFiDL TE3FAIDI TE3FAIDR TE3FAIDL TE3FAIdI TE3FAIdR TE3FaIDR TE3FIiDI TE3FIidI TE3FFidI TE3FFidR TE3FPIDI TE3FPIdL TE3PFiDR TE3PFIDR TE3PFIDL TE3PFIdI TE4AIiDI TE4AFidI TE4aAfDI



182

TE4aAfDR TE4aAfDL TE4iAfDR TE4iAfDL TE4FAidR TE4FAIDR TE4FAIDL TE4FAIdR TE4FIidI TE4FIidR TE4FFiDR TE4FFidR TE4FFIDR TE4FFIdR TE4FPidR TE4FPIdL TE4PFIDR TE4PFIdR TE5AIiDI TE5AIiDR TE5AFiDR TE5AFidR TE5aAfDR TE5aaiDI TE5aFcdR TE5aFidI TE5aPFDI TE5aPFDR TE5aPFdI TE5aPCDI TE5aPCDR TE5aPCdI TE5aPiDI TE5IaFDI TE5IaFDR TE5IaFDL TE5IaCDR TE5IiFDI TE5IiFDR TE5IiFDL TE5FAIDI TE5FAIDR TE5FAIDL TE5FAIdI TE5FAIdR TE5FaiDI TE5FaidI TE5FIidI TE5FIIdR TE5FFiDR TE5FFidR TE5FPidI TE5PFiDR TE5PFIDR TE6AIiDI TE6aAfDR TE6iAfDI TE6iAfDR TE6iAfDL TE6FAIDI TE6FAIDR TE6FaIdR TE6FIIDR TE6FFiDR TE6FFidR TE6FFIdR TE6FPidR

TE6FPIdR TE6PFIDL TE6PFIdI TE7AIiDI TE7AFiDR TE7AFidR TE7IaFDI TE7IaFDR TE7IaFDL TE7IiFDI TE7IiFDR TE7IiFDL TE7iAfDR TE7iFiDL TE7FAIdI TE7FAIdR TE7FaidI TE7FIidI TE7FFiDR TE7FPIDR TE7FPIdI TE7PFiDR TE7PFIdR TQOAAfDI TQOAAfDL TQOAAFDI TQOAAFDL TQOAAcDI TQOAAcDR TQOAAcDL TQOAAcdI TQOAACDI TQOAACDR TQOAACDL TQOAApDI TQOAApDR TQOAApDL TQOAAaDI TQOAAaDR TQOAAaDL TQOAAADI TQOAAADR TQOAAADL TQOAafDI TQOAafDL TQOAaiDI TQOAIiDI TQOAFfdI TQOAFFdI TQOAFaDI TQOAFaDR TQOAFaDL TQOAFadI TQOAFadR TQOAFADI TQOAFADR TQOAFADL TQOAFAdR TQOAFiDI TQOAFiDR TQOAFiDL TQOAFidI TQOAFidR TQOAFIDI TQOAFIDR TQOAFIDL TQOAFIdI

TQOAFIdR TQOAPfDI TQOAPfDL TQOAPcdI TQOAPCDI TQOAPCDL TQOAPadI TQOAPAdI TQOAPAdR TQOAPAdL TQOAPiDI TQOAPidI TQOaAfDI TQOaAfDR TQOaAfDL TQOaAFDI TQOaAFDL TQOaAcDI TQOaACDL TQOaAPDL TQOaAaDI TQOaAaDR TQOaAaDL TQOaAiDI TQOaAIDI TQOaafDI TQOaafDL TQOaaFDI TQOaaFDL TQOaacDI TQOaaCDI TQOaaaDI TQOaaaDL TQOaaiDI TQOaIfDI TQOaIfDL TQOaIFDI TQOaIFDL TQOaIcDI TQOaIcDR TQOaICDI TQOaIiDI TQOaIiDR TQOaifDI TQOaifDR TQOaifDL TQOaiFDI TQOaiFDL TQOaFfDI TQOaFfDR TQOaFfDL TQOaFfdR TQOaFcDI TQOaFcDL TQOaFcdI TQOaFCDI TQOaFCdI TQOaFpDI TQOaFpDL TQOaFpdI TQOaFPDI TQOaFPDL TQOaFPdI TQOaFaDI TQOaFaDR TQOaFaDL TQOaFadI

TQOaFiDI TQOaFiDR TQOaFiDL TQOaFidI TQOaFidR TQOaFIdI TQOaPfDR TQOaPfDL TQOaPFDI TQOaPFDL TQOaPcDI TQOaPCDI TQOaPCdI TQOaPPDI TQOaPPDL TQOaPaDI TQOaPaDR TQOaPaDL TQOaPiDI TQOaPiDR TQOIAfDI TQOIAfDL TQOIAFDI TQOIAFDL TQOIAcDI TQOIACDI TQOIACDR TQOIAaDI TQOIAaDL TQOIAIDI TQOIAIDR TQOIafDI TQOIafDL TQOIaFDI TQOIaFDL TQOIacDI TQOIIfDI TQOIIfDL TQOIIfdI TQOIIFDI TQOIIFDL TQOIIcDI TQOIIcDR TQOIiFDL TQOIFfDI TQOIFfDL TQOIFfdI TQOIFFDL TQOIFaDI TQOIFaDL TQOIFadI TQOIFiDL TQOIFidI TQOIPfDI TQOIPfDL TQOIPcDI TQOIPpDI TQOIPaDL TQOIPadI TQOIPadL TQOIPIDI TQOIPIDR TQOIPIdI TQOIPIdR TQOIPIdL TQOICfdI TQOiAfDI

TQOiAfDL TQOiAFDL TQOiAiDI TQOiFFDL TQOiFaDL TQOiFadI TQOiFiDL TQOiFidR TQOiPfDR TQOiPfDL TQOFAfDI TQOFAfDR TQOFAfDL TQOFAfdI TQOFAFDI TQOFAFDL TQOFAFdI TQOFAcDR TQOFAcDL TQOFAcdI TQOFACDI TQOFACDL TQOFACdI TQOFApDR TQOFApDL TQOFAaDI TQOFAaDR TQOFAaDL TQOFAadI TQOFAadR TQOFAADI TQOFAADR TQOFAADL TQOFAAdI TQOFAAdR TQOFAiDI TQOFAiDR TQOFAiDL TQOFAidI TQOFAidR TQOFAIDI TQOFAIDL TQOFAIdI TQOFafDI TQOFafDL TQOFafdI TQOFaFDI TQOFaFDL TQOFaFdI TQOFaaDI TQOFaaDL TQOFaadI TQOFaadR TQOFaiDI TQOFaiDL TQOFaidI TQOFIfDI TQOFIfDL TQOFIfdI TQOFIFDI TQOFIFDL TQOFIFdI TQOFIcDI TQOFIcDL TQOFIcdI TQOFICDI TQOFICDL

TQOFICdI TQOFIaDI TQOFIaDL TQOFIadI TQOFIadR TQOFIiDL TQOFIidI TQOFifDI TQOFifDL TQOFiFDI TQOFiFDL TQOFiFdI TQOFiFdL TQOFiaDI TQOFiaDR TQOFiaDL TQOFiadI TQOFiadR TQOFFfDI TQOFFfDL TQOFFFDI TQOFFFDR TQOFFFDL TQOFFFdI TQOFFFdR TQOFFaDI TQOFFaDR TQOFFaDL TQOFFadR TQOFFADI TQOFFADR TQOFFADL TQOFFAdR TQOFFAdL TQOFFiDI TQOFFiDR TQOFFiDL TQOFFidI TQOFFidR TQOFFIDI TQOFFIDL TQOFFIdI TQOFPfDI TQOFPfDL TQOFPfdI TQOFPFDI TQOFPFDL TQOFPFdI TQOFPcDI TQOFPcDL TQOFPcdI TQOFPpDL TQOFPaDI TQOFPaDR TQOFPaDL TQOFPadI TQOFPadR TQOFPADI TQOFPADR TQOFPADL TQOFPAdR TQOFPiDI TQOFPiDR TQOFPiDL TQOFPidI TQOFPIDI TQOFPIDL

TQOFPIdI TQOFCfDI TQOFCfdI TQOFCfdR TQOFCFDI TQOFCFdI TQOFCFdR TQOPAfDI TQOPAfDR TQOPAfDL TQOPAfdI TQOPAfdL TQOPAFDI TQOPAcDI TQOPAadR TQOPAAdI TQOPAAdL TQOPAIDI TQOPafDI TQOPafDR TQOPafDL TQOPafdI TQOPafdL TQOPaFDI TQOPaCDI TQOPaadR TQOPaadL TQOPIfDI TQOPIfDL TQOPIfdI TQOPIFDI TQOPIFDR TQOPIFDL TQOPIcDI TQOPIcdR TQOPICDI TQOPIpdR TQOPIadR TQOPifDI TQOPifDR TQOPifDL TQOPifdI TQOPifdL TQOPiFDI TQOPiadI TQOPiadR TQOPiadL TQOPFfDI TQOPFfDR TQOPFfdI TQOPFFDR TQOPFFDL TQOPFFdI TQOPFFdL TQOPFaDR TQOPFadI TQOPFadR TQOPFADI TQOPFADR TQOPFADL TQOPFAdI TQOPFAdR TQOPFiDL TQOPFidI TQOPFIDI TQOPFIDR TQOPFIDL



183

TQOPFIdI TQOPFIdL TQOPPfDR TQOPPfdI TQOPPfdL TQOPPcDI TQOPPCDI TQOPPadI TQOPPadR TQOPPadL TQOPPAdL TQOPPIDI TQOCFfdI TQOCFfdR TQOCFFdI TQOCFIdI TQOCFIdR TQOCPfdI TQOCPfdR TQOCPfdL TQoAAfDR TQoAAfDL TQoAAiDR TQoAAiDL TQoAaiDR TQoAIfDR TQoAIfDL TQoAIiDR TQoAFiDL TQoAFIDR TQoAFIDL TQoAPfDL TQoAPiDR TQoaAFDR TQoaAFDL TQoaACDR TQoaApDR TQoaAPDR TQoaAiDR TQoaaFDR TQoaaFDL TQoaaiDR TQoaIfDR TQoaIfDL TQoaIiDR TQoaifDR TQoaifDL TQoaiFDR TQoaiFDL TQoaFcDL TQoaFCDR TQoaFCDL TQoaFCdR TQoaFPDR TQoaFPDL TQoaFPdR TQoaFiDR TQoaFiDL TQoIAfDR TQoIAfDL TQoIAaDR TQoIafDL TQoIaFDI TQoIaFDR TQoIaFDL TQoIacDR TQoIIFDI

TQoIIFDR TQoIIFDL TQoIiFDI TQoIiFDR TQoIiFDL TQoIFfDL TQoIFaDR TQoIFiDR TQoIFiDL TQoIFIDI TQoIFIDR TQoIFIDL TQoIFIdI TQoIFIdR TQoIPfDR TQoIPfDL TQoIPIDR TQoiAFDR TQoiAFDL TQoiAiDR TQoFAfDR TQoFAfDL TQoFAFDL TQoFAcDR TQoFAcDL TQoFAiDL TQoFAIDL TQoFafDR TQoFafDL TQoFaFDL TQoFaiDL TQoFIfDR TQoFIfDL TQoFIfdR TQoFIFDL TQoFIcDL TQoFICDL TQoFIiDL TQoFifDR TQoFifDL TQoFiFDL TQoFFfDR TQoFFfDL TQoFFiDL TQoFFIDL TQoFPfDL TQoFPFDL TQoFPcDL TQoFPpDL TQoFPIDL TQoPAfDR TQoPAfDL TQoPAfdI TQoPAfdL TQoPAcdI TQoPAcdR TQoPApdI TQoPafDR TQoPafDL TQoPafdI TQoPafdL TQoPIfDR TQoPIfDL TQoPIfdI TQoPIcdR TQoPifdI TQoPFfDR

TQoPFfDL TQoPFfdL TQoPFFdL TQoPFiDL TQoPFIDR TQoPFIDL TQoPFIdL TQoPPfDR TQoPPfdI TQoCFIdR TQoCPfdI TQoCPfdR TQoCPfdL TQPAAfDR TQPAAfDL TQPAAFDI TQPAAFDR TQPAAFDL TQPAAcDI TQPAAcDL TQPAACDI TQPAACDR TQPAACDL TQPAaFDI TQPAaFDR TQPAaFDL TQPAacDI TQPAacDR TQPAaiDI TQPAaIDI TQPAIfDI TQPAIfDR TQPAIfDL TQPAIFDI TQPAIFDR TQPAIFDL TQPAIiDI TQPAIIDI TQPAIIDR TQPAifDI TQPAifDR TQPAifDL TQPAiFDI TQPAiFDR TQPAiFDL TQPAFfDI TQPAFfDR TQPAFfDL TQPAFfdI TQPAFfdR TQPAFFDI TQPAFFDL TQPAFFdI TQPAFFdR TQPAFaDI TQPAFaDR TQPAFaDL TQPAFadI TQPAFadR TQPAFADI TQPAFADR TQPAFADL TQPAFAdR TQPAFiDI TQPAFiDR TQPAFiDL TQPAFidI

TQPAFidR TQPAFIDI TQPAFIDR TQPAFIDL TQPAFIdI TQPAFIdR TQPAPfDI TQPAPfDR TQPAPfDL TQPAPFDI TQPAPFDR TQPAPcdI TQPAPpdI TQPAPiDI TQPAPIdI TQPAPIdL TQPACfdI TQPACFdI TQPACFdR TQPACFdL TQPaAfDI TQPaAfDL TQPaAFDI TQPaAFDL TQPaAcDR TQPaACDL TQPaApDI TQPaApDR TQPaApDL TQPaAPDL TQPaAiDI TQPaAIDI TQPaafDI TQPaafDL TQPaaFDI TQPaaFDL TQPaacDL TQPaaaDI TQPaaaDL TQPaaiDI TQPaaIDI TQPaIfDI TQPaIFDR TQPaIFDL TQPaICDI TQPaiFDI TQPaiFDL TQPaiaDI TQPaiaDL TQPaFFDI TQPaFFDL TQPaFcDI TQPaFcDL TQPaFcdI TQPaFpDI TQPaFpDL TQPaFpdI TQPaFaDI TQPaFaDR TQPaFaDL TQPaFadI TQPaFadR TQPaFADI TQPaFADR TQPaFADL TQPaFAdR TQPaFiDI

TQPaFiDR TQPaFidI TQPaFidR TQPaFIDI TQPaFIDR TQPaFIDL TQPaFIdI TQPaFIdR TQPaPfDI TQPaPfDR TQPaPfDL TQPaPFDI TQPaPFDL TQPaPCDI TQPaPaDI TQPaPaDR TQPaPaDL TQPIAfDI TQPIAfDL TQPIAFDI TQPIAFDL TQPIAcDI TQPIACDI TQPIAaDI TQPIAaDL TQPIAADI TQPIAADL TQPIafDI TQPIafDL TQPIaFDI TQPIaFDL TQPIacDI TQPIaCDI TQPIIfDI TQPIIfDL TQPIIfdI TQPIIFDL TQPIIcDI TQPIICDR TQPIIpDR TQPIifDI TQPIifDL TQPIiFDI TQPIiFDL TQPIFfDI TQPIFfDL TQPIFfdI TQPIFFDI TQPIFFDL TQPIFaDI TQPIFaDL TQPIFadI TQPIFADL TQPIFAdI TQPIFiDI TQPIFiDL TQPIFidI TQPIPfDI TQPIPfDL TQPIPFDL TQPIPcDI TQPIPcdI TQPIPCDI TQPIPpDI TQPIPpdI TQPIPaDL TQPIPIdI

TQPIPIdR TQPIPIdL TQPiAfDI TQPiAfDR TQPiAfDL TQPiAFDI TQPiAFDL TQPiAcDI TQPiAcDL TQPiAiDI TQPiIfDI TQPiFfDI TQPiFfDL TQPiFFDL TQPiFCDL TQPiFadI TQPiFadR TQPiFiDI TQPiFiDL TQPiFidI TQPiPfDI TQPiPfDR TQPiPfDL TQPiPFDI TQPiPFDL TQPiPFdL TQPFAfDI TQPFAfDL TQPFAfdI TQPFAFDI TQPFAFDL TQPFAFdI TQPFAcDI TQPFAcDR TQPFAcDL TQPFAcdI TQPFACDI TQPFACDL TQPFApDR TQPFApDL TQPFAaDI TQPFAaDL TQPFAadI TQPFAADI TQPFAADR TQPFAADL TQPFAAdI TQPFAAdL TQPFAiDI TQPFAiDR TQPFAidI TQPFAidR TQPFAIDI TQPFAIDR TQPFAIdI TQPFAIdR TQPFafDI TQPFafDR TQPFafDL TQPFafdI TQPFaFDL TQPFaaDI TQPFaaDL TQPFaadI TQPFaadR TQPFaiDI TQPFaiDL

TQPFaidI TQPFaIDI TQPFIfDI TQPFIfDL TQPFIfdI TQPFIFDI TQPFIFDL TQPFIFdI TQPFIcDI TQPFIcDL TQPFIcdI TQPFICDI TQPFICDL TQPFICdI TQPFIpDL TQPFIaDI TQPFIaDR TQPFIaDL TQPFIadI TQPFIadR TQPFIADR TQPFIADL TQPFIAdI TQPFIAdR TQPFIiDI TQPFIiDR TQPFIiDL TQPFIIDL TQPFIIdI TQPFifDI TQPFifDL TQPFifdI TQPFiFDL TQPFiFdI TQPFiaDI TQPFiaDR TQPFiadI TQPFiadR TQPFFfDI TQPFFfDR TQPFFfDL TQPFFfdI TQPFFFDI TQPFFFDL TQPFFFdI TQPFFaDI TQPFFaDR TQPFFaDL TQPFFadI TQPFFadR TQPFFADI TQPFFADR TQPFFADL TQPFFAdR TQPFFiDR TQPFFiDL TQPFFidI TQPFFidR TQPFFIDI TQPFFIdI TQPFFIdR TQPFPfDI TQPFPfDL TQPFPfdI TQPFPFDL TQPFPFdI TQPFPcDI



184

TQPFPcDR TQPFPcDL TQPFPcdI TQPFPCDI TQPFPCDL TQPFPCdI TQPFPpDI TQPFPpDL TQPFPaDI TQPFPaDR TQPFPaDL TQPFPadI TQPFPadR TQPFPADI TQPFPADR TQPFPADL TQPFPAdI TQPFPAdR TQPFPIDR TQPFPIDL TQPFPIdI TQPFPIdR TQPFCfDI TQPFCfDR TQPFCfDL TQPFCfdI TQPFCfdR TQPFCFDI TQPFCFDR TQPFCFDL TQPFCFdI TQPFCFdR TQPPAfDI TQPPAfDR TQPPAfdI TQPPAFDL TQPPAFdI TQPPAFdL TQPPAcDR TQPPApDR TQPPafDI TQPPafDR TQPPafdR TQPPaFDR TQPPaFDL TQPPaCDI TQPPaadR TQPPaAdR TQPPaAdL TQPPIfDI TQPPIfDR TQPPIfDL TQPPIfdI TQPPIfdL TQPPIFDI TQPPIFDR TQPPIFDL TQPPIFdI TQPPICDI TQPPIadR TQPPIadL TQPPIAdI TQPPIAdR TQPPIAdL TQPPifDI TQPPifDR TQPPifDL

TQPPifdI TQPPifdL TQPPiFDI TQPPiFDR TQPPiFdI TQPPiFdL TQPPiadI TQPPiadL TQPPFfDI TQPPFfDL TQPPFfdI TQPPFfdL TQPPFFDR TQPPFFDL TQPPFaDI TQPPFaDR TQPPFaDL TQPPFadI TQPPFadR TQPPFADR TQPPFADL TQPPFAdR TQPPFiDI TQPPFidI TQPPFidR TQPPFIDL TQPPFIdI TQPPFIdR TQPPFIdL TQPPPfDI TQPPPfDR TQPPPfDL TQPPPFDR TQPPPFdI TQPPPFdL TQPPPcDR TQPPPadR TQPPPadL TQPPPAdI TQPPPAdR TQPPPAdL TQPCFfdI TQPCFfdR TQPCFIdI TQPCPfdI TQPCPfdR TQPCPfdL TQPCPFdI TQPCPFdR TQPCPFdL TQpAAFDR TQpAAFDL TQpAAiDR TQpAAiDL TQpAaFDR TQpAaFDL TQpAaCDR TQpAaiDR TQpAaIDR TQpAIFDR TQpAIFDL TQpAIiDR TQpAIIDR TQpAiFDR TQpAiFDL TQpAFFDL TQpAFiDL

TQpAFIDL TQpAPFDR TQpAPFDL TQpAPiDR TQpACFdI TQpACFdR TQpaAFDL TQpaAIDR TQpaafDL TQpaaFDL TQpaaiDR TQpaaIDR TQpaiFDL TQpaFFDL TQpaFCDL TQpaFPDL TQpaFiDR TQpaFiDL TQpaFIDL TQpaPFDL TQpIAfDL TQpIAFDL TQpIAaDR TQpIafDL TQpIaFDL TQpIaaDR TQpIIFDI TQpIIFDL TQpIiFDL TQpIiaDR TQpIFfDL TQpIFFDL TQpIFaDR TQpIFadR TQpIFiDL TQpIFIDL TQpIPfDL TQpIPFDL TQpiFFDL TQpiFIDL TQpiPfDR TQpiPfDL TQpiPFDL TQpFAFDL TQpFACDR TQpFACDL TQpFAiDL TQpFAIDL TQpFaFDR TQpFaFDL TQpFaiDL TQpFaIDL TQpFIFDL TQpFICDL TQpFIiDL TQpFIIDL TQpFiFDR TQpFiFDL TQpFFFDL TQpFFiDL TQpFFIDL TQpFPFDL TQpFPCDL TQpFPiDL TQpFCFDR TQpFCFDL TQpPAfdI

TQpPAfdL TQpPAFdI TQpPAcdR TQpPafdI TQpPafdL TQpPaFDL TQpPaFdI TQpPIfdI TQpPIfdL TQpPIcdR TQpPifdI TQpPifdL TQpPFFDL TQpPFiDL TQpPPfdI TQpPPfdL TQpPPFDR TQpCPfdI TQpCPfdR TQpCPfdL TQpCPFdI TQpCPFdL TQQAAfDI TQQAAfDR TQQAAfDL TQQAAFDI TQQAAFDR TQQAAFDL TQQAAcDR TQQAAcDL TQQAAcdI TQQAACDI TQQAACDR TQQAACDL TQQAApDI TQQAApDL TQQAAaDI TQQAAaDR TQQAAaDL TQQAAidI TQQAAIDI TQQAAIDR TQQAAIDL TQQAafDI TQQAafDR TQQAaFDI TQQAaFDR TQQAacDI TQQAacDL TQQAaCDI TQQAaCDL TQQAIfDR TQQAIFDI TQQAIFDL TQQAIcDI TQQAIcDL TQQAICDL TQQAifDI TQQAifDL TQQAFfDI TQQAFfDR TQQAFfdI TQQAFfdR TQQAFFDR TQQAFFdI TQQAFFdR TQQAFaDI

TQQAFaDR TQQAFaDL TQQAFadI TQQAFADI TQQAFADR TQQAFADL TQQAFiDI TQQAFiDR TQQAFiDL TQQAFidR TQQAFIDI TQQAFIDR TQQAFIdR TQQAPfDI TQQAPfDR TQQAPfDL TQQAPfdR TQQAPFDI TQQAPFDL TQQAPcDR TQQAPcDL TQQAPcdI TQQAPCDI TQQAPCDL TQQAPadI TQQAPAdI TQQAPAdR TQQAPAdL TQQAPidI TQQAPIDI TQQAPIdI TQQAPIdR TQQAPIdL TQQACFdI TQQACFdR TQQaAfDI TQQaAfDL TQQaAFDI TQQaAFDL TQQaAcDI TQQaAcDL TQQaACDI TQQaACDL TQQaApDI TQQaApDL TQQaAPDL TQQaAaDI TQQaAaDR TQQaAADI TQQaAADL TQQaafDI TQQaafDL TQQaaFDL TQQaacDL TQQaaCDI TQQaaCDL TQQaaaDI TQQaaaDL TQQaaADI TQQaaADL TQQaaiDI TQQaaIDI TQQaIfDI TQQaIfDL TQQaIFDL TQQaIcDL TQQaICDI

TQQaICDL TQQaIaDI TQQaIaDL TQQaIADI TQQaIADL TQQaIiDI TQQaIiDR TQQaIIDI TQQaifDI TQQaifDL TQQaiFDL TQQaFfDI TQQaFfDL TQQaFFDI TQQaFFDL TQQaFFdI TQQaFcDI TQQaFcDL TQQaFcdI TQQaFCDI TQQaFCDL TQQaFCdI TQQaFpDI TQQaFpDL TQQaFaDI TQQaFaDR TQQaFadI TQQaFADI TQQaFADL TQQaFAdI TQQaFiDI TQQaFiDR TQQaFiDL TQQaFidR TQQaFIDI TQQaFIDL TQQaFIdI TQQaPfDI TQQaPfDR TQQaPfDL TQQaPFDI TQQaPcDI TQQaPcDL TQQaPCDI TQQaPCDL TQQaPCdI TQQaPpDL TQQaPPDL TQQaPaDI TQQaPaDR TQQaPaDL TQQaPADI TQQaPADL TQQaPiDI TQQaPiDR TQQIAfDI TQQIAfDL TQQIAFDI TQQIAFDL TQQIAcDR TQQIAcDL TQQIACDI TQQIACDR TQQIApDR TQQIAaDI TQQIAaDL TQQIAiDI

TQQIAiDR TQQIafDI TQQIafDL TQQIaFDI TQQIaFDL TQQIacDR TQQIacDL TQQIaCDI TQQIaCDR TQQIaaDI TQQIaaDL TQQIIfDL TQQIIFDL TQQIIcDI TQQIIcDR TQQIICDR TQQIifDI TQQIifDR TQQIifDL TQQIifdI TQQIiFDI TQQIiFDL TQQIiaDI TQQIiaDL TQQIiADL TQQIFfDI TQQIFfDL TQQIFFDI TQQIFFDL TQQIFaDI TQQIFaDL TQQIFadI TQQIFIDL TQQIPfDL TQQIPFDI TQQIPFDL TQQIPpDR TQQIPpDL TQQICfdI TQQiAfDI TQQiAfDR TQQiAfDL TQQiAFDL TQQiAcDI TQQiAcDL TQQiAidI TQQiIfDI TQQiIfDL TQQiIaDL TQQiFfDI TQQiFfDL TQQiFFDI TQQiFFDL TQQiFFdI TQQiFcDL TQQiFCDI TQQiFadI TQQiFadR TQQiFADI TQQiFADL TQQiFAdI TQQiFidR TQQiFIDI TQQiFIDL TQQiFIdI TQQiPfDI TQQiPfDR



185

TQQiPfDL TQQiPFDI TQQiPFDL TQQFAfDI TQQFAfDR TQQFAfDL TQQFAfdI TQQFAFDI TQQFAFDR TQQFAFDL TQQFAFdI TQQFAcDR TQQFAcDL TQQFAcdI TQQFAcdR TQQFACDL TQQFApDR TQQFApdR TQQFAaDI TQQFAaDR TQQFAaDL TQQFAadI TQQFAADI TQQFAADR TQQFAADL TQQFAAdI TQQFAiDI TQQFAiDR TQQFAidI TQQFAidR TQQFAIDI TQQFAIDL TQQFAIdI TQQFAIdR TQQFafDL TQQFaFDI TQQFaFDL TQQFaFdI TQQFaaDI TQQFaaDR TQQFaaDL TQQFaadI TQQFaADI TQQFaADR TQQFaADL TQQFaAdI TQQFaiDI TQQFaidI TQQFaIDI TQQFaIDR TQQFaIdR TQQFIfDI TQQFIfDR TQQFIfDL TQQFIfdR TQQFIFDI TQQFIFDL TQQFIcDL TQQFICDI TQQFICDL TQQFICdI TQQFIpDL TQQFIaDI TQQFIaDL TQQFIadI TQQFIADI TQQFIADL

TQQFIAdI TQQFIiDL TQQFIidI TQQFIIDI TQQFIIDR TQQFIIdI TQQFIIdR TQQFifDI TQQFifDL TQQFiFDI TQQFiFDL TQQFiFdI TQQFiADI TQQFiAdI TQQFFfDR TQQFFfDL TQQFFfdR TQQFFfdL TQQFFFDI TQQFFFDR TQQFFFdR TQQFFaDI TQQFFaDL TQQFFADI TQQFFiDI TQQFFiDL TQQFFidR TQQFFIDI TQQFFIDL TQQFFIdR TQQFPfDI TQQFPfDL TQQFPfdI TQQFPFDI TQQFPFDR TQQFPFDL TQQFPFdI TQQFPcDI TQQFPcDL TQQFPcdI TQQFPCDL TQQFPCdI TQQFPpDL TQQFPaDI TQQFPadI TQQFPADR TQQFPADL TQQFPAdI TQQFPidI TQQFPIDI TQQFPIDL TQQFPIdI TQQFPIdR TQQFCfDI TQQFCfdI TQQFCFDI TQQFCFDR TQQFCFDL TQQFCFdI TQQFCFdR TQQPAfDI TQQPAfDR TQQPAfdI TQQPAfdL TQQPAFDI TQQPAFDR TQQPAFDL

TQQPAcDL TQQPApDL TQQPAiDR TQQPafDI TQQPafDR TQQPafDL TQQPafdI TQQPafdR TQQPafdL TQQPaFDL TQQPacDL TQQPaCDI TQQPaCDL TQQPIfDI TQQPIfDR TQQPIfDL TQQPIfdI TQQPIfdL TQQPIFDI TQQPIFDR TQQPIcDL TQQPIpDL TQQPifDI TQQPifDR TQQPifdI TQQPiFDL TQQPFfDR TQQPFfdL TQQPFFDR TQQPFFdI TQQPFFdL TQQPFaDI TQQPFaDR TQQPFadI TQQPFADI TQQPFADR TQQPFADL TQQPFiDI TQQPFiDL TQQPFidI TQQPFIDL TQQPFIdI TQQPPfDI TQQPPfdI TQQPPfdL TQQPPFDI TQQPPFDR TQQPPcDI TQQPPcDL TQQPPCDI TQQPPCDL TQQPPpDL TQQPPIDI TQQPPIDR TQQCFfdI TQQCFfdR TQQCFFdI TQQCFFdR TQQCFidI TQQCFIdI TQQCFIdR TQQCPfdI TQQCPfdR TQQCPfdL TQqAAfDL TQqAAFDL TQqAAcDR

TQqAAcDL TQqAACDR TQqAACDL TQqAAaDL TQqAAiDR TQqAAiDL TQqAAIDR TQqAAIDL TQqAacDL TQqAaCDL TQqAaiDL TQqAIFDL TQqAIcDL TQqAICDL TQqAiADL TQqAFADL TQqAFiDL TQqAFIDL TQqAPCDL TQqaAfDL TQqaAFDL TQqaAcDL TQqaACDL TQqaApDL TQqaAPDL TQqaAaDR TQqaAADR TQqaAADL TQqaafDL TQqaaFDL TQqaacDL TQqaaCDL TQqaaaDL TQqaaADR TQqaaADL TQqaaIDR TQqaIfDL TQqaIFDR TQqaIFDL TQqaICDR TQqaICDL TQqaIaDR TQqaIaDL TQqaIADR TQqaIADL TQqaiFDL TQqaFfDL TQqaFFDL TQqaFcDL TQqaFCDL TQqaFpDL TQqaFPDL TQqaFaDR TQqaFADR TQqaFADL TQqaFIDL TQqaPFDL TQqaPCDL TQqaPADL TQqIAfDR TQqIAfDL TQqIAFDL TQqIAcDL TQqIAaDL TQqIAADR TQqIAADL TQqIafDL

TQqIaFDL TQqIacDL TQqIaaDR TQqIaaDL TQqIaADR TQqIaADL TQqIIFDI TQqIIFDL TQqIiFDL TQqIiaDL TQqIiADL TQqIFfDR TQqIFfDL TQqIFfdR TQqIFFDL TQqIFaDL TQqIFADR TQqIFADL TQqIPfDR TQqIPfDL TQqIPFDL TQqIPcDL TQqiAfDL TQqiAFDL TQqiaADL TQqiIaDR TQqiIaDL TQqiFFDL TQqiFCDL TQqiFIDL TQqiPfDL TQqiPFDR TQqiPFDL TQqFAfDL TQqFAFDL TQqFAcDL TQqFACDL TQqFACdL TQqFAaDL TQqFAADL TQqFafDL TQqFaFDL TQqFIfDL TQqFIFDL TQqFIcDL TQqFICDL TQqFIaDL TQqFifDL TQqFiFDL TQqFiaDL TQqFFfDL TQqFFFDL TQqFFaDL TQqFFIDL TQqFPfDL TQqFPcDL TQqFPpDL TQqFPaDL TQqFPADL TQqFCFDR TQqPAfdI TQqPAfdL TQqPAFDL TQqPAcdR TQqPACDL TQqPafdI TQqPafdL

TQqPaCDL TQqPIfDL TQqPIcdR TQqPICDL TQqPifDL TQqPifdI TQqPifdL TQqPFfDL TQqPFfdL TQqPFFdL TQqPPfDL TQqPPfdI TQqPPFDL TQqCPfdI TQqCPfdR TQqCPfdL TQRAAaDI TQRAAaDL TQRAAADI TQRAAiDI TQRAAIDI TQRAaaDI TQRAaaDL TQRAaiDI TQRAaIDI TQRAIaDL TQRAIiDI TQRAIIDI TQRAFaDI TQRAFaDL TQRAFadI TQRAFADI TQRAFADL TQRAFAdI TQRAFiDI TQRAFidI TQRAFIDI TQRAFIDL TQRAPaDL TQRAPadI TQRAPADL TQRAPAdI TQRAPAdR TQRAPAdL TQRAPIdI TQRAPIdR TQRAPIdL TQRaaaDI TQRaaaDL TQRaIaDL TQRaFaDI TQRaFaDL TQRaFadI TQRaFADI TQRaFADL TQRaFAdI TQRaFiDI TQRaFidI TQRIAaDI TQRIAaDL TQRIAiDI TQRIaaDI TQRIaADI TQRIIadI TQRIIADI TQRIFaDI TQRIFaDL

TQRIFadI TQRIFADI TQRIPaDL TQRiIadI TQRiFADI TQRiFAdI TQRiFIDI TQRFaadI TQRFFadI TQRFPadI TQRPApdR TQRPFadI TQrAAaDR TQrAAiDR TQrAIaDR TQrAIiDR TQrAIiDL TQrAFADR TQrAFIDR TQrAFIdR TQrAPadI TQrAPidI TQrIAaDR TQrIAiDR TQrIAiDL TQrIFaDR TQrIFiDR TQrIFiDL TQrIFidR TQrIFIdR TQrIPiDL TQriIaDR TQriFADR TQriFiDR TQriFidR TQriFIDR TQKAAfDI TQKAAFDI TQKAACDI TQKAAADI TQKAAADR TQKAAADL TQKAacDR TQKAaiDI TQKAIcDR TQKAIiDI TQKAFfdI TQKAFfdR TQKAFADI TQKAFADR TQKAFAdI TQKAFAdR TQKAFiDI TQKAFiDR TQKAFiDL TQKAFidI TQKAFidR TQKAFIDR TQKAFIDL TQKAFIdI TQKAPcDR TQKAPcdI TQKAPadI TQKAPiDI TQKaAfDI TQKaAfDL TQKaAFDI



186

TQKaAFDL TQKaAcDI TQKaACDL TQKaAaDI TQKaAaDR TQKaAaDL TQKaAADL TQKaAiDI TQKaAIDI TQKaafDL TQKaaFDI TQKaaFDL TQKaacDI TQKaaCDI TQKaaaDI TQKaaaDL TQKaaiDI TQKaaIDI TQKaIfDI TQKaIfDL TQKaIcDI TQKaIcDR TQKaICDI TQKaIiDI TQKaIiDR TQKaifDI TQKaifDR TQKaifDL TQKaiFDI TQKaiFDL TQKaFfDI TQKaFfDR TQKaFcDI TQKaFcDR TQKaFcDL TQKaFcdI TQKaFCDI TQKaFCDL TQKaFpDI TQKaFpDR TQKaFpDL TQKaFpdI TQKaFPDI TQKaFPDL TQKaFPdI TQKaFADL TQKaFiDI TQKaFiDR TQKaFiDL TQKaFidI TQKaFidR TQKaFIDI TQKaFIDL TQKaFIdI TQKaPfDR TQKaPfDL TQKaPCDI TQKaPaDI TQKaPaDR TQKaPaDL TQKaPiDI TQKaPiDR TQKaPIDI TQKIAfDL TQKIAFDI TQKIAFDL TQKIAcDI

TQKIACDI TQKIAaDI TQKIAaDR TQKIAaDL TQKIAiDI TQKIAiDR TQKIAIDI TQKIAIDR TQKIafDI TQKIafDL TQKIaFDI TQKIaFDL TQKIacDI TQKIIfDI TQKIIfdI TQKIIFDI TQKIIFDL TQKIIcDI TQKIiFDL TQKIFfDL TQKIFfdI TQKIFFDI TQKIFFDL TQKIFaDI TQKIFaDR TQKIFaDL TQKIFiDL TQKIPfDL TQKIPaDL TQKIPadI TQKIPadL TQKIPidI TQKICfdI TQKiAfDI TQKiAfDL TQKiAiDI TQKiFFDL TQKiFaDL TQKiFadR TQKiFiDL TQKiFidR TQKiFIDI TQKiFIDL TQKiFIdI TQKiPfDI TQKiPfDR TQKiPfDL TQKFAfDI TQKFAfDL TQKFAFDI TQKFAFDL TQKFAFdI TQKFAcdI TQKFACDI TQKFACDR TQKFACDL TQKFACdI TQKFAaDI TQKFAaDR TQKFAaDL TQKFAadI TQKFAadR TQKFAADI TQKFAADR TQKFAADL TQKFAAdI TQKFAAdR

TQKFAiDI TQKFAidI TQKFAIDI TQKFAIDR TQKFAIDL TQKFAIdI TQKFAIdR TQKFafDI TQKFafDL TQKFaFDI TQKFaFDL TQKFaFdI TQKFaaDI TQKFaaDR TQKFaaDL TQKFaadI TQKFaadR TQKFaADI TQKFaADL TQKFaAdI TQKFaiDI TQKFaiDL TQKFaidI TQKFaIDI TQKFaIDR TQKFaIdI TQKFaIdR TQKFIfDI TQKFIfDL TQKFIfdI TQKFIFDI TQKFIFDR TQKFIFDL TQKFIFdI TQKFIcDL TQKFIcdI TQKFICDL TQKFICdI TQKFIaDI TQKFIaDR TQKFIaDL TQKFIadI TQKFIadR TQKFIADI TQKFIADR TQKFIAdI TQKFIAdR TQKFIiDI TQKFIiDL TQKFIidI TQKFIIDI TQKFIIDR TQKFIIDL TQKFIIdI TQKFifDL TQKFiFDI TQKFiFDL TQKFiFdI TQKFiaDI TQKFiaDR TQKFiadI TQKFiadR TQKFFfDI TQKFFfDL TQKFFFDI TQKFFFDL TQKFFFdI

TQKFFaDI TQKFFaDL TQKFFADI TQKFFADR TQKFFADL TQKFFAdI TQKFFiDI TQKFFiDR TQKFFidI TQKFFIDI TQKFFIdI TQKFPfDI TQKFPfdI TQKFPFDL TQKFPcDL TQKFPpDI TQKFPpDL TQKFPaDI TQKFPaDR TQKFPaDL TQKFPadI TQKFPadR TQKFPADI TQKFPADR TQKFPADL TQKFPAdI TQKFPAdR TQKFPiDI TQKFPidI TQKFPIDI TQKFPIDR TQKFPIDL TQKFPIdI TQKFPIdR TQKFCfDI TQKFCfdI TQKFCfdR TQKFCFDI TQKFCFdI TQKPAfDR TQKPAcDI TQKPAcdR TQKPafdI TQKPafdL TQKPaFDI TQKPacDI TQKPaCDI TQKPIfdI TQKPIfdL TQKPIcDI TQKPICDI TQKPifdI TQKPifdR TQKPifdL TQKPiFDI TQKPFfDR TQKPFfdL TQKPFFdL TQKPFaDI TQKPFaDR TQKPFaDL TQKPFadI TQKPFADI TQKPFADR TQKPFADL TQKPFAdI TQKPFAdR

TQKPFiDI TQKPFiDL TQKPFidI TQKPFIDI TQKPFIDL TQKPFIdR TQKPFIdL TQKPPfDI TQKPPfdI TQKPPfdL TQKPPcDI TQKPPCDI TQKPPIDI TQKPPIDR TQKCFfdR TQKCFFdI TQKCFIdI TQKCPfdI TQKCPfdR TQkAAiDR TQkAAiDL TQkAaiDR TQkAIiDR TQkAPiDR TQkAPidI TQkaAFDR TQkaACDR TQkaAiDR TQkaaFDR TQkaaFDL TQkaaaDR TQkaaiDR TQkaifDR TQkaifDL TQkaiFDL TQkaFCDR TQkaFPDR TQkaFPDL TQkaFiDL TQkaFIDR TQkaFIDL TQkIAfDL TQkIafDL TQkIaFDR TQkIaFDL TQkIIFDI TQkIIFDR TQkIIFDL TQkIiFDI TQkIiFDL TQkIFfDL TQkIFFDI TQkIFFDR TQkIFFDL TQkIFFdI TQkIFFdR TQkIFiDL TQkIFIDR TQkIFIDL TQkIFIdI TQkIFIdR TQkIPfDL TQkiAFDL TQkiAiDR TQkiFIDL TQkPAfdI TQkPAcdR

TQkPafdI TQkPIcdI TQkPIcdR TQkPPfdI TQkCPfdI TQkCPfdR TQkCPfdL TQLAAfDR TQLAAfDL TQLAAFDI TQLAAFDR TQLAAFDL TQLAAcDI TQLAAcDL TQLAACDI TQLAACDR TQLAACDL TQLAAaDI TQLAAaDR TQLAAaDL TQLAacDI TQLAacDL TQLAaCDI TQLAaCDR TQLAaCDL TQLAaiDI TQLAaIDI TQLAIfDI TQLAIfDR TQLAIfDL TQLAIcDI TQLAICDL TQLAIiDI TQLAIIDI TQLAFfDI TQLAFfdI TQLAFfdR TQLAFFdI TQLAFaDI TQLAFaDR TQLAFaDL TQLAFadI TQLAFadR TQLAFADR TQLAFADL TQLAFAdI TQLAFiDI TQLAFiDR TQLAFiDL TQLAFidI TQLAFidR TQLAPfDI TQLAPfDR TQLAPfDL TQLAPFDR TQLAPcDI TQLAPcDL TQLAPCDL TQLAPpDL TQLAPiDI TQLAPidI TQLAPIDI TQLAPIdI TQLACfdI TQLaAfDI TQLaAfDR TQLaAfDL

TQLaAFDI TQLaAFDL TQLaACDL TQLaApDI TQLaApDL TQLaAPDR TQLaAPDL TQLaAaDI TQLaAaDR TQLaAaDL TQLaAADR TQLaAADL TQLaAiDI TQLaAIDI TQLaafDI TQLaafDL TQLaaFDI TQLaaFDL TQLaacDL TQLaaaDI TQLaaaDL TQLaaADI TQLaaADL TQLaaiDI TQLaaIDI TQLaIFDI TQLaIFDR TQLaIFDL TQLaICDI TQLaIiDI TQLaIiDR TQLaIIDI TQLaIIDR TQLaiFDI TQLaiFDL TQLaiaDI TQLaiaDL TQLaFFDI TQLaFFdI TQLaFcDI TQLaFcDL TQLaFcdI TQLaFpDI TQLaFpDL TQLaFpdI TQLaFaDI TQLaFaDR TQLaFaDL TQLaFadI TQLaFADI TQLaFADR TQLaFADL TQLaFAdI TQLaFAdR TQLaFiDI TQLaFiDR TQLaFiDL TQLaFidI TQLaFidR TQLaFIdI TQLaPfDR TQLaPfDL TQLaPFDL TQLaPcDL TQLaPaDR TQLaPaDL TQLaPADI



187

TQLaPADR TQLaPADL TQLaPiDI TQLaPIDI TQLaPIDR TQLIAfDI TQLIAfDL TQLIAFDI TQLIAFDL TQLIACDI TQLIAaDI TQLIAaDL TQLIAADI TQLIAADL TQLIAiDI TQLIAiDR TQLIafDI TQLIaFDI TQLIaFDL TQLIacDI TQLIaCDI TQLIICDR TQLIiFDL TQLIFFDI TQLIFaDI TQLIFaDL TQLIFadI TQLIFADI TQLIFADL TQLIFAdI TQLIFiDL TQLIFidI TQLIFIDI TQLIFIDL TQLIFIdI TQLIPFDI TQLIPFDL TQLIPcDI TQLIPcdI TQLIPaDL TQLIPadI TQLIPadL TQLIPADL TQLiAfDI TQLiAfDL TQLiAFDI TQLiAcDL TQLiAiDI TQLiFFDI TQLiFadI TQLiFadR TQLiFAdI TQLiFAdR TQLiFiDL TQLiFIdI TQLiFIdR TQLiPfDI TQLiPfDR TQLiPfDL TQLiPFDI TQLiPFDL TQLFAfDI TQLFAfDL TQLFAfdI TQLFAFDI TQLFAFDL TQLFAFdI

TQLFAcDI TQLFAcDR TQLFAcDL TQLFAcdI TQLFACDI TQLFACDL TQLFACdI TQLFAaDI TQLFAaDR TQLFAaDL TQLFAadI TQLFAadR TQLFAADI TQLFAAdI TQLFAiDI TQLFAiDR TQLFAidI TQLFAIdI TQLFAIdR TQLFafDI TQLFafDL TQLFafdI TQLFaFDI TQLFaFDL TQLFaFdI TQLFaaDI TQLFaaDR TQLFaaDL TQLFaadI TQLFaadR TQLFaADI TQLFaADR TQLFaADL TQLFaAdI TQLFaAdR TQLFaiDI TQLFaiDL TQLFaidI TQLFIfDI TQLFIfDL TQLFIfdI TQLFIFDI TQLFIcDI TQLFIcDL TQLFIcdI TQLFIaDI TQLFIaDL TQLFIadI TQLFIADI TQLFIADL TQLFIAdR TQLFIiDL TQLFIidI TQLFIidR TQLFIIDI TQLFIIdI TQLFifDI TQLFifDL TQLFifdI TQLFiFDL TQLFiaDI TQLFiaDR TQLFiadI TQLFFfDI TQLFFfDL TQLFFFDI TQLFFFDL

TQLFFFdI TQLFFaDI TQLFFaDR TQLFFadI TQLFFadR TQLFFADI TQLFFADR TQLFFAdI TQLFFiDI TQLFFiDL TQLFFIDI TQLFFIdI TQLFPfDI TQLFPfDL TQLFPfdI TQLFPFDI TQLFPFDL TQLFPFdI TQLFPcDI TQLFPcDR TQLFPcDL TQLFPcdI TQLFPCDI TQLFPCDL TQLFPaDI TQLFPaDR TQLFPaDL TQLFPadI TQLFPadR TQLFPadL TQLFPADR TQLFPADL TQLFPAdI TQLFPAdR TQLFPiDI TQLFPidI TQLFPidR TQLFPIDI TQLFPIdI TQLFCfDI TQLFCfDR TQLFCfDL TQLFCfdI TQLFCFDI TQLFCFDR TQLFCFDL TQLFCFdI TQLPAfDI TQLPAfDR TQLPAfDL TQLPAFDR TQLPAFDL TQLPafDI TQLPafDR TQLPafDL TQLPaFDI TQLPaFDR TQLPaFDL TQLPaCDI TQLPIfDR TQLPIfdI TQLPIfdL TQLPIFDI TQLPIFDR TQLPICDI TQLPifDR TQLPifDL

TQLPifdI TQLPifdL TQLPiFDI TQLPiFDR TQLPiFDL TQLPFfDI TQLPFfDR TQLPFfDL TQLPFfdI TQLPFFDI TQLPFFDR TQLPFaDI TQLPFaDL TQLPFAdR TQLPFidI TQLPFIDI TQLPFIdI TQLPPfDI TQLPPfDR TQLPPfdI TQLPPFDI TQLPPFDR TQLCFfdI TQLCFfdR TQLCFFdI TQLCPfdI TQLCPfdR TQLCPfdL TQLCPFdI TQLCPFdR TQLCPFdL TQlAAFDR TQlAAFDL TQlAacDL TQlAaiDI TQlAaiDR TQlAaIDR TQlAIiDR TQlAFFDR TQlAFFDL TQlAFiDL TQlAPFDR TQlaAFDR TQlaAIDR TQlaaFDL TQlaacDL TQlaFiDL TQlIAFDL TQlIafDL TQlIaFDL TQlIIFDI TQlIIFDL TQlIiaDR TQlIFFDL TQliAcDR TQliAcDL TQliFiDL TQlFACDR TQlFCFDR TQlFCFdR TQlPAfdI TQlPAfdL TQlPAFDR TQlPAFdI TQlPAcdR TQlPaFDR TQlPIfdI

TQlPIfdL TQlPIFDR TQlPIcdR TQlPifdI TQlPifdR TQlPifdL TQlPiFDR TQlPFFDR TQlPPfdI TQlPPfdL TQlPPFDR TQlCFFdR TQlCPfdI TQlCPfdR TQlCPfdL TQlCPFdI TQlCPFdR TQlCPFdL TQMAAfDI TQMAAfDL TQMAAFDI TQMAAFDR TQMAAFDL TQMAACDI TQMAACDL TQMAApDL TQMAAaDI TQMAAaDL TQMAAIDI TQMAafDI TQMAafDL TQMAacDL TQMAaCDL TQMAIfDI TQMAIfDL TQMAIcDL TQMAICDL TQMAIiDI TQMAifDI TQMAFfDR TQMAFfdI TQMAFfdR TQMAFFdI TQMAFaDI TQMAFaDL TQMAFadI TQMAFADI TQMAFADL TQMAFAdI TQMAFiDI TQMAFidI TQMAFidR TQMAFIDI TQMAFIDR TQMAFIDL TQMAFIdI TQMAFIdR TQMAPfDR TQMAPfdR TQMAPcDL TQMAPcdI TQMAPadI TQMAPiDI TQMACfdI TQMaAfDI TQMaAfDR TQMaAfDL

TQMaAFDI TQMaAFDL TQMaAcDI TQMaACDI TQMaACDL TQMaApDL TQMaAPDL TQMaAaDI TQMaAaDR TQMaAaDL TQMaafDI TQMaafDL TQMaaFDI TQMaaFDL TQMaacDI TQMaaCDL TQMaaADL TQMaaiDI TQMaaIDI TQMaIfDI TQMaIfDL TQMaIFDI TQMaIFDL TQMaIcDI TQMaIcDR TQMaICDI TQMaICDL TQMaIaDL TQMaIADI TQMaIADL TQMaIiDI TQMaifDI TQMaifDL TQMaiFDI TQMaiFDL TQMaFfDR TQMaFfDL TQMaFfdR TQMaFcDI TQMaFcDR TQMaFcDL TQMaFcdI TQMaFCDI TQMaFpDI TQMaFpDR TQMaFpDL TQMaFpdI TQMaFPDI TQMaFPDL TQMaFaDI TQMaFaDL TQMaFadI TQMaFADL TQMaFAdI TQMaFiDI TQMaFiDR TQMaFiDL TQMaFidR TQMaFIDI TQMaFIdI TQMaPfDI TQMaPfDR TQMaPfDL TQMaPFDI TQMaPFDL TQMaPcDI TQMaPCDL

TQMaPPDL TQMaPaDI TQMaPaDL TQMaPiDR TQMIAfDI TQMIAfDL TQMIAfdI TQMIAFDL TQMIAcDI TQMIAcDR TQMIACDI TQMIACDR TQMIApDR TQMIAaDI TQMIAaDL TQMIAADI TQMIAADL TQMIAiDI TQMIAiDR TQMIafDI TQMIafDL TQMIaFDL TQMIacDI TQMIacDR TQMIaaDI TQMIaaDL TQMIaADL TQMIIfDI TQMIIfDL TQMIIfdI TQMIIFDL TQMIIcDI TQMIIcDR TQMIifDI TQMIifdI TQMIiFDL TQMIiaDI TQMIiaDL TQMIiADL TQMIFfDI TQMIFfDL TQMIFfdI TQMIFFDL TQMIFaDI TQMIFadI TQMIFADI TQMIFADL TQMIFiDI TQMIFiDL TQMIFidI TQMIFIDL TQMIPfDI TQMIPfDL TQMIPFDL TQMIPcDI TQMIPcDR TQMIPADL TQMICFdI TQMICFdR TQMiAfDI TQMiAfDR TQMiAfDL TQMiAFDI TQMiAFDL TQMiAcDL TQMiaADL TQMiIfDI



188

TQMiIfDL TQMiIaDL TQMiFfDL TQMiFFDL TQMiFCDI TQMiFCDL TQMiFadI TQMiFADI TQMiFADL TQMiFidI TQMiFidR TQMiFIDI TQMiFIdI TQMiPfDI TQMiPFDI TQMiPFDL TQMFAfDI TQMFAfDR TQMFAfDL TQMFAfdI TQMFAFDI TQMFAFDR TQMFAFDL TQMFAFdI TQMFAcDI TQMFAcDR TQMFAcdI TQMFAcdR TQMFACDI TQMFACDL TQMFACdI TQMFApDR TQMFApdR TQMFAaDI TQMFAaDL TQMFAadI TQMFAADL TQMFAAdI TQMFAiDI TQMFAiDR TQMFAidI TQMFAIDR TQMFAIDL TQMFAIdI TQMFAIdR TQMFafDI TQMFafDR TQMFafDL TQMFafdI TQMFaFDI TQMFaFDR TQMFaFDL TQMFaFdI TQMFaadI TQMFaADL TQMFaiDI TQMFaiDR TQMFaidI TQMFaidR TQMFaIDI TQMFaIDR TQMFaIdI TQMFIfDI TQMFIfDR TQMFIfDL TQMFIfdI TQMFIFDI

TQMFIFDR TQMFIFDL TQMFIFdI TQMFIcDI TQMFIcDL TQMFIcdI TQMFICDI TQMFICDR TQMFICDL TQMFICdI TQMFIaDI TQMFIaDL TQMFIadI TQMFIADI TQMFIADL TQMFIiDR TQMFIiDL TQMFIidR TQMFIIDI TQMFIIDR TQMFIIdI TQMFifDL TQMFifdI TQMFiFDI TQMFiFDR TQMFiFDL TQMFiFdI TQMFiaDI TQMFiAdI TQMFFfDI TQMFFfDL TQMFFFDI TQMFFFDL TQMFFFdI TQMFFaDI TQMFFaDL TQMFFadI TQMFFADI TQMFFADL TQMFFAdI TQMFFiDI TQMFFiDR TQMFFIDI TQMFFIDR TQMFFIDL TQMFFIdI TQMFPfDI TQMFPfDL TQMFPfdI TQMFPFDI TQMFPFDR TQMFPFDL TQMFPFdI TQMFPFdR TQMFPcDI TQMFPcDR TQMFPcDL TQMFPcdI TQMFPCDI TQMFPCDR TQMFPCDL TQMFPCdI TQMFPpDR TQMFPaDI TQMFPADI TQMFPAdI TQMFPiDI

TQMFPidI TQMFPIDI TQMFPIDR TQMFPIdI TQMFCfDI TQMFCfDL TQMFCfdI TQMFCFDI TQMFCFDR TQMFCFDL TQMFCFdI TQMPAfDI TQMPAfDL TQMPAfdI TQMPAcDR TQMPApDR TQMPApdR TQMPafDI TQMPaFDI TQMPaFDR TQMPaCDI TQMPIfDI TQMPIfDR TQMPIfdI TQMPIfdL TQMPIFDI TQMPIFDR TQMPIcDI TQMPIcDL TQMPICDI TQMPIpDL TQMPifDI TQMPifdI TQMPifdL TQMPiFDI TQMPFfDI TQMPFfDR TQMPFfdI TQMPFfdL TQMPFFDR TQMPFFdI TQMPFFdL TQMPFaDI TQMPFaDL TQMPFadI TQMPFAdI TQMPFiDI TQMPFiDR TQMPFiDL TQMPFidI TQMPFidR TQMPFIDR TQMPPfDI TQMPPfDL TQMPPFDI TQMPPcDI TQMPPCDI TQMCFfdI TQMCFfdR TQMCFFdI TQMCPfdI TQMCPfdL TQmAAfDL TQmAAFDL TQmAAcDR TQmAAcDL TQmAACDL

TQmAAaDL TQmAAiDR TQmAAiDL TQmAAIDR TQmAAIDL TQmAacDL TQmAaCDL TQmAIfDR TQmAIfDL TQmAIFDL TQmAIcDL TQmAICDL TQmAIADL TQmAiFDL TQmAFaDL TQmAPcDL TQmAPCDL TQmaAfDL TQmaAFDR TQmaAFDL TQmaAcDL TQmaACDL TQmaAPDL TQmaAaDL TQmaAADL TQmaaFDL TQmaaCDL TQmaaaDR TQmaaADR TQmaaADL TQmaIFDL TQmaICDR TQmaICDL TQmaIaDR TQmaIaDL TQmaIADR TQmaIADL TQmaiFDL TQmaFfDL TQmaFFDL TQmaFcDL TQmaFCDL TQmaFPDL TQmaFIDL TQmaPFDR TQmaPCDL TQmaPaDR TQmaPADL TQmIAfDL TQmIAFDL TQmIAcDL TQmIAaDR TQmIAaDL TQmIafDL TQmIaFDL TQmIacDL TQmIaaDR TQmIaaDL TQmIaADR TQmIIFDI TQmIIFDL TQmIiFDL TQmIiADL TQmIFfDL TQmIFFDL TQmIFaDR TQmIFaDL

TQmIFadR TQmIPfDL TQmIPFDL TQmIPcDL TQmIPAdI TQmiAfDL TQmiAFDL TQmiAcDR TQmiAcDL TQmiAcdI TQmiaADL TQmiIaDR TQmiIaDL TQmiFIDL TQmiPFDR TQmFAFDL TQmFACDL TQmFAADL TQmFafDL TQmFaaDL TQmFaADL TQmFIFDL TQmFICDL TQmFIADL TQmFiFDR TQmFiFDL TQmFiaDL TQmFiADL TQmFFfDL TQmFPCDL TQmFCFDR TQmPAfdI TQmPAcDL TQmPAcdR TQmPACDL TQmPApdR TQmPafdI TQmPacDL TQmPaCDL TQmPIfdI TQmPIfdL TQmPIcDL TQmPifdI TQmPifdL TQmPiFDL TQmPFFdL TQmPPfdI TQmPPcDL TQmCPfdI TQmCPfdR TQmCPfdL TQNAAaDI TQNAAaDL TQNAAADI TQNAAiDI TQNAAIDI TQNAaaDI TQNAaaDL TQNAaADI TQNAaADL TQNAaIDI TQNAIaDL TQNAIIDI TQNAFaDI TQNAFaDL TQNAFadI TQNAFADI

TQNAFADL TQNAFIDI TQNAFIDL TQNAPaDL TQNAPadI TQNAPADL TQNAPidI TQNAPIDL TQNaaaDI TQNaaaDL TQNaIADL TQNaFaDL TQNaFADL TQNaFiDI TQNaFidI TQNIAaDL TQNIAADI TQNIAiDI TQNIaADI TQNIIADI TQNIFaDL TQNIFADI TQNIFADL TQNIPaDL TQNiFADI TQNiFADL TQNiFAdI TQNFFadI TQnAAADR TQnAAiDR TQnAAIDR TQnAaADR TQnAaiDR TQnAaIDR TQnAIaDR TQnAIiDR TQnAIiDL TQnAIIDR TQnAFIDR TQnAFIdR TQnaAiDL TQnaaaDR TQnaaiDR TQnaFADR TQnIAaDR TQnIAiDR TQnIAiDL TQnIAIDR TQnIaaDR TQnIaiDR TQnIaiDL TQnIIADR TQnIFADR TQnIFiDR TQnIFiDL TQnIFidR TQnIFIdR TQnIPAdI TQnIPiDL TQniFidR TQniFIDR TQWAAfDI TQWAAFDI TQWAACDI TQWAAaDI TQWAAADI TQWAacDR

TQWAacDL TQWAaiDI TQWAIcDR TQWAIiDI TQWAFfdI TQWAFFdI TQWAFaDI TQWAFadI TQWAFAdI TQWAFiDI TQWAFiDR TQWAFiDL TQWAFidI TQWAFIDI TQWAFIDL TQWAFIdI TQWAPcDR TQWAPcDL TQWAPcdI TQWAPiDI TQWAPidI TQWaAfDI TQWaAFDI TQWaAFDL TQWaAcDI TQWaAaDI TQWaAaDR TQWaAaDL TQWaAiDI TQWaAIDI TQWaafDI TQWaaFDL TQWaacDI TQWaaCDI TQWaaaDI TQWaaaDR TQWaaaDL TQWaaiDI TQWaaIDI TQWaIfDI TQWaIfDL TQWaIcDI TQWaIcDR TQWaICDI TQWaIiDI TQWaIiDR TQWaifDI TQWaifDL TQWaiFDI TQWaiFDL TQWaFfDR TQWaFFDL TQWaFcDI TQWaFcDR TQWaFcDL TQWaFcdI TQWaFCDI TQWaFCDL TQWaFCdI TQWaFpDI TQWaFpDR TQWaFpdI TQWaFPDL TQWaFiDI TQWaFiDL TQWaFidI TQWaFidR



189

TQWaFIDI TQWaFIDL TQWaFIdI TQWaPfDR TQWaPfDL TQWaPcDI TQWaPaDI TQWaPIDI TQWIAfDR TQWIAfDL TQWIAFDI TQWIAcDI TQWIAaDI TQWIAaDR TQWIAaDL TQWIAiDI TQWIafDI TQWIafDR TQWIafDL TQWIaFDI TQWIaFDL TQWIacDI TQWIIfDI TQWIIfDL TQWIIfdI TQWIIFDI TQWIIFDL TQWIIcDI TQWIIcDR TQWIifDI TQWIifdI TQWIiFDI TQWIiFDL TQWIFfDL TQWIFFDI TQWIFFDL TQWIFaDI TQWIFaDR TQWIFaDL TQWIFiDL TQWIFidI TQWIPfDI TQWIPfDR TQWIPfDL TQWIPcDI TQWIPaDL TQWIPadL TQWICfdI TQWiAfDI TQWiAfDR TQWiAFDL TQWiAiDI TQWiFFDL TQWiFFdI TQWiFaDL TQWiFadI TQWiFadR TQWiFiDL TQWiFidR TQWiFIDI TQWiFIDL TQWiFIdI TQWiPfDI TQWiPfDR TQWiPfDL TQWFAfDI TQWFAfDR

TQWFAfDL TQWFAfdI TQWFAFDI TQWFAFDL TQWFAFdI TQWFAcDI TQWFAcDR TQWFAcDL TQWFAcdI TQWFACDI TQWFACDL TQWFACdI TQWFAaDI TQWFAaDL TQWFAADI TQWFAADR TQWFAAdI TQWFAiDI TQWFAiDR TQWFAiDL TQWFAidI TQWFAIDI TQWFAIdI TQWFafDR TQWFafdI TQWFaFDI TQWFaFDL TQWFaFdI TQWFaaDL TQWFaadI TQWFaADI TQWFaADL TQWFaAdI TQWFaiDI TQWFaiDR TQWFaiDL TQWFaidI TQWFaIdI TQWFIfDI TQWFIfDR TQWFIfdI TQWFIFDI TQWFIFDL TQWFIFdI TQWFIcDI TQWFIcDR TQWFIcdI TQWFICDI TQWFICDL TQWFICdI TQWFIaDI TQWFIaDL TQWFIadI TQWFIADI TQWFIADL TQWFIAdI TQWFIiDI TQWFIiDL TQWFIidI TQWFIidR TQWFIIDI TQWFIIdI TQWFifDR TQWFiFDI TQWFiFDL TQWFiFdI TQWFiaDI

TQWFiaDL TQWFiadI TQWFFfDI TQWFFFDI TQWFFFDL TQWFFaDI TQWFFADI TQWFFAdI TQWFFiDL TQWFFIDI TQWFFIdI TQWFPfDI TQWFPfDR TQWFPfdI TQWFPFDI TQWFPFDL TQWFPFdI TQWFPcdI TQWFPaDI TQWFPaDL TQWFPADI TQWFPADL TQWFPAdI TQWFPiDL TQWFPidI TQWFPIDI TQWFCfDI TQWFCfdI TQWFCFDI TQWFCFdI TQWPAfdL TQWPAFDI TQWPAcDI TQWPAcdR TQWPafdI TQWPafdR TQWPafdL TQWPaFDI TQWPacDI TQWPaCDI TQWPIfdI TQWPIfdR TQWPIfdL TQWPIFDI TQWPIcDI TQWPIcdR TQWPICDI TQWPIpdR TQWPIADI TQWPifDI TQWPifdI TQWPifdR TQWPifdL TQWPFfDI TQWPFFDI TQWPFFdI TQWPFFdL TQWPFaDL TQWPFadI TQWPFadL TQWPFADI TQWPFAdI TQWPFiDI TQWPFiDL TQWPFidI TQWPFIdI TQWPPfdI

TQWPPfdL TQWPPcDI TQWPPCDI TQWPPIDI TQWCFFdI TQWCPfdI TQWCPfdR TQWCPfdL TQwAAiDR TQwAAiDL TQwAaiDR TQwAIiDR TQwAPidI TQwaACDR TQwaApDR TQwaAiDR TQwaiFDL TQwaFiDL TQwIafDL TQwIaFDR TQwIaFDL TQwIIFDI TQwIIFDR TQwIIFDL TQwIFfDL TQwIFFDI TQwIFFDR TQwIFFDL TQwiAiDR TQwPAfdI TQwPAcdR TQwPApdR TQwPafdI TQwPIfdI TQwPIfdR TQwPIcdR TQwCPfdI TQwCPfdR TQwCPfdL TQXAAfDI TQXAAFDI TQXAAFDL TQXAAcDI TQXAAcDL TQXAACDI TQXAACDR TQXAACDL TQXAAaDI TQXAAaDR TQXAAaDL TQXAacDL TQXAaCDI TQXAaCDL TQXAaiDI TQXAaIDI TQXAIfDI TQXAIcDI TQXAICDI TQXAICDL TQXAIiDI TQXAIIDI TQXAFfdI TQXAFFdI TQXAFaDR TQXAFadI TQXAFadR TQXAFiDI

TQXAFiDR TQXAFiDL TQXAFidR TQXAPcDI TQXAPcDR TQXAPcDL TQXAPCDI TQXAPCDL TQXAPpDR TQXAPiDI TQXAPidI TQXaAfDI TQXaAfDR TQXaAfDL TQXaAFDI TQXaAFDL TQXaAcDL TQXaACDI TQXaACDL TQXaApDI TQXaApDR TQXaApDL TQXaAPDR TQXaAPDL TQXaAaDI TQXaAaDR TQXaAaDL TQXaAADI TQXaAADL TQXaAiDI TQXaAIDI TQXaafDI TQXaafDL TQXaaFDI TQXaaFDL TQXaacDL TQXaaCDL TQXaaaDI TQXaaaDL TQXaaiDI TQXaaIDI TQXaIFDI TQXaIFDR TQXaIFDL TQXaIiDI TQXaIiDR TQXaIIDR TQXaiFDI TQXaiFDL TQXaiaDI TQXaiaDL TQXaFFDI TQXaFFDL TQXaFFdI TQXaFcDI TQXaFcDL TQXaFcdI TQXaFCDL TQXaFCdI TQXaFpDL TQXaFpdI TQXaFaDI TQXaFaDL TQXaFadI TQXaFADI TQXaFADR TQXaFADL

TQXaFAdI TQXaFiDI TQXaFiDR TQXaFiDL TQXaFIDI TQXaFIDR TQXaFIDL TQXaFIdR TQXaFIdL TQXaPfDR TQXaPFDI TQXaPFDL TQXaPcDL TQXaPCDL TQXaPaDR TQXaPaDL TQXaPADR TQXaPADL TQXaPiDI TQXaPiDR TQXIAfDI TQXIAfDL TQXIAFDI TQXIAFDL TQXIAaDI TQXIAaDL TQXIAADI TQXIAiDI TQXIAiDR TQXIafDI TQXIafDL TQXIaFDI TQXIaFDL TQXIacDI TQXIIfDI TQXIIfDR TQXIIfDL TQXIIfdI TQXIifDI TQXIifDL TQXIifdI TQXIiFDI TQXIiFDL TQXIFfDI TQXIFfDL TQXIFfdI TQXIFFDI TQXIFFDL TQXIFaDI TQXIFaDL TQXIFadI TQXIFADI TQXIFADL TQXIFAdI TQXIFiDL TQXIFidI TQXIFIDL TQXIFIdI TQXIPfDI TQXIPfDL TQXIPFDI TQXIPFDL TQXIPcDI TQXIPcdI TQXIPCDI TQXIPaDL TQXIPADL

TQXiAfDI TQXiAfDR TQXiAfDL TQXiAFDL TQXiAcDL TQXiFFDL TQXiFCDL TQXiFADL TQXiFiDL TQXiPfDI TQXiPfDR TQXiPFDI TQXiPFDL TQXFAfDI TQXFAfDL TQXFAfdI TQXFAFDL TQXFAFdI TQXFAcDI TQXFAcDL TQXFAcdI TQXFACDI TQXFACdI TQXFAaDI TQXFAaDR TQXFAADI TQXFAADL TQXFAAdI TQXFAiDR TQXFAiDL TQXFAidR TQXFAIDI TQXFAIdI TQXFAIdR TQXFaFDI TQXFaFDL TQXFaFdI TQXFaaDI TQXFaadI TQXFaadR TQXFaADI TQXFaAdI TQXFaiDI TQXFaiDR TQXFaidI TQXFaIDI TQXFaIdI TQXFIfDL TQXFIfdI TQXFIFDI TQXFIFDL TQXFIFdI TQXFIcDI TQXFIcDL TQXFIcdL TQXFICDI TQXFICDL TQXFIaDI TQXFIaDR TQXFIaDL TQXFIadI TQXFIadR TQXFIADI TQXFIAdI TQXFIiDI TQXFIiDL TQXFIIDI



190

TQXFIIdI TQXFifDI TQXFifdI TQXFiFDI TQXFiFDL TQXFiFdI TQXFiaDI TQXFiaDR TQXFiaDL TQXFiadI TQXFFfDI TQXFFfDL TQXFFFDI TQXFFFDL TQXFFaDI TQXFFaDR TQXFFADI TQXFFiDR TQXFFiDL TQXFFIDI TQXFPfDI TQXFPfDL TQXFPfdI TQXFPFDI TQXFPFDL TQXFPFdI TQXFPcDL TQXFPcdI TQXFPCDI TQXFPCDL TQXFPCdI TQXFPpDL TQXFPaDI TQXFPaDR TQXFPadI TQXFPADI TQXFPADL TQXFPAdI TQXFPiDI TQXFPiDL TQXFPidI TQXFPIDI TQXFPIdI TQXFCfDI TQXFCfDR TQXFCfDL TQXFCfdI TQXFCFDI TQXFCFdI TQXPAfDI TQXPAfdI TQXPAfdR TQXPAfdL TQXPAFDI TQXPAFDL TQXPAcDL TQXPafDI TQXPacDL TQXPaCDI TQXPIfDI TQXPIfdI TQXPIfdL TQXPIFDI TQXPICDI TQXPIpDL TQXPifDI TQXPifDR

TQXPifDL TQXPifdI TQXPifdR TQXPifdL TQXPiFDI TQXPFfDI TQXPFfdI TQXPFFDI TQXPFaDI TQXPFaDR TQXPFadI TQXPFadR TQXPFADI TQXPFAdI TQXPFIDI TQXPFIdI TQXPPfDI TQXPPfdI TQXPPfdL TQXCFfdI TQXCFFdI TQXCPfdI TQXCPfdR TQXCPfdL TQXCPFdI TQXCPFdR TQXCPFdL TQxAAcDI TQxAAcDL TQxAApDR TQxAacDI TQxAacDL TQxAaiDI TQxAaIDR TQxAIcDI TQxAIcDL TQxAIiDI TQxAPcDI TQxAPcDL TQxAPidI TQxaAcDI TQxaApDI TQxaAIDR TQxaacDI TQxaacDL TQxaPcDI TQxaPcDL TQxIIFDI TQxIIFDR TQxIIFDL TQxIiaDR TQxiAcDI TQxiAcDL TQxiAidI TQxFPaDL TQxPAfdI TQxPAfdL TQxPAcDI TQxPafdI TQxPacDI TQxPIcDI TQxPIcdR TQxPPfdI TQxPPfdL TQxPPcDI TQxCPfdI TQxCPfdR

TQxCPfdL TQxCPFdI TQxCPFdR TQxCPFdL TQYAAfDL TQYAAFDI TQYAAcDL TQYAACDI TQYAACDL TQYAApDL TQYAAaDI TQYAAaDL TQYAacDL TQYAIfDI TQYAIcDL TQYAICDI TQYAICDL TQYAIiDI TQYAFfdI TQYAFFdI TQYAFaDI TQYAFadI TQYAFADI TQYAFAdI TQYAFiDL TQYAFidI TQYAFIDI TQYAFIDL TQYAPcDL TQYAPCDL TQYAPpDL TQYAPadI TQYAPiDI TQYaAfDI TQYaAfDR TQYaAfDL TQYaAFDI TQYaAFDL TQYaAcDI TQYaApDL TQYaAaDI TQYaAaDR TQYaAaDL TQYaAADI TQYaafDI TQYaafDL TQYaaFDI TQYaaFDL TQYaacDI TQYaaCDI TQYaaiDI TQYaIfDI TQYaIfDL TQYaIFDI TQYaIcDI TQYaIcDR TQYaICDI TQYaICDL TQYaIaDI TQYaIaDL TQYaIADI TQYaIADL TQYaIiDR TQYaifDI TQYaifDR TQYaifDL TQYaiFDI

TQYaiFDL TQYaFfDR TQYaFfDL TQYaFFDI TQYaFFdI TQYaFcDI TQYaFcDL TQYaFcdI TQYaFCDL TQYaFCdI TQYaFpDL TQYaFpdI TQYaFPDI TQYaFPDL TQYaFaDI TQYaFaDL TQYaFadI TQYaFADI TQYaFADL TQYaFAdI TQYaFiDI TQYaFiDR TQYaFiDL TQYaFidI TQYaFIDL TQYaFIdI TQYaPfDR TQYaPfDL TQYaPFDI TQYaPFDL TQYaPCDI TQYaPaDI TQYaPiDI TQYaPiDR TQYIAfDI TQYIAfDR TQYIAfDL TQYIAFDI TQYIAFDL TQYIAcDI TQYIACDI TQYIAaDI TQYIAaDL TQYIAADI TQYIAADL TQYIafDI TQYIafDL TQYIaFDI TQYIaFDL TQYIacDI TQYIaaDI TQYIaaDL TQYIaADI TQYIaADL TQYIIfDI TQYIIfDL TQYIIfdI TQYIIFDL TQYIifDL TQYIiFDI TQYIiFDL TQYIiaDI TQYIiaDL TQYIiADL TQYIFfDI TQYIFfDL TQYIFfdI

TQYIFFDI TQYIFFDL TQYIFFdI TQYIFaDI TQYIFaDL TQYIFadI TQYIFADI TQYIFADL TQYIFiDI TQYIFiDL TQYIFIDL TQYIPfDI TQYIPfDL TQYIPadI TQYIPADL TQYIPIdI TQYICfdI TQYiAfDI TQYiAfDR TQYiAfDL TQYiAFDI TQYiAFDL TQYiAcDL TQYiaADL TQYiIfDI TQYiIfDL TQYiIaDL TQYiFFDL TQYiFCDL TQYiFadI TQYiFADI TQYiFADL TQYiFidI TQYiFidR TQYiFIDL TQYiPfDI TQYiPfDR TQYiPfDL TQYiPFDI TQYiPFDL TQYFAfdI TQYFAFDI TQYFAFDR TQYFAFdI TQYFAFdR TQYFAcDI TQYFAcDL TQYFAcdI TQYFACDI TQYFACDR TQYFACDL TQYFACdI TQYFACdR TQYFAaDL TQYFAadI TQYFAADL TQYFAAdI TQYFAidI TQYFAIDI TQYFAIDL TQYFAIdI TQYFafDI TQYFafDL TQYFafdI TQYFaFDI TQYFaFDR TQYFaFdI

TQYFaFdR TQYFaaDL TQYFaadI TQYFaAdI TQYFaidI TQYFaIdI TQYFIfDR TQYFIfdI TQYFIFDI TQYFIFDR TQYFIFdI TQYFIFdR TQYFIcDI TQYFIcdI TQYFICDI TQYFICDR TQYFICdI TQYFIaDI TQYFIaDL TQYFIadI TQYFIADI TQYFIAdI TQYFIIDI TQYFIIdI TQYFifDI TQYFifDR TQYFifDL TQYFifdI TQYFiFDI TQYFiFDR TQYFiFDL TQYFiFdI TQYFiADI TQYFiAdI TQYFFfDI TQYFFfDR TQYFFfDL TQYFFFDI TQYFFFDL TQYFFaDI TQYFFADI TQYFFADL TQYFFiDL TQYFFIDI TQYFPfDI TQYFPfdI TQYFPFDI TQYFPFDR TQYFPFdI TQYFPcDI TQYFPcDL TQYFPcdI TQYFPCDI TQYFPCDL TQYFPCdI TQYFPaDI TQYFPadI TQYFPAdI TQYFPidI TQYFPIdI TQYFCfDI TQYFCfdI TQYFCFDI TQYFCFDL TQYFCFdI TQYPAfDI TQYPAFDI

TQYPACDI TQYPafDL TQYPaFDI TQYPacDI TQYPaCDI TQYPIfDI TQYPIfDR TQYPIfdI TQYPIfdL TQYPIcDI TQYPICDI TQYPifDI TQYPifDR TQYPFfDR TQYPFfDL TQYPFfdI TQYPFFdI TQYPFFdR TQYPFADL TQYPFiDI TQYPFidI TQYPFIDI TQYPPfDR TQYPPFDI TQYPPCDI TQYCFfdI TQYCFFdI TQYCPfdI TQYCPfdR TQYCPfdL TQyAACDL TQyAAIDL TQyAPCDL TQyACFdI TQyACFdR TQyaAfDL TQyaAFDR TQyaAFDL TQyaAcDL TQyaACDL TQyaAPDL TQyaAaDL TQyaAADL TQyaafDL TQyaaFDR TQyaaFDL TQyaaCDL TQyaaaDL TQyaaADL TQyaIFDL TQyaIaDR TQyaIaDL TQyaIADR TQyaIADL TQyaiFDL TQyaFFDR TQyaFFDL TQyaFcDL TQyaFCDR TQyaFCDL TQyaFPDL TQyaFaDL TQyaFADL TQyaPfDL TQyaPFDR TQyaPFDL TQyaPCDR



191

TQyaPCDL TQyaPADL TQyIAfDR TQyIAfDL TQyIAFDL TQyIAcDL TQyIAaDR TQyIAaDL TQyIafDR TQyIafDL TQyIaFDL TQyIaaDR TQyIaaDL TQyIIFDI TQyIIFDR TQyIiFDL TQyIiADL TQyIFfDR TQyIFfDL TQyIFfdR TQyIFFDL TQyIFaDR TQyIFaDL TQyIPfDL TQyIPFDL TQyIPAdI TQyIPAdL TQyiAfDL TQyiAFDR TQyiAFDL TQyiIaDR TQyiPfDL TQyiPFDR TQyiPFDL TQyFACDL TQyFACdL TQyPAfdI TQyPAcDL TQyPAcdR TQyPACDL TQyPacDL TQyPIfdI TQyPifdI TQyPifdL TQyCPfdI TQyCPfdR TQZAAaDI TQZAAaDL TQZAAADL TQZAaaDI TQZAaaDL TQZAaADL TQZAIaDL TQZAFaDI TQZAFaDL TQZAFadI TQZAFADL TQZAPaDL TQZAPIdI TQZAPIdR TQZAPIdL TQZaaaDI TQZaaaDL TQZaIADL TQZIAaDL TQZIAiDI TQZIFaDL

TQZIFADL TQZIPaDL TQZiFADI TQZiFADL TQzAAiDR TQzAAIDR TQzAaiDR TQzAaIDR TQzAIiDR TQzAIIDR TQzAFIDR TQzAFIdR TQzaFiDR TQzIAaDR TQzIAiDL TQzIAIDR TQzIaaDR TQzIaiDR TQzIaiDL TQzIIADR TQzIFiDR TQzIFiDL TQzIPAdR TQzIPAdL TQzIPiDL TQziIaDL TQziFiDR TQSAAfDI TQSAAfDR TQSAAFDI TQSAAFDR TQSAAcDI TQSAAcDR TQSAAcDL TQSAAcdI TQSAACDI TQSAACDR TQSAApDI TQSAApDL TQSAApdI TQSAAaDI TQSAAaDR TQSAAaDL TQSAAIDI TQSAAIDL TQSAafDI TQSAafDR TQSAaiDI TQSAIfDI TQSAIfDR TQSAIiDI TQSAifDI TQSAifDR TQSAFfDI TQSAFfDR TQSAFfDL TQSAFfdR TQSAFFDI TQSAFFDR TQSAFFDL TQSAFFdI TQSAFFdR TQSAFaDI TQSAFaDR TQSAFaDL TQSAFadI TQSAFadR

TQSAFiDI TQSAFiDR TQSAFiDL TQSAFidI TQSAFidR TQSAFIDI TQSAFIDR TQSAFIDL TQSAFIdI TQSAFIdR TQSAPfDI TQSAPfDR TQSAPfDL TQSAPcdI TQSAPCDI TQSAPCDR TQSAPCDL TQSAPpdI TQSAPiDI TQSAPIDI TQSAPIDL TQSAPIdR TQSaAfDR TQSaAfDL TQSaAFDI TQSaAcDI TQSaAaDI TQSaafDR TQSaafDL TQSaaFDI TQSaaFDL TQSaaCDI TQSaaaDI TQSaaiDI TQSaaIDI TQSaIfDI TQSaIfDR TQSaIfDL TQSaIcDI TQSaICDI TQSaIiDI TQSaIiDR TQSaifDI TQSaifDL TQSaiFDL TQSaFfDI TQSaFfDL TQSaFFdI TQSaFcDI TQSaFcDL TQSaFcdI TQSaFCDI TQSaFCDL TQSaFCdI TQSaFpDI TQSaFpDL TQSaFPDI TQSaFPDL TQSaFPdI TQSaFaDI TQSaFaDR TQSaFaDL TQSaFadI TQSaFiDI TQSaFiDR TQSaFidI TQSaFidR

TQSaFIDI TQSaFIDL TQSaFIdI TQSaPfDR TQSaPfDL TQSaPFDR TQSaPFDL TQSaPFdI TQSaPcDI TQSaPCDI TQSaPCDR TQSaPCdI TQSaPPDI TQSaPaDI TQSaPaDL TQSaPIDI TQSaCfDR TQSaCfDL TQSIAfDI TQSIAfDL TQSIAcDI TQSIACDI TQSIApDI TQSIAaDI TQSIAaDL TQSIafDI TQSIafDL TQSIacDR TQSIIfDI TQSIIfdI TQSIIFDI TQSIIFDL TQSIIcDI TQSIIcDR TQSIifdI TQSIFfDI TQSIFfDL TQSIFFDL TQSIFaDI TQSIFaDL TQSIFadI TQSIFiDI TQSIFiDR TQSIFiDL TQSIFidI TQSIPCDI TQSIPCDR TQSIPpDI TQSICfdI TQSiAfDI TQSiAfDR TQSiAfDL TQSiAFDI TQSiAFDL TQSiAiDI TQSiFFDI TQSiFFDL TQSiFaDI TQSiFaDR TQSiFadI TQSiFIDL TQSiFIdI TQSiPfDR TQSiPfDL TQSFAfDL TQSFAFDI TQSFAFDL

TQSFAFdI TQSFAcDI TQSFAcDR TQSFAcDL TQSFACDL TQSFApDR TQSFApDL TQSFAaDI TQSFAaDR TQSFAaDL TQSFAadI TQSFAadR TQSFAiDR TQSFAiDL TQSFAidI TQSFAidR TQSFAIDI TQSFAIDL TQSFAIdI TQSFafDL TQSFaFDI TQSFaFDL TQSFaaDI TQSFaaDR TQSFaaDL TQSFaadI TQSFaadR TQSFaiDI TQSFaidI TQSFaIDR TQSFaIDL TQSFaIdI TQSFaIdR TQSFIFDL TQSFIcDL TQSFICDL TQSFIpDL TQSFIaDI TQSFIaDR TQSFIaDL TQSFIadI TQSFIadR TQSFIiDI TQSFIiDL TQSFIidI TQSFIIDR TQSFIIdI TQSFIIdR TQSFifDL TQSFifdI TQSFiFDL TQSFiaDI TQSFiaDR TQSFiaDL TQSFiadI TQSFiadR TQSFFfDL TQSFFfdI TQSFFFDL TQSFFFdI TQSFFaDI TQSFFaDR TQSFFaDL TQSFFadI TQSFFadR TQSFFiDI TQSFFiDR

TQSFFiDL TQSFFidI TQSFFidR TQSFFIDI TQSFFIDL TQSFFIdI TQSFPfDL TQSFPFDI TQSFPFDL TQSFPcDR TQSFPpDI TQSFPpDL TQSFPaDI TQSFPaDR TQSFPaDL TQSFPadI TQSFPadR TQSFPiDI TQSFPiDR TQSFPiDL TQSFPidI TQSFPidR TQSFPIDL TQSFPIdI TQSFCfDI TQSFCfdR TQSFCFDR TQSFCFdI TQSPAfDR TQSPAfdI TQSPAfdL TQSPAFDL TQSPAaDL TQSPafDR TQSPafDL TQSPafdI TQSPaCDI TQSPIfDR TQSPIfdI TQSPIfdL TQSPIFDI TQSPIFDR TQSPIcDI TQSPICDI TQSPIpDI TQSPifDR TQSPifDL TQSPiFDI TQSPiaDL TQSPFfDR TQSPFfdL TQSPFFDI TQSPFFDR TQSPFFdL TQSPFaDI TQSPFaDR TQSPFaDL TQSPFadI TQSPFadR TQSPFiDI TQSPFiDL TQSPFidI TQSPFidR TQSPFIdI TQSPFIdL TQSPPfdI TQSPPcDI

TQSPPCDI TQSPPpDI TQSPPIDI TQSCFFdR TQSCFidR TQSCFIdI TQSCFIdR TQSCPfdI TQSCPfdR TQSCPfdL TQsAAfDR TQsAAiDR TQsAAiDL TQsAafDR TQsAaiDR TQsAIfDL TQsAIiDR TQsAFFDL TQsAFiDL TQsAFIDR TQsAFIDL TQsAPfDR TQsAPfDL TQsAPiDR TQsaAfDL TQsaAFDL TQsaAcDR TQsaAiDR TQsaafDL TQsaaFDL TQsaaCDR TQsaaiDR TQsaIfDI TQsaIfDR TQsaIfDL TQsaIcDR TQsaIiDR TQsaifDR TQsaifDL TQsaiFDR TQsaiFDL TQsaFcDR TQsaFcDL TQsaFCDR TQsaFCDL TQsaFpDR TQsaFPDR TQsaFPDL TQsaFPdR TQsaFiDR TQsaFiDL TQsaFidR TQsaFIDR TQsaFIDL TQsaPfDL TQsaPCDR TQsIAfDR TQsIAfDL TQsIAFDI TQsIAFDR TQsIAFDL TQsIafDR TQsIafDL TQsIaFDI TQsIaFDR TQsIaFDL TQsIacDR



192

TQsIIfDI TQsIIfDR TQsIIfDL TQsIIfdI TQsIIFDI TQsIIFDR TQsIIFDL TQsIifDI TQsIifDL TQsIiFDI TQsIiFDR TQsIiFDL TQsIFfDR TQsIFfDL TQsIFfdR TQsIFFDI TQsIFFDR TQsIFFDL TQsIFFdI TQsIFFdR TQsIFFdL TQsIFiDR TQsIFiDL TQsIFIdR TQsiAfDL TQsiAFDR TQsiAFDL TQsiFIDL TQsFAfDL TQsFAcDR TQsFAcDL TQsFACDL TQsFAiDL TQsFAIDL TQsFafDL TQsFaiDL TQsFaIDL TQsFIfDL TQsFIFDL TQsFICDL TQsFifDL TQsFiFDL TQsFFfDL TQsFFFDL TQsFFiDL TQsFFIDL TQsFPFDL TQsFPiDL TQsFPIDL TQsFCfDR TQsFCfDL TQsFCFDR TQsFCFDL TQsFCFdR TQsPAfDR TQsPAfDL TQsPAfdI TQsPAFDR TQsPAcdR TQsPafDR TQsPafDL TQsPafdI TQsPaFDR TQsPIfDR TQsPIfdI TQsPIcdR TQsPifDL

TQsPiFDR TQsPFfDL TQsPFfdL TQsPFFDR TQsPFFdL TQsPFIDR TQsPFIDL TQsPPfDR TQsPPfDL TQsPPfdI TQsCPfdI TQsCPfdR TQsCPfdL TQTAAfDL TQTAAFDI TQTAAcDI TQTAAcDL TQTAACDI TQTAACDR TQTAACDL TQTAApDI TQTAApDL TQTAaFDR TQTAacDR TQTAaCDI TQTAaCDR TQTAaCDL TQTAaADI TQTAaADR TQTAaADL TQTAaiDI TQTAaIDI TQTAIfDI TQTAIfDR TQTAIfDL TQTAIFDI TQTAIFDR TQTAICDI TQTAICDR TQTAICDL TQTAIADR TQTAIADL TQTAIiDI TQTAIIDI TQTAIIDR TQTAifDI TQTAifDL TQTAiFDR TQTAFfDI TQTAFfDR TQTAFfDL TQTAFfdI TQTAFfdR TQTAFFDI TQTAFFDR TQTAFFdR TQTAFADI TQTAFADR TQTAFADL TQTAFAdR TQTAFiDI TQTAFiDR TQTAFiDL TQTAFidR TQTAFIdI TQTAFIdR TQTAPFDI

TQTAPFDL TQTAPcDR TQTAPcdI TQTAPCDI TQTAPCDR TQTAPCDL TQTAPCdR TQTAPCdL TQTAPpdI TQTAPiDI TQTAPIDI TQTAPIDL TQTAPIdI TQTAPIdR TQTAPIdL TQTACFdI TQTACFdR TQTACFdL TQTaAfDI TQTaAfDR TQTaAfDL TQTaAFDR TQTaAFDL TQTaAcDR TQTaACDL TQTaAPDL TQTaAADR TQTaAADL TQTaAIDI TQTaafDI TQTaafDL TQTaaFDI TQTaaFDL TQTaaADI TQTaaIDI TQTaIfDI TQTaIFDL TQTaIcDI TQTaICDI TQTaIIDI TQTaifDI TQTaiFDI TQTaiFDR TQTaiFDL TQTaFFDI TQTaFFDL TQTaFFdI TQTaFcDI TQTaFcDL TQTaFCDI TQTaFpDL TQTaFaDI TQTaFaDR TQTaFaDL TQTaFADR TQTaFAdR TQTaFidR TQTaFIDI TQTaFIDL TQTaPfDR TQTaPfDL TQTaPFDR TQTaPFDL TQTaPCDI TQTaPCDL TQTaPCdI TQTaPPDI

TQTIAfDI TQTIAfDL TQTIAFDI TQTIAcDI TQTIACDI TQTIApDI TQTIAaDI TQTIAaDL TQTIAADI TQTIAIDI TQTIAIDR TQTIafDI TQTIafDR TQTIafDL TQTIaFDI TQTIacDI TQTIaCDI TQTIaCDR TQTIaIDR TQTIIfDI TQTIIfDR TQTIIfDL TQTIIfdI TQTIIcDI TQTIICDI TQTIICDR TQTIIpDR TQTIifdI TQTIiFDI TQTIFfDI TQTIFfDL TQTIFFDI TQTIFaDI TQTIFaDL TQTIFadI TQTIFADI TQTIFiDI TQTIFiDL TQTIFIDI TQTIFIDL TQTIFIdI TQTIPfDI TQTIPfDL TQTIPFDI TQTIPcdI TQTIPCDI TQTIPCdI TQTIPCdR TQTIPCdL TQTIPpDI TQTIPpdI TQTIPaDL TQTIPIDI TQTIPIDR TQTIPIdI TQTIPIdR TQTIPIdL TQTiAfDI TQTiAfDR TQTiAfDL TQTiAFDI TQTiAFDR TQTiAFDL TQTiAiDI TQTiIfDI TQTiFfDL TQTiFFDL

TQTiFADR TQTiFAdR TQTiFiDL TQTiFIDI TQTiFIDL TQTiFIdI TQTiPfDI TQTiPfDR TQTiPfDL TQTiPFDI TQTiPFDR TQTiPFDL TQTFAfDI TQTFAfDR TQTFAfDL TQTFAfdI TQTFAFDL TQTFAcDI TQTFAcDL TQTFAcdI TQTFACDI TQTFACDR TQTFACDL TQTFACdI TQTFApDR TQTFApDL TQTFAadI TQTFAADI TQTFAADR TQTFAADL TQTFAAdI TQTFAAdR TQTFAiDI TQTFAiDR TQTFAidR TQTFAIDL TQTFAIdI TQTFafDI TQTFafDL TQTFafdI TQTFaFDL TQTFaaDI TQTFaadI TQTFaADI TQTFaADL TQTFaAdI TQTFaAdR TQTFaidI TQTFaIDI TQTFaIDR TQTFIfDI TQTFIfDL TQTFIfdI TQTFIFDI TQTFIFDL TQTFIcDI TQTFIcDL TQTFICDR TQTFICDL TQTFIpDL TQTFIaDI TQTFIaDR TQTFIaDL TQTFIadI TQTFIADI TQTFIAdR TQTFIiDL

TQTFIidI TQTFIIDI TQTFIIDL TQTFIIdI TQTFifDI TQTFifDR TQTFifdI TQTFiFDI TQTFiFDL TQTFiaDI TQTFiadI TQTFFfDL TQTFFFDI TQTFFFDL TQTFFFdI TQTFFaDI TQTFFadI TQTFFADR TQTFFADL TQTFFidI TQTFFidR TQTFFIDI TQTFFIDL TQTFFIdI TQTFPfDI TQTFPfDL TQTFPfdI TQTFPFDI TQTFPFDL TQTFPcDI TQTFPcDR TQTFPcDL TQTFPcdI TQTFPCDL TQTFPCdI TQTFPpDI TQTFPpDR TQTFPpDL TQTFPadI TQTFPADI TQTFPADR TQTFPADL TQTFPAdI TQTFPAdR TQTFPiDL TQTFPidI TQTFPIDI TQTFPIDL TQTFPIdI TQTFCfDR TQTFCfDL TQTFCfdI TQTFCFDR TQTFCFdI TQTFCFdR TQTPAfDR TQTPAfdI TQTPAfdR TQTPAfdL TQTPAFDR TQTPAFdI TQTPACDR TQTPApDR TQTPAIDI TQTPafDR TQTPafDL TQTPafdI

TQTPafdL TQTPaFDR TQTPaFdI TQTPaFdL TQTPacDI TQTPIfDR TQTPIfDL TQTPIFDR TQTPIcDI TQTPICDI TQTPifDI TQTPifDR TQTPifDL TQTPifdI TQTPifdR TQTPifdL TQTPiFDR TQTPiFdI TQTPFfDI TQTPFfdI TQTPFfdL TQTPFFDR TQTPFaDR TQTPFadI TQTPFADI TQTPFADL TQTPFAdI TQTPFAdR TQTPFidI TQTPFIDI TQTPFIdI TQTPFIdR TQTPFIdL TQTPPfDI TQTPPfDR TQTPPfDL TQTPPfdI TQTPPfdL TQTPPFDR TQTPPFdI TQTPPcDI TQTPPcDR TQTPPIDI TQTPPIDR TQTCFfdI TQTCFfdR TQTCFIdR TQTCPfdI TQTCPfdR TQTCPfdL TQTCPFdI TQTCPFdR TQTCPFdL TQtAAfDL TQtAAFDL TQtAAiDR TQtAAiDL TQtAaFDR TQtAaiDR TQtAaIDR TQtAIfDL TQtAIFDR TQtAIIDR TQtAifDL TQtAiFDR TQtAFfDR TQtAFfDL



193

TQtAFFDR TQtAFFDL TQtAFIDL TQtAPfDL TQtAPFDL TQtAPcdI TQtaAfDL TQtaAFDR TQtaAFDL TQtaAIDR TQtaafDL TQtaaFDL TQtaaADR TQtaaIDR TQtaIIDR TQtaiFDL TQtaFcDL TQtaFCDL TQtaFPDL TQtaFiDR TQtaFiDL TQtaFIDR TQtaFIDL TQtaPfDL TQtaPFDR TQtIAfDL TQtIAFDR TQtIAFDL TQtIAaDR TQtIafDL TQtIaFDR TQtIaFDL TQtIaaDR TQtIaADR TQtIaADL TQtIIFDI TQtIIFDL TQtIiFDR TQtIiFDL TQtIiaDR TQtIFfDL TQtIFFDL TQtIFaDR TQtIFadR TQtIFiDL TQtIFIDR TQtIFIDL TQtIPfDL TQtIPFDR TQtIPFDL TQtIPIdI TQtIPIdL TQtiAFDR TQtiAFDL TQtiafDL TQtiFFDL TQtiFCDL TQtiFIDL TQtiPfDR TQtiPfDL TQtiPFDL TQtFAfDL TQtFAFDL TQtFAcDR TQtFAcdR TQtFACDL TQtFAIDL

TQtFafDR TQtFafDL TQtFaFDR TQtFaFDL TQtFaFdR TQtFaIDL TQtFIfDR TQtFIfdR TQtFIcDL TQtFICDL TQtFiFDR TQtFiFDL TQtFFfDR TQtFFfDL TQtFFFDL TQtFFIDL TQtFPfDL TQtFPFDL TQtFPcDL TQtFPCDL TQtFPpDL TQtFPIDL TQtPAfdI TQtPAfdL TQtPAFDR TQtPAcdR TQtPApdR TQtPafdI TQtPIfdI TQtPIfdL TQtPIFDR TQtPIcdR TQtPIpdR TQtPifdI TQtPiFDR TQtPiFDL TQtPFfdR TQtPFFDR TQtPPfdI TQtPPfdL TQtPPFDR TQtCFFdR TQtCPfdI TQtCPfdR TQtCPfdL TQtCPFdI TQtCPFdR TQtCPFdL TQUAAFDI TQUAAFDR TQUAAcdI TQUAACDR TQUAApDI TQUAApDL TQUAAaDI TQUAAaDR TQUAAaDL TQUAAIDR TQUAAIDL TQUAaFDI TQUAaCDI TQUAaCDL TQUAIfDR TQUAIFDI TQUAIcDI TQUAIcDL TQUAICDL

TQUAIADI TQUAIADR TQUAifDR TQUAFfDI TQUAFfDR TQUAFfDL TQUAFfdI TQUAFfdR TQUAFFDI TQUAFFdI TQUAFFdR TQUAFaDI TQUAFaDR TQUAFadR TQUAFADI TQUAFADR TQUAFAdR TQUAFiDR TQUAFiDL TQUAFidR TQUAFIDR TQUAFIDL TQUAFIdR TQUAPfDI TQUAPfdI TQUAPFDI TQUAPFDR TQUAPFdR TQUAPcDI TQUAPcDR TQUAPCDI TQUAPCDL TQUAPpDL TQUAPpdI TQUAPidI TQUAPIDL TQUAPIdI TQUAPIdR TQUAPIdL TQUACFdI TQUACFdR TQUaAfDR TQUaAfDL TQUaAFDI TQUaAFDL TQUaAcDI TQUaAcDL TQUaACDL TQUaApDL TQUaAPDL TQUaAaDR TQUaAaDL TQUaAADI TQUaafDL TQUaaCDL TQUaaADI TQUaaADL TQUaaiDI TQUaaIDI TQUaIfDI TQUaIfDL TQUaIFDL TQUaIcDI TQUaIcDR TQUaIcDL TQUaICDL TQUaIaDL

TQUaIADI TQUaIADL TQUaIiDI TQUaIiDR TQUaIIDI TQUaifDI TQUaifDL TQUaiFDI TQUaFfDL TQUaFFDI TQUaFFDL TQUaFcDI TQUaFcDL TQUaFcdI TQUaFcdL TQUaFCDL TQUaFpDL TQUaFpdI TQUaFaDI TQUaFaDL TQUaFadI TQUaFadR TQUaFADI TQUaFADL TQUaFAdI TQUaFiDR TQUaFidR TQUaFIDI TQUaFIDL TQUaFIdI TQUaPfDR TQUaPFDI TQUaPFDL TQUaPcDI TQUaPcDL TQUaPCDL TQUaPCdI TQUaPpDL TQUaPPDL TQUaPADI TQUaPADL TQUIAfDI TQUIAfDR TQUIAfDL TQUIAFDL TQUIAcDI TQUIAcDR TQUIAcDL TQUIAaDI TQUIafDI TQUIafDL TQUIaFDI TQUIaFDL TQUIacDL TQUIaCDI TQUIaCDR TQUIaaDL TQUIIfDI TQUIIfDL TQUIIfdI TQUIIFDI TQUIIFDL TQUIIcDI TQUIIcDR TQUIIcdI TQUIICDI TQUIICDR

TQUIIpDI TQUIIpDR TQUIIpdI TQUIifDI TQUIifDR TQUIifDL TQUIifdI TQUIiFDI TQUIiFDL TQUIiaDI TQUIiaDL TQUIFfDI TQUIFfDL TQUIFfdI TQUIFFDI TQUIFFDL TQUIFaDI TQUIPfDR TQUIPfDL TQUIPfdI TQUIPFDL TQUIPcDR TQUIPcDL TQUIPpDR TQUIPpDL TQUIPiDR TQUIPIDI TQUIPIDR TQUIPIdI TQUiAfDR TQUiAfdI TQUiAcDL TQUiAidI TQUiaADL TQUiIfDI TQUiIaDL TQUiFfDR TQUiFfDL TQUiFFDI TQUiFFDL TQUiFCDL TQUiFaDR TQUiFaDL TQUiFadI TQUiFadR TQUiFADI TQUiFADL TQUiFAdI TQUiFIDI TQUiFIDL TQUiFIdI TQUiPfDI TQUiPFDI TQUFAfDI TQUFAfDR TQUFAfdI TQUFAfdR TQUFAFDL TQUFAFdI TQUFAcDR TQUFAcDL TQUFAcdR TQUFACDR TQUFACdR TQUFApDR TQUFApdR TQUFAaDI

TQUFAaDR TQUFAadI TQUFAadR TQUFAADR TQUFAiDI TQUFAiDR TQUFAiDL TQUFAidI TQUFAidR TQUFafDR TQUFafdR TQUFaFDL TQUFaFdI TQUFaaDR TQUFaaDL TQUFaadI TQUFaadR TQUFaADR TQUFaAdI TQUFaiDL TQUFaidI TQUFaIDI TQUFaIDL TQUFaIdI TQUFIfDR TQUFIfdI TQUFIfdR TQUFIFDL TQUFIcDR TQUFICDL TQUFIpDR TQUFIpDL TQUFIaDI TQUFIaDR TQUFIadI TQUFIadR TQUFIADI TQUFIAdI TQUFIidI TQUFIIDI TQUFIIdI TQUFIIdR TQUFifDR TQUFifdI TQUFiFDI TQUFiFDL TQUFiFdI TQUFiaDR TQUFiaDL TQUFiadR TQUFFfDI TQUFFfDR TQUFFfdI TQUFFfdR TQUFFFDI TQUFFFDL TQUFFFdI TQUFFaDI TQUFFaDR TQUFFADR TQUFFiDI TQUFFiDR TQUFFiDL TQUFFidR TQUFFIDR TQUFFIDL TQUFPfDR

TQUFPfdR TQUFPFDI TQUFPFDL TQUFPFdI TQUFPcDI TQUFPcDR TQUFPcdR TQUFPCDR TQUFPpDI TQUFPpDR TQUFPadI TQUFPADI TQUFPADR TQUFPAdI TQUFPiDI TQUFPiDL TQUFPidI TQUFPIDI TQUFPIDL TQUFCfdR TQUFCFDI TQUFCFdI TQUFCFdR TQUPAfDR TQUPAfdR TQUPAFDR TQUPAFdI TQUPAcDI TQUPApDR TQUPAIDI TQUPAIDL TQUPafDR TQUPafdI TQUPafdR TQUPafdL TQUPaFdI TQUPaCDI TQUPaCDL TQUPIfdI TQUPIfdR TQUPIfdL TQUPIFDR TQUPICDL TQUPIpDL TQUPifDR TQUPifDL TQUPifdI TQUPifdR TQUPifdL TQUPiFDL TQUPiFdI TQUPFfDR TQUPFfdI TQUPFfdR TQUPFFDR TQUPFFdL TQUPFadI TQUPFadR TQUPFADI TQUPFAdI TQUPFiDI TQUPFiDL TQUPFidI TQUPFidL TQUPFIDI TQUPPfdI TQUPPfdR



194

TQUPPfdL TQUPPFDR TQUPPFdI TQUPPFdL TQUPPcDR TQUPPcDL TQUPPiDI TQUCFFdR TQUCFidI TQUCPfdI TQUCPfdR TQUCPfdL TQuAAfDR TQuAAfDL TQuAAFDL TQuAAcDL TQuAACDL TQuAAaDR TQuAAiDR TQuAAiDL TQuAAIDL TQuAafDR TQuAafDL TQuAaFDL TQuAacDL TQuAaCDL TQuAaiDL TQuAaIDL TQuAIfDR TQuAIFDL TQuAIcDL TQuAICDR TQuAICDL TQuAIADR TQuAIADL TQuAIIDR TQuAifDR TQuAiFDL TQuAiADR TQuAiADL TQuAFfDR TQuAFFDL TQuAFaDR TQuAFADR TQuAFiDL TQuAFIDL TQuAPcDL TQuAPCDL TQuAPiDL TQuACfdI TQuaAfDL TQuaAFDR TQuaAFDL TQuaAcDL TQuaACDR TQuaACDL TQuaApDL TQuaAaDR TQuaAADR TQuaAADL TQuaAiDL TQuaafDL TQuaaFDR TQuaaFDL TQuaaCDR TQuaaaDL TQuaaADL

TQuaaIDR TQuaIfDL TQuaIFDR TQuaIFDL TQuaIaDL TQuaIADR TQuaIADL TQuaifDL TQuaiFDR TQuaiFDL TQuaFfDR TQuaFfDL TQuaFFDR TQuaFFDL TQuaFCDL TQuaFpDL TQuaFPDL TQuaFaDR TQuaFADR TQuaFADL TQuaFIDL TQuaPfDL TQuaPFDR TQuaPcDL TQuaPCDL TQuaPADL TQuIAfDL TQuIAFDL TQuIAaDL TQuIAADR TQuIAADL TQuIafDL TQuIaFDR TQuIaFDL TQuIaaDR TQuIaaDL TQuIaADR TQuIaADL TQuIIFDI TQuIIFDL TQuIiFDL TQuIiaDL TQuIiADL TQuIFfDR TQuIFfDL TQuIFFDL TQuIFaDR TQuIFADR TQuIFADL TQuIFIDL TQuIPfDL TQuIPFDL TQuIPADL TQuiAFDR TQuiAFDL TQuiAcDL TQuiaADL TQuiIaDL TQuiFfDL TQuiFFDL TQuiFADR TQuiFADL TQuiFIDL TQuiFIdL TQuiPFDL TQuFAcDL TQuFACDL

TQuFAaDR TQuFAADR TQuFAADL TQuFAIDL TQuFafDR TQuFafDL TQuFafdL TQuFaaDR TQuFaaDL TQuFaADR TQuFaADL TQuFIFDL TQuFIcDL TQuFIaDR TQuFIADR TQuFIIDL TQuFiFDL TQuFiaDL TQuFiADR TQuFiADL TQuFFFDL TQuFFIDL TQuFPfDL TQuFPCDL TQuFPaDR TQuFPADL TQuFCFDR TQuPAfdI TQuPAfdR TQuPAfdL TQuPAFDR TQuPAFDL TQuPAcDL TQuPAcdI TQuPAcdR TQuPACDL TQuPApdR TQuPafdI TQuPafdL TQuPaFDR TQuPacDL TQuPaCDL TQuPIfdI TQuPIFDR TQuPIcDL TQuPifdI TQuPifdL TQuPiFDR TQuPFFDR TQuPFADR TQuPFIDL TQuPFIdL TQuPPfdI TQuPPfdR TQuPPfdL TQuPPcDL TQuCPfdI TQuCPfdR TQuCPfdL TQVAAaDI TQVAAaDL TQVAAiDI TQVAIaDI TQVAIaDL TQVAFaDI TQVAFaDL TQVAFadI

TQVAFADI TQVAFADL TQVAFAdI TQVAFiDI TQVAFidI TQVAFIDI TQVAFIDL TQVAPaDL TQVAPADL TQVaFaDL TQVaFADL TQVaFAdI TQVIAaDI TQVIAaDL TQVIAiDI TQVIFaDI TQVIFaDL TQVIFadI TQVIPaDL TQViFADI TQViFAdI TQViFIDI TQVFFaDI TQvAIaDR TQvAIiDR TQvAIiDL TQvAFADR TQvAPadI TQvAPIdI TQvAPIdR TQvAPIdL TQvIAaDR TQvIAiDR TQvIAiDL TQvIFiDL TQvIPiDL TQviIaDR TQviFADR TQviFAdR TQviFiDL TQFAAfDR TQFAAFDL TQFAAcDI TQFAAcDR TQFAAcDL TQFAAcdI TQFAACDI TQFAACDR TQFAACDL TQFAApDI TQFAApDL TQFAApdI TQFAAaDR TQFAAaDL TQFAAiDL TQFAAIDI TQFAAIDL TQFAafDR TQFAaiDI TQFAaIDR TQFAIfDR TQFAIfDL TQFAIiDI TQFAIIDR TQFAifDI TQFAifDR TQFAFfDR

TQFAFfDL TQFAFfdR TQFAFFDI TQFAFFdI TQFAFFdR TQFAFaDI TQFAFaDR TQFAFaDL TQFAFadI TQFAFiDI TQFAFiDR TQFAFiDL TQFAFidI TQFAFidR TQFAFIDI TQFAFIDR TQFAFIdI TQFAFIdR TQFAPFdI TQFAPFdR TQFAPcdI TQFAPCDR TQFAPCDL TQFAPCdR TQFAPCdL TQFAPpdI TQFAPiDI TQFAPIDI TQFAPIDL TQFACfdI TQFaAfDR TQFaAfDL TQFaAFDI TQFaAFDL TQFaAcDI TQFaApDL TQFaAaDI TQFaAaDL TQFaAiDI TQFaafDI TQFaafDR TQFaafDL TQFaaFDI TQFaaFDL TQFaaCDI TQFaaaDI TQFaaaDL TQFaaiDI TQFaaIDI TQFaIfDI TQFaIfDR TQFaIfDL TQFaIcDI TQFaICDI TQFaIiDR TQFaifDI TQFaifDR TQFaifDL TQFaiFDI TQFaFfDL TQFaFFDI TQFaFFDL TQFaFFdI TQFaFcDL TQFaFcdI TQFaFCDI TQFaFCDL

TQFaFCdI TQFaFpDL TQFaFPDI TQFaFPDL TQFaFaDI TQFaFaDL TQFaFadI TQFaFiDI TQFaFiDR TQFaFiDL TQFaFidI TQFaFidR TQFaFIDI TQFaFIDL TQFaFIdI TQFaPfDI TQFaPfDR TQFaPfDL TQFaPFDR TQFaPFDL TQFaPFdI TQFaPcDL TQFaPCDR TQFaPCdI TQFaPpDL TQFaPPDI TQFaPaDI TQFaPaDL TQFaPIDI TQFaCfDR TQFaCfDL TQFIAfDI TQFIAfDL TQFIAFDL TQFIAcDR TQFIACDI TQFIApDI TQFIAaDI TQFIAaDL TQFIafDI TQFIafDL TQFIaFDL TQFIacDR TQFIIfDI TQFIIcDI TQFIIcDR TQFIiFDL TQFIFfDL TQFIFfdI TQFIFaDL TQFIFadI TQFIFiDL TQFIFidI TQFIPfDI TQFIPfDL TQFIPCdI TQFIPCdR TQFIPCdL TQFIPpDI TQFIPaDL TQFIPiDR TQFICfdI TQFiAfDI TQFiAfDR TQFiAfDL TQFiAFDI TQFiAiDI

TQFiFFDI TQFiFFDL TQFiFaDL TQFiFadI TQFiFiDI TQFiFiDL TQFiFidI TQFiFidR TQFiFIDI TQFiPfDI TQFiPfDR TQFiPfDL TQFFAfDL TQFFAFDL TQFFAcDI TQFFAcDL TQFFAcdI TQFFACDL TQFFACdI TQFFApDL TQFFAaDI TQFFAaDR TQFFAaDL TQFFAadR TQFFAiDR TQFFAidI TQFFAidR TQFFAIDR TQFFAIDL TQFFafDL TQFFaFDI TQFFaFDL TQFFaFdI TQFFaaDI TQFFaaDR TQFFaaDL TQFFaadI TQFFaadR TQFFaiDI TQFFaiDL TQFFaIDL TQFFIfDL TQFFIFDL TQFFIFdI TQFFIcdI TQFFICDL TQFFICdI TQFFIpDL TQFFIaDR TQFFIaDL TQFFIadR TQFFIiDR TQFFIiDL TQFFIidI TQFFIidR TQFFifDI TQFFifDL TQFFiFDI TQFFiFDL TQFFiFdI TQFFiaDI TQFFiaDR TQFFiaDL TQFFiadR TQFFFfDL TQFFFFDL TQFFFFdI



195

TQFFFaDR TQFFFaDL TQFFFadI TQFFFiDI TQFFFiDR TQFFFidI TQFFFIDI TQFFFIDL TQFFFIdI TQFFPfDL TQFFPfdI TQFFPFDL TQFFPcDL TQFFPpDL TQFFPaDI TQFFPaDR TQFFPadR TQFFPiDI TQFFPiDR TQFFPidI TQFFPidR TQFFPIDI TQFFPIDL TQFFPIdI TQFFCfDR TQFFCfdR TQFFCFDI TQFPAfDR TQFPAfDL TQFPAfdI TQFPAfdL TQFPafDI TQFPafDR TQFPafDL TQFPafdI TQFPafdL TQFPacDI TQFPIfdI TQFPIFDR TQFPIcDI TQFPICDI TQFPifDR TQFPifdI TQFPFfDR TQFPFfDL TQFPFfdI TQFPFfdL TQFPFFdL TQFPFaDR TQFPFaDL TQFPFadR TQFPFiDI TQFPFiDR TQFPFiDL TQFPFidR TQFPFidL TQFPFIDR TQFPFIdI TQFPFIdL TQFPPfDR TQFPPfdI TQFPPfdL TQFPPcDI TQFPPpDI TQFPPIDR TQFCFfdI TQFCFFdI

TQFCFFdR TQFCFIdI TQFCFIdR TQFCPfdI TQFCPfdR TQFCPfdL TQfAAfDR TQfAAFDL TQfAAiDR TQfAAiDL TQfAafDR TQfAafDL TQfAaFDL TQfAaiDR TQfAIfDR TQfAIFDL TQfAIcdI TQfAIiDR TQfAifDR TQfAifDL TQfAFfDR TQfAFiDL TQfAFIDR TQfAFIDL TQfAPfDR TQfAPfDL TQfAPiDR TQfACfdI TQfaAfDR TQfaAfDL TQfaAFDR TQfaAFDL TQfaACDR TQfaAiDR TQfaafDR TQfaafDL TQfaaFDR TQfaaFDL TQfaaCDR TQfaaiDR TQfaIfDI TQfaIfDR TQfaIfDL TQfaIcDR TQfaIiDR TQfaifDL TQfaiFDR TQfaFfDL TQfaFFDL TQfaFcDL TQfaFCDL TQfaFpDL TQfaFiDR TQfaFiDL TQfaFidR TQfaFIDR TQfaFIDL TQfaPfDR TQfaPfDL TQfaPCDR TQfIAfDL TQfIAFDI TQfIAFDL TQfIafDL TQfIaFDI TQfIaFDL TQfIIfDI

TQfIIfdI TQfIIFDI TQfIIFDR TQfIIFDL TQfIifdI TQfIiFDI TQfIiFDL TQfIFfDL TQfIFFDI TQfIFFDL TQfIFFdI TQfIFFdR TQfIFiDL TQfIPfDL TQfIPadL TQfICfdI TQfiAfDR TQfiAfDL TQfiAFDR TQfiAFDL TQfiAiDR TQfiFfDL TQfiFIDL TQfiPfDR TQfiPfDL TQfFAfDL TQfFAFDL TQfFAcDL TQfFAiDL TQfFafDR TQfFaFDL TQfFaiDL TQfFIfDR TQfFIfDL TQfFIcDL TQfFIiDL TQfFifDL TQfFFiDL TQfFFIDL TQfFPfDL TQfFPFDR TQfFPFDL TQfFPcDL TQfFPiDL TQfFPIDR TQfFPIDL TQfFCfDR TQfFCfDL TQfFCFDR TQfFCFDL TQfFCFdR TQfPAfdI TQfPAfdL TQfPAFDR TQfPAcdR TQfPApdR TQfPafdI TQfPaFDR TQfPIfdI TQfPIFDR TQfPIcdR TQfPifDL TQfPifdI TQfPifdL TQfPiFDR TQfPFFDR TQfPFFdL

TQfPFiDL TQfPFidL TQfPFIDR TQfPFIDL TQfPFIdL TQfPPfDR TQfPPfDL TQfPPfdI TQfCPfdI TQfCPfdR TQfCPfdL TQGAAFDI TQGAAcDI TQGAAcDR TQGAAcDL TQGAACDR TQGAACDL TQGAApDI TQGAApDL TQGAAiDR TQGAAiDL TQGAaFDR TQGAacDR TQGAaCDI TQGAaCDR TQGAaCDL TQGAaADI TQGAaADR TQGAaADL TQGAaIDI TQGAIfDR TQGAIFDR TQGAICDI TQGAICDR TQGAICDL TQGAIADI TQGAIADR TQGAIADL TQGAiFDI TQGAiFDR TQGAFFDI TQGAFFDR TQGAFFDL TQGAFFdR TQGAFADI TQGAFADR TQGAFADL TQGAFAdR TQGAFIDR TQGAFIDL TQGAFIdI TQGAFIdR TQGAPfDI TQGAPFDI TQGAPFDL TQGAPcDR TQGAPCDR TQGAPCDL TQGAPCdR TQGAPpdI TQGAPiDI TQGAPIDI TQGAPIDR TQGAPIDL TQGAPIdI TQGAPIdR TQGAPIdL

TQGACfdI TQGACFdI TQGaAfDI TQGaAfDR TQGaAfDL TQGaAFDI TQGaAFDL TQGaAcDI TQGaAcDR TQGaAADR TQGaafDI TQGaafDL TQGaaFDI TQGaaFDL TQGaaCDI TQGaaIDI TQGaIfDI TQGaIFDL TQGaIcDI TQGaICDI TQGaIIDI TQGaifDI TQGaiFDI TQGaiFDL TQGaFfDI TQGaFfDL TQGaFFDI TQGaFFDL TQGaFcDI TQGaFcDL TQGaFcdI TQGaFpDI TQGaFpDL TQGaFaDI TQGaFaDR TQGaFaDL TQGaFadI TQGaFADR TQGaFAdR TQGaFIDI TQGaFIDL TQGaFIdI TQGaPfDI TQGaPfDR TQGaPfDL TQGaPfdL TQGaPFDI TQGaPFDL TQGaPCDI TQGaPCDL TQGaPCdI TQGIAfDI TQGIAfDL TQGIAFDI TQGIAFDL TQGIAcDI TQGIACDI TQGIACDR TQGIApDI TQGIAIDI TQGIAIDR TQGIafDL TQGIaFDI TQGIacDI TQGIaCDI TQGIaCDR TQGIaIDR

TQGIIcDI TQGIICDR TQGIIpDI TQGIiFDI TQGIiFDL TQGIFfDL TQGIFfdI TQGIFFDI TQGIFFDL TQGIFFdI TQGIFiDI TQGIPfDI TQGIPfDL TQGIPFDL TQGIPcdI TQGIPCDI TQGIPCDR TQGIPCdI TQGIPCdR TQGIPCdL TQGIPpDI TQGIPIDR TQGIPIdI TQGIPIdR TQGIPIdL TQGICfdI TQGiAfDI TQGiAfDR TQGiAfDL TQGiAFDI TQGiAFDL TQGiAiDI TQGiIfDI TQGiFfDI TQGiFfDL TQGiFFDI TQGiFFDL TQGiFcDL TQGiFCDL TQGiFADR TQGiFIDI TQGiFIDL TQGiFIdI TQGiPfDI TQGiPfDR TQGiPfDL TQGiPFDI TQGiPFDL TQGFAfDL TQGFAfdI TQGFAFDL TQGFAFdI TQGFAcDI TQGFAcDL TQGFAcdI TQGFACDR TQGFACDL TQGFACdI TQGFApDI TQGFApDR TQGFApDL TQGFAADI TQGFAADR TQGFAADL TQGFAAdR TQGFAiDR TQGFAidI

TQGFAidR TQGFAIDR TQGFAIDL TQGFAIdI TQGFafDL TQGFaFDL TQGFaADI TQGFaADL TQGFaAdI TQGFaAdR TQGFaIDI TQGFaIDL TQGFaIdR TQGFIfDI TQGFIfDL TQGFIfdI TQGFIFDI TQGFIFDL TQGFIcDI TQGFIcDL TQGFICDI TQGFICDL TQGFICdI TQGFIpDL TQGFIADI TQGFIADR TQGFIAdI TQGFIAdR TQGFIIDI TQGFifDI TQGFifDL TQGFifdI TQGFiFDL TQGFFfDL TQGFFFDL TQGFFADI TQGFFADR TQGFFAdR TQGFFidI TQGFFIDI TQGFFIDR TQGFFIdI TQGFFIdR TQGFPfDI TQGFPfDL TQGFPfdI TQGFPFDL TQGFPcDL TQGFPcdI TQGFPCDL TQGFPpDL TQGFPADI TQGFPADR TQGFPADL TQGFPAdI TQGFPidI TQGFPidR TQGFPIDR TQGFPIDL TQGFPIdI TQGFCfDR TQGFCfDL TQGFCfdI TQGFCfdR TQGPAfDR TQGPAfDL TQGPAfdI



196

TQGPAFDR TQGPafDR TQGPafdI TQGPaFDR TQGPaCDI TQGPIfDI TQGPIFDI TQGPIFDR TQGPIFDL TQGPIcDI TQGPICDI TQGPifDR TQGPifdI TQGPifdL TQGPiFDI TQGPFfDI TQGPFfDR TQGPFfdI TQGPFfdL TQGPFFDR TQGPFADI TQGPFADR TQGPFADL TQGPFAdR TQGPFIdL TQGPPfDR TQGPPfdI TQGPPcDI TQGPPpDI TQGCFfdI TQGCFfdR TQGCFFdR TQGCFIdI TQGCFIdR TQGCPfdI TQGCPfdR TQGCPfdL TQGCPFdI TQGCPFdR TQGCPFdL TQgAAfDR TQgAAFDL TQgAAiDR TQgAAiDL TQgAIfDR TQgAIfDL TQgAIFDR TQgAifDR TQgAifDL TQgAiFDL TQgAPfDR TQgAPcdI TQgAPCdI TQgAPCdR TQgAPCdL TQgAPpdI TQgACfdI TQgaAfDL TQgaAFDR TQgaAFDL TQgaafDL TQgaaFDR TQgaaFDL TQgaaADR TQgaaADL TQgaIFDI TQgaIFDR

TQgaIFDL TQgaiFDR TQgaiFDL TQgaFfDL TQgaFFDL TQgaFcDL TQgaFCDL TQgaFpDL TQgaFPDL TQgaFiDR TQgaFiDL TQgaFIDL TQgaPfDL TQgaPFDR TQgaPFDL TQgaPiDR TQgIAfDL TQgIAFDR TQgIAFDL TQgIAaDR TQgIAADR TQgIAADL TQgIafDL TQgIaFDR TQgIaFDL TQgIaCDR TQgIaaDR TQgIaADR TQgIaADL TQgIIFDI TQgIIFDR TQgIIFDL TQgIiFDR TQgIiFDL TQgIiaDR TQgIFfDL TQgIFFDL TQgIFaDR TQgIFADL TQgIFAdR TQgIFiDL TQgIFIDL TQgIPfDL TQgIPFDR TQgIPFDL TQgIPADL TQgiAFDL TQgiFFDL TQgiFIDL TQgiPfDL TQgiPFDR TQgiPFDL TQgFAfDL TQgFAFDL TQgFAcDR TQgFAcDL TQgFACDL TQgFAIDL TQgFaFDR TQgFaFDL TQgFIfDR TQgFIfDL TQgFIFDL TQgFIcDL TQgFICDL TQgFifDL TQgFiFDR

TQgFFfDL TQgFPFDL TQgFPcDL TQgFPpDL TQgFPIDL TQgFPIdL TQgPAfDL TQgPAfdI TQgPAfdR TQgPAfdL TQgPAFDR TQgPAcdR TQgPApdR TQgPafDL TQgPafdI TQgPaFDR TQgPaCDR TQgPIfDL TQgPIfdI TQgPIFDL TQgPIcdR TQgPIpdR TQgPifDL TQgPifdI TQgPifdL TQgPFfdL TQgPFFDR TQgPFIdL TQgPPfdI TQgPPfdL TQgPPFDR TQgCPfdR TQgCPfdL TQgCPFdI TQgCPFdR TQgCPFdL TQHAAfDR TQHAAfdI TQHAAFDR TQHAAcDI TQHAAcDR TQHAACDR TQHAApDR TQHAApDL TQHAAaDR TQHAAaDL TQHAAIDR TQHAAIDL TQHAafDR TQHAacDR TQHAIfDR TQHAICDI TQHAIADR TQHAIADL TQHAifDR TQHAFfDR TQHAFfdI TQHAFfdR TQHAFFDR TQHAFFdR TQHAFaDI TQHAFaDR TQHAFadR TQHAFADL TQHAFAdR TQHAFIDI TQHAFIDR

TQHAFIDL TQHAFIdR TQHAPfdI TQHAPFDI TQHAPcdI TQHAPCDL TQHAPpDL TQHAPpdI TQHAPidI TQHAPIDI TQHAPIDL TQHAPIdI TQHAPIdR TQHAPIdL TQHACFdR TQHaAfDI TQHaAfDR TQHaAFDL TQHaACDL TQHaApDL TQHaAPDL TQHaaCDL TQHaaaDL TQHaaADL TQHaaiDI TQHaIfDL TQHaIFDI TQHaIFDL TQHaIcDL TQHaICDI TQHaICDL TQHaIaDL TQHaIADI TQHaIADL TQHaIIDI TQHaifDI TQHaifDL TQHaiFDI TQHaiFDL TQHaFfDR TQHaFfdR TQHaFFDL TQHaFFdI TQHaFcDR TQHaFcdI TQHaFCDL TQHaFCdI TQHaFadI TQHaFADI TQHaFADL TQHaFAdI TQHaFIDI TQHaFIDL TQHaPfDR TQHaPFDL TQHaPcDL TQHaPCDR TQHaPpDR TQHaPPDL TQHaPADL TQHaPIDI TQHaCfDR TQHIAfDR TQHIAfDL TQHIAFDL TQHIAcDL TQHIApDL

TQHIAaDI TQHIafDR TQHIafDL TQHIaFDI TQHIaFDL TQHIaCDI TQHIaaDL TQHIIfDI TQHIIfDR TQHIIfDL TQHIIFDI TQHIIcDI TQHIICDI TQHIICDR TQHIIpDI TQHIIpdI TQHIifDI TQHIifDR TQHIifDL TQHIiFDI TQHIiFDL TQHIiaDI TQHIiaDL TQHIFfDR TQHIFFDL TQHIFaDI TQHIPfDR TQHIPfDL TQHIPfdI TQHIPFDL TQHIPcDR TQHIPcDL TQHIPcdI TQHIPCdI TQHIPpDR TQHIPIdI TQHiAfDR TQHiAfdI TQHiAcDI TQHiAidI TQHiaADL TQHiIfDL TQHiIaDL TQHiFFDL TQHiFFdI TQHiFADI TQHiFADL TQHiFAdI TQHiFIDI TQHiFIDL TQHiPFDI TQHFAfdR TQHFAFDR TQHFAFdR TQHFAcDR TQHFAcdR TQHFACDR TQHFACdR TQHFApDR TQHFApdR TQHFAaDR TQHFAadR TQHFAiDI TQHFAiDR TQHFAiDL TQHFAidI TQHFAidR

TQHFAIDI TQHFAIDL TQHFAIdI TQHFafDR TQHFafdI TQHFafdR TQHFaFDR TQHFaFdI TQHFaaDR TQHFaadR TQHFaADR TQHFaiDI TQHFaiDR TQHFaiDL TQHFaidI TQHFaIDI TQHFaIDR TQHFaIDL TQHFaIdI TQHFaIdR TQHFIfDR TQHFIfdI TQHFIfdR TQHFIFDI TQHFIFDR TQHFIFDL TQHFIFdR TQHFIcDR TQHFIcdR TQHFICDR TQHFIpDR TQHFIpdR TQHFIaDR TQHFIaDL TQHFIadR TQHFIADR TQHFIAdI TQHFIiDI TQHFIiDL TQHFIidI TQHFIIDI TQHFIIDR TQHFIIDL TQHFIIdI TQHFifDR TQHFifdI TQHFifdR TQHFiFDR TQHFiFdI TQHFiFdR TQHFiaDR TQHFiaDL TQHFiadR TQHFFfDR TQHFFfdI TQHFFfdR TQHFFFDI TQHFFFDR TQHFFFdI TQHFFFdR TQHFFaDI TQHFFaDL TQHFFADR TQHFFiDI TQHFFiDR TQHFFiDL TQHFFidI

TQHFFidR TQHFFIDL TQHFPfDR TQHFPfdI TQHFPfdR TQHFPFDI TQHFPFDR TQHFPFdI TQHFPcDL TQHFPcdI TQHFPCDL TQHFPCdI TQHFPpDI TQHFPpDR TQHFPpdR TQHFPadR TQHFPADI TQHFPADR TQHFPAdR TQHFPiDI TQHFPiDR TQHFPiDL TQHFPidI TQHFPidR TQHFPIDR TQHFPIDL TQHFCfDR TQHFCfdR TQHFCFDR TQHFCFdI TQHFCFdR TQHPAfDR TQHPAFdI TQHPAFdR TQHPACDR TQHPApDR TQHPAIDI TQHPAIDL TQHPafDR TQHPafdR TQHPafdL TQHPaFDR TQHPaFdI TQHPacDI TQHPacDR TQHPacDL TQHPIfdR TQHPIfdL TQHPIFDR TQHPifDR TQHPifdR TQHPiFdI TQHPiFdR TQHPFfDR TQHPFfdR TQHPFFDI TQHPFFDR TQHPFFdI TQHPFFdR TQHPFaDR TQHPFadR TQHPFADR TQHPFAdI TQHPFiDI TQHPFiDR TQHPFiDL TQHPFidI



197

TQHPFidR TQHPFidL TQHPFIDI TQHPFIdL TQHPPfdI TQHPPfdR TQHPPfdL TQHPPFDR TQHPPpDR TQHPPpDL TQHPPiDI TQHPPiDR TQHPPIDI TQHPPIDL TQHCFfdR TQHCFFdI TQHCFidI TQHCFIdI TQHCFIdR TQHCPfdR TQhAAfDR TQhAAfDL TQhAAcDR TQhAAcDL TQhAACDL TQhAAiDR TQhAAiDL TQhAafDR TQhAafDL TQhAacDR TQhAacDL TQhAaiDL TQhAaIDL TQhAIfDR TQhAIFDL TQhAIcDR TQhAIcDL TQhAICDR TQhAICDL TQhAIpDR TQhAIADR TQhAIIDR TQhAiADR TQhAFfDL TQhAFaDL TQhAFiDL TQhAFIDL TQhAPcDR TQhAPcDL TQhAPiDL TQhAPIdI TQhAPIdR TQhAPIdL TQhaAfDR TQhaAFDR TQhaAFDL TQhaAcDL TQhaACDL TQhaApDL TQhaAPDL TQhaAADR TQhaAADL TQhaAiDL TQhaafDR TQhaafDL TQhaaFDL TQhaacDL

TQhaaCDR TQhaaCDL TQhaaaDL TQhaaADR TQhaaIDR TQhaIfDL TQhaIFDR TQhaIADL TQhaifDL TQhaiFDL TQhaFfDR TQhaFfDL TQhaFFDL TQhaFcDR TQhaFcDL TQhaFpDL TQhaFaDL TQhaFADR TQhaFADL TQhaFIDL TQhaPfDR TQhaPFDR TQhaPFDL TQhaPcDL TQhaPCDL TQhaPADR TQhaPADL TQhIAfDL TQhIAFDR TQhIAFDL TQhIAaDR TQhIAADL TQhIafDR TQhIafDL TQhIaFDR TQhIaFDL TQhIaaDR TQhIaADL TQhIIfDI TQhIIFDI TQhIIFDR TQhIIFDL TQhIiFDI TQhIiFDR TQhIiFDL TQhIFfDR TQhIFfDL TQhIFFDR TQhIFFDL TQhIFaDR TQhIFaDL TQhIFadR TQhIFADL TQhIFIDR TQhIFIDL TQhIPFDR TQhIPFDL TQhiAfDR TQhiAfDL TQhiAFDR TQhiAFDL TQhiaADL TQhiIfDL TQhiIaDL TQhiFfDL TQhiFFDL TQhiFADR

TQhiFADL TQhiFAdR TQhiFIDL TQhiPfDR TQhiPFDR TQhiPFDL TQhFAfDL TQhFAFDL TQhFAcDR TQhFAcDL TQhFACDL TQhFaFDR TQhFaFDL TQhFaaDR TQhFaIDL TQhFIFDL TQhFICDL TQhFIaDR TQhFIIDL TQhFifDL TQhFiFDL TQhFiADR TQhFFFDL TQhFPFDR TQhFPFDL TQhFPCDR TQhFPpDL TQhFCfDR TQhFCFDR TQhPAfDR TQhPAfdI TQhPAcdR TQhPACDL TQhPaFDR TQhPaCDL TQhPIfDR TQhPIfdI TQhPIFDL TQhPIcDL TQhPIcdR TQhPICDL TQhPIpdR TQhPifDR TQhPiFDR TQhPFfDR TQhPFFDR TQhPFFdL TQhPFIDL TQhPPfDR TQhPPfdI TQhPPcDL TQhPPCDL TQhPPpDL TQhCPfdI TQhCPfdR TQhCPfdL TQIAAaDL TQIAAiDI TQIAIaDI TQIAIaDL TQIAFaDI TQIAFaDL TQIAFADL TQIAFiDI TQIAFIDI TQIAPaDL TQIaFaDL

TQIIAaDI TQIIFaDI TQIIFaDL TQIIPaDL TQIiIaDI TQIiFADI TQIiFAdI TQiAIaDR TQiAIiDL TQiIAiDL TQiIFiDL TQiIPiDL TQiiFADR TQiiFAdR TQiiFiDL TQAAAfDR TQAAAFDI TQAAAFDR TQAAAFDL TQAAAcDR TQAAAcDL TQAAAcdI TQAAACDI TQAAACDR TQAAACDL TQAAApDI TQAAApDL TQAAAaDI TQAAAaDL TQAAAiDL TQAAAIDI TQAAAIDL TQAAafDR TQAAaiDI TQAAaIDR TQAAIfDR TQAAIfDL TQAAICDL TQAAIiDI TQAAIIDR TQAAIIDL TQAAifDR TQAAifDL TQAAFfDR TQAAFfDL TQAAFFDI TQAAFFdI TQAAFaDI TQAAFaDL TQAAFadI TQAAFiDI TQAAFiDR TQAAFidI TQAAFidR TQAAFIDI TQAAFIDL TQAAFIdR TQAAPFdI TQAAPFdR TQAAPCDI TQAAPCDL TQAAPIDI TQAAPIDL TQAACfdI TQAaAfDR TQAaAfDL TQAaAFDL

TQAaAcDI TQAaAaDL TQAaAIDI TQAaafDL TQAaaCDI TQAaaaDI TQAaaaDL TQAaaiDI TQAaIfDI TQAaIfDR TQAaIfDL TQAaIiDI TQAaIiDR TQAaifDI TQAaifDR TQAaifDL TQAaFfDL TQAaFFDI TQAaFFDL TQAaFcDI TQAaFcDL TQAaFcdI TQAaFpDI TQAaFpDL TQAaFaDI TQAaFaDL TQAaFadI TQAaFiDI TQAaFiDR TQAaFiDL TQAaFidI TQAaFidR TQAaFIDI TQAaFIDL TQAaFIdI TQAaPfDI TQAaPfDR TQAaPfDL TQAaPFDI TQAaPFDR TQAaPFDL TQAaPFdI TQAaPcDL TQAaPCDI TQAaPCDR TQAaPCdI TQAaPpDL TQAaPaDL TQAaPiDI TQAaCfDR TQAaCfDL TQAIAfDL TQAIAcDI TQAIACDI TQAIACDR TQAIAaDL TQAIafDL TQAIacDI TQAIacDR TQAIIfDI TQAIIcDR TQAIFfDL TQAIFaDI TQAIFaDL TQAIFiDI TQAIFiDL TQAIFidI

TQAIFIDL TQAIPfDI TQAIPfDL TQAIPfdI TQAIPCDR TQAIPCdI TQAIPCdR TQAIPCdL TQAIPpDI TQAIPaDL TQAIPiDI TQAIPiDR TQAiAfDI TQAiAfDR TQAiAfDL TQAiAFDL TQAiAiDI TQAiFfDL TQAiFFDL TQAiFaDL TQAiFiDI TQAiFiDR TQAiFidI TQAiFidR TQAiPfDR TQAiPfDL TQAFAfDL TQAFAFDI TQAFAFDL TQAFAcDI TQAFAcdI TQAFACDL TQAFApDL TQAFAaDI TQAFAaDL TQAFAiDI TQAFAiDL TQAFAidI TQAFAIDI TQAFAIDR TQAFAIDL TQAFaFDI TQAFaFDL TQAFaaDI TQAFaaDL TQAFaiDL TQAFaidI TQAFaIDI TQAFaIDR TQAFaIdI TQAFaIdR TQAFIfDL TQAFIfdI TQAFIcDI TQAFIcDL TQAFICDI TQAFICDL TQAFIpDL TQAFIaDI TQAFIaDL TQAFIadI TQAFIiDI TQAFIiDR TQAFIiDL TQAFIidI TQAFIidR TQAFIIDR

TQAFifDL TQAFiFDL TQAFiFdI TQAFFfDL TQAFFfdI TQAFFFDI TQAFFFDL TQAFFFdI TQAFFaDL TQAFFiDI TQAFFiDR TQAFFiDL TQAFFidI TQAFFIDR TQAFFIDL TQAFPfDL TQAFPfdI TQAFPFDL TQAFPcDL TQAFPpDI TQAFPpDL TQAFPaDI TQAFPaDL TQAFPiDL TQAFPidI TQAFPIDR TQAFPIDL TQAFCfDR TQAFCfdI TQAFCfdR TQAFCFDR TQAFCFdR TQAPAfDI TQAPAfDR TQAPAfdI TQAPAfdL TQAPAFDR TQAPApdL TQAPafDR TQAPafDL TQAPafdI TQAPafdL TQAPaCDI TQAPIfDR TQAPICDI TQAPIpDI TQAPifDR TQAPifDL TQAPifdI TQAPiFDI TQAPFfDR TQAPFfDL TQAPFfdL TQAPFFdL TQAPFaDI TQAPFiDR TQAPFidR TQAPFIDI TQAPFIDR TQAPFIdL TQAPPfDR TQAPPfDL TQAPPfdI TQAPPCDI TQAPPiDI TQAPPiDR TQAPPIDR



198

TQACFFdR TQACFidR TQACFIdI TQACFIdR TQACPfdI TQACPfdR TQACPfdL TQaAAfDR TQaAAfDL TQaAAFDL TQaAAiDR TQaAAiDL TQaAafDR TQaAafDL TQaAaIDL TQaAIfDR TQaAIiDR TQaAFfDR TQaAFfDL TQaAFFDL TQaAFiDR TQaAFiDL TQaAFIDR TQaAPfDR TQaACfdI TQaaAfDL TQaaAFDR TQaaACDR TQaaafDL TQaaIfDI TQaaIfDL TQaaIiDR TQaaifDL TQaaiFDR TQaaiFDL TQaaFfDL TQaaFFDR TQaaFFDL TQaaFcDL TQaaFCDL TQaaFCdR TQaaFpDL TQaaFPDL TQaaFiDR TQaaFiDL TQaaFidR TQaaFIDL TQaaPfDL TQaaPiDR TQaIAfDL TQaIAFDI TQaIAFDR TQaIAFDL TQaIafDL TQaIaFDR TQaIIfDI TQaIIfdI TQaIIFDI TQaIIFDL TQaIifDI TQaIifdI TQaIFfDL TQaIFFDI TQaIFFDR TQaIFFDL TQaIFFdI TQaIFFdR

TQaIFiDL TQaIFIDR TQaIFIdR TQaiAfDL TQaiAFDL TQaiAiDR TQaiFidR TQaiFIDL TQaiPfDR TQaiPfDL TQaFAfDL TQaFAFDL TQaFAcDL TQaFACDL TQaFAiDL TQaFAIDL TQaFaiDR TQaFaiDL TQaFaIDL TQaFIFDL TQaFIcDL TQaFICDL TQaFIiDR TQaFIiDL TQaFifDL TQaFiFDL TQaFFiDL TQaFPfDL TQaFPFDL TQaFPcDL TQaFPpDL TQaFPiDL TQaFPIDR TQaFPIDL TQaFCfDR TQaFCfDL TQaPAfDR TQaPAfDL TQaPAfdI TQaPAFDR TQaPAFDL TQaPAcdR TQaPafdI TQaPaFDR TQaPIfDR TQaPIfDL TQaPIfdI TQaPIFDL TQaPifdI TQaPifdL TQaPiFDR TQaPFfDL TQaPFfdL TQaPFFDR TQaPFFdL TQaPFiDL TQaPFIDR TQaPFIDL TQaPPfDR TQaPPfDL TQaPPfdI TQaCFFdR TQaCPfdI TQaCPfdR TQaCPfdL TQBAAfDI TQBAAfDR

TQBAAFDI TQBAAcDI TQBAAcDR TQBAAcDL TQBAACDI TQBAACDR TQBAACDL TQBAApDR TQBAApDL TQBAAiDR TQBAAiDL TQBAafDR TQBAaFDI TQBAaFDR TQBAacDR TQBAaCDI TQBAaCDR TQBAaCDL TQBAaADR TQBAIfDR TQBAIfDL TQBAIFDR TQBAICDR TQBAICDL TQBAIADR TQBAIADL TQBAifDR TQBAifDL TQBAiFDI TQBAiFDR TQBAiFDL TQBAFfDR TQBAFfdI TQBAFfdR TQBAFFDI TQBAFFDL TQBAFFdI TQBAFFdR TQBAFADR TQBAFADL TQBAFAdR TQBAFIDI TQBAFIDR TQBAFIDL TQBAPfDR TQBAPFDR TQBAPcDR TQBAPCDI TQBAPCDR TQBAPCDL TQBAPCdI TQBAPCdL TQBAPpdI TQBAPiDI TQBAPIDI TQBAPIDL TQBAPIdI TQBAPIdR TQBAPIdL TQBACFdI TQBaAfDI TQBaAfDL TQBaAFDL TQBaAcDI TQBaApDR TQBaafDI TQBaaFDL

TQBaaIDI TQBaIfDL TQBaIFDL TQBaIcDI TQBaICDI TQBaIIDI TQBaifDL TQBaiFDL TQBaFfDI TQBaFfDL TQBaFFDI TQBaFFDL TQBaFcDI TQBaFcDL TQBaFcdI TQBaFCDL TQBaFpDI TQBaFpDL TQBaFiDI TQBaFiDR TQBaFiDL TQBaFidI TQBaFidR TQBaFIDI TQBaFIDL TQBaFIdI TQBaPfDI TQBaPfDR TQBaPfDL TQBaPFDR TQBaPcDI TQBaPCDI TQBaPCDL TQBIAfDL TQBIAFDI TQBIAcDI TQBIACDI TQBIACDR TQBIApDI TQBIAIDI TQBIafDL TQBIaFDI TQBIaFDL TQBIacDI TQBIaCDI TQBIaCDR TQBIIfDI TQBIIfdI TQBIIcDI TQBIICDI TQBIICDR TQBIifdI TQBIiFDI TQBIiFDL TQBIFfDL TQBIFFDI TQBIFFdI TQBIFiDI TQBIFiDL TQBIFidI TQBIPfDI TQBIPfDL TQBIPfdI TQBIPfdR TQBIPcDI TQBIPcdI TQBIPCDR

TQBIPCdI TQBIPCdR TQBIPCdL TQBIPpDI TQBIPIDR TQBIPIdI TQBIPIdL TQBiAfDR TQBiAfDL TQBiAFDR TQBiAFDL TQBiAcdI TQBiAiDI TQBiIfDI TQBiIfDL TQBiFfDI TQBiFFDL TQBiFCDL TQBiFADR TQBiFAdR TQBiFIdI TQBiPfDI TQBiPfDR TQBiPfDL TQBiPFDR TQBiPFDL TQBFAfDI TQBFAfDL TQBFAFDL TQBFAFdI TQBFAcDI TQBFAcDL TQBFAcdI TQBFACDI TQBFACDR TQBFACDL TQBFACdI TQBFApDL TQBFAADI TQBFAADR TQBFAAdR TQBFAiDI TQBFAidR TQBFAIDI TQBFAIDR TQBFAIDL TQBFAIdI TQBFafDL TQBFafdI TQBFaFDL TQBFaADR TQBFaADL TQBFaAdI TQBFaAdR TQBFaIdI TQBFaIdR TQBFIfDL TQBFIfdI TQBFIFDL TQBFIFdI TQBFIcDL TQBFICDL TQBFICdI TQBFIpDL TQBFIADR TQBFIADL TQBFIAdI

TQBFIAdR TQBFIIDR TQBFifDL TQBFifdI TQBFiFDI TQBFiFDL TQBFFfDI TQBFFfDL TQBFFFDL TQBFFADL TQBFFAdR TQBFFidI TQBFFIDL TQBFFIdI TQBFPfDI TQBFPfDL TQBFPFDI TQBFPcDI TQBFPcDR TQBFPcDL TQBFPcdI TQBFPCDL TQBFPpDR TQBFPpDL TQBFPADR TQBFPAdI TQBFPiDI TQBFPIDI TQBFPIDL TQBFCfDR TQBFCfdI TQBFCfdR TQBFCFdI TQBPAfDR TQBPAfDL TQBPAfdI TQBPAfdR TQBPAfdL TQBPAFDR TQBPafdI TQBPaFDR TQBPacDI TQBPaCDI TQBPIfDI TQBPIfDR TQBPIfDL TQBPIFDR TQBPifDI TQBPifdI TQBPiFDR TQBPFfDR TQBPFfdL TQBPFFDI TQBPFADI TQBPFADR TQBPFADL TQBPFAdI TQBPFAdR TQBPFIDR TQBPPfdI TQBPPcDI TQBPPpDI TQBCFfdR TQBCFIdI TQBCFIdR TQBCPfdI TQBCPfdR

TQBCPfdL TQBCPFdI TQBCPFdR TQBCPFdL TQbAAfDR TQbAAiDR TQbAAiDL TQbAafDR TQbAIfDR TQbAIFDR TQbAifDL TQbAFFDL TQbAPfDL TQbAPcdI TQbAPCdI TQbAPCdR TQbAPCdL TQbACfdI TQbaAfDL TQbaAFDR TQbaAFDL TQbaafDL TQbaaFDR TQbaaFDL TQbaaADL TQbaIFDL TQbaiFDR TQbaiFDL TQbaFfDL TQbaFFDR TQbaFFDL TQbaFcDL TQbaFCDR TQbaFCDL TQbaFpDL TQbaFiDR TQbaFIDL TQbaPFDR TQbaPFDL TQbIAfDL TQbIAFDI TQbIAFDL TQbIAaDR TQbIAADR TQbIAADL TQbIafDI TQbIafDR TQbIafDL TQbIaFDI TQbIaFDL TQbIaaDR TQbIaADR TQbIaADL TQbIIFDI TQbIIFDL TQbIiFDL TQbIiaDR TQbIFfDI TQbIFfDL TQbIFFDI TQbIFFDL TQbIFadR TQbIFADL TQbIFAdR TQbIFiDL TQbIFIDL TQbIPfDL



199

TQbIPFDL TQbIPCdI TQbIPCdL TQbiAFDR TQbiAFDL TQbiFfDL TQbiFFDL TQbiFIDL TQbiPFDR TQbiPFDL TQbFAfDL TQbFAcDR TQbFAcDL TQbFACDR TQbFACDL TQbFACdR TQbFApDR TQbFAiDL TQbFAIDL TQbFafDL TQbFaFDR TQbFaFDL TQbFaIDL TQbFIfDL TQbFIFDL TQbFIcDL TQbFICDL TQbFifDR TQbFifDL TQbFiFDL TQbFFFDL TQbFPFDL TQbFPcDL TQbFPCDL TQbFPpDL TQbFPIDL TQbFCfDL TQbFCFDL TQbPAfdI TQbPAcdR TQbPACDR TQbPafDL TQbPafdI TQbPaFDR TQbPIfDL TQbPIFDR TQbPIcdR TQbPifdI TQbPiFDR TQbPFIdL TQbPPfdI TQbPPFDR TQbCPfdI TQbCPfdR TQbCPfdL TQbCPFdI TQbCPFdR TQbCPFdL TQCAAFDI TQCAAFDR TQCAAcDI TQCAAcDR TQCAAcdI TQCAACDI TQCAACDR TQCAApDL TQCAaFDI

TQCAaFDL TQCAaCDL TQCAIFDL TQCAICDI TQCAICDL TQCAFfDR TQCAFfdI TQCAFfdR TQCAFFDI TQCAFFdR TQCAFADR TQCAFAdR TQCAFiDI TQCAFidI TQCAFIDI TQCAFIDR TQCAFIDL TQCAFIdR TQCAPfdI TQCAPFDI TQCAPpdI TQCAPIDL TQCAPIdI TQCAPIdL TQCaAfDI TQCaAfDR TQCaAcDR TQCaACDL TQCaApDL TQCaAPDL TQCaAADL TQCaafDL TQCaaCDL TQCaaADL TQCaaiDI TQCaIfDL TQCaIFDL TQCaIcDL TQCaICDL TQCaIaDL TQCaIADI TQCaIADL TQCaIiDI TQCaIiDR TQCaifDI TQCaifDL TQCaiFDI TQCaiFDL TQCaFfDR TQCaFfDL TQCaFfdR TQCaFFDL TQCaFcdI TQCaFCDL TQCaFpDL TQCaFadI TQCaFADL TQCaFAdI TQCaFiDI TQCaFiDR TQCaFiDL TQCaFidI TQCaFIDL TQCaPfDR TQCaPFDL TQCaPcDR TQCaPCDR

TQCaPpDR TQCaPPDL TQCaCfDR TQCaCFDL TQCIAfDR TQCIAcDL TQCIApDR TQCIApDL TQCIAaDL TQCIAIDI TQCIafDL TQCIaFDI TQCIacDL TQCIaCDI TQCIaaDL TQCIIfDL TQCIIFDI TQCIIFDL TQCIIcDI TQCIICDI TQCIICDR TQCIIpDI TQCIIpdI TQCIifDI TQCIifDR TQCIifDL TQCIiFDL TQCIiaDL TQCIFfdI TQCIFFDI TQCIFFDL TQCIPfDR TQCIPFDL TQCIPcDI TQCIPcDL TQCIPCdI TQCIPpDR TQCIPpDL TQCIPiDI TQCIPiDR TQCIPIDI TQCIPIDR TQCIPIdI TQCIPIdR TQCIPIdL TQCiAfDR TQCiAfdI TQCiAidI TQCiIfDL TQCiIaDL TQCiFfDR TQCiFfdR TQCiFFDL TQCiFFdI TQCiFCDL TQCiFADI TQCiFADL TQCiFiDI TQCiFiDR TQCiFiDL TQCiFidI TQCiFIDR TQCiFIDL TQCiPfDR TQCFAfDI TQCFAfDR TQCFAfdI

TQCFAfdR TQCFAFDR TQCFAFdI TQCFAFdR TQCFAcDR TQCFAcDL TQCFAcdR TQCFACDR TQCFACDL TQCFACdR TQCFApDR TQCFApDL TQCFAadR TQCFAiDI TQCFAiDL TQCFAidI TQCFAIDI TQCFAIDR TQCFAIDL TQCFAIdI TQCFAIdR TQCFafDR TQCFafdR TQCFaFDR TQCFaFdR TQCFaadR TQCFaADR TQCFaiDR TQCFaiDL TQCFaidI TQCFaIDI TQCFaIDR TQCFaIDL TQCFaIdI TQCFaIdR TQCFIfDR TQCFIfDL TQCFIfdR TQCFIFDR TQCFIFdR TQCFIcDR TQCFIcdR TQCFICDI TQCFICDR TQCFICdR TQCFIpDR TQCFIpdR TQCFIADR TQCFIAdI TQCFIAdR TQCFIiDI TQCFIiDL TQCFIidI TQCFIIDI TQCFIIDR TQCFIIDL TQCFIIdI TQCFIIdR TQCFifDR TQCFifDL TQCFifdR TQCFiFDR TQCFiFdI TQCFiFdR TQCFFfdR TQCFFFDI TQCFFFDR

TQCFFFdR TQCFFiDI TQCFFiDL TQCFFIDR TQCFFIDL TQCFFIdR TQCFPfDR TQCFPfDL TQCFPFDI TQCFPFDL TQCFPFdI TQCFPcDR TQCFPCDL TQCFPCdI TQCFPpDR TQCFPpdR TQCFPAdR TQCFPiDI TQCFPiDL TQCFPidI TQCFPIDR TQCFPIDL TQCFCfDR TQCFCfdR TQCFCFDR TQCFCFdI TQCFCFdR TQCPAfDR TQCPAFDR TQCPAFDL TQCPAcDL TQCPACDL TQCPApDR TQCPAIDI TQCPAIDR TQCPAIDL TQCPafdR TQCPaFDR TQCPacDR TQCPaCDR TQCPaCDL TQCPIfDR TQCPIfdI TQCPIfdR TQCPIfdL TQCPIcDR TQCPIcDL TQCPICDR TQCPIpDR TQCPifDR TQCPifdR TQCPifdL TQCPFfDR TQCPFfdI TQCPFfdR TQCPFFdR TQCPFFdL TQCPFAdR TQCPFiDI TQCPFiDR TQCPFiDL TQCPFidI TQCPFidR TQCPFidL TQCPFIDI TQCPFIDR TQCPFIDL

TQCPFIdR TQCPFIdL TQCPPfdR TQCPPfdL TQCPPFDR TQCPPcDR TQCPPCDR TQCPPpDR TQCPPiDI TQCPPiDR TQCPPIDI TQCPPIDL TQCCFfdR TQCCFFdR TQCCFidI TQCCFIdR TQCCPfdR TQcAAfDR TQcAAcDR TQcAAcDL TQcAAiDL TQcAafDR TQcAaIDR TQcAIFDL TQcAIcDR TQcAIcDL TQcAICDR TQcAICDL TQcAIpDR TQcAIADR TQcAFIDL TQcAPfDR TQcAPcDR TQcAPCDR TQcAPCDL TQcAPpDR TQcAPAdI TQcaAfDR TQcaAfDL TQcaAFDR TQcaAcDL TQcaACDL TQcaApDL TQcaAPDL TQcaAADL TQcaAIDR TQcaafDR TQcaaFDL TQcaacDL TQcaaCDR TQcaaCDL TQcaaaDL TQcaaADL TQcaaIDR TQcaIfDL TQcaIFDL TQcaIADR TQcaIADL TQcaifDL TQcaiFDL TQcaFfDR TQcaFfDL TQcaFFDL TQcaFcDR TQcaFcDL TQcaFCDR TQcaFCDL

TQcaFpDR TQcaFpDL TQcaFPDL TQcaFaDR TQcaFaDL TQcaFADR TQcaFADL TQcaFIDL TQcaPfDR TQcaPfDL TQcaPFDR TQcaPFDL TQcaPcDL TQcaPCDL TQcaPADR TQcIAfDR TQcIAfDL TQcIAFDL TQcIAaDL TQcIAADL TQcIafDL TQcIaFDL TQcIaaDL TQcIaADL TQcIIfDI TQcIIfdI TQcIIFDI TQcIIFDL TQcIiFDI TQcIiFDL TQcIiaDL TQcIFfDR TQcIFfDL TQcIFFDL TQcIFADL TQcIFIDL TQcIPfDL TQcIPFDI TQcIPFDL TQcIPADL TQciAfDL TQciAFDR TQciAFDL TQciaADL TQciFfDR TQciFADR TQciFADL TQciFIDL TQciPfDR TQciPFDR TQcFAfDR TQcFAFDR TQcFAFDL TQcFACDL TQcFAIDL TQcFaFDR TQcFaFDL TQcFIFDL TQcFIADR TQcFIIDL TQcFifDR TQcFifDL TQcFiFDR TQcFiADR TQcFFIDL TQcFPfDR TQcFPFDR



200

TQcFPFDL TQcFPcDR TQcFPCDR TQcFPCDL TQcFPADR TQcPAfDR TQcPAfdI TQcPAfdL TQcPAcdR TQcPafDR TQcPafdI TQcPafdL TQcPaCDL TQcPIfdI TQcPIfdL TQcPIcDL TQcPICDL TQcPFfDR TQcPFFdL TQcPFIDL TQcPPfdI TQcPPCDL TQcCPfdI TQcCPfdR TQDAAaDI TQDAAaDL TQDAAiDI TQDAAIDI TQDAaaDL TQDAaiDI TQDAIaDI TQDAIaDL TQDAFaDI TQDAFaDL TQDAFADI TQDAFIDI TQDAPaDL TQDAPidI TQDaIaDL TQDaFaDL TQDaFADI TQDIAaDI TQDIAADI TQDIaaDI TQDIaADI TQDIIADI TQDIFaDL TQDIFADI TQDiIaDI TQDiFADI TQDFFadI TQdAIiDL TQdaAIDL TQdaaiDR TQdaaiDL TQdIAiDL TQdIAIDL TQdIaiDR TQdIaiDL TQdiIaDL TQdiFiDL TQdFFiDL TQdPAiDL TQ0AAFDI TQ0AAFDL TQ0AAcDI TQ0AAcDR

TQ0AAcDL TQ0AACDI TQ0AACDR TQ0AApDI TQ0AApDL TQ0AApdI TQ0AAaDL TQ0AAiDL TQ0AAIDI TQ0AafDI TQ0AafDR TQ0AafDL TQ0AaiDI TQ0AaIDR TQ0AIfDR TQ0AIFDI TQ0AICDI TQ0AIiDI TQ0AIIDR TQ0AIIDL TQ0AFfDR TQ0AFfDL TQ0AFfdI TQ0AFaDI TQ0AFaDL TQ0AFiDR TQ0AFiDL TQ0AFidI TQ0AFidR TQ0AFIdR TQ0APfDR TQ0APFdI TQ0APFdR TQ0APcDR TQ0APCDI TQ0APCDR TQ0APCDL TQ0APCdI TQ0APCdR TQ0APCdL TQ0APiDI TQ0aAfDL TQ0aAaDL TQ0aAiDI TQ0aafDI TQ0aafDL TQ0aaaDL TQ0aIfDL TQ0aIcDI TQ0aICDI TQ0aIiDR TQ0aifDR TQ0aifDL TQ0aiFDL TQ0aFfDL TQ0aFFDI TQ0aFFDL TQ0aFcDL TQ0aFcdI TQ0aFpDL TQ0aFaDL TQ0aFadI TQ0aFiDI TQ0aFiDR TQ0aFidI TQ0aFidR TQ0aFIDL

TQ0aPfDR TQ0aPfDL TQ0aPFDL TQ0aPcDL TQ0aPCDI TQ0aPCdI TQ0aPaDL TQ0aPiDI TQ0aPIDI TQ0aCfDI TQ0aCfDR TQ0aCfDL TQ0IAfDL TQ0IAcDI TQ0IACDI TQ0IApDI TQ0IAaDI TQ0IAaDL TQ0IafDL TQ0IacDI TQ0IacDR TQ0IIfDI TQ0IIfdI TQ0IIFDL TQ0IIcDR TQ0IifdI TQ0IFfDL TQ0IFaDL TQ0IFiDL TQ0IFIDL TQ0IPfDL TQ0IPCDI TQ0IPCDR TQ0IPpDI TQ0IPaDL TQ0IPiDI TQ0IPiDR TQ0iAfDR TQ0iAfDL TQ0iFFDI TQ0iFFDL TQ0iFaDL TQ0iFadI TQ0iFiDR TQ0iFidI TQ0iFidR TQ0iPfDI TQ0iPfDR TQ0iPfDL TQ0FAfDL TQ0FAFDI TQ0FAcDL TQ0FAcdI TQ0FACDI TQ0FACDL TQ0FACdI TQ0FApDL TQ0FAaDL TQ0FAiDL TQ0FAidI TQ0FAIDI TQ0FAIDR TQ0FAIdI TQ0FafDL TQ0FaFdI TQ0FaaDI TQ0FaiDI

TQ0FaiDR TQ0FaidI TQ0FaidR TQ0FaIdR TQ0FIfDL TQ0FIFDL TQ0FIFdI TQ0FIcDL TQ0FICDI TQ0FICDL TQ0FIpDL TQ0FIaDL TQ0FIiDR TQ0FIidR TQ0FifDL TQ0FiFDL TQ0FiaDL TQ0FFfDL TQ0FFFDI TQ0FFFDL TQ0FFFdI TQ0FFaDL TQ0FFiDI TQ0FFiDR TQ0FFiDL TQ0FFidI TQ0FFIDR TQ0FPfDL TQ0FPFDI TQ0FPcDL TQ0FPcdI TQ0FPpDL TQ0FPaDI TQ0FPaDL TQ0FPadI TQ0FPiDI TQ0FPiDR TQ0FPidI TQ0FPIDR TQ0FPIDL TQ0FPIdI TQ0FCFDR TQ0PAfdI TQ0PAfdL TQ0PAiDI TQ0PafDR TQ0PafDL TQ0PafdI TQ0PafdL TQ0PaCDI TQ0PIfDR TQ0PICDI TQ0PIpDI TQ0PifDR TQ0PifDL TQ0PifdI TQ0PFfDR TQ0PFFdL TQ0PFaDL TQ0PFiDR TQ0PFiDL TQ0PFidL TQ0PFIdI TQ0PFIdR TQ0PFIdL TQ0PPfDL TQ0PPfdI

TQ0PPfdL TQ0PPiDI TQ0PPiDR TQ0PPIDR TQ0CFFdR TQ0CFidR TQ0CPfdI TQ0CPfdR TQ0CPfdL TQ1AAfDR TQ1AAFDL TQ1AAiDR TQ1AAiDL TQ1AafDR TQ1AaIDR TQ1AaIDL TQ1AIfDR TQ1AIiDR TQ1AIIDR TQ1AIIDL TQ1AFfDR TQ1AFfDL TQ1AFFDL TQ1AFiDR TQ1AFiDL TQ1AFidR TQ1APfDR TQ1ACfdI TQ1aAfDR TQ1aAfDL TQ1aAFDL TQ1aafDL TQ1aIfDI TQ1aIfDL TQ1aifDR TQ1aifDL TQ1aFfDR TQ1aFFDR TQ1aFFDL TQ1aFcDR TQ1aFcDL TQ1aFCDL TQ1aFpDL TQ1aFiDR TQ1aFiDL TQ1aFIDL TQ1aPfDR TQ1aPfDL TQ1aPCDR TQ1IAfDL TQ1IAFDI TQ1IAFDR TQ1IAFDL TQ1IafDL TQ1IIFDL TQ1IIcDR TQ1IifdI TQ1IFfDL TQ1IFFDI TQ1IFFDR TQ1IFFDL TQ1IFFdI TQ1IFFdR TQ1IFIDR TQ1IFIdR TQ1IPfDL TQ1iAfDR

TQ1iAFDR TQ1iAFDL TQ1iFidR TQ1iPfDL TQ1FAfDL TQ1FAFDR TQ1FAcDL TQ1FAiDR TQ1FAIDL TQ1FafDL TQ1FaFDL TQ1FaiDR TQ1FaIDL TQ1FIfDL TQ1FICDL TQ1FICdL TQ1FIiDR TQ1FifDL TQ1FFfDL TQ1FPfDL TQ1FPFDL TQ1FPcDL TQ1FPpDL TQ1FPiDL TQ1FPIDR TQ1FPIDL TQ1FCfDR TQ1FCfDL TQ1FCFDR TQ1PAfDR TQ1PAfDL TQ1PAfdI TQ1PAfdL TQ1PApdR TQ1PafDR TQ1PafDL TQ1PafdI TQ1PIfDR TQ1PIfdI TQ1PIFDR TQ1PIFDL TQ1PifDR TQ1PifdI TQ1PifdL TQ1PFfDL TQ1PFfdL TQ1PFFdL TQ1PFiDR TQ1PFIDR TQ1PFIDL TQ1PPfDR TQ1PPfdI TQ1CFFdR TQ1CPfdI TQ1CPfdR TQ1CPfdL TQ2AAfDR TQ2AAFDI TQ2AAFDR TQ2AAFDL TQ2AAcDI TQ2AAcDR TQ2AAcDL TQ2AACDR TQ2AACDL TQ2AApDI TQ2AApDR

TQ2AApDL TQ2AAiDR TQ2AAiDL TQ2AaFDI TQ2AaFDR TQ2AaFDL TQ2AacDR TQ2AaCDL TQ2AaADR TQ2AaADL TQ2AIfDR TQ2AIfDL TQ2AIFDI TQ2AIFDR TQ2AIFDL TQ2AICDL TQ2AIADI TQ2AIADR TQ2AIADL TQ2AifDR TQ2AifDL TQ2AiFDI TQ2AFfDR TQ2AFfdR TQ2AFFDI TQ2AFFDR TQ2AFFDL TQ2AFFdI TQ2AFADI TQ2AFIDR TQ2APFDI TQ2APFDR TQ2APFDL TQ2APcDR TQ2APCDI TQ2APCDR TQ2APCDL TQ2APCdI TQ2APCdL TQ2APIDL TQ2APIdI TQ2APIdR TQ2APIdL TQ2ACFdI TQ2aAfDI TQ2aAfDR TQ2aAfDL TQ2aAFDR TQ2aAFDL TQ2aafDI TQ2aafDL TQ2aaFDL TQ2aaCDI TQ2aaIDI TQ2aIfDL TQ2aIFDL TQ2aIcDI TQ2aICDI TQ2aICDR TQ2aIIDI TQ2aifDL TQ2aiFDI TQ2aiFDL TQ2aFfDL TQ2aFFDI TQ2aFFDL TQ2aFcDI



201

TQ2aFcDL TQ2aFcdI TQ2aFCDL TQ2aFpDI TQ2aFpDL TQ2aFaDI TQ2aFaDR TQ2aFaDL TQ2aFadI TQ2aFiDR TQ2aFiDL TQ2aFidI TQ2aFidR TQ2aFIDL TQ2aPfDI TQ2aPfDL TQ2aPFDL TQ2aPcDI TQ2aPCDR TQ2aPCDL TQ2aPpDI TQ2IAfDL TQ2IAFDI TQ2IAFDL TQ2IAcDI TQ2IACDI TQ2IACDR TQ2IAADR TQ2IAIDI TQ2IAIDR TQ2IafDL TQ2IaFDL TQ2IacDI TQ2IaCDI TQ2IaIDI TQ2IaIDR TQ2IIfDI TQ2IIfDL TQ2IIfdI TQ2IICDI TQ2IICDR TQ2IIpDR TQ2IifDI TQ2IiFDL TQ2IFfDL TQ2IFFDI TQ2IFFDL TQ2IFFdI TQ2IFAdR TQ2IFiDL TQ2IPfDL TQ2IPfdI TQ2IPFDL TQ2IPcDI TQ2IPCDR TQ2IPCdI TQ2IPCdR TQ2IPCdL TQ2IPpDI TQ2IPIDR TQ2IPIdI TQ2IPIdL TQ2iAfDR TQ2iAfDL TQ2iAFDR TQ2iAiDI TQ2iIfDI

TQ2iIfDL TQ2iFfDL TQ2iFFDL TQ2iFADR TQ2iFAdR TQ2iPfDI TQ2iPfDR TQ2iPfDL TQ2iPFDL TQ2FAfDL TQ2FAFDL TQ2FAFdI TQ2FAcDL TQ2FAcdI TQ2FACDI TQ2FACDR TQ2FACDL TQ2FACdI TQ2FACdR TQ2FApDL TQ2FApdI TQ2FAADR TQ2FAAdI TQ2FAAdR TQ2FAIDR TQ2FAIDL TQ2FafDL TQ2FafdI TQ2FaFDI TQ2FaFDL TQ2FaFdI TQ2FaADR TQ2FaADL TQ2FaAdI TQ2FaAdR TQ2FaIdR TQ2FIfDL TQ2FIfdI TQ2FIFDI TQ2FIFDL TQ2FIFdI TQ2FIcDL TQ2FICDI TQ2FICDL TQ2FIADI TQ2FIADR TQ2FIADL TQ2FIAdR TQ2FIIdR TQ2FifDI TQ2FifDL TQ2FiFDI TQ2FiFDL TQ2FiFdI TQ2FFfDL TQ2FFFDL TQ2FFFdI TQ2FFADR TQ2FFIDL TQ2FPfDI TQ2FPfDL TQ2FPfdI TQ2FPFDI TQ2FPcDI TQ2FPcDR TQ2FPcDL TQ2FPcdI

TQ2FPcdR TQ2FPCDL TQ2FPpDL TQ2FPADI TQ2FPADR TQ2FPADL TQ2FPIDL TQ2FCfDI TQ2FCfdR TQ2PAfDR TQ2PAfdI TQ2PAfdL TQ2PAFDI TQ2PAIDR TQ2PafDI TQ2PafDR TQ2PafDL TQ2PaFDR TQ2PaCDI TQ2PaCDL TQ2PIfdI TQ2PIFDR TQ2PifDR TQ2PifdI TQ2PifdL TQ2PiFDR TQ2PFfDR TQ2PFfdL TQ2PFADI TQ2PFADR TQ2PFADL TQ2PFAdI TQ2PFAdR TQ2PFIDI TQ2PFIDR TQ2PFIdI TQ2PFIdL TQ2PPfDI TQ2PPfDR TQ2PPfdI TQ2PPcDI TQ2PPpDI TQ2PPADI TQ2CIfdR TQ2CFfdR TQ2CPfdI TQ2CPfdR TQ2CPfdL TQ2CPFdI TQ2CPFdR TQ3AAiDI TQ3AAiDR TQ3AAiDL TQ3AafDR TQ3AaFDR TQ3AaIDI TQ3AIfDR TQ3AIpDR TQ3AIIDI TQ3APfDR TQ3APcdI TQ3APCdR TQ3APCdL TQ3ACfdI TQ3aAFDR TQ3aAFDL TQ3aafDR

TQ3aafDL TQ3aaFDR TQ3aaFDL TQ3aaADR TQ3aaADL TQ3aIfDL TQ3aIFDR TQ3aIFDL TQ3aiFDR TQ3aiFDL TQ3aFfDL TQ3aFFDR TQ3aFFDL TQ3aFcDR TQ3aFcDL TQ3aFCDR TQ3aFCDL TQ3aFPDR TQ3aFPDL TQ3aFiDR TQ3aFIDL TQ3aPFDR TQ3aPFDL TQ3aPFdL TQ3IAfDI TQ3IAfDR TQ3IAfDL TQ3IAFDI TQ3IAFDR TQ3IAFDL TQ3IAaDR TQ3IAADR TQ3IAADL TQ3IafDI TQ3IafDL TQ3IaFDI TQ3IaFDL TQ3IaADR TQ3IaADL TQ3IIfDI TQ3IIfdI TQ3IIFDI TQ3IIFDL TQ3IICDR TQ3IifDI TQ3IifDL TQ3IifdI TQ3IiFDL TQ3IiaDR TQ3IFfDI TQ3IFfDL TQ3IFFDI TQ3IFFDL TQ3IFADL TQ3IFIDI TQ3IFIDL TQ3IPfDI TQ3IPfDR TQ3IPfDL TQ3IPFDI TQ3IPFDL TQ3IPCdI TQ3IPCdL TQ3iAfDL TQ3iAFDR TQ3iAFDL TQ3iFFDL

TQ3iFiDL TQ3iFIDL TQ3iPfDL TQ3iPFDR TQ3iPFDL TQ3iPFdL TQ3FAfDL TQ3FAFDR TQ3FAFDL TQ3FAFdL TQ3FAcDR TQ3FAcDL TQ3FACDR TQ3FACDL TQ3FACdR TQ3FApDL TQ3FAIDL TQ3FaFDL TQ3FIFDL TQ3FICDL TQ3FifDR TQ3FifDL TQ3FiFDL TQ3FPFDL TQ3FPcDL TQ3FPCDL TQ3FCfDL TQ3PAfDL TQ3PAfdI TQ3PAcdI TQ3PAcdR TQ3PACDR TQ3PApdR TQ3PafdI TQ3PIfDL TQ3PIFDR TQ3PifDL TQ3PifdI TQ3PiFDR TQ3PPFDR TQ3CPfdI TQ3CPfdR TQ3CPfdL TQ3CPFdI TQ3CPFdR TQ3CPFdL TQ4AAfDR TQ4AAFDI TQ4AAFDR TQ4AAFDL TQ4AApDL TQ4AafDR TQ4AaCDL TQ4AIFDL TQ4AIiDI TQ4AFfDR TQ4AFfdI TQ4AFfdR TQ4AFFDR TQ4AFFdR TQ4AFAdR TQ4AFiDI TQ4AFiDR TQ4AFiDL TQ4AFIDI TQ4AFIDR TQ4AFIDL

TQ4AFIdR TQ4APFDR TQ4APpdI TQ4APIDL TQ4aAfDR TQ4aAFDL TQ4aAcDR TQ4aAcDL TQ4aACDI TQ4aACDL TQ4aApDL TQ4aAPDL TQ4aAADL TQ4aafDI TQ4aafDL TQ4aaFDL TQ4aaCDL TQ4aaaDL TQ4aaADL TQ4aaiDI TQ4aIfDI TQ4aIfDL TQ4aIFDI TQ4aIcDR TQ4aICDL TQ4aIaDL TQ4aIADL TQ4aIiDI TQ4aIiDR TQ4aifDL TQ4aiFDI TQ4aFfDR TQ4aFfdR TQ4aFFDL TQ4aFFdI TQ4aFcDL TQ4aFcdI TQ4aFCdI TQ4aFaDL TQ4aFiDI TQ4aFiDR TQ4aFiDL TQ4aFidR TQ4aFIDL TQ4aPfDR TQ4aPfdL TQ4aPFDL TQ4aPcDR TQ4aPpDR TQ4aPPDL TQ4aCfDR TQ4aCFDL TQ4IAfDL TQ4IAFDI TQ4IAFDL TQ4IAcDR TQ4IAcDL TQ4IApDR TQ4IApDL TQ4IAIDI TQ4IafDL TQ4IaFDI TQ4IaFDL TQ4IaCDI TQ4IaCDR TQ4IaaDL TQ4IIfDR

TQ4IIfDL TQ4IIFDL TQ4IIcDI TQ4IIcDR TQ4IICDI TQ4IICDR TQ4IIpDR TQ4IIpdI TQ4IifDI TQ4IifDR TQ4IifDL TQ4IiFDI TQ4IiFDL TQ4IiaDL TQ4IFfDL TQ4IFFDI TQ4IFFDL TQ4IPfDL TQ4IPFDL TQ4IPcDL TQ4IPpDR TQ4IPpDL TQ4IPiDI TQ4IPiDR TQ4IPIDI TQ4IPIDR TQ4IPIdR TQ4IPIdL TQ4iAfDI TQ4iAfDR TQ4iAfDL TQ4iAfdI TQ4iAcDL TQ4iAidI TQ4iIfDL TQ4iIaDL TQ4iFfDR TQ4iFfdR TQ4iFFDL TQ4iFFdI TQ4iFADL TQ4iFiDI TQ4iFiDR TQ4iFiDL TQ4iFidI TQ4iFidR TQ4FAfDR TQ4FAfDL TQ4FAfdI TQ4FAfdR TQ4FAFDR TQ4FAcDR TQ4FAcDL TQ4FACDR TQ4FACDL TQ4FApDR TQ4FApdR TQ4FAAdR TQ4FAiDI TQ4FAiDR TQ4FAiDL TQ4FAIDI TQ4FAIDR TQ4FAIDL TQ4FAIdI TQ4FafDL TQ4FafdI



202

TQ4FaFDR TQ4FaFdR TQ4FaiDI TQ4FaiDR TQ4FaiDL TQ4FaidR TQ4FaIDI TQ4FaIDR TQ4FaIDL TQ4FaIdI TQ4FaIdR TQ4FIfDR TQ4FIfDL TQ4FIfdR TQ4FIFDR TQ4FIFDL TQ4FIcDR TQ4FIcdR TQ4FICDR TQ4FICdR TQ4FIpDR TQ4FIpDL TQ4FIpdR TQ4FIADR TQ4FIAdR TQ4FIiDI TQ4FIiDR TQ4FIiDL TQ4FIidR TQ4FIIDI TQ4FIIDR TQ4FIIDL TQ4FIIdI TQ4FIIdR TQ4FifDL TQ4FifdI TQ4FiFdR TQ4FiaDR TQ4FiadR TQ4FFfDR TQ4FFfdI TQ4FFfdR TQ4FFFDR TQ4FFFdR TQ4FFADR TQ4FFAdR TQ4FFiDR TQ4FFiDL TQ4FFidI TQ4FFIDR TQ4FFIDL TQ4FFIdR TQ4FPfDR TQ4FPfdI TQ4FPFDI TQ4FPFDR TQ4FPFdI TQ4FPcDR TQ4FPcdR TQ4FPCDI TQ4FPCDL TQ4FPCdI TQ4FPpDR TQ4FPpdR TQ4FPaDR TQ4FPADR TQ4FPiDI

TQ4FPiDR TQ4FPiDL TQ4FPidI TQ4FPIDI TQ4FPIDR TQ4FPIDL TQ4FPIdR TQ4FCfDR TQ4FCfdR TQ4FCFDR TQ4FCFdI TQ4PAfDR TQ4PAfdL TQ4PAFDR TQ4PAFdI TQ4PAcDR TQ4PACDL TQ4PAiDI TQ4PAIDI TQ4PAIDR TQ4PAIDL TQ4PafdR TQ4PafdL TQ4PaFDR TQ4PaFdI TQ4PaCDR TQ4PIfDR TQ4PIfdR TQ4PIfdL TQ4PIFDR TQ4PIcDR TQ4PICDI TQ4PICDR TQ4PIpDR TQ4PifDR TQ4PifdR TQ4PifdL TQ4PiFDR TQ4PiFdI TQ4PFFDR TQ4PFFdI TQ4PFFdR TQ4PFadI TQ4PFAdR TQ4PFiDR TQ4PFiDL TQ4PFidL TQ4PFIDI TQ4PFIDL TQ4PFIdR TQ4PFIdL TQ4PPfDR TQ4PPfdR TQ4PPfdL TQ4PPcDR TQ4PPCDR TQ4PPpDR TQ4PPiDI TQ4PPiDR TQ4PPIDI TQ4PPIDR TQ4CFfdR TQ4CFFdR TQ4CFidR TQ4CFIdR TQ4CPfdR TQ5AAcDR

TQ5AAiDR TQ5AAiDL TQ5AacDL TQ5AaCDR TQ5AaIDR TQ5AIFDL TQ5AIcDR TQ5AIcDL TQ5AICDR TQ5AFfDR TQ5APFDR TQ5APCDR TQ5APAdI TQ5APIdI TQ5APIdL TQ5aAFDL TQ5aAcDL TQ5aACDR TQ5aACDL TQ5aApDL TQ5aAADL TQ5aafDR TQ5aafDL TQ5aaFDL TQ5aaCDR TQ5aaCDL TQ5aaIDR TQ5aIfDL TQ5aIADR TQ5aIADL TQ5aifDL TQ5aiFDL TQ5aFfDR TQ5aFfDL TQ5aFFDR TQ5aFFDL TQ5aFcDL TQ5aFCDR TQ5aFCDL TQ5aFCdR TQ5aFpDL TQ5aFPDR TQ5aFPdR TQ5aFADR TQ5aFADL TQ5aPfDR TQ5aPFDR TQ5aPcDL TQ5aPCDL TQ5aPADR TQ5IAfDR TQ5IAfDL TQ5IAFDI TQ5IAFDR TQ5IAFDL TQ5IAaDL TQ5IAADL TQ5IafDL TQ5IaFDI TQ5IaFDL TQ5IaaDL TQ5IaADL TQ5IIfdI TQ5IIFDI TQ5IIFDL TQ5IifdI TQ5IiFDI

TQ5IiFDL TQ5IiaDL TQ5IFfDL TQ5IFFDI TQ5IFFDR TQ5IFFDL TQ5IFaDL TQ5IFADL TQ5IFIDL TQ5IPfDR TQ5IPfDL TQ5IPFDI TQ5IPFDR TQ5IPFDL TQ5iAfDR TQ5iAfDL TQ5iAFDR TQ5iAFDL TQ5iaADL TQ5iFADR TQ5iFADL TQ5iFIDL TQ5iPFDR TQ5iPFDL TQ5FAfDR TQ5FAFDR TQ5FAcDR TQ5FACDR TQ5FApDR TQ5FaFDR TQ5FaFDL TQ5FIfDR TQ5FIFDL TQ5FIcDR TQ5FIcDL TQ5FiFDR TQ5FiFDL TQ5FPfDR TQ5FPFDR TQ5FPFDL TQ5FPcDR TQ5FPpDR TQ5FCfDR TQ5PAfDR TQ5PAfdI TQ5PAfdL TQ5PAcdR TQ5PApdR TQ5PafDR TQ5PafdI TQ5PafdL TQ5PaCDL TQ5PIfDR TQ5PIfdI TQ5PIfdL TQ5PIcDL TQ5PICDL TQ5PifDR TQ5PifdI TQ5PFfDR TQ5PPfDR TQ5PPfdI TQ5CPfdI TQ5CPfdR TQ5CPfdL TQ6AAaDL TQ6AAIDI

TQ6AaaDL TQ6AaiDI TQ6AFaDL TQ6AFIDI TQ6APaDL TQ6aIaDL TQ6IaaDI TQ6IaiDL TQ6IFaDL TQ6iIaDI TQ7AIiDL TQ7aaiDR TQ7aaiDL TQ7IAiDL TQ7IAIDL TQ7IaiDR TQ7IaIDL TQ7iIaDL TQ7iFiDL TQ7FAiDL TQ7FFiDL TQ7PAiDL TQ7PFiDL TQ7PPiDL TLOAaiDI TLOAaiDL TLOaaiDR TLOaFcDR TLOaFcDL TLOaFcdR TLOaFiDR TLOaFiDL TLOIAfDI TLOIAfDR TLOIAfDL TLOIAFDI TLOIAFDR TLOIAFDL TLOIACDL TLOIaFDI TLOIaFDR TLOIaFDL TLOIiFDI TLOIiFDR TLOIiFDL TLOIFfDI TLOiAfDR TLOFIFDL TLOFiFdR TLOFFADI TLOFFADR TLOFFADL TLOFPADI TLOFPADL TLOFPAdR TLOPFAdI TLoAAcDI TLoAAcDL TLoAFfdI TLoAFaDL TLoAFadR TLoAFADI TLoAFADR TLoAFADL TLoAFAdI TLoAFAdR TLoaAfDI

TLoaApDR TLoaafDR TLoaIfDI TLoaIfDR TLoaIfDL TLoaFfdR TLoaFcDR TLoaFcdI TLoaFcdR TLoaPFDR TLoaPFdI TLoIAfDR TLoIApDI TLoIApDR TLoIafDR TLoIafDL TLoIIfDR TLoIifDI TLoIFfDI TLoIFfDR TLoIFfDL TLoIFfdI TLoIFfdR TLoIFadI TLoiAfDI TLoiAfDR TLoiAfDL TLoiAFDR TLoiIfDI TLoiIfDR TLoiIfDL TLoiIfdI TLoiFfDI TLoiFfDR TLoiFfDL TLoiFfdI TLoiFfdR TLoFApdI TLoFAADI TLoFAADR TLoFAADL TLoFAAdI TLoFAAdR TLoFAiDR TLoFAiDL TLoFAidR TLoFafDI TLoFaFDI TLoFaFDR TLoFaFdR TLoFIfdI TLoFIfdR TLoFIFDI TLoFIFDR TLoFIFdI TLoFIcDR TLoFIpdI TLoFIpdR TLoFifdR TLoFiFDI TLoFiFDR TLoFiFdI TLoFFfdI TLoFFFdI TLoFFaDR TLoFFadI TLoFFadR

TLoFFADI TLoFFADR TLoFFADL TLoFFAdI TLoFFAdR TLoFFidR TLoFPfdI TLoFPaDR TLoFPadR TLoFPADR TLoFPADL TLoFPAdR TLoFPiDR TLoFPiDL TLoFPidR TLoPAiDL TLoPFfdR TLoPFADI TLoPFADR TLoPFADL TLoPFAdR TLoPFiDI TLoPFiDR TLoPFiDL TLoPFidR TLPAPAdI TLPAPAdR TLPAPAdL TLPaAfDI TLPaAcDR TLPaFcDR TLPaFcDL TLPIFfDI TLPIFfdR TLPiAfDI TLPiAfDR TLPiAfDL TLPFAfDR TLPFAidR TLPFAIdR TLPFIfDR TLPFIFdR TLPFPADI TLPPFidR TLPPFIdR TLpAAfDI TLpAAfDR TLpAAfDL TLpAAcDI TLpAAcDR TLpAAcDL TLpAAcdI TLpAApDR TLpAFfdI TLpAFfdR TLpAFFdR TLpAPfDI TLpAPfDL TLpaAfDI TLpaAfDR TLpaAfDL TLpaAFDI TLpaAFDR TLpaAFDL TLpaAcDR TLpaAcDL TLpaACDI



203

TLpaACDR TLpaACDL TLpaApDI TLpaApDR TLpaApDL TLpaAPDI TLpaAPDR TLpaAPDL TLpaafDR TLpaafDL TLpaaFDR TLpaaFDL TLpaIFDI TLpaIFDR TLpaIFDL TLpaFfDR TLpaFfDL TLpaFfdR TLpaFcDI TLpaFcDR TLpaFcDL TLpaFcdI TLpaFcdR TLpaFpDR TLpaFpdI TLpaFpdR TLpaPfDI TLpaPfDR TLpaPfDL TLpaPFDI TLpaPFDR TLpaPFdI TLpaPcDI TLpaPcDR TLpaPcDL TLpaPCDL TLpIAfDI TLpIAfDR TLpIAfDL TLpIAFDI TLpIAFDR TLpIAFDL TLpIAcDI TLpIAcDR TLpIApDI TLpIApDR TLpIafDI TLpIafDR TLpIafDL TLpIaFDI TLpIaFDR TLpIaFDL TLpIaCDL TLpIIfDR TLpIFfDR TLpIFfDL TLpIFfdI TLpIFfdR TLpIFFdI TLpIFFdR TLpIPfDI TLpIPfDR TLpIPfDL TLpIPpdI TLpiAfDI TLpiAfDR TLpiAfDL

TLpiAfdI TLpiAFDI TLpiAFDR TLpiAFDL TLpiAcDI TLpiAcDR TLpiAcDL TLpiIfDI TLpiIfDR TLpiIfDL TLpiIfdI TLpiFfDI TLpiFfDR TLpiFfDL TLpiFfdI TLpiFfdR TLpFAfDR TLpFAfdR TLpFAcdI TLpFAcdR TLpFApdR TLpFAIDI TLpFAIDR TLpFAIDL TLpFAIdI TLpFIfDI TLpFIfdI TLpFIfdR TLpFIFDR TLpFIcDR TLpFIcDL TLpFIcdI TLpFIcdR TLpFIpdI TLpFIpdR TLpFifdI TLpFifdR TLpFiFdI TLpFiFdR TLpFFfDI TLpFFfDR TLpFFfdI TLpFFfdR TLpFFFDR TLpFFFdI TLpFFFdR TLpFFadI TLpFFADL TLpFFAdI TLpFFAdL TLpFFIDI TLpFFIDR TLpFFIDL TLpFFIdI TLpFFIdR TLpFPfDI TLpFPfDR TLpFPFdR TLpFPcDR TLpFPcdI TLpFPpdR TLpFPIDI TLpFPIDR TLpFPIDL TLpFPIdI TLpFPIdR TLpPIcDL

TLpPifDR TLpPFIDI TLpPFIDR TLpPFIDL TLpPFIdI TLpPFIdR TLpPFIdL TLpPPfDI TLpPPcDR TLQAaiDR TLQAaiDL TLQaAcDL TLQaFcDR TLQaFiDR TLQaFiDL TLQaFidR TLQIAFDI TLQIAFDR TLQIAFDL TLQIACDR TLQIaFDI TLQIaFDR TLQIaFDL TLQIaCDR TLQIaCDL TLQIiFDI TLQIiFDR TLQIiFDL TLQIFfDR TLQiAfDI TLQiAfDL TLQiAFDI TLQiAFDR TLQiafDI TLQiafDR TLQiafDL TLQFaidI TLQFaIdI TLQFIFDI TLQFIFDR TLQFIADI TLQFIADR TLQFiFDI TLQFPADI TLQFPAdL TLqAAFDI TLqAApDL TLqAFfdI TLqAFfdR TLqAFFdI TLqAFaDL TLqAFadI TLqAFadR TLqAFADI TLqAFADL TLqAPfDI TLqAPfDR TLqAPcDI TLqAPcDR TLqAPcDL TLqAPaDL TLqaAfDI TLqaAfDR TLqaAfDL TLqaAFDI TLqaAFDR TLqaAFDL

TLqaAcDI TLqaAcDR TLqaAcDL TLqaACDI TLqaACDR TLqaACDL TLqaApDI TLqaApDR TLqaafDR TLqaafDL TLqaaFDL TLqaIfDI TLqaIfDR TLqaIfDL TLqaFfDR TLqaFfdI TLqaFfdR TLqIAfDI TLqIAfDL TLqIAFDI TLqIAFDR TLqIAFDL TLqIApDL TLqIafDI TLqIafDR TLqIIfDR TLqIFfDI TLqIFfDL TLqIFfdI TLqIFfdR TLqIFadI TLqIPfDI TLqIPfDR TLqIPfDL TLqIPFdR TLqIPCdI TLqIPCdR TLqIPCdL TLqIPpdI TLqiFfDI TLqiFfDR TLqiFfdI TLqFAfDI TLqFAfdI TLqFAfdR TLqFAFDI TLqFAFDR TLqFAFdR TLqFApDI TLqFApDR TLqFApdI TLqFApdR TLqFAAdI TLqFAIDR TLqFAIdR TLqFafDR TLqFafdR TLqFaFdI TLqFaADR TLqFIfDR TLqFIfdI TLqFIfdR TLqFIFDI TLqFIFDR TLqFIFDL TLqFIFdI TLqFIpDI

TLqFIpDR TLqFIADI TLqFIADR TLqFIAdI TLqFIAdR TLqFifDR TLqFifdI TLqFifdR TLqFiFdI TLqFFfDI TLqFFfDL TLqFFfdI TLqFFfdR TLqFFFDI TLqFFFDR TLqFFFdI TLqFFFdR TLqFFadI TLqFFADI TLqFFADR TLqFFADL TLqFFAdR TLqFPfDI TLqFPfDR TLqFPfDL TLqFPfdI TLqFPfdR TLqFPFDI TLqFPFdI TLqFPFdR TLqFPcDI TLqFPcDR TLqFPcdI TLqFPcdR TLqFPpDI TLqFPpdI TLqFPpdR TLqFPAdR TLqFPIDI TLqFPIDR TLqFPIDL TLqFPIdI TLqFPIdR TLqPAfDI TLqPAfDR TLqPAcDI TLqPAcDR TLqPAcDL TLqPifDR TLqPFfDR TLqPFfDL TLqPFfdI TLqPFFDR TLqPFFdR TLqPFIDR TLqPFIDL TLqPFIdR TLqPPfDI TLqPPfDR TLqPPfDL TLqPPcDI TLqPPcDL TLRAaiDI TLRAaiDR TLRaFcDI TLRaFcdR TLRaFiDR

TLRaFiDL TLRaFidI TLRaFidR TLRaPiDL TLRIAFDI TLRIAFDR TLRIAFDL TLRIaFDI TLRIaFDR TLRIaFDL TLRFaFdR TLRFaiDI TLRFaiDR TLRFaiDL TLRFaidI TLRFaidR TLRFaidL TLRFIFDI TLRFIFdI TLRFIADR TLRFIAdI TLRFIAdR TLRFFFDI TLRFFADI TLRFFADR TLRFPADI TLRFPAdI TLRFPAdR TLRFPIDR TLRFPIdR TLRPFAdL TLRPFIDR TLRPFIDL TLRPFIdR TLrAAfDR TLrAAfDL TLrAAfdI TLrAAcDI TLrAAcDR TLrAAcDL TLrAAcdI TLrAApDR TLrAFfdR TLrAFadR TLrAFAdI TLrAPfDL TLrAPcDI TLraAfDI TLraAfDR TLraAfDL TLraAFDI TLraAFDR TLraAFDL TLraAcDR TLraAcDL TLraACDI TLraACDR TLraACDL TLraApDI TLraApDL TLraAPDR TLraafDI TLraafDL TLraIfDL TLraIFDI TLraIFDR TLraIFDL

TLraICDL TLraFfDI TLraFfdI TLraFfdR TLraFFDR TLraFFdI TLraPfDL TLraPFDR TLraPcDI TLrIAfDI TLrIAfDR TLrIAfDL TLrIAFDR TLrIApDR TLrIafDI TLrIafDR TLrIafDL TLrIaFDI TLrIaFDR TLrIaFDL TLrIIfDR TLrIiFDR TLrIiFDL TLrIFfDI TLrIFfDR TLrIFfDL TLrIFfdR TLrIPFdI TLrIPCdI TLrIPpdI TLriAfDR TLriAfDL TLriAfdI TLriAFDI TLriAFDR TLriAFDL TLriFfDI TLriFfDR TLriFfDL TLriFfdI TLriFfdR TLriFaDI TLriFaDR TLriFaDL TLriFadI TLriFadR TLrFAfdI TLrFAFDR TLrFAcdI TLrFApdI TLrFApdR TLrFAiDR TLrFAidR TLrFAIDI TLrFAIDR TLrFAIDL TLrFAIdI TLrFAIdR TLrFafdR TLrFaFDI TLrFaFdR TLrFaADR TLrFIfDI TLrFIfDR TLrFIfdI TLrFIfdR TLrFIFDR



204

TLrFIFdI TLrFIFdR TLrFIcDR TLrFIpDL TLrFIpdI TLrFIadR TLrFIADI TLrFIADR TLrFifdR TLrFiFdR TLrFFfDI TLrFFfDR TLrFFfdI TLrFFfdR TLrFFFdI TLrFFaDR TLrFFADL TLrFFAdR TLrFFIDI TLrFFIDR TLrFFIDL TLrFFIdI TLrFFIdR TLrFPfdI TLrFPFdR TLrFPcdI TLrFPcdR TLrFPpdR TLrFPadR TLrFPiDR TLrFPiDL TLrFPidR TLrFPIDI TLrFPIDR TLrFPIDL TLrFPIdI TLrFPIdR TLrPIcDR TLrPifDR TLrPFFdR TLrPFADI TLrPFADL TLrPFiDR TLrPFiDL TLrPFidR TLrPFIDI TLrPFIDR TLrPFIDL TLrPPfDI TLrPPcDI TLKAIFDR TLKAIiDI TLKAPadI TLKaAfDR TLKaaiDR TLKaFcDR TLKaFiDR TLKaFidR TLKIAfDI TLKIAfDR TLKIAfDL TLKIAFDR TLKIAFDL TLKIAaDR TLKIAADI TLKIAADR TLKIAADL

TLKIaFDI TLKIaFDR TLKIaFDL TLKIaADI TLKIaADR TLKIaADL TLKIiFDI TLKIiFDR TLKIiFDL TLKIFADI TLKIFADR TLKIFADL TLKIFAdI TLKIFAdR TLKIFAdL TLKIFidI TLKFIiDI TLKFIiDR TLKFIiDL TLKFIidI TLKFIidR TLkAFfdR TLkaAfDI TLkaAfDR TLkaAfDL TLkaApDR TLkaAaDR TLkaAaDL TLkaafDR TLkaafDL TLkaaaDI TLkaaaDR TLkaaaDL TLkaIfDI TLkaIfDR TLkaIaDR TLkaFcDI TLkaFcDL TLkaFcdI TLkaFcdR TLkaFpdI TLkaFpdR TLkaFaDR TLkaFaDL TLkaFadR TLkaPfDR TLkaPcDR TLkaPCDI TLkaPCDR TLkaPCDL TLkIAfDL TLkIAcDR TLkIApDR TLkIApDL TLkIAaDL TLkIafDR TLkIafDL TLkIaaDL TLkIIfDR TLkIifDI TLkIFfDR TLkIFfdI TLkIFfdR TLkIFaDI TLkIFaDL TLkIFadL TLkIPFdI

TLkIPFdR TLkIPCdI TLkIPCdR TLkIPCdL TLkIPpdI TLkIPadI TLkiAfDI TLkiAfDR TLkiAfDL TLkiAfdI TLkiAcDR TLkiAcDL TLkiIfDI TLkiIfDR TLkiIfDL TLkiIfdI TLkiFfDI TLkiFfDR TLkiFfdR TLkFAfdR TLkFApdR TLkFAAdI TLkFafdR TLkFaFdI TLkFaAdI TLkFIfdR TLkFIFdI TLkFifdR TLkFFfdI TLkFFFdI TLkFFADR TLkFFAdI TLkPFfdR TLLAAFDI TLLAAaDR TLLAIIDR TLLAIIDL TLLAFaDR TLLAFaDL TLLaAfDI TLLaAFDI TLLaFcDI TLLaFcDR TLLaFaDR TLLIAfDI TLLIAfDR TLLIAaDI TLLIAaDR TLLIAaDL TLLIAIDI TLLIFfdR TLLIFaDR TLLIFadR TLLIFAdR TLLIPFdI TLLIPFdR TLLIPFdL TLLiAfDI TLLFAaDR TLLFaIDI TLLFaIDR TLLFaIDL TLLFaIdI TLLFaIdR TLLFIaDR TLLFIAdR TLLFIIDI

TLLFIIDR TLLFIIDL TLLFIIdI TLLFIIdR TLlAAaDI TLlAAaDR TLlAAaDL TLlAaIDI TLlAIIDI TLlAFfdI TLlAFfdR TLlAFaDI TLlAFaDR TLlAFadI TLlAFadR TLlAPfDR TLlAPcDI TLlAPcDR TLlAPadI TLlaAfDI TLlaAfDR TLlaAfDL TLlaAFDI TLlaAFDR TLlaAcDR TLlaApDI TLlaApDR TLlaAaDI TLlaAaDR TLlaAaDL TLlaAADI TLlaAADR TLlaAADL TLlaFfDR TLlaFfdI TLlaFfdR TLlaFFdI TLlaFcDI TLlaFcDR TLlaFcDL TLlaFcdI TLlaFcdR TLlaFpdI TLlaFpdR TLlaFaDR TLlaFadI TLlaFadR TLlaFADR TLlaFADL TLlaFAdI TLlaPcDI TLlaPcDR TLlaPcDL TLlaPCDI TLlaPCdI TLlIAfDI TLlIAfDR TLlIAfDL TLlIAFDI TLlIAFDL TLlIAaDI TLlIAaDR TLlIAaDL TLlIAADI TLlIAADR TLlIafDI TLlIafDR

TLlIafDL TLlIaFDR TLlIaFDL TLlIaADI TLlIaADR TLlIaADL TLlIIfDR TLlIFfDI TLlIFfDR TLlIFfDL TLlIFfdI TLlIFfdR TLlIFFDI TLlIFFDR TLlIFaDR TLlIFaDL TLlIFadI TLlIFadR TLlIFADI TLlIFADR TLlIFADL TLlIFAdI TLlIFAdR TLlIPfDR TLlIPfDL TLlIPFdI TLlIPFdR TLlIPFdL TLlIPadI TLlIPADR TLliAfDI TLliAfDR TLliAfDL TLliAFDI TLliAFDR TLliAcDI TLliAcDR TLliAcDL TLliAcdI TLliIfDI TLliFFDR TLliFFdI TLliFFdR TLliFCdR TLliFaDI TLliFadI TLliFadR TLliFADI TLliFADL TLliFAdI TLlFAfDI TLlFAfdI TLlFAfdR TLlFAcdR TLlFApdR TLlFAadI TLlFAIDI TLlFAIDR TLlFAIDL TLlFAIdI TLlFafDI TLlFaFdR TLlFaaDI TLlFaadI TLlFIfdR TLlFIFdR TLlFIpdR

TLlFIaDI TLlFIaDR TLlFIaDL TLlFIadI TLlFIAdI TLlFFfDI TLlFFfdI TLlFFfdR TLlFFFdI TLlFFFdR TLlFFaDI TLlFFaDL TLlFFadI TLlFFAdI TLlFFIDI TLlFFIDR TLlFFIDL TLlFFIdI TLlFFIdR TLlFPfdI TLlFPpDR TLlFPadI TLlFPADI TLlFPAdI TLlFPIDI TLlFPIDR TLlFPIDL TLlFPIdI TLlFPIdR TLlPIfDR TLlPFfdI TLlPFaDI TLlPFadI TLlPFIDI TLlPFIDR TLlPFIDL TLlPFIdI TLlPFIdR TLMAaiDR TLMAaIDI TLMAaIDL TLMAIFDI TLMAIADR TLMAIiDI TLMAIiDR TLMAIiDL TLMAIIDI TLMAIIDR TLMAIIDL TLMAFADR TLMaaiDI TLMaaiDR TLMaaiDL TLMaIiDI TLMaIiDR TLMaFcDR TLMaFiDR TLMaFidR TLMIAFDR TLMIAFDL TLMIAaDI TLMIAaDR TLMIAaDL TLMIAADI TLMIAADR TLMIAADL TLMIaFDI

TLMIaFDR TLMIaFDL TLMIaADR TLMIFADI TLMIFADR TLMIFADL TLMIFAdI TLMIFAdR TLMIFAdL TLMIPFdI TLMiAfDR TLMFaADR TLMFaidI TLMFaIDI TLMFaIDR TLMFaIDL TLMFIADR TLMFIiDI TLMFIiDR TLMFIiDL TLMFIidI TLMFIidR TLMFIIDI TLMFIIDR TLMFIIDL TLMFPFDR TLmAAFDI TLmAAFDR TLmAIFDI TLmAIFDR TLmAIFDL TLmAFFdI TLmAFFdR TLmAFaDI TLmAFaDL TLmAFadI TLmAFadR TLmAFADI TLmAFADL TLmAFAdI TLmAPfDI TLmAPfDR TLmAPfDL TLmAPcDI TLmAPcDR TLmAPAdI TLmaAfDI TLmaAfDR TLmaAfDL TLmaAFDI TLmaAFDR TLmaAFDL TLmaAcDR TLmaAcDL TLmaApDI TLmaAaDI TLmaAaDR TLmaAaDL TLmaafDI TLmaafDL TLmaaaDI TLmaaaDR TLmaaaDL TLmaIfDI TLmaIaDI TLmaIaDR TLmaIaDL



205

TLmaFfDR TLmaFfdI TLmaFfdR TLmaFaDR TLmaFaDL TLmaFadI TLmaFadR TLmaPFDR TLmIAfDI TLmIAfDR TLmIAFDI TLmIAFDR TLmIAFDL TLmIApDR TLmIApDL TLmIAaDI TLmIAaDL TLmIAADI TLmIAADR TLmIAADL TLmIafDI TLmIafDR TLmIafDL TLmIaaDI TLmIaaDL TLmIaADL TLmIIfDR TLmIiFDR TLmIFfDR TLmIFfDL TLmIFfdI TLmIFfdR TLmIFFDL TLmIFFdR TLmIFaDI TLmIFaDL TLmIFadI TLmIFadR TLmIFADI TLmIFADR TLmIFAdI TLmIFAdR TLmIPfDI TLmIPfDR TLmIPfDL TLmIPFdI TLmIPFdR TLmIPFdL TLmIPadI TLmiAFDR TLmiAFDL TLmiFfDR TLmiFfdI TLmiFfdR TLmiFFdR TLmiFCdI TLmiFCdR TLmFAfdI TLmFAfdR TLmFApdI TLmFApdR TLmFAadI TLmFAADR TLmFAAdR TLmFAIDR TLmFAIDL TLmFAIdR

TLmFafDR TLmFafdR TLmFaaDI TLmFaadI TLmFaADL TLmFaIDI TLmFaIDR TLmFaIdR TLmFIfDR TLmFIFDR TLmFIFdI TLmFIFdR TLmFIpdI TLmFIpdR TLmFIaDI TLmFIadI TLmFIADL TLmFIAdI TLmFIAdR TLmFIIDR TLmFIIdI TLmFIIdR TLmFifDR TLmFiFDR TLmFiFdI TLmFiFdR TLmFFfdI TLmFFfdR TLmFFFDR TLmFFFdI TLmFFFdR TLmFFadI TLmFFADI TLmFFADL TLmFFAdI TLmFPfDI TLmFPfDR TLmFPfDL TLmFPfdI TLmFPfdR TLmFPFDR TLmFPcDI TLmFPcDR TLmFPcDL TLmFPcdI TLmFPcdR TLmFPpdI TLmFPpdR TLmFPadI TLmFPIDI TLmFPIDL TLmFPIdI TLmFPIdR TLmPAfDR TLmPAfDL TLmPAcDI TLmPAcDR TLmPAcDL TLmPifDR TLmPifDL TLmPFfdI TLmPFfdR TLmPFFdR TLmPFadI TLmPFADR TLmPFIDI TLmPFIDR

TLmPFIDL TLmPFIdR TLmPPfDI TLmPPfDR TLmPPfDL TLmPPcDI TLmPPcDR TLmPPcDL TLNAaiDI TLNAaiDR TLNAaiDL TLNAaIDI TLNAIiDI TLNAIIDI TLNAIIDR TLNAIIDL TLNaAfDR TLNaaiDI TLNaaiDR TLNaaiDL TLNaIiDI TLNaFcDR TLNaFiDR TLNaFiDL TLNaFidR TLNIAFDI TLNIAFDR TLNIAFDL TLNIACDL TLNIAADR TLNIAADL TLNIaFDI TLNIaFDR TLNIaFDL TLNIaADI TLNIaADR TLNIaADL TLNIFfdI TLNIFFDR TLNIFFdR TLNIFaDR TLNIFadI TLNIFadR TLNIFADI TLNIFADR TLNIFADL TLNIFAdI TLNIFAdR TLNIPADL TLNiAfDR TLNFAFDR TLNFAIDI TLNFAIDR TLNFAIDL TLNFAIdI TLNFaIDI TLNFaIDR TLNFaIDL TLNFaIdI TLNFaIdR TLNFIiDI TLNFIiDL TLNFIidI TLNFIIDI TLNFIIDR TLNFIIDL TLNFIIdI

TLNFIIdR TLNFFFDR TLNFPIDI TLNFPIDR TLNFPIDL TLNFPIdI TLNPIIDL TLNPFIDI TLNPFIDR TLNPFIDL TLNPFIdI TLnAAfDI TLnAAFDI TLnAAaDR TLnAAaDL TLnAFFdI TLnAFaDI TLnAFaDL TLnAFadI TLnAFADI TLnAFADR TLnAFAdI TLnAFAdR TLnAPfDR TLnAPAdI TLnaAfDI TLnaAfDR TLnaAfDL TLnaAFDR TLnaAFDL TLnaAcDI TLnaAaDI TLnaAaDR TLnaAaDL TLnaAADR TLnaAADL TLnaafDI TLnaafDR TLnaafDL TLnaaaDI TLnaaaDR TLnaaaDL TLnaIfDI TLnaIcDL TLnaIaDI TLnaIaDR TLnaIaDL TLnaFfDR TLnaFfdR TLnaFcDI TLnaFcdI TLnaFpDL TLnaFpdI TLnaFaDR TLnaFaDL TLnaFadI TLnaFadR TLnaFADL TLnaFAdI TLnaFAdR TLnaPfDR TLnaPFDI TLnaPFDR TLnaPFDL TLnaPFdI TLnaPCDR TLnIAfDI

TLnIAfDL TLnIAcDI TLnIAcDL TLnIApDI TLnIApDR TLnIAaDI TLnIAaDR TLnIAaDL TLnIAADR TLnIafDI TLnIafDR TLnIafDL TLnIaaDL TLnIaADI TLnIaADR TLnIaADL TLnIIfDR TLnIIfDL TLnIFfDI TLnIFfdI TLnIFfdR TLnIFaDR TLnIFaDL TLnIFadI TLnIFadR TLnIFADI TLnIFADR TLnIFAdR TLnIPfDL TLnIPFdI TLnIPpdI TLnIPadI TLniAfDI TLniAfDR TLniAfDL TLniAfdI TLniAcDR TLniAcDL TLniIfDI TLniIfDR TLniIfDL TLniIfdI TLniFADI TLniFADR TLniFADL TLnFAfdI TLnFAfdR TLnFAIDI TLnFAIDR TLnFAIDL TLnFAIdI TLnFAIdR TLnFaadI TLnFIfdI TLnFIfdR TLnFIcdI TLnFIadI TLnFIADI TLnFIAdI TLnFIIdI TLnFIIdR TLnFFfdI TLnFFfdR TLnFFFdI TLnFFFdR TLnFFaDI TLnFFadI

TLnFFADI TLnFFADR TLnFFAdI TLnFFAdR TLnFFIDR TLnFFIDL TLnFFIdI TLnFFIdR TLnFPadI TLnFPIDI TLnFPIDR TLnFPIDL TLnFPIdI TLnFPIdR TLnPaIDL TLnPFadI TLnPFIDI TLnPFIDL TLnPFIdI TLnPFIdR TLWAaiDR TLWAIADR TLWAiFDR TLWaAfDR TLWaFcDR TLWaFcDL TLWaFadR TLWaFiDR TLWaFidR TLWIAfDI TLWIAfDR TLWIAfDL TLWIAFDR TLWIAaDR TLWIAADI TLWIAADR TLWIAADL TLWIaFDI TLWIaFDR TLWIaFDL TLWIaADI TLWIaADL TLWIiFDI TLWIiFDR TLWIiFDL TLWIFadR TLWIFADR TLWIFADL TLWIPAdI TLwaAfDI TLwaAfDR TLwaAfDL TLwaApDR TLwaAaDR TLwaAaDL TLwaafDR TLwaaaDR TLwaaaDL TLwaIfDI TLwaIaDR TLwaFcDI TLwaFcDR TLwaFcDL TLwaFcdI TLwaFcdR TLwaFpDR TLwaFpdR

TLwaFaDR TLwaFaDL TLwaFadR TLwaPFDR TLwaPFDL TLwaPCDR TLwaPCDL TLwIAfDR TLwIApDR TLwIAaDR TLwIAaDL TLwIafDR TLwIafDL TLwIIfDR TLwIifDI TLwIifDR TLwIiFDI TLwIiFDR TLwIiFDL TLwIFfdI TLwIFaDL TLwIPcDR TLwIPpdI TLwiAfDI TLwiAfDR TLwiAfDL TLwiAfdI TLwiAcDR TLwiIfDI TLwiIfDR TLwiIfDL TLwiIfdI TLwiFAdR TLwFIfdI TLwFIFdI TLwFFfdI TLwFFFdI TLwFFAdI TLwFPFdI TLwPFFdR TLXAIIDR TLXAIIDL TLXaAfDI TLXaAfDR TLXaFFDR TLXaFcDI TLXaFpDR TLXaFadR TLXIAfDI TLXIAfDR TLXIAfDL TLXIAaDR TLXIFFdR TLXIFaDL TLXIFadR TLXIFAdR TLXIPIdI TLXiAfDI TLXiAFDI TLXFAIDI TLXFAIDL TLXFAIdI TLXFaIDI TLXFaIDR TLXFaIDL TLXFaIdI TLXFIIDI



206

TLXFIIDR TLXFIIDL TLXFIIdI TLXFIIdR TLXFPIDI TLXFPIdI TLXPFIDI TLXPFIDL TLXPFIdI TLxAAaDR TLxAFfdI TLxAFfdR TLxAFaDR TLxAFaDL TLxAFadI TLxAPadI TLxaAfDI TLxaAfDR TLxaAfDL TLxaAFDI TLxaAFDR TLxaAFDL TLxaAcDL TLxaACDR TLxaACDL TLxaApDI TLxaApDR TLxaAaDR TLxaAADR TLxaFFDR TLxaFFDL TLxaFFdI TLxaFFdR TLxaFcDI TLxaFcDR TLxaFcDL TLxaFcdI TLxaFcdR TLxaFpDR TLxaFpdI TLxaFpdR TLxaFaDL TLxaFadI TLxaFadR TLxaFADR TLxaFAdI TLxIAfDI TLxIAfDR TLxIAfDL TLxIAFDI TLxIAFDR TLxIAFDL TLxIAaDI TLxIAaDR TLxIAaDL TLxIAADR TLxIAADL TLxIafDI TLxIafDL TLxIaFDI TLxIaADI TLxIaADR TLxIIfDL TLxIFfDI TLxIFfDL TLxIFfdI TLxIFfdR

TLxIFFdI TLxIFaDR TLxIFaDL TLxIFadI TLxIFadR TLxIFADI TLxIFADR TLxIFADL TLxIFAdI TLxIFAdR TLxIPfDI TLxIPfDR TLxIPfDL TLxIPFdR TLxIPcDI TLxIPcDR TLxIPcDL TLxIPCdL TLxiAfDI TLxiAfDR TLxiAfDL TLxiAFDR TLxiFaDI TLxiFaDR TLxiFadI TLxiFadR TLxiFADI TLxiFADL TLxiFAdI TLxiFAdR TLxFAfDI TLxFAfdI TLxFAIDI TLxFAIDR TLxFAIDL TLxFAIdI TLxFAIdR TLxFafdI TLxFaIdI TLxFaIdR TLxFIaDI TLxFIaDL TLxFIadI TLxFIAdI TLxFIIdI TLxFifdI TLxFFfDI TLxFFfDR TLxFFfdI TLxFFFdI TLxFFaDI TLxFFaDL TLxFFAdI TLxFFIDI TLxFFIDR TLxFFIDL TLxFFIdI TLxFFIdR TLxFPfdR TLxFPpdI TLxFPadI TLxFPADI TLxFPAdI TLxFPIDI TLxFPIDR TLxFPIDL TLxFPIdI

TLxFPIdR TLxPFfdI TLxPFaDL TLxPFadI TLxPFAdI TLxPFIDI TLxPFIDR TLxPFIDL TLxPFIdI TLxPFIdR TLYAaiDI TLYAaiDR TLYAaIDI TLYAIADI TLYAIADR TLYAIIDI TLYAIIDR TLYaaiDI TLYaaiDR TLYaFcDR TLYaFiDR TLYaFiDL TLYaFidI TLYaFidR TLYIAfDI TLYIAFDR TLYIAFDL TLYIAaDI TLYIAaDR TLYIAADI TLYIAADR TLYIaFDI TLYIaFDR TLYIaADI TLYIiFDI TLYIiFDR TLYIiFDL TLYIFFDR TLYIFFDL TLYIFaDR TLYIFADI TLYIFADR TLYIFADL TLYIPAdI TLYFAIDI TLYFafDR TLYFaiDI TLYFaIDI TLYFaIDR TLYFaIDL TLYFaIdL TLYFIfDR TLYFIIDI TLYFIIDR TLYFIIDL TLYPFIDI TLyAAfDI TLyAAfDR TLyAAfDL TLyAAfdI TLyAAFDI TLyAAFDR TLyAIFDI TLyAIFDR TLyAFfdI TLyAFFdI TLyAFFdR

TLyAFaDL TLyAFadI TLyAPfDI TLyAPfDR TLyAPfDL TLyAPcDR TLyAPcDL TLyaAfDI TLyaAfDR TLyaAfDL TLyaAFDR TLyaAcDR TLyaAcDL TLyaApDI TLyaApDR TLyaAaDI TLyaAaDR TLyaafDL TLyaaaDI TLyaIfDR TLyaIaDR TLyaFfDI TLyaFfDR TLyaFfdI TLyaFfdR TLyaFFdL TLyaFcDR TLyaFcDL TLyaFcdI TLyaFaDL TLyaFadI TLyaFadR TLyaPfDI TLyaPfDR TLyaPfDL TLyaPFDR TLyaPFDL TLyaPcDI TLyIAfDI TLyIAfDR TLyIAFDI TLyIAFDR TLyIAFDL TLyIACDL TLyIApDR TLyIAaDR TLyIAADI TLyIAADR TLyIafDR TLyIafDL TLyIacDL TLyIIfDR TLyIiFDI TLyIFfDI TLyIFfDR TLyIFfDL TLyIFfdI TLyIFFDI TLyIFFDL TLyIFFdI TLyIFaDI TLyIFaDL TLyIFadI TLyIFadR TLyIFADI TLyIFAdI TLyIFAdR

TLyIPfDI TLyIPfDR TLyIPFdI TLyIPFdR TLyIPCdL TLyIPpdI TLyIPadI TLyIPAdI TLyiAFDR TLyiFfDI TLyiFfDR TLyiFfDL TLyiFfdI TLyiFFDR TLyiFCDR TLyiFCDL TLyiFCdR TLyiFAdI TLyiFAdR TLyFAfdI TLyFAfdR TLyFAFDI TLyFApdI TLyFApdR TLyFAaDI TLyFAADR TLyFAADL TLyFAIDI TLyFAIDR TLyFAIdR TLyFafDR TLyFafdI TLyFaFdI TLyFaaDI TLyFaAdI TLyFaIDI TLyFaIDL TLyFaIdI TLyFIfDI TLyFIfdR TLyFIFdI TLyFIFdR TLyFIpdI TLyFIaDL TLyFIadI TLyFIADI TLyFIADR TLyFIADL TLyFIAdI TLyFIAdR TLyFIIDI TLyFIIDR TLyFIIDL TLyFIIdI TLyFIIdR TLyFifdI TLyFiFdR TLyFFfdI TLyFFFDI TLyFFFdI TLyFFadI TLyFFADI TLyFFADR TLyFFADL TLyFFAdI TLyFPfdI TLyFPfdR

TLyFPFdI TLyFPFdR TLyFPcdR TLyFPpDI TLyFPadI TLyFPAdI TLyFPIDI TLyFPIDR TLyFPIDL TLyFPIdI TLyFPIdR TLyPAcDR TLyPaIDR TLyPFfdI TLyPFADL TLyPFIDI TLyPFIDR TLyPFIDL TLyPFIdI TLyPFIdR TLyPFIdL TLZAaiDI TLZAaiDR TLZAaiDL TLZaAfDR TLZaAFDR TLZaApDR TLZaafDR TLZaaiDI TLZaaiDR TLZaaiDL TLZaFcDR TLZaFiDR TLZaFiDL TLZaFidI TLZaFidR TLZIAFDI TLZIAFDR TLZIAADR TLZIAADL TLZIaFDR TLZIaFDL TLZIaADR TLZIaADL TLZIiFDI TLZIiFDR TLZIiFDL TLZIFfdI TLZIFfdR TLZIFFDR TLZIFAdR TLZFAIDL TLZFAIdL TLZFaIDI TLZFaIDR TLZFaIDL TLZFaIdI TLZFaIdR TLZFaIdL TLZFIIDI TLZFIIDR TLZFIIDL TLZFIIdR TLZFFIDI TLZFFIDR TLZFFIdL TLZFPIDI

TLZFPIDR TLZFPIDL TLZFPIdI TLZFPIdR TLZPFIDR TLZPFIdI TLZPFIdR TLzAAfDI TLzAAFDR TLzAAFDL TLzAAaDR TLzAAaDL TLzAFFdI TLzAFaDR TLzAFaDL TLzAFADI TLzAFADR TLzAFAdI TLzAFAdR TLzaAfDI TLzaAfDR TLzaAfDL TLzaACDI TLzaApDI TLzaAaDI TLzaAaDR TLzaAaDL TLzaAADI TLzaAADR TLzaAADL TLzaafDI TLzaafDR TLzaaaDI TLzaaaDR TLzaaaDL TLzaIaDI TLzaFcDI TLzaFcDR TLzaFcDL TLzaFcdR TLzaFpDR TLzaFpdI TLzaFpdR TLzaFaDR TLzaFaDL TLzaFadI TLzaFadR TLzaFAdI TLzaFAdR TLzaPCDI TLzaPCDR TLzaPCDL TLzIAfDL TLzIApDR TLzIAaDI TLzIAaDR TLzIAaDL TLzIAADI TLzIAADR TLzIafDR TLzIaADL TLzIIfDR TLzIIfDL TLzIFfDI TLzIFfDR TLzIFfdI TLzIFFDI



207

TLzIFFdI TLzIFaDI TLzIFadI TLzIFadR TLzIFADI TLzIFADR TLzIFADL TLzIFAdR TLzIPfDL TLzIPFdI TLzIPFdR TLzIPcDI TLzIPCdL TLzIPpdI TLzIPadI TLziAfDI TLziAfDR TLziAfDL TLziAfdI TLziAcDR TLziAcdI TLziIfDI TLziIfDR TLziIfDL TLziIfdI TLziFCdI TLziFADL TLziFAdI TLziFAdR TLzFAfdR TLzFAFdI TLzFAadI TLzFAADI TLzFAIDR TLzFAIDL TLzFAIdI TLzFAIdR TLzFafdI TLzFafdR TLzFaFdI TLzFaaDI TLzFaadI TLzFaADL TLzFaIDI TLzFaIDR TLzFaIdI TLzFIfdR TLzFIFdI TLzFIadI TLzFIAdI TLzFIAdR TLzFIIDI TLzFIIDL TLzFFfdI TLzFFFdI TLzFFaDI TLzFFaDL TLzFFadI TLzFFADI TLzFFADL TLzFFAdI TLzFFIDI TLzFFIDR TLzFFIDL TLzFFIdI TLzFFIdR TLzFPfdI

TLzFPaDI TLzFPadI TLzFPIdI TLzPFADI TLzPFIDR TLzPFIdI TLSAIiDI TLSAIiDL TLSAFidI TLSaAFDI TLSaAFDR TLSaAFDL TLSaaFDL TLSaFcDI TLSaFcDR TLSaFcDL TLSaFcdI TLSaFcdR TLSaFiDL TLSaFidI TLSaFidR TLSIAfDI TLSIAfDR TLSIAFDI TLSIAFDR TLSIAFDL TLSIACDI TLSIACDL TLSIaFDI TLSIaFDL TLSIaCDL TLSIiFDI TLSIiFDR TLSIiFDL TLSIFFDR TLSIFFDL TLSIFFdI TLSIFFdR TLSIFFdL TLSiAFDI TLSiAFDR TLSiAFDL TLSFAIDI TLSFAIDR TLSFAIDL TLSFAIdI TLSFAIdR TLSFAIdL TLSFaFdI TLSFaiDR TLSFaidI TLSFIFdI TLSFIiDI TLSFIiDR TLSFIiDL TLSFIidI TLSFIidR TLSFIidL TLSFIIDI TLSFIIDR TLSFIIDL TLSFIIdI TLSFIIdR TLSFIIdL TLSFFiDI TLSFPIDR TLSFPIdL

TLSPFIDI TLSPFIDR TLSPFIDL TLSPFIdI TLsAIiDR TLsAFfdI TLsAFfdR TLsAFaDI TLsAFaDR TLsAFaDL TLsAFadI TLsAFadR TLsAPcDR TLsAPaDR TLsaAfDI TLsaAFDI TLsaAFDR TLsaAFDL TLsaAcDI TLsaAcDR TLsaACDR TLsaACDL TLsaIfDI TLsaIfDR TLsaFfdI TLsaFfdR TLsaFadI TLsIAfDR TLsIAfDL TLsIApDI TLsIApDR TLsIAaDI TLsIAaDL TLsIafDI TLsIafDL TLsIIfDR TLsIFfDI TLsIFfDR TLsIFfdI TLsIFFDI TLsIFFDR TLsIFFDL TLsIFFdI TLsIFFdR TLsIFaDI TLsIFaDL TLsIFadI TLsiAFDI TLsiAFDR TLsiAFDL TLsiFFDI TLsiFFdR TLsiFFdL TLsiFCDI TLsiFCDR TLsiFCDL TLsiFCdI TLsiFCdR TLsFAfdI TLsFAaDR TLsFAaDL TLsFAadR TLsFaaDR TLsFaadR TLsFaiDI TLsFaiDR TLsFaiDL

TLsFaidI TLsFaidR TLsFaidL TLsFIfdR TLsFIFDL TLsFIFdR TLsFIpdR TLsFIaDI TLsFIaDL TLsFIadI TLsFIadR TLsFifDR TLsFifdI TLsFifdR TLsFFfdI TLsFFfdR TLsFFaDR TLsFFaDL TLsFFadI TLsFPfdR TLsFPcdI TLsFPcdR TLsFPpdI TLsFPadR TLsFPIDI TLsFPIDR TLsFPIdI TLsFPIdR TLsPAcDR TLsPaiDR TLsPaiDL TLsPFFdR TLsPFaDR TLsPFadR TLsPFIDI TLsPFIDR TLsPFIDL TLsPFIdI TLsPPIDL TLTAAFDI TLTAAFDL TLTAACDL TLTAIiDI TLTAIiDR TLTAIiDL TLTAFfdR TLTAFFDI TLTAFFDR TLTAFFDL TLTAFFdI TLTAFFdR TLTAFidI TLTAPCDL TLTaAFDL TLTaFcDR TLTaFcDL TLTaFcdR TLTaFidI TLTaFidR TLTaFidL TLTaFIDI TLTaFIDL TLTaFIdI TLTaFIdR TLTIaFDI TLTIaFDR TLTIFFDR

TLTiAFDI TLTiAFDL TLTFaiDI TLTFaiDR TLTFaiDL TLTFaidI TLTFaidR TLTFIFdI TLTFFfDR TLTFFADI TLTPaiDL TLtAAfDI TLtAAfDR TLtAAfDL TLtAAFDI TLtAAFDR TLtAAFDL TLtAACDL TLtAaFDI TLtAaFDR TLtAaFDL TLtAaCDI TLtAIFDI TLtAIFDR TLtAIFDL TLtAiFDI TLtAiFDR TLtAiFDL TLtAFfdI TLtAFFDI TLtAFFDR TLtAFFDL TLtAFFdI TLtAFFdL TLtAPfDI TLtaAfDI TLtaAfDR TLtaAfDL TLtaAcDI TLtaAcDR TLtaAcDL TLtaApDI TLtaaFDR TLtaIfDR TLtaIfDL TLtaFfdR TLtaFFDR TLtaFFDL TLtaFFdI TLtaFFdR TLtaFFdL TLtaPfDR TLtaPfDL TLtaPFDI TLtaPFDR TLtaPFDL TLtaPCDI TLtIAfDI TLtIAfDR TLtIAfDL TLtIAFDI TLtIAFDR TLtIAFDL TLtIACDL TLtIApDI TLtIafDI TLtIafDR

TLtIafDL TLtIaFDI TLtIaFDR TLtIaFDL TLtIFfDR TLtIFADI TLtIFADL TLtIFAdI TLtiFfDI TLtiFFDI TLtiFFDR TLtiFFDL TLtiFFdI TLtiFFdL TLtiFCDI TLtiFCDR TLtiFCDL TLtiFCdI TLtiFCdR TLtFAAdI TLtFAIDI TLtFAIDR TLtFAIDL TLtFAIdI TLtFAIdR TLtFafdR TLtFaFDR TLtFaAdR TLtFIfDL TLtFIfdR TLtFIFDR TLtFIFDL TLtFIpdI TLtFIADI TLtFIADR TLtFIADL TLtFIAdI TLtFIIdR TLtFiFdR TLtFFfdR TLtFFFDI TLtFFFdI TLtFFADI TLtFFAdR TLtFFIDI TLtFFIDR TLtFFIdI TLtFFIdR TLtFPIDI TLtFPIDR TLtFPIDL TLtFPIdI TLtPFfdR TLtPFIDI TLtPFIDR TLtPFIDL TLtPFIdI TLtPFIdR TLUAAfDI TLUAIiDI TLUAIiDR TLUAIiDL TLUAFFDI TLUAFFDR TLUAFFdL TLUaAfDI TLUaAFDR

TLUaAFDL TLUaFiDL TLUIAfDI TLUIAfDR TLUIAfDL TLUIAFDI TLUIAFDR TLUIAFDL TLUIACDR TLUIFfDL TLUIFFDR TLUiAFDI TLUFaiDR TLUFaidR TLUFIFDI TLUFIFDR TLUFIFDL TLUFIADR TLUFIADL TLUFIiDR TLUFIidR TLUFiFDR TLUFFADL TLUFPADI TLUFPADL TLUPFADI TLuAAFDI TLuAAFDR TLuAApDR TLuAafDL TLuAIiDI TLuAIiDR TLuAIiDL TLuAFfdI TLuAFfdR TLuAFFDL TLuAFFdL TLuAFaDL TLuAFadI TLuAFADI TLuAFADR TLuAFADL TLuAFAdI TLuAFAdR TLuAPfDI TLuAPfDR TLuAPfDL TLuAPcDR TLuAPcDL TLuaAfDI TLuaAfDR TLuaAfDL TLuaAcDI TLuaAcDR TLuaAcDL TLuaApDI TLuaApDR TLuaafDL TLuaIfDR TLuaFfDR TLuaFfdI TLuaFfdR TLuaFiDI TLuaFidI TLuaPFDL TLuaPiDI TLuaPiDR



208

TLuIAfDI TLuIAfDR TLuIAfDL TLuIaFDR TLuIaFDL TLuIaCDL TLuIFfDR TLuIFfdI TLuIFaDI TLuIFaDL TLuIFadI TLuIFADI TLuIFADR TLuIFAdI TLuIFAdR TLuIPfDI TLuiFfdI TLuiFCDI TLuiFCDR TLuiFCDL TLuiFCdI TLuiFCdR TLuFAFDI TLuFAFDR TLuFAFdI TLuFAFdR TLuFAadR TLuFAADR TLuFAAdR TLuFAAdL TLuFaFdI TLuFaaDR TLuFaadR TLuFaAdR TLuFIfdI TLuFIfdR TLuFIFDR TLuFIFDL TLuFIFdI TLuFIpdI TLuFIadR TLuFIADI TLuFIADR TLuFIADL TLuFIAdR TLuFIiDR TLuFIiDL TLuFIidR TLuFiFDR TLuFiFDL TLuFiFdR TLuFFfDI TLuFFfdI TLuFFfdR TLuFFFDI TLuFFaDI TLuFFaDR TLuFFaDL TLuFFadI TLuFFadR TLuFFADI TLuFFADR TLuFFADL TLuFFAdI TLuFFAdR TLuFPfDI TLuFPfDR

TLuFPfDL TLuFPfdI TLuFPfdR TLuFPcDI TLuFPcDR TLuFPcDL TLuFPcdI TLuFPcdR TLuFPpdI TLuFPaDR TLuFPAdI TLuFPIdR TLuPAcDR TLuPifDI TLuPifDL TLuPFaDR TLuPFaDL TLuPFADR TLuPFADL TLuPFAdR TLuPFIdR TLuPPfDL TLuPPcDL TLVAAFDI TLVAIiDI TLVAIiDL TLVAFFDR TLVAFFDL TLVAFFdR TLVAPCDL TLVaAFDI TLVaAFDR TLVaAFDL TLVaFcDR TLVaFcdR TLVaFpdI TLVaFiDL TLVaFidI TLVaFIDL TLVaFIdI TLVaFIdL TLVIAFDI TLVIAFDR TLVIAFDL TLViAFDI TLVFAFdI TLVFaFdI TLVFaiDI TLVFaiDL TLVFaidI TLVFIFDI TLVFIFDL TLVFIFdI TLVFIADI TLVFIAdI TLVFIAdR TLVFIiDR TLVFIidR TLVFFADI TLVFFADL TLVFFAdL TLVFPADI TLVFPAdI TLVFPAdR TLVPaiDI TLvAACDL TLvAApDI

TLvAFFDL TLvAFaDL TLvAFadI TLvAFadR TLvAFADI TLvAFAdI TLvAFAdR TLvAPfDL TLvAPFdI TLvAPcDL TLvAPCDI TLvaAfDI TLvaAfDR TLvaAfDL TLvaAcDR TLvaaFDI TLvaaFDR TLvaaFDL TLvaIfDL TLvaFfDR TLvaFFDR TLvaFFDL TLvaFFdR TLvaPFDI TLvaPFDL TLvaPPDL TLvIAfDR TLvIAfDL TLvIAFDI TLvIAFDR TLvIApDI TLvIafDR TLvIIfDR TLvIiFDR TLvIiFDL TLvIFfdI TLvIFaDI TLvIFaDR TLvIFadI TLvIFadR TLvIFADR TLvIFADL TLvIPpdI TLviFFDI TLviFFDL TLviFFdI TLviFFdR TLviFCDI TLviFCDR TLviFCDL TLviFCdI TLvFApdI TLvFApdR TLvFAaDI TLvFAaDR TLvFAaDL TLvFAadR TLvFAADI TLvFAIDI TLvFAIDR TLvFAIDL TLvFAIdR TLvFafdR TLvFaaDR TLvFaaDL TLvFaadI TLvFaADL

TLvFIfdR TLvFIpdI TLvFIaDR TLvFIaDL TLvFIadI TLvFIadR TLvFIADR TLvFIAdI TLvFIAdR TLvFifDR TLvFiFdI TLvFFfDI TLvFFfdI TLvFFfdR TLvFFFdI TLvFFaDI TLvFFaDR TLvFFaDL TLvFFadI TLvFFADI TLvFFADL TLvFPcdR TLvFPIDI TLvFPIDR TLvFPIdI TLvFPIdR TLvPAcDR TLvPFFDR TLvPFFDL TLvPFaDR TLvPFadR TLvPFADL TLvPFIDR TLvPFIDL TLvPFIdI TLvPFIdR TLvPPcDR TLFAIiDI TLFAIiDL TLFAFFDI TLFAFFDL TLFAFiDI TLFAFidI TLFAPCDR TLFaACDL TLFaFFDL TLFaFFdL TLFaFcDI TLFaFcDL TLFaFcdI TLFaFiDL TLFaFidR TLFIAfDI TLFIAfDL TLFIFFDI TLFIFFdI TLFiAfDR TLFiAfDL TLFiFiDL TLFFAiDI TLFFAidI TLFFAIDI TLFFAIDL TLFFAIdI TLFFaFDI TLFFaiDI TLFFaiDR

TLFFaiDL TLFFaidI TLFFaidR TLFFIiDI TLFFIiDR TLFFIiDL TLFFIidI TLFFIidR TLFFiFdR TLFFFiDI TLFFPiDI TLFFPidI TLFPFiDI TLfAAFDI TLfAAFDR TLfAAFDL TLfAACDL TLfAApDI TLfAIiDI TLfAFfdI TLfAFfdR TLfAFFDI TLfAFFDR TLfAFFDL TLfAFFdI TLfAFFdR TLfAFFdL TLfAFaDI TLfAFaDR TLfAFadI TLfAFadR TLfAPfDI TLfAPaDL TLfaAfDI TLfaAfDR TLfaAfDL TLfaAcDR TLfaAcDL TLfaACDI TLfaACDR TLfaACDL TLfaafDR TLfaafDL TLfaIfDI TLfaIfDL TLfaFfdR TLfaFaDL TLfaFadR TLfaPFDI TLfaPFDR TLfaPCDR TLfIAfDI TLfIAfDL TLfIApDI TLfIAaDI TLfIAaDL TLfIIfDR TLfIFfDI TLfIFfDL TLfIFfdI TLfIFaDL TLfIFIdI TLfIPfdI TLfiFfdR TLfiFFdR TLfiFiDL TLfFAfDI

TLfFAfdI TLfFApdI TLfFAaDR TLfFAaDL TLfFAadR TLfFaaDR TLfFaadR TLfFaiDI TLfFIfdR TLfFIFdR TLfFIpdI TLfFIaDI TLfFIaDR TLfFIaDL TLfFIadI TLfFIadR TLfFIiDI TLfFIiDL TLfFIidI TLfFIIDR TLfFIIdR TLfFifDI TLfFifdI TLfFifdR TLfFFfdI TLfFFfdR TLfFFaDI TLfFFadI TLfFFadR TLfFPfDR TLfFPFdR TLfFPcDI TLfFPcDR TLfFPpdI TLfFPaDR TLfFPadI TLfPAfDR TLfPAcDR TLfPifDR TLfPFaDR TLfPFaDL TLfPPcDI TLfPPcDR TLfPPcDL TLGAAFDI TLGAAFDR TLGAAFDL TLGAIiDI TLGAIiDR TLGAIiDL TLGAFFDI TLGAFFDR TLGAFFDL TLGAFFdI TLGAFFdR TLGAFiDR TLGAFidR TLGaAFDI TLGaAFDR TLGaAFDL TLGaACDR TLGaACDL TLGaaFDI TLGaaFDL TLGaFFdI TLGaFFdR TLGaFFdL

TLGaFcDR TLGaFcdR TLGaFiDI TLGaFiDL TLGaFidI TLGaFidR TLGaFIDL TLGaFIdI TLGaFIdR TLGIAfDL TLGIAFDI TLGIAFDR TLGIAFDL TLGIaFDI TLGIaFDR TLGIaFDL TLGIiFDI TLGiAFDI TLGiAFDL TLGiFiDI TLGiFiDR TLGiFiDL TLGiFidI TLGiFidR TLGFaiDI TLGFaiDR TLGFaiDL TLGFaidR TLGFaIDR TLGFaIDL TLGFaIdR TLGFIFdR TLGFIADL TLGFIiDI TLGFIiDR TLGFIiDL TLGFIidI TLGFIidR TLGFIIDI TLGFIIDR TLGFIIDL TLGFIIdI TLGFiFdR TLGFFADI TLGFFADL TLGFPADI TLgAAFDI TLgAAFDR TLgAAFDL TLgAACDL TLgAApDR TLgAaFDI TLgAaFDR TLgAaFDL TLgAIFDI TLgAIFDR TLgAIFDL TLgAICDL TLgAIiDI TLgAiFDI TLgAiFDR TLgAiFDL TLgAFFDI TLgAFFDR TLgAFFDL TLgAFFdI TLgAFFdR



209

TLgaAfDI TLgaAfDR TLgaAfDL TLgaAcDI TLgaAcDR TLgaAcDL TLgaApDR TLgaaFDR TLgaaFDL TLgaIfDI TLgaFFDR TLgaFFDL TLgaFFdR TLgaFFdL TLgaFiDL TLgaPFDI TLgaPFDR TLgaPFDL TLgaPiDI TLgIAfDI TLgIAfDR TLgIApDI TLgIApDR TLgIApDL TLgIafDI TLgIaFDR TLgIaFDL TLgIFfDR TLgIFfdR TLgIFADI TLgIFAdI TLgIPfDI TLgiFFdR TLgFAADI TLgFAADR TLgFAAdI TLgFAIDI TLgFAIDR TLgFAIdR TLgFaFdR TLgFaADL TLgFaAdI TLgFaAdR TLgFaiDR TLgFaidR TLgFaIDI TLgFaIDR TLgFaIdR TLgFIFDR TLgFIFdR TLgFIpDR TLgFIADI TLgFIADR TLgFIADL TLgFIAdI TLgFIAdR TLgFIiDI TLgFIIDL TLgFiFDL TLgFFfdI TLgFFFdI TLgFFFdL TLgFFADI TLgFFADL TLgFFIDI TLgFFIDR TLgFFIDL

TLgFFIdR TLgFPFDR TLgFPIdI TLgFPIdR TLgPAIDI TLgPifDL TLgPFIDL TLgPFIdR TLHAIiDI TLHAFFDI TLHAFFdL TLHaFcDR TLHaFiDL TLHaPIDL TLHIAfDI TLHIAfDL TLHIAFDI TLHIAFDR TLHIAFDL TLHIACDL TLHIaFDI TLHIaFDR TLHIaFDL TLHIaCDL TLHIiFDR TLHIFFdI TLHIFFdR TLHiAFDI TLHiAFDR TLHFAFDL TLHFaFDR TLHFaiDI TLHFaiDR TLHFaiDL TLHFaidR TLHFaIDI TLHFaIDL TLHFaIdI TLHFIFDI TLHFIFDR TLHFIFDL TLHFIADI TLHFIADR TLHFIADL TLHFIiDI TLHFIiDR TLHFIiDL TLHFIidI TLHFIidR TLHFIIdR TLHFiFDI TLHFFADL TLHFPADI TLhAAFDI TLhAACDL TLhAApDR TLhAaFDI TLhAaCDL TLhAIFDR TLhAICDL TLhAIiDI TLhAIiDR TLhAiFDI TLhAiFDR TLhAiFDL TLhAFfdI TLhAFFDI

TLhAFFDR TLhAFFdR TLhAFaDL TLhAFadI TLhAFadR TLhAFADI TLhAFADR TLhAFAdI TLhAFAdR TLhAPfDI TLhAPfDR TLhAPfDL TLhAPcDI TLhaAfDI TLhaAfDR TLhaAfDL TLhaAcDI TLhaAcDR TLhaAcDL TLhaApDI TLhaApDR TLhaIfDI TLhaFfdI TLhaFfdR TLhaFiDR TLhaPfDR TLhaPFDR TLhaPFDL TLhaPCDI TLhaPCDL TLhaPiDI TLhaPiDR TLhaPiDL TLhIAfDI TLhIAfDL TLhIAcDR TLhIApDI TLhIafDI TLhIFfDI TLhIFaDI TLhIFaDR TLhIFaDL TLhIFadI TLhIPfDI TLhIPfDR TLhIPfdI TLhiFfdI TLhFAfDI TLhFAfdI TLhFAfdR TLhFAFDR TLhFAaDI TLhFAaDR TLhFAaDL TLhFAadI TLhFAadR TLhFAADI TLhFAADL TLhFAAdR TLhFAIdR TLhFaFDI TLhFaaDI TLhFaaDL TLhFaadI TLhFaADI TLhFaADR TLhFaAdR

TLhFIFDI TLhFIFdI TLhFIFdR TLhFIFdL TLhFIpDL TLhFIpdI TLhFIaDI TLhFIaDR TLhFIaDL TLhFIadI TLhFIadR TLhFIADI TLhFIADR TLhFIADL TLhFIAdI TLhFIAdR TLhFIIDR TLhFIIDL TLhFIIdR TLhFifdI TLhFiFDL TLhFiFdI TLhFFfDR TLhFFfdI TLhFFFdI TLhFFFdR TLhFFaDI TLhFFaDR TLhFFaDL TLhFFadI TLhFFadR TLhFFADI TLhFFADR TLhFFADL TLhFFAdI TLhFFAdR TLhFFAdL TLhFPfDI TLhFPfDR TLhFPFDL TLhFPcDI TLhFPcDR TLhFPcDL TLhFPcdI TLhFPcdR TLhFPpdI TLhFPaDR TLhFPaDL TLhFPadI TLhFPADL TLhFPAdI TLhFPAdR TLhFPIdR TLhPAfDI TLhPAfDR TLhPAcDR TLhPifDI TLhPFFDI TLhPFFdR TLhPFaDI TLhPFaDR TLhPFaDL TLhPPcDR TLIAAFDI TLIAAFDR TLIAAFDL TLIAACDL

TLIAIiDI TLIAIiDL TLIAFFDI TLIAFFDR TLIAFFDL TLIAFFdI TLIAFFdR TLIAFiDI TLIAFiDL TLIaFFDL TLIaFFdI TLIaFFdR TLIaFFdL TLIaFcdR TLIaFiDI TLIaFiDL TLIaFidI TLIaFidR TLIaFIDL TLIaFIdR TLIaFIdL TLIaPCDL TLIIAfDR TLIIAFDI TLIIaFDI TLIIaFDR TLIIaFDL TLIIiFDI TLIIiFDR TLIIiFDL TLIIFFdI TLIIFidR TLIiAFDI TLIiAFDR TLIiAFDL TLIiFiDI TLIiFiDL TLIiFidI TLIiFidR TLIFaADI TLIFaiDI TLIFaiDR TLIFaiDL TLIFaidI TLIFaidR TLIFaIDI TLIFaIDR TLIFaIDL TLIFaIdI TLIFaIdR TLIFIFDI TLIFIFdI TLIFIFdR TLIFIADI TLIFIADR TLIFIAdI TLIFIAdR TLIFIiDI TLIFIiDR TLIFIiDL TLIFIidI TLIFIIDR TLIFIIdI TLIFFADR TLIFFADL TLIFFAdL TLIFPADR

TLIFPAdI TLIPFADR TLiAAFDI TLiAAFDL TLiAACDR TLiAaFDL TLiAaCDL TLiAIFDI TLiAIFDR TLiAIFDL TLiAICDL TLiAiFDI TLiAFFDI TLiAFFDR TLiAFFdI TLiAFFdL TLiAFaDL TLiAFadI TLiAFadR TLiAFIdL TLiAPFdI TLiaAfDI TLiaAfDR TLiaAfDL TLiaAcDI TLiaAcDR TLiaAcDL TLiaafDI TLiaafDR TLiaaFDI TLiaaFDL TLiaaCDL TLiaIfDI TLiaFfDL TLiaFFDR TLiaFFDL TLiaFFdR TLiaFFdL TLiaFidL TLiaPFDI TLiaPFDR TLiaPFDL TLiaPCDR TLiaPCDL TLiaPPDL TLiaPiDL TLiIAfDR TLiIafDR TLiIFaDR TLiIFaDL TLiIFadR TLiiFFdR TLiiFCDI TLiiFCdI TLiiFiDL TLiFApdI TLiFAaDI TLiFAaDR TLiFAadI TLiFAadR TLiFAAdR TLiFAIDI TLiFAIDR TLiFAIDL TLiFAIdR TLiFaaDI TLiFaaDR

TLiFaaDL TLiFaadI TLiFaadR TLiFaadL TLiFaidR TLiFaIdR TLiFIaDI TLiFIadI TLiFIadR TLiFIADI TLiFIIDI TLiFIIDR TLiFIIDL TLiFIIdR TLiFiFDR TLiFFFdI TLiFFaDR TLiFFaDL TLiFFadI TLiFFadR TLiFFADI TLiFFADR TLiFFADL TLiFPfDR TLiFPcDL TLiFPcdR TLiFPaDR TLiFPaDL TLiFPadR TLiFPIDI TLiFPIDR TLiFPIdI TLiFPIdR TLiPAfDR TLiPAfDL TLiPAcDI TLiPAcDR TLiPAcDL TLiPifDR TLiPFFDI TLiPFFdI TLiPFaDI TLiPFaDR TLiPFaDL TLiPFadI TLiPFadR TLiPFADI TLiPFAdI TLiPFIdI TLiPFIdR TLiPPcDI TLiPPcDR TLiPPcDL TLAAAFDL TLAAACDL TLAAAiDI TLAAIiDI TLAaAfDR TLAaaiDL TLAaIiDI TLAaIiDL TLAaFcDR TLAaFcDL TLAaFcdR TLAaFiDR TLAaFiDL TLAaFidR



210

TLAIAfDI TLAIAfDR TLAIAfDL TLAiAfDR TLAFAFdI TLAFAiDI TLAFAidI TLAFAIDI TLAFAIdI TLAFaiDL TLAFIFdI TLAFIiDI TLAFIiDL TLAFIidI TLaAAFDI TLaAAFDR TLaAAFDL TLaAApDI TLaAApDR TLaAAaDL TLaAaIDR TLaAaIDL TLaAIiDI TLaAIIDI TLaAIIDL TLaAFfdR TLaAFFDI TLaAFFDR TLaAFFDL TLaAFFdI TLaAFaDI TLaAFaDR TLaAFaDL TLaAFadI TLaAFadL TLaaAfDR TLaaAcDI TLaaAcDR TLaaAcDL TLaaafDI TLaaafDR TLaaIaDI TLaaIaDL TLaaFfDR TLaaFfdI TLaaFaDR TLaaFiDI TLaaFiDL TLaaFidL TLaaPfDR TLaaPCDR TLaaPCDL TLaIAfDI TLaIAfDR TLaIAfDL TLaIApDI TLaIApDR TLaIAaDI TLaIAaDL TLaIAIDI TLaIafDI TLaIIfDR TLaIFfDI TLaIFfdI TLaIFaDI TLaIFaDR TLaIFaDL

TLaIFadI TLaIPfDI TLaiFfDR TLaiFfdR TLaiFCDI TLaiFCDR TLaiFCdI TLaiFiDL TLaFAfdI TLaFAfdR TLaFApdI TLaFAaDR TLaFAaDL TLaFAadR TLaFaaDI TLaFaaDR TLaFaIDR TLaFaIdR TLaFIpdR TLaFIaDI TLaFIaDL TLaFIadI TLaFIidI TLaFIIDR TLaFIIDL TLaFIIdR TLaFifdR TLaFFfDR TLaFFfdI TLaFFaDI TLaFFaDR TLaFFadI TLaFPfdR TLaFPcDI TLaFPcDR TLaFPcdR TLaFPpdR TLaFPaDR TLaFPaDL TLaFPadR TLaPAfDR TLaPAfDL TLaPAcDI TLaPAcDL TLaPifDI TLaPifDR TLaPifDL TLaPFfdR TLaPFaDR TLaPFadI TLaPFadR TLaPPfDI TLaPPfDR TLaPPcDI TLaPPcDR TLBAAFDI TLBAAFDR TLBAAFDL TLBAACDL TLBAAiDR TLBAAiDL TLBAaIDI TLBAaIDR TLBAIiDI TLBAIiDR TLBAIiDL TLBAIIDL

TLBAFFDI TLBAFFDR TLBAFFDL TLBAFFdI TLBAFiDR TLBAFiDL TLBAFidR TLBAPCDL TLBaAFDI TLBaAFDR TLBaAFDL TLBaACDI TLBaACDL TLBaaFDI TLBaaFDR TLBaaFDL TLBaaiDI TLBaaIDR TLBaFFDL TLBaFFdL TLBaFcDR TLBaFcDL TLBaFcdR TLBaFiDL TLBaFidI TLBaFidR TLBaPCDL TLBaPiDR TLBIAfDL TLBIAFDI TLBIAFDR TLBIAFDL TLBIaFDI TLBIaFDL TLBIaADI TLBIaADL TLBIiFDI TLBIiFDL TLBIFidR TLBiFiDL TLBiFidR TLBFaiDI TLBFaiDR TLBFaiDL TLBFaidI TLBFaidR TLBFaIdI TLBFaIdR TLBFIAdR TLBFIiDI TLBFIiDL TLBFIidR TLBFIIDI TLBFIIdR TLBFIIdL TLBFiFdR TLBFFADI TLBFFiDR TLBFFiDL TLbAAFDI TLbAAFDR TLbAAFDL TLbAACDL TLbAaFDR TLbAaFDL TLbAIFDI TLbAIFDR

TLbAIiDI TLbAIIDI TLbAiFDI TLbAiFDR TLbAPcDR TLbaAfDI TLbaAfDR TLbaAfDL TLbaAcDI TLbaAcDL TLbaaiDI TLbaIfDL TLbaFidL TLbIAfDI TLbIAFDI TLbIApDI TLbIApDL TLbIAADI TLbIAADR TLbIAADL TLbIafDR TLbIFfdR TLbIFADI TLbIFADR TLbIFADL TLbIFAdI TLbIFAdR TLbIPfdI TLbFAFDR TLbFAFdR TLbFAADI TLbFAADR TLbFAAdI TLbFAIDR TLbFAIdR TLbFaFDR TLbFaFdR TLbFaADR TLbFaADL TLbFaAdR TLbFaiDR TLbFaidR TLbFIfDR TLbFIFDR TLbFIFdR TLbFIADI TLbFIADR TLbFIADL TLbFIAdI TLbFIAdR TLbFIiDI TLbFifdR TLbFiFDI TLbFiFDL TLbFiFdI TLbFiFdR TLbFFFDR TLbFFADR TLbFFAdR TLbFFIDI TLbFFIDR TLbFFIDL TLbFFIdI TLbFFIdR TLbFPIDI TLbFPIDR TLbFPIDL

TLbFPIdR TLbPAcDI TLbPAcDR TLbPAcDL TLbPFIDI TLbPFIDL TLCAaiDI TLCAIiDI TLCAIiDR TLCAIiDL TLCAIIDI TLCAFFDI TLCAFFDL TLCaAFDI TLCaAFDR TLCaAFDL TLCaAiDI TLCaAiDR TLCaaiDI TLCaaiDR TLCaaiDL TLCaIiDI TLCaIiDL TLCaFFDL TLCaFFdL TLCaFcDI TLCaFcDR TLCaFcDL TLCaFiDL TLCaFidR TLCIAfDI TLCIAfDR TLCIaFDI TLCIaFDL TLCIiFDI TLCIiFDR TLCIiFDL TLCiAFDL TLCiFiDI TLCiFiDL TLCFaFDR TLCFaiDI TLCFaiDL TLCFaIDI TLCFaIDR TLCFaIDL TLCFaIdI TLCFIFDI TLCFIFDR TLCFIFDL TLCFIADR TLCFIADL TLCFIiDI TLCFIiDL TLCFIidI TLCFFFDL TLCFFADL TLCFPADI TLCFPADR TLCFPADL TLcAAFDR TLcAAFDL TLcAaFDI TLcAaIDI TLcAaIDR TLcAIiDI TLcAIiDR

TLcAIIDI TLcAIIDR TLcAIIDL TLcAiFDI TLcAiFDR TLcAFFDI TLcAFFDR TLcAFFDL TLcAFFdI TLcAFaDI TLcAFaDR TLcAFadR TLcAFAdI TLcAFAdR TLcAPfDL TLcAPcDI TLcAPCDL TLcAPADL TLcaAfDI TLcaAfDR TLcaAfDL TLcaAcDI TLcaAcDR TLcaAcDL TLcaApDI TLcaApDR TLcaApDL TLcaafDR TLcaaaDR TLcaaaDL TLcaIfDI TLcaIfDL TLcaIaDI TLcaIaDR TLcaIaDL TLcaFfdI TLcaFfdR TLcaPfDI TLcIAfDI TLcIAfDR TLcIAfDL TLcIafDI TLcIFfDI TLcIFfdR TLcIFaDI TLcIFaDR TLcIFaDL TLcIPfDI TLcIPfDR TLcIPfdI TLciFfDI TLcFAfdR TLcFAFDI TLcFAFDR TLcFAFDL TLcFAFdR TLcFAaDI TLcFAaDR TLcFAaDL TLcFAadI TLcFAadR TLcFAADI TLcFAADR TLcFAADL TLcFAIdR TLcFaFdR TLcFaaDI

TLcFaaDL TLcFaadI TLcFaadR TLcFaiDR TLcFaIDR TLcFIfdI TLcFIfdR TLcFIFDI TLcFIFDR TLcFIFDL TLcFIFdI TLcFIFdR TLcFIpDI TLcFIpDR TLcFIpDL TLcFIaDR TLcFIaDL TLcFIadI TLcFIadR TLcFIADI TLcFIADR TLcFIADL TLcFIAdI TLcFIAdR TLcFIIDR TLcFIIDL TLcFiFDL TLcFiFdI TLcFiFdR TLcFFfDI TLcFFfdI TLcFFFDI TLcFFFDR TLcFFFdI TLcFFaDI TLcFFaDR TLcFFaDL TLcFFADI TLcFFADL TLcFPFdI TLcFPcDL TLcFPcdI TLcFPpdR TLcFPaDI TLcFPadI TLcFPadR TLcFPadL TLcFPADR TLcFPADL TLcFPAdI TLcFPAdR TLcPAcDI TLcPAcDR TLcPFfDR TLcPFfdR TLcPFaDI TLcPFaDR TLcPFaDL TLcPFadI TLcPFadR TLcPFADR TLcPFAdR TLcPFAdL TLDAAFDI TLDAAFDR TLDAAFDL TLDAAiDL



211

TLDAaIDI TLDAaIDR TLDAaIDL TLDAIiDI TLDAIiDR TLDAIiDL TLDAIIDR TLDAFFDI TLDAFFDR TLDAFFDL TLDAFFdI TLDAFFdR TLDAFiDI TLDAFiDL TLDaACDI TLDaACDL TLDaaFDI TLDaaFDR TLDaaFDL TLDaaiDI TLDaaiDR TLDaIiDI TLDaIiDR TLDaIiDL TLDaFFDR TLDaFFDL TLDaFFdI TLDaFFdR TLDaFFdL TLDaFcDR TLDaFcDL TLDaFcdI TLDaFcdR TLDaFiDR TLDaFiDL TLDaFidI TLDaFidR TLDaFIDR TLDIAiDL TLDIaFDI TLDIaFDL TLDIiFDI TLDIiFDR TLDIiFDL TLDIFidR TLDiFiDL TLDFAFDI TLDFAFdI TLDFAiDI TLDFaiDI TLDFaiDL TLDFaidI TLDFaidL TLDFaIDR TLDFaIDL TLDFaIdR TLDFIFDI TLDFIFdR TLDFIADI TLDFIADR TLDFIAdI TLDFIiDI TLDFIiDR TLDFIiDL TLDFIidI TLDFIIDL TLDFIIdI

TLDFiFDR TLDFiFdR TLDFFADI TLDFFADL TLDFFiDL TLDFPADI TLDFPADR TLDFPAdI TLDFPAdL TLDFPiDI TLDPFiDL TLdAAFDI TLdAAFDL TLdAApDL TLdAaIDL TLdAIIDL TLdAiFDI TLdAiFDR TLdAiFDL TLdAFFDI TLdAFaDI TLdAFaDR TLdAFaDL TLdAFadR TLdAFIdL TLdAPfDR TLdAPCDR TLdaAfDI TLdaAfDR TLdaAfDL TLdaaaDR TLdaaaDL TLdaIfDI TLdaIaDI TLdaIaDR TLdaPiDR TLdIAfDL TLdIAcDL TLdIApDR TLdIAIDI TLdIFaDI TLdIFaDR TLdIFaDL TLdIFadI TLdIFadR TLdIPfDI TLdiFiDL TLdFAaDR TLdFAadR TLdFAADI TLdFAADR TLdFAAdR TLdFAIDI TLdFAIDL TLdFAIdR TLdFafdI TLdFaaDR TLdFaadR TLdFaADR TLdFaIDR TLdFaIDL TLdFaIdR TLdFIfdR TLdFIaDR TLdFIaDL TLdFIadR TLdFIADI

TLdFIADR TLdFIADL TLdFIIDL TLdFiFdI TLdFFfdI TLdFFFDL TLdFFFdI TLdFFFdR TLdFFaDI TLdFFADI TLdFFAdI TLdFFAdR TLdFPfDR TLdFPfdR TLdFPFDI TLdFPFdI TLdFPcDI TLdFPcDR TLdFPcDL TLdFPcdR TLdFPadI TLdFPadR TLdFPADL TLdFPIDI TLdFPIDR TLdFPIDL TLdPAfDI TLdPAfDR TLdPAcDI TLdPAcDR TLdPAcDL TLdPaaDR TLdPIADL TLdPifDR TLdPifDL TLdPFaDR TLdPFadR TLdPFadL TLdPFADR TLdPFADL TLdPFAdR TLdPFIDI TLdPFIDL TLdPFIdI TLdPPfDL TLdPPcDI TLdPPcDR TL0AAiDI TL0AAiDL TL0AIiDI TL0AFiDL TL0aaiDL TL0aIiDI TL0aIiDL TL0aFcdR TL0aFiDL TL0aFidR TL0IAfDI TL0IAfDR TL0IAfDL TL0IAcDL TL0FAFdI TL0FAiDI TL0FAidI TL0FAIDI TL0FaiDI TL0FIFDI

TL0FIiDI TL0FIiDL TL0FIidI TL0FFiDI TL0FFiDL TL0PFiDL TL1AAFDI TL1AAFDL TL1AApDI TL1AApDR TL1AApDL TL1AafDL TL1AaIDR TL1AaIDL TL1AIiDI TL1AIIDI TL1AIIDR TL1AIIDL TL1AFFDI TL1AFaDI TL1AFaDR TL1AFaDL TL1APfDI TL1APfDR TL1APcDR TL1APCDR TL1aAfDI TL1aAfDR TL1aAcDI TL1aAcDL TL1aApDR TL1aApDL TL1aafDR TL1aafDL TL1aaaDL TL1aIaDI TL1aIaDL TL1aFfDR TL1aFfdR TL1aFiDI TL1aFiDL TL1aFidL TL1aPfDR TL1IAfDI TL1IAfDR TL1IAfDL TL1IApDI TL1IAaDI TL1IAaDR TL1IAaDL TL1IafDI TL1IafDL TL1IIfDR TL1IFfDI TL1IFfDR TL1IFfdI TL1IFfdR TL1IFaDL TL1IFadI TL1IPfDI TL1iFfDL TL1iFiDL TL1FApdI TL1FafdR TL1FaadR TL1FaIDR TL1FaIDL

TL1FaIdR TL1FIpDI TL1FIpdI TL1FIpdR TL1FIaDR TL1FIaDL TL1FIadI TL1FIidI TL1FIIDR TL1FIIDL TL1FIIdR TL1FFfDR TL1FFfdI TL1FFfdR TL1FFaDI TL1FFadI TL1FPfDR TL1FPfDL TL1FPfdI TL1FPfdR TL1FPcDI TL1FPcdR TL1FPadI TL1FPadR TL1PAfDI TL1PAcDI TL1PAcDR TL1PAcDL TL1PifDI TL1PifDR TL1PifDL TL1PPfDI TL1PPcDR TL1PPcDL TL2AAFDI TL2AAFDR TL2AACDL TL2AAiDL TL2AaIDR TL2AIiDI TL2AIiDR TL2AIiDL TL2AIIDI TL2AIIDL TL2AFFDI TL2AFFDL TL2AFFdI TL2AFFdL TL2AFiDR TL2AFiDL TL2aACDI TL2aACDR TL2aACDL TL2aaFDR TL2aaFDL TL2aaiDI TL2aaiDL TL2aaIDR TL2aFFDI TL2aFFDR TL2aFFDL TL2aFFdL TL2aFcDI TL2aFcDR TL2aFcdI TL2aFcdR TL2aFiDR

TL2aFiDL TL2aFidR TL2aPCDI TL2aPCDR TL2IAFDI TL2IAFDR TL2IAFDL TL2IAADI TL2IAADR TL2IAADL TL2IaFDI TL2IaFDR TL2IaFDL TL2IaADI TL2IiFDI TL2IiFDR TL2IiFDL TL2IFfdR TL2IFFDI TL2IFFDR TL2IFFDL TL2IFFdI TL2IFFdR TL2IFADI TL2IFADR TL2IFADL TL2IFAdI TL2IFAdR TL2IFAdL TL2IFidR TL2iFiDR TL2iFiDL TL2FaiDR TL2FaiDL TL2FaidR TL2FaIDI TL2FaIDR TL2FaIDL TL2FaIdR TL2FIFDI TL2FIFdI TL2FIFdR TL2FIiDI TL2FIiDR TL2FIIdR TL2FiFdR TL2FFADI TL2FFADL TL2FFiDR TL2FFiDL TL2FPiDL TL2PFiDL TL3AaFDL TL3AIFDI TL3AIFDR TL3AIiDI TL3AIIDI TL3AiFDI TL3APfDR TL3APcDL TL3aAfDI TL3aAfDR TL3aAcDR TL3aAcDL TL3aApDL TL3aaiDI TL3aFiDR

TL3aPfDL TL3IAfDI TL3IAfDR TL3IAcDR TL3IafDI TL3IafDR TL3IafDL TL3IacDL TL3IPfDR TL3iFiDL TL3FAIDI TL3FAIDR TL3FAIDL TL3FaFdR TL3FaADR TL3FaAdI TL3FaAdR TL3FaiDR TL3FaidR TL3FIFDR TL3FIFdI TL3FIFdR TL3FIADI TL3FIADR TL3FIADL TL3FIAdI TL3FIAdR TL3FiFDI TL3FiFDL TL3FiFdI TL3FFFdR TL3FFIDR TL3FFIDL TL3FFIdR TL3FPFDR TL3FPcDL TL3FPIDI TL3FPIDL TL3FPIdI TL3FPIdR TL3PFIDI TL3PFIDR TL3PFIdR TL3PPcDL TL4AIiDI TL4AIiDR TL4AIIDI TL4AIIDR TL4AFFdL TL4aACDR TL4aaFDI TL4aaFDR TL4aaiDI TL4aaiDR TL4aIiDI TL4aFFDI TL4aFFDR TL4aFcDR TL4aFiDR TL4aFiDL TL4aFidR TL4aPCDI TL4IiFDI TL4IiFDR TL4IiFDL TL4iFiDI TL4iFiDL



212

TL4iFidR TL4FaFDR TL4FaFDL TL4FaiDI TL4FaiDL TL4FaIDI TL4FaIDR TL4FIFDR TL4FIFDL TL4FIADI TL4FIiDI TL4FIiDL TL4FIidI TL4FIidR TL4FIIDR TL4FiFDR TL4FiFDL TL4FiFdL TL4FFADL TL4FPADI TL4FPADR TL4FPADL TL5AACDR TL5AaFDI TL5AaIDL TL5AIiDI TL5AIiDR TL5AIIDI TL5AFfdI TL5AFfdR TL5AFFdI TL5AFaDR TL5AFaDL TL5AFadR TL5APfDI TL5APfDL TL5APcDI TL5APcDL TL5aAfDI TL5aAfDR TL5aAfDL TL5aAcDI TL5aAcDR TL5aafDR TL5aaaDR TL5aIfDI TL5aIfDR TL5aIaDR TL5aPfDI TL5IAfDR TL5IAfDL TL5IiFDR TL5IFfDI TL5IFfDL TL5IFfdI TL5IFaDR TL5IFaDL TL5IFadR TL5iFiDL TL5FAfDR TL5FAfdR TL5FAFdR TL5FApDR TL5FAaDR TL5FAaDL TL5FAadR TL5FAADR

TL5FAADL TL5FAAdI TL5FAAdR TL5FafDL TL5FaFdI TL5FaaDR TL5FaaDL TL5FaAdI TL5FaIDR TL5FaIDL TL5FIfDR TL5FIfDL TL5FIfdR TL5FIFDR TL5FIFDL TL5FIFdI TL5FIFdR TL5FIadI TL5FIadR TL5FIADR TL5FIADL TL5FIAdR TL5FIIDI TL5FiFDI TL5FiFDL TL5FiFdI TL5FFfDR TL5FFfdI TL5FFFDI TL5FFFDR TL5FFFdI TL5FFaDL TL5FFADR TL5FPFDL TL5FPFdI TL5FPcDI TL5FPcDR TL5FPcdR TL5FPpdR TL5FPaDI TL5FPaDR TL5FPaDL TL5FPadR TL5FPADR TL5PFfdR TL5PPcDI TL5PPcDL TL6AAFDI TL6AAFDL TL6AACDI TL6AAiDI TL6AAiDL TL6AaIDR TL6AaIDL TL6AIiDI TL6AIiDR TL6AIiDL TL6AIIDI TL6AIIDR TL6AFFDI TL6AFFDL TL6AFFdL TL6AFiDR TL6AFiDL TL6AFidR TL6aaiDI TL6aaiDR

TL6aaiDL TL6aaIDL TL6aIiDI TL6aIiDR TL6aFcDI TL6aFcDR TL6aFcDL TL6aFcdR TL6aFiDR TL6aFiDL TL6aFidI TL6aFidR TL6aFIdL TL6IAfDR TL6IIFDI TL6IIFDL TL6IiFDI TL6IiFDR TL6IiFDL TL6IFidR TL6FAiDI TL6FAiDL TL6FaiDI TL6FaiDL TL6FaidI TL6FaidL TL6FaIDR TL6FaIDL TL6FaIdR TL6FIFDI TL6FIFdI TL6FIiDI TL6FIiDL TL6FIidI TL6FIidR TL6FIIDR TL6FIIDL TL6FiFDI TL6FiFdR TL6FPiDL TL6PFiDL TL7AAFDI TL7AaIDI TL7AaIDR TL7AaIDL TL7AIiDI TL7AIiDR TL7AIiDL TL7AIIDI TL7AIIDL TL7AiFDI TL7AiFDR TL7AiFDL TL7AFFDI TL7AFFDR TL7AFFDL TL7AFFdR TL7AFFdL TL7AFadI TL7AFadR TL7APfDR TL7APCDI TL7APCDL TL7aAfDI TL7aAfDR TL7aAfDL TL7aAcDR

TL7aAcDL TL7aApDI TL7aIfDR TL7aIaDR TL7aFidL TL7aPfDL TL7aPcDL TL7IAfDR TL7IAfDL TL7IApDI TL7IafDL TL7IFaDI TL7IFadR TL7iFfdI TL7FAFDI TL7FAFdI TL7FApdR TL7FAIDL TL7FAIdR TL7FaidR TL7FaIDR TL7FaIDL TL7FaIdR TL7FIfDI TL7FIfdR TL7FIaDR TL7FIadR TL7FIADI TL7FIADR TL7FIidR TL7FIIdR TL7FiFdI TL7FFFdI TL7FFadR TL7FFADI TL7FPfDR TL7FPfDL TL7FPFdI TL7FPcdI TL7FPcdR TL7FPadR TL7FPIDI TL7FPIDL TL7FPIdI TL7FPIdR TL7PAfDL TL7PAcDI TL7PAcDR TL7PAcDL TL7PifDI TL7PifDR TL7PFadR TL7PFIDR TL7PFIdI TL7PPfDR TL7PPfDL TL7PPcDI TL7PPcDR TL7PPcDL TAOAAFDI TAOAAFDR TAOAAFDL TAOAaiDI TAOAaiDR TAOAIFDI TAOAIFDR TAOAIFDL

TAOAIcDI TAOAFFDI TAOAFFDR TAOAFFDL TAOAFFdI TAOAFFdR TAOAFaDI TAOaAFDR TAOaAFDL TAOaAaDI TAOaaiDR TAOaFcDI TAOaFcDR TAOaFcDL TAOaFcdI TAOaFcdR TAOIAfDL TAOIAFDI TAOIAFDR TAOIAFDL TAOIAaDI TAOIaFDI TAOIaFDR TAOIaFDL TAOIiFDI TAOIiFDR TAOIiFDL TAOIFiDL TAOIFidI TAOIFidR TAOiAfDI TAOiAfDR TAOiAfDL TAOFAadR TAOFAADI TAOFAADR TAOFAADL TAOFAAdI TAOFAAdR TAOFAiDI TAOFAiDL TAOFAidI TAOFAidR TAOFaaDR TAOFaadR TAOFaiDI TAOFaiDR TAOFaiDL TAOFaidI TAOFIiDI TAOFIiDL TAOFIidI TAOFIidL TAOFiaDR TAOFiaDL TAOFiadR TAOFFaDR TAOFFadR TAOFFADI TAOFFADR TAOFFADL TAOFFAdR TAOFFiDI TAOFFiDL TAOFFidL TAOFFIDI TAOFFIDR

TAOFFIDL TAOFFIdR TAOFPidI TAOFPIDI TAOFPIDR TAOFPIdR TAOPAFdR TAOPIfdR TAOPifdR TAOPFaDR TAOPFaDL TAOPFadR TAOPFADR TAOPFADL TAOPFAdI TAOPFAdR TAOPFiDI TAoAAfDI TAoAAfDR TAoAAfDL TAoAApDI TAoAafDI TAoAafDL TAoAacDI TAoAFfdI TAoAPfDI TAoAPfDR TAoAPfDL TAoAPcDI TAoAPcDR TAoAPcDL TAoAPpDI TAoAPpDR TAoAPpDL TAoaAfDI TAoaAfDL TAoaafDI TAoaafDR TAoaafDL TAoaFfDI TAoaFfDR TAoaFfDL TAoaFfdI TAoaFfdR TAoaFcDL TAoaFcdI TAoaPfDI TAoaPfDR TAoaPfDL TAoaPcDI TAoaPcDR TAoaPcDL TAoIAfDI TAoIAfDL TAoIAFDR TAoIAFDL TAoIaFDI TAoIaFDL TAoIifDR TAoIifDL TAoIiFDI TAoIFFDI TAoIFFDR TAoIFFDL TAoIFFdI TAoIPfDI TAoiAfDI

TAoiAfDR TAoiAfDL TAoFAfDI TAoFAfDR TAoFAfDL TAoFAfdI TAoFAfdR TAoFAfdL TAoFAcDI TAoFAcDR TAoFAcDL TAoFAcdI TAoFAcdR TAoFACDI TAoFACDR TAoFACDL TAoFACdI TAoFACdR TAoFApDI TAoFApDR TAoFApdI TAoFApdR TAoFAiDR TAoFAiDL TAoFAIDI TAoFAIdI TAoFafDI TAoFafDL TAoFafdI TAoFaFDL TAoFIfDL TAoFIfdI TAoFIfdR TAoFIFDI TAoFIFDR TAoFIFDL TAoFIFdI TAoFIFdR TAoFIcDI TAoFIcdI TAoFifDI TAoFifdI TAoFiFDI TAoFiFDL TAoFFfDI TAoFFfDR TAoFFfDL TAoFFfdR TAoFFFDR TAoFFFDL TAoFFiDR TAoFFiDL TAoFFIDI TAoFFIDR TAoFFIDL TAoFFIdI TAoFPfDI TAoFPfDL TAoFPfdI TAoFPFDI TAoFPFDL TAoFPFdI TAoFPcDI TAoFPcDL TAoFPcdI TAoFPpDI TAoFPpDL



213

TAoFPpdI TAoFPiDR TAoFPiDL TAoFCfDI TAoFCfdI TAoPAfDI TAoPAfDL TAoPAfdI TAoPAcDI TAoPACDI TAoPaCDI TAoPIfDI TAoPIfDL TAoPIfdR TAoPIfdL TAoPifDI TAoPifDL TAoPifdI TAoPifdR TAoPifdL TAoPFfDI TAoPFfDL TAoPFfdI TAoPFfdL TAoPFFdI TAoPFFdL TAoPFidR TAoPPfDI TAoPPfdR TAoPPcDI TAoPPCDI TAoPPpDI TAoPPiDR TAPAacDR TAPAaCDI TAPAaCDR TAPAaiDI TAPAaiDR TAPAIcDI TAPAIcDR TAPAICDI TAPAICDR TAPAIiDI TAPAIiDR TAPAIIDR TAPAFfdR TAPAFiDI TAPAFiDR TAPAFiDL TAPAFidI TAPAFidR TAPAFIDI TAPAFIDR TAPAFIDL TAPAFIdR TAPAFIdL TAPAPcDR TAPaAfDR TAPaAfDL TAPaAFDI TAPaAFDR TAPaAFDL TAPaafDR TAPaaiDI TAPaaiDR TAPaIiDR TAPaFFdR

TAPaFcDR TAPaFcdR TAPaFpDR TAPaFpdI TAPaFpdR TAPaFiDR TAPaFiDL TAPaFidR TAPaFIDR TAPaFIDL TAPaFIdR TAPIAfDL TAPIAFDL TAPIafDL TAPIaFDL TAPIiFDI TAPIiFDL TAPIFfdR TAPIFiDL TAPIFidI TAPIFidR TAPiAfDR TAPiAFDI TAPiAFDR TAPiAFDL TAPiAcDI TAPiIaDI TAPiPfDR TAPFAfdI TAPFAfdR TAPFAiDI TAPFAiDR TAPFAiDL TAPFAidI TAPFAidR TAPFAIDI TAPFAIDR TAPFAIDL TAPFAIdI TAPFAIdR TAPFaadR TAPFaiDI TAPFaiDR TAPFaiDL TAPFaidI TAPFaidR TAPFIaDR TAPFIaDL TAPFIadR TAPFIADI TAPFIADR TAPFIADL TAPFIAdI TAPFIAdR TAPFIiDI TAPFIiDR TAPFIiDL TAPFIidI TAPFIidR TAPFIIDI TAPFIIDR TAPFIIDL TAPFIIdI TAPFifdR TAPFiaDR TAPFiaDL TAPFiadR

TAPFFaDI TAPFFaDR TAPFFadR TAPFFadL TAPFFADI TAPFFADR TAPFFADL TAPFFAdI TAPFFAdR TAPFFiDI TAPFFiDR TAPFFiDL TAPFFidL TAPFFIDI TAPFFIDR TAPFFIDL TAPFPfDR TAPFPfdR TAPFPCdR TAPFPiDI TAPFPiDR TAPFPiDL TAPFPidI TAPFPidR TAPFPIDI TAPFPIdI TAPFPIdR TAPFPIdL TAPPIfdR TAPPFaDR TAPPFadR TAPPFADR TAPPFAdR TAPPFiDR TAPPFiDL TAPPFidI TAPPFidR TAPPFIDI TAPPFIdI TAPPFIdR TApAAfDI TApAAfDR TApAAfDL TApAAfdI TApAAFDI TApAApDI TApAApDR TApAApDL TApAafDI TApAafDR TApAafDL TApAaFDI TApAacDI TApAacDL TApAaCDI TApAIfDI TApAIfDR TApAIfDL TApAIFDI TApAIcDI TApAIcDL TApAIpdI TApAifDI TApAifDR TApAifDL TApAifdI TApAFfDI

TApAFfDR TApAFfdI TApAFfdR TApAFFDI TApAFFdI TApAPfDI TApAPfDR TApAPfDL TApAPFDI TApAPcDI TApAPcDR TApAPcDL TApAPpDI TApaAfDI TApaAfDR TApaAfDL TApaAFDI TApaAcDI TApaafDI TApaafDL TApaaFDI TApaacDI TApaFfDI TApaFfDR TApaFfDL TApaFFDI TApaFFdI TApaFcDI TApaFpDI TApaPfDI TApaPfDR TApaPfDL TApaPFDI TApaPFDL TApaPcDI TApaPcDL TApaCfDR TApaCfDL TApIAfDI TApIAFDI TApIAcDI TApIacDI TApIIcDI TApIIpDI TApIifDI TApIFFDI TApIFFdI TApIPfDI TApIPFdR TApIPcDI TApIPCdI TApIPIDI TApIPIdI TApIPIdR TApIPIdL TApiAfDI TApiAfDL TApiAFDI TApiAcDI TApiAcDR TApiAcDL TApiAcdI TApiFfDR TApiFfDL TApiFaDI TApiPfDI TApiPfDR

TApiPfDL TApFAfDI TApFAfDR TApFAfDL TApFAfdI TApFAfdR TApFAFDI TApFAFdI TApFAcDI TApFAcDL TApFAcdI TApFACDI TApFACdI TApFApDI TApFApDL TApFApdI TApFAiDR TApFAiDL TApFAidR TApFafDI TApFafDL TApFaFDI TApFaFdI TApFIfDI TApFIfDR TApFIfDL TApFIfdL TApFIFDI TApFIFDL TApFIFdI TApFIcDR TApFIcDL TApFIcdR TApFICDI TApFICDL TApFICdI TApFIpDR TApFIpDL TApFifDI TApFifDR TApFifDL TApFifdI TApFifdR TApFiFDI TApFiFdI TApFFfDI TApFFfDL TApFFfdI TApFFFDI TApFFFDL TApFFFdI TApFFiDR TApFFiDL TApFFIDL TApFFIdI TApFPfDI TApFPfDR TApFPfDL TApFPFDI TApFPFDL TApFPFdI TApFPcdI TApFPCDI TApFPCDL TApFPpDI TApFPpDL TApFPiDR

TApFPidR TApFPIDI TApFPIDL TApFPIdI TApFCfDI TApFCfDR TApFCfdR TApFCFDI TApFCFDR TApFCFDL TApFCFdI TApPAfDI TApPAfDR TApPAfDL TApPAfdI TApPAfdR TApPAfdL TApPAFDI TApPAFDR TApPAFDL TApPAFdL TApPAcDI TApPACDI TApPApDI TApPafDR TApPafDL TApPafdI TApPafdL TApPaFDI TApPaFDR TApPaFDL TApPacDI TApPaCDI TApPIfDR TApPIfDL TApPIfdI TApPIfdR TApPIfdL TApPIFDI TApPIFDR TApPIFDL TApPIcDI TApPICDI TApPIpDI TApPifDI TApPifDR TApPifDL TApPifdR TApPifdL TApPiFDI TApPiFDL TApPFfDI TApPFfDR TApPFfDL TApPFfdI TApPFfdL TApPFFDL TApPFidR TApPFIdL TApPPfDR TApPPfDL TApPPfdI TApPPfdR TApPPfdL TApPPFDI TApPPFDR TApPPFDL

TApPPFdL TApPPcDI TApPPcDL TApPPpDI TApPPiDR TApPPIDR TApCFfdI TApCFfdR TApCFFdI TApCPfdI TApCPfdR TApCPfdL TApCPFdR TAQAAFDI TAQAAFDR TAQAAFDL TAQAAaDR TAQAIFDI TAQAIFDR TAQAIFDL TAQAFfdR TAQAFFDI TAQAFFDR TAQAFFDL TAQAFFdI TAQAFFdR TAQAFaDR TAQAFaDL TAQAFadR TAQAFADI TAQAFADR TAQAFADL TAQAFAdI TAQAFAdR TAQAPFDR TAQAPFDL TAQaAfDI TAQaAfDR TAQaAfDL TAQaAFDR TAQaAcDR TAQaApDR TAQaaaDR TAQaaaDL TAQaaADL TAQaaiDI TAQaIaDI TAQaIaDR TAQaIaDL TAQaFcDR TAQaFcDL TAQaFcdI TAQaFcdR TAQaFpDR TAQaFpdR TAQaFaDR TAQaFaDL TAQaFiDR TAQaFidI TAQaFidR TAQaFidL TAQIAfDI TAQIAfDR TAQIAfDL TAQIAFDI TAQIAFDR TAQIAFDL



214

TAQIAcDI TAQIAaDI TAQIAaDR TAQIAaDL TAQIafDR TAQIafDL TAQIaaDI TAQIaaDR TAQIaaDL TAQIiFDI TAQIiFDL TAQIiaDI TAQIFfDR TAQIFfdR TAQIFaDR TAQIFadI TAQIFadR TAQIFiDI TAQIFiDR TAQIFiDL TAQIFidI TAQIFidR TAQIPFdI TAQIPiDI TAQIPiDR TAQIPIDI TAQIPIDR TAQiAfDI TAQiAfDR TAQiAfDL TAQiAFDR TAQiAFDL TAQiIaDI TAQiIaDR TAQFAaDI TAQFAaDR TAQFAaDL TAQFAadI TAQFAadR TAQFAADR TAQFAADL TAQFAAdI TAQFAiDI TAQFAiDR TAQFAiDL TAQFAidI TAQFaFDR TAQFaaDI TAQFaaDR TAQFaaDL TAQFaadI TAQFaADI TAQFaADR TAQFaAdI TAQFaAdR TAQFaiDR TAQFaiDL TAQFaidI TAQFaIDI TAQFaIDL TAQFIaDI TAQFIaDR TAQFIaDL TAQFIadI TAQFIadR TAQFIADI TAQFIADR

TAQFIADL TAQFIAdI TAQFIAdR TAQFIiDI TAQFIiDR TAQFIiDL TAQFIidI TAQFIidR TAQFIIDI TAQFIIDR TAQFIIdI TAQFIIdR TAQFIIdL TAQFiaDI TAQFiaDR TAQFiaDL TAQFiadR TAQFiADI TAQFiADL TAQFiAdI TAQFiAdR TAQFFFDI TAQFFFDR TAQFFaDI TAQFFaDR TAQFFaDL TAQFFADI TAQFFADR TAQFFADL TAQFFiDI TAQFFiDR TAQFFiDL TAQFFidL TAQFPaDI TAQFPaDL TAQFPadI TAQFPadR TAQFPadL TAQFPADR TAQFPADL TAQFPAdI TAQFPAdR TAQFPiDI TAQFPiDR TAQFPiDL TAQFPidI TAQPAADI TAQPAiDI TAQPIfdR TAQPIFDR TAQPFaDI TAQPFaDL TAQPFadI TAQPFadR TAQPFADI TAQPFAdI TAQPFAdR TAQPFiDI TAQPFiDR TAQPFiDL TAQPFidI TAQPFidL TAQPFIDI TAQPFIDR TAQPFIDL TAQPPFdR TAQPPiDI

TAQCFidI TAQCFidR TAQCFIdI TAQCFIdR TAqAApDI TAqAafDI TAqAafDR TAqAafDL TAqAaCDI TAqAIfDI TAqAIfDR TAqAIfDL TAqAICDI TAqAFfDI TAqAFfDR TAqAFfDL TAqAFfdR TAqAFFdI TAqAFADI TAqAFADL TAqAFAdI TAqAPCDI TAqAPAdR TAqAPAdL TAqaAFDI TAqaAFDL TAqaACDI TAqaAaDI TAqaPfDI TAqaPfDL TAqaPFDI TAqaPFDL TAqaPcDI TAqIAaDI TAqIacDI TAqIacDR TAqIIcDI TAqIIcDR TAqIFaDI TAqIFaDR TAqIFaDL TAqIFadI TAqIFadR TAqIFadL TAqIPcDI TAqIPCdI TAqIPpDI TAqiAFDI TAqiFfdI TAqiFaDI TAqiFaDR TAqiFaDL TAqiFadR TAqiPfDI TAqiPfDR TAqiPfDL TAqFAfDI TAqFAfdI TAqFAFDL TAqFAcDI TAqFAcdI TAqFACDI TAqFACDR TAqFACDL TAqFACdI TAqFACdR TAqFApDI

TAqFApDR TAqFApDL TAqFAaDL TAqFAADI TAqFAADR TAqFAADL TAqFAAdI TAqFAiDI TAqFAiDR TAqFAiDL TAqFAidI TAqFAidR TAqFAIDI TAqFAIDR TAqFAIDL TAqFAIdI TAqFAIdR TAqFAIdL TAqFafDI TAqFafDL TAqFafdI TAqFaFDI TAqFaFdI TAqFaaDL TAqFaiDR TAqFaidR TAqFIfDI TAqFIfDR TAqFIfDL TAqFIfdI TAqFIcDI TAqFIcDL TAqFIcdI TAqFICdI TAqFIpDI TAqFIpDR TAqFIpDL TAqFIaDI TAqFIaDL TAqFIADI TAqFIADR TAqFIADL TAqFIAdI TAqFIAdR TAqFifDI TAqFifDR TAqFifDL TAqFifdI TAqFiADI TAqFiADR TAqFiADL TAqFiAdI TAqFiAdR TAqFFfDI TAqFFfDR TAqFFfDL TAqFFfdI TAqFFfdR TAqFFFDI TAqFFFDL TAqFFFdI TAqFFaDI TAqFFaDL TAqFFADL TAqFFiDI TAqFFiDR TAqFFiDL

TAqFFIDI TAqFFIDR TAqFFIDL TAqFFIdI TAqFPfdI TAqFPFDI TAqFPFDL TAqFPFdI TAqFPCDI TAqFPCDR TAqFPCDL TAqFPCdI TAqFPpDI TAqFPpdI TAqFPaDR TAqFPaDL TAqFPADI TAqFPADL TAqFPAdI TAqFPAdR TAqFPiDR TAqFPidR TAqFPidL TAqFPIDR TAqFPIDL TAqFPIdR TAqFCfDR TAqFCfDL TAqFCfdI TAqPAfdI TAqPAfdR TAqPAfdL TAqPAFDI TAqPAFDR TAqPAFdI TAqPAFdR TAqPAFdL TAqPACDI TAqPafDI TAqPafDR TAqPafDL TAqPafdR TAqPafdL TAqPaFDI TAqPaFDR TAqPaFDL TAqPacDI TAqPaCDI TAqPaCDL TAqPIfDI TAqPIfDR TAqPIfDL TAqPIfdI TAqPIfdR TAqPIfdL TAqPIFDI TAqPIFDR TAqPIFDL TAqPIFdI TAqPIFdL TAqPIcDI TAqPIpDI TAqPifDR TAqPifdI TAqPifdR TAqPifdL TAqPiFDR

TAqPiFDL TAqPFfDI TAqPFfDR TAqPFfDL TAqPFfdI TAqPFFDI TAqPFFDR TAqPFFDL TAqPFaDR TAqPFADI TAqPFADR TAqPFADL TAqPFiDR TAqPFidR TAqPFIDR TAqPFIdR TAqPFIdL TAqPPfdI TAqPPfdR TAqPPfdL TAqPPFDL TAqPPcDR TAqPPiDR TAqPPIDR TAqCFfdI TAqCFfdR TAqCFFdI TAqCFidR TAqCFIdR TAqCPfdI TAqCPfdR TAqCPfdL TARAAaDI TARAAADI TARAAIDI TARAaaDI TARAaaDL TARAIaDI TARAIIDI TARAFaDI TARAFaDL TARAFadI TARAFiDI TARAFiDL TARAFidI TARAPaDL TARAPAdR TARAPiDL TARaaaDI TARaaADI TARaFiDL TARIAaDI TARIAaDL TARIAiDI TARIaaDI TARIaaDL TARIaiDI TARIaiDL TARIFaDI TARIFadI TARIFAdI TARIPaDL TArAAaDR TArAAaDL TArAAiDR TArAAiDL TArAFaDL

TArAFiDL TArAPaDL TArAPiDL TAraFiDI TAraFidI TArIAiDR TArIAiDL TArIFAdR TArIFidR TArIFIdR TAriFAdR TAriFiDR TAriFidR TAriFIDR TAriFIdR TAKAAFDI TAKAAFDR TAKAIFDI TAKAIcDR TAKAIiDI TAKAFFDI TAKAFFDR TAKAFFDL TAKAFIDI TAKAFIDL TAKAFIdI TAKAFIdR TAKaAfDR TAKaAaDI TAKaAaDL TAKaFcDI TAKaFcDR TAKaFcDL TAKaFcdI TAKaFaDL TAKaFadI TAKaFadR TAKaFiDR TAKIAFDI TAKIAFDR TAKIAFDL TAKIAaDI TAKIAaDL TAKIAIDI TAKIAIDR TAKIaFDI TAKIaFDR TAKIaFDL TAKIaIDI TAKIaIDR TAKIFaDI TAKIFaDL TAKIFadI TAKIPaDL TAKiAfDI TAKFAadR TAKFAADR TAKFAAdR TAKFaADR TAKFaADL TAKFaAdR TAKFIFdR TAKFIADR TAKFIADL TAKFIAdR TAKFiadR TAKFFFDR



215

TAKFFADR TAKFFAdR TAKFPADR TAKPFADR TAKPFADL TAKPFAdR TAkAAcDI TAkAAcdI TAkAApDL TAkAFfdI TAkAPcDI TAkAPpDI TAkAPpDL TAkAPidI TAkaAfDI TAkaAcDI TAkaafDI TAkaafDL TAkaFfdI TAkaFcDI TAkaFcDL TAkaFcdI TAkaFpDL TAkaFpdI TAkaPfDI TAkaPfDL TAkaPcDL TAkaPCdI TAkIAfDI TAkIAaDL TAkIIfDI TAkIFFdR TAkIFiDL TAkIPfDI TAkIPidI TAkiAfDI TAkiAfDL TAkFAfDI TAkFAfDL TAkFAFDR TAkFAcDR TAkFAcDL TAkFAcdI TAkFAcdR TAkFACDR TAkFACDL TAkFACdI TAkFApDI TAkFApdI TAkFafdI TAkFafdR TAkFIfDI TAkFIfDR TAkFIfdI TAkFIfdR TAkFIFDI TAkFIFDR TAkFIFdR TAkFIcdI TAkFICDR TAkFifDI TAkFifDR TAkFifDL TAkFifdI TAkFiFDR TAkFiFDL TAkFFfDI

TAkFFfDR TAkFFFDR TAkFFFDL TAkFPfDI TAkFPfdI TAkFPFDI TAkFPFDR TAkFPFDL TAkFPFdI TAkFPcDI TAkFPcdI TAkFPpDI TAkFPpdI TAkFPpdR TAkFPIdR TAkFCfDI TAkFCfdI TAkFCFdR TAkPAfDI TAkPAcDI TAkPIfDI TAkPIfDR TAkPIfdR TAkPIfdL TAkPifdR TAkPifdL TAkPFfdI TAkPFfdR TAkPFFdL TAkPPfDI TAkPPcDI TAkPPpDI TAkCFfdI TAkCFfdR TALAAaDI TALAAaDR TALAAaDL TALAacDR TALAaCDR TALAaIDI TALAaIDR TALAIcDR TALAICDR TALAIiDI TALAIiDR TALAIIDR TALAFfdR TALAFaDI TALAFaDR TALAFaDL TALAFadI TALAFadR TALAFiDI TALAFiDL TALAFidI TALAFIDR TALAFIDL TALAFIdI TALAFIdR TALAPcDR TALAPCdI TALAPCdR TALAPCdL TALAPiDI TALAPiDR TALAPIDI TALAPIDR

TALaAfDI TALaAfDL TALaAFDR TALaAaDI TALaAaDR TALaAaDL TALaAADI TALaAADR TALaAADL TALaafDR TALaaaDR TALaaaDL TALaaADI TALaaADL TALaaiDR TALaaIDI TALaaIDR TALaFcDR TALaFcDL TALaFcdI TALaFpDR TALaFpdR TALaFaDR TALaFaDL TALaFadI TALaFadR TALaFADR TALaFADL TALaFAdI TALaFiDR TALaFiDL TALaFidI TALaFidR TALaFIDR TALaFIDL TALaFIdI TALaFIdR TALIAfDL TALIAaDI TALIAADI TALIAADL TALIAiDI TALIAiDR TALIafDL TALIaFDL TALIaaDI TALIaADI TALIFfDR TALIFfdR TALIFFdR TALIFaDL TALIFadI TALIFadR TALIFADI TALIFADL TALIFAdI TALIFAdR TALIFidI TALIFIDL TALIFIdI TALIFIdR TALIPaDL TALIPadI TALIPadL TALIPADL TALiAfDI TALiAfDR

TALiAfDL TALiAcDI TALiPfDR TALFACdR TALFAaDR TALFAadI TALFAadR TALFAADR TALFAAdR TALFAiDI TALFAiDR TALFAiDL TALFAidI TALFAidR TALFAIDR TALFAIDL TALFAIdI TALFAIdR TALFaaDR TALFaadI TALFaadR TALFaADR TALFaAdR TALFaiDI TALFaiDR TALFaiDL TALFaidI TALFaidR TALFaIDR TALFaIDL TALFaIdR TALFIaDI TALFIaDL TALFIadR TALFIadL TALFIADR TALFIAdI TALFIAdR TALFIiDL TALFIidR TALFIIDI TALFIIDR TALFIIdI TALFIIdR TALFiaDI TALFiaDR TALFiadI TALFFfDI TALFFfDR TALFFaDI TALFFaDR TALFFaDL TALFFADR TALFFiDI TALFFiDR TALFFIDI TALFFIDL TALFPFdR TALFPaDI TALFPaDL TALFPadI TALFPadR TALFPADI TALFPADL TALFPAdI TALFPAdR TALFPiDI

TALFPiDR TALFPidR TALFPIDI TALFPIDR TALFPIdI TALFPIdR TALPFaDI TALPFaDR TALPFadI TALPFadR TALPFADR TALPFAdR TALPFiDR TALPFidR TALPFIdI TALPFIdR TAlAAfDR TAlAAfDL TAlAAFDI TAlAAFDL TAlAAcDI TAlAAcDR TAlAAcDL TAlAApDI TAlAApDL TAlAacDI TAlAacDL TAlAIfDR TAlAIfDL TAlAIcDI TAlAIpdI TAlAFfDR TAlAFfDL TAlAFfdI TAlAFfdR TAlAFFDI TAlAFFDR TAlAFFDL TAlAFFdI TAlAPfDR TAlAPFDR TAlAPFDL TAlAPcDI TAlAPcDR TAlAPcDL TAlAPCDI TAlAPpDI TAlAPpDL TAlAPpdI TAlAPiDI TAlAPIdI TAlAPIdR TAlAPIdL TAlaAfDL TAlaAFDI TAlaAFDR TAlaAFDL TAlaafDL TAlaaFDI TAlaaFDR TAlaaFDL TAlaFfDI TAlaFfDR TAlaFfDL TAlaFfdR TAlaFFDI TAlaFFDR

TAlaFFDL TAlaFFdR TAlaFcDR TAlaFcDL TAlaFcdI TAlaFcdR TAlaFpDR TAlaFpDL TAlaFpdR TAlaFidR TAlaPfDR TAlaPFDI TAlaPFDR TAlaPFDL TAlaPcDL TAlaPCDI TAlaPCdI TAlaCFDR TAlaCFDL TAlIAfDI TAlIAfDR TAlIAfDL TAlIAFDI TAlIAFDL TAlIACDI TAlIIfDI TAlIIfDR TAlIIfDL TAlIICDI TAlIFfDI TAlIFfDL TAlIFfdI TAlIFFDI TAlIFFDL TAlIFFdI TAlIFiDL TAlIPfDI TAlIPfDR TAlIPfDL TAlIPFDI TAlIPFDL TAlIPIdI TAlIPIdR TAlIPIdL TAliAfDR TAliAfDL TAliAFDI TAliAFDR TAliAFDL TAliFfDR TAliFfDL TAliFFDI TAliFFDR TAliFFDL TAliFFdR TAliFCDI TAliFCDR TAliFCDL TAliFaDI TAliFaDR TAliFaDL TAliFadI TAliFadR TAliFADI TAliFADR TAliFADL TAliFAdI

TAliFAdR TAliFiDL TAliFIDL TAliPfDR TAliPfDL TAliPFDR TAlFAfDR TAlFAfDL TAlFAfdI TAlFAfdR TAlFAFDR TAlFAFDL TAlFAcDR TAlFAcDL TAlFAcdR TAlFACDI TAlFACDR TAlFACDL TAlFApDR TAlFApDL TAlFafDR TAlFafDL TAlFafdR TAlFaFDI TAlFaFDL TAlFIfDR TAlFIfDL TAlFIfdI TAlFIFDR TAlFIFDL TAlFIcDL TAlFIcdI TAlFICDL TAlFIpDL TAlFifDR TAlFifDL TAlFiFDR TAlFiFDL TAlFFfDR TAlFFfdI TAlFFFDL TAlFFFdI TAlFFAdI TAlFFAdR TAlFPfDR TAlFPfDL TAlFPfdI TAlFPFDR TAlFPcDR TAlFPcDL TAlFPcdI TAlFPCDR TAlFPCDL TAlFPpDR TAlFPpDL TAlFPpdR TAlFPAdI TAlFPidR TAlFPIdR TAlFCfDR TAlFCfDL TAlFCfdR TAlFCFDR TAlPAfDR TAlPAfDL TAlPAfdI TAlPAfdR



216

TAlPAfdL TAlPAFDR TAlPAFDL TAlPAFdR TAlPAFdL TAlPApdR TAlPafDR TAlPafDL TAlPafdI TAlPafdR TAlPafdL TAlPaFDR TAlPaFDL TAlPaFdR TAlPaFdL TAlPaCDI TAlPIfDR TAlPIfDL TAlPIfdI TAlPIfdR TAlPIfdL TAlPIFDR TAlPIFDL TAlPIFdL TAlPifDR TAlPifDL TAlPifdR TAlPiFDL TAlPiFdR TAlPFfDL TAlPFfdI TAlPFFDR TAlPPfDR TAlPPfdI TAlPPfdR TAlPPfdL TAlPPFDR TAlPPFdR TAlCFfdI TAlCFfdR TAlCPfdI TAlCPfdR TAlCPFdR TAMAAFDR TAMAAFDL TAMAAaDI TAMAAaDL TAMAaIDI TAMAIFDI TAMAIFDR TAMAIFDL TAMAIADI TAMAIADR TAMAIiDI TAMAIIDI TAMAIIDR TAMAFFDI TAMAFaDI TAMAFaDL TAMAFadI TAMAFadR TAMAFADI TAMAFADR TAMAFADL TAMAFAdI TAMAFAdR TAMAFAdL

TAMAFiDI TAMAFiDR TAMAFiDL TAMAFidI TAMAFidR TAMAFIDI TAMAFIDR TAMAFIDL TAMAFIdI TAMAFIdR TAMAPFDR TAMAPiDI TAMAPIDI TAMAPIDL TAMaAfDI TAMaAfDR TAMaAfDL TAMaAFDR TAMaAcDR TAMaAaDI TAMaAaDR TAMaAaDL TAMaaiDI TAMaaIDI TAMaIiDI TAMaIiDR TAMaFcDI TAMaFcDR TAMaFcDL TAMaFpDR TAMaFaDL TAMaFiDI TAMaFiDR TAMaFiDL TAMaFidI TAMaFIDI TAMaFIDR TAMaFIDL TAMIAfDR TAMIAFDI TAMIAFDR TAMIAFDL TAMIAaDI TAMIAaDR TAMIAaDL TAMIAiDI TAMIAiDR TAMIAIDI TAMIAIDR TAMIafDR TAMIaFDI TAMIaFDR TAMIaFDL TAMIiFDI TAMIiFDL TAMIFFDR TAMIFFdR TAMIFaDI TAMIFaDL TAMIFadI TAMIFadL TAMIFAdR TAMIFiDI TAMIFiDL TAMIFidI TAMIPIDR TAMiAfDI

TAMiAfDR TAMiAfDL TAMFAaDL TAMFAADR TAMFAiDR TAMFAiDL TAMFAidI TAMFAidR TAMFAIDR TAMFAIDL TAMFaFDR TAMFaADR TAMFaiDI TAMFaiDR TAMFaidI TAMFaidR TAMFaIdR TAMFaIdL TAMFIFDR TAMFIaDI TAMFIADI TAMFIiDR TAMFIidI TAMFIidR TAMFIIdR TAMFiaDR TAMFiADR TAMFFaDI TAMFFaDR TAMFFADI TAMFFADR TAMFFiDI TAMFFiDR TAMFFIDI TAMFFIDR TAMFFIDL TAMFPFDR TAMFPaDI TAMFPaDL TAMFPADR TAMFPiDR TAMFPiDL TAMFPidI TAMFPidR TAMFPidL TAMFPIDI TAMFPIDR TAMFPIdI TAMFPIdR TAMPIfdR TAMPFaDI TAMPFADL TAMPFiDR TAMPFidI TAMPFidL TAMPFIDR TAMPFIdL TAMPPIDR TAMCFidI TAMCFidR TAMCFIdR TAmAAFDI TAmAAFDL TAmAACDI TAmAACDL TAmAApDI TAmAAaDI

TAmAAaDL TAmAAiDR TAmAafDI TAmAafDR TAmAacDI TAmAaiDI TAmAaIDI TAmAIfDI TAmAIfDR TAmAIfDL TAmAICDI TAmAIiDI TAmAIIDI TAmAIIDR TAmAFfDI TAmAFfDR TAmAFfDL TAmAFFdI TAmAFFdL TAmAFaDI TAmAFaDL TAmAFadI TAmAFADI TAmAFADL TAmAPfDI TAmAPfDR TAmAPfDL TAmAPcDI TAmAPcDR TAmAPcDL TAmAPCDI TAmAPpDI TAmAPadI TAmAPAdR TAmAPAdL TAmAPiDI TAmAPIDI TAmaAfDI TAmaAfDR TAmaAfDL TAmaAFDL TAmaACDI TAmaApDI TAmaAaDI TAmaAaDR TAmaAaDL TAmaafDI TAmaafDL TAmaacDI TAmaaiDI TAmaaIDI TAmaIiDI TAmaIiDR TAmaFfDI TAmaFfdI TAmaFaDI TAmaFaDR TAmaFaDL TAmaFadI TAmaFadR TAmaFiDR TAmaFiDL TAmaFidR TAmaFIDR TAmaPfDI TAmaPfDR TAmaPfDL

TAmaPFDI TAmaPFDR TAmaPFDL TAmaPcDI TAmaCfDL TAmIAfDI TAmIAfDL TAmIAFDI TAmIAFDR TAmIAFDL TAmIACDI TAmIAaDI TAmIAaDR TAmIAADI TAmIacDI TAmIacDR TAmIaADI TAmIIcDI TAmIIcDR TAmIifDL TAmIFFDI TAmIFFDL TAmIFFdI TAmIFaDI TAmIFaDL TAmIFadI TAmIFadR TAmIFADI TAmIFAdI TAmIFiDI TAmIFiDL TAmIFidI TAmIFIDL TAmIFIdI TAmIPfDI TAmIPfDL TAmIPFDI TAmIPFDL TAmIPcDI TAmIPcDR TAmIPpDI TAmIPpDR TAmIPpdI TAmiFfDI TAmiFfDL TAmiFfdI TAmiFFDR TAmiFFDL TAmiFcDI TAmiFCDR TAmiFCDL TAmiFCdR TAmiFaDR TAmiFADL TAmiFAdI TAmiFAdR TAmiPfDI TAmiPfDL TAmiPFDI TAmiPFDR TAmiPFDL TAmFAfDI TAmFAfDL TAmFAfdI TAmFAFDI TAmFAFDL TAmFAcDI

TAmFAcDR TAmFAcDL TAmFACDI TAmFACDR TAmFACDL TAmFApDI TAmFApDL TAmFAaDL TAmFAadI TAmFAADI TAmFAADL TAmFAIdR TAmFafDI TAmFafDR TAmFafDL TAmFafdI TAmFaFDI TAmFaFDL TAmFaaDI TAmFaaDL TAmFaadI TAmFaADI TAmFaAdL TAmFaIdR TAmFIfDI TAmFIfDL TAmFIFDI TAmFIFDR TAmFIFDL TAmFIFdI TAmFIcDI TAmFIcDR TAmFIcDL TAmFIcdI TAmFICDI TAmFICdI TAmFIpDI TAmFIpDR TAmFIpDL TAmFIpdI TAmFIaDI TAmFIadI TAmFIADR TAmFifDI TAmFifDL TAmFiFDI TAmFiFDL TAmFiFdI TAmFiADI TAmFiADL TAmFFfDI TAmFFfDR TAmFFfDL TAmFFfdR TAmFFFdI TAmFFaDI TAmFFadI TAmFFADI TAmFFADL TAmFFAdI TAmFFIDR TAmFFIdR TAmFPFDI TAmFPFDL TAmFPFdI TAmFPFdL TAmFPcDI

TAmFPcDR TAmFPcdI TAmFPpDI TAmFPpDR TAmFPpDL TAmFPpdI TAmFPaDR TAmFPaDL TAmFPadI TAmFPADR TAmFPADL TAmFPidR TAmFPIDR TAmFPIdR TAmFCfDI TAmFCfDR TAmFCFDR TAmPAfDR TAmPAfdI TAmPAFDR TAmPAFdR TAmPAFdL TAmPAcDI TAmPAcDR TAmPACDI TAmPafDI TAmPafDR TAmPafDL TAmPafdI TAmPaFDI TAmPaFDL TAmPaFdR TAmPaFdL TAmPaCDI TAmPIfDI TAmPIfDR TAmPIfDL TAmPIFDR TAmPIFdL TAmPICDR TAmPifDI TAmPifDR TAmPifDL TAmPifdI TAmPifdL TAmPiFdR TAmPFfDI TAmPFfDR TAmPFfDL TAmPFfdI TAmPFfdL TAmPFFDR TAmPFFdL TAmPFaDL TAmPFadI TAmPFADR TAmPPfDI TAmPPfDR TAmPPfdI TAmPPfdL TAmPPFDR TAmPPFDL TAmPPFdR TAmPPFdL TAmCFfdI TAmCFfdR TAmCPfdI



217

TAmCPfdR TANAAaDI TANAAaDL TANAAADI TANAaaDI TANAaaDL TANAIaDI TANAIaDL TANAFaDI TANAFaDL TANAFadI TANAFADI TANAFAdI TANAPaDL TANaaaDI TANaaADI TANaaADL TANaaIDI TANaaIDL TANaFaDI TANaFaDL TANaFadI TANaFADI TANaFAdI TANaFiDL TANIAaDI TANIAaDL TANIAADI TANIaaDI TANIaaDL TANIFaDI TANIFaDR TANIFaDL TANIFadI TANIFadR TANIPaDL TANIPAdI TANiFADI TANiFADL TANiFAdI TAnAAaDL TAnAAiDI TAnAAiDR TAnAAiDL TAnAaiDR TAnAaiDL TAnAIiDR TAnAFiDR TAnAFiDL TAnAPiDL TAnaaaDI TAnaaiDR TAnaaIDI TAnIAiDR TAnIAIDR TAnIaiDR TAnIFaDR TAnIFadR TAnIFidR TAnIFIDR TAnIFIdR TAniFADL TAniFiDR TAniFidR TAWAAFDR TAWAAFDL TAWAIFDI

TAWAIFDR TAWAIFDL TAWAIcDI TAWAFFdI TAWAFFdR TAWAFIDR TAWAFIDL TAWAFIdR TAWaAfDI TAWaAaDL TAWaFcDI TAWaFcDR TAWaFcDL TAWaFcdI TAWaFadR TAWIAFDR TAWIAFDL TAWIAaDI TAWIAaDL TAWIAIDR TAWIaFDI TAWIaFDR TAWIaIDR TAWIiFDI TAWIiFDR TAWIiFDL TAWIFFdR TAWIFaDL TAWIPaDL TAWIPadI TAWIPadR TAWIPadL TAWiAfDI TAWiAfDR TAWiAfDL TAWFACdR TAWFAAdR TAWFaADR TAWFaAdR TAWFIADR TAWFIADL TAWFIAdR TAWFFADR TAWFPADR TAWFPAdR TAwAAcDR TAwAAcDL TAwAAcdI TAwAApDL TAwAIiDR TAwAFFdR TAwAPcDI TAwAPcDL TAwAPcdI TAwAPpDI TAwAPpDL TAwAPpdI TAwaAfDR TAwaAaDL TAwaFcdI TAwaFCDR TAwaFCDL TAwaFpdI TAwaPcDI TAwaPcDR TAwaPpDR TAwIAaDL

TAwIIfDI TAwIIfDR TAwIifDR TAwIifDL TAwIFaDL TAwIPaDL TAwiAfDI TAwiAfDL TAwiFaDL TAwFAfDI TAwFAfdI TAwFAFDR TAwFAFdR TAwFAcDI TAwFAcDR TAwFAcdI TAwFAcdR TAwFACDI TAwFACDL TAwFACdI TAwFApDI TAwFafDI TAwFafdI TAwFaFdI TAwFIfDR TAwFIfdI TAwFIFDL TAwFIFdI TAwFIcdI TAwFifDR TAwFifdI TAwFiFDR TAwFiFdR TAwFFfdI TAwFFFDR TAwFFFdI TAwFFadI TAwFFAdR TAwFPfDI TAwFPfDL TAwFPfdI TAwFPFDL TAwFPcDI TAwFPcDR TAwFPcDL TAwFPcdI TAwFPpdI TAwFCfdI TAwFCfdR TAwPAfdI TAwPAfdL TAwPAcDI TAwPAcDR TAwPACDI TAwPApDR TAwPafDI TAwPafdL TAwPacDR TAwPIfDI TAwPIfdI TAwPIfdL TAwPIcDI TAwPIcDR TAwPifDR TAwPifdI TAwPifdL TAwPFfDR

TAwPFFdI TAwPFFdR TAwPPfdL TAwPPcDI TAwPPcDR TAwPPpDI TAwPPpDR TAwCFfdI TAwCFfdR TAXAAaDI TAXAAaDR TAXAacDR TAXAaIDI TAXAIcDR TAXAICDR TAXAIiDI TAXAIiDR TAXAIIDR TAXAFfdR TAXAFaDI TAXAFaDR TAXAFaDL TAXAFadI TAXAFadR TAXAFiDR TAXAFiDL TAXAFidR TAXAFIdR TAXAPcDR TAXAPCDR TAXAPCdI TAXAPCdR TAXAPCdL TAXAPiDI TAXAPiDR TAXAPIDR TAXaAfDI TAXaAfDR TAXaAfDL TAXaAFDR TAXaAaDI TAXaAaDR TAXaAADI TAXaAADR TAXaafDR TAXaaFDR TAXaaaDI TAXaaaDR TAXaaADI TAXaaADR TAXaaADL TAXaaiDR TAXaaIDI TAXaaIDR TAXaFFdR TAXaFcDR TAXaFcdR TAXaFpDR TAXaFaDR TAXaFadI TAXaFADR TAXaFADL TAXaFAdI TAXaFiDR TAXaFiDL TAXaFidI TAXaFidR

TAXaFIDR TAXaFIdI TAXaFIdR TAXIAfDL TAXIAaDI TAXIAaDR TAXIAaDL TAXIAADR TAXIAiDI TAXIAiDR TAXIafDL TAXIaaDI TAXIaADI TAXIaADR TAXIFfdR TAXIFaDI TAXIFaDR TAXIFaDL TAXIFadI TAXIFadR TAXIFAdI TAXIFAdR TAXIFiDL TAXIFidR TAXIFIdI TAXIFIdR TAXIPaDL TAXiAfDI TAXiAFDR TAXiAcDI TAXiPfDR TAXFAfDR TAXFACdR TAXFAaDR TAXFAaDL TAXFAadI TAXFAadR TAXFAADR TAXFAAdR TAXFAiDI TAXFAiDR TAXFAiDL TAXFAidR TAXFAIDI TAXFAIdI TAXFafDI TAXFaaDI TAXFaaDR TAXFaadR TAXFaAdR TAXFaiDR TAXFaidR TAXFIaDI TAXFIaDR TAXFIaDL TAXFIadI TAXFIadR TAXFIADR TAXFIAdR TAXFIiDR TAXFIidI TAXFIIdI TAXFiaDI TAXFiadI TAXFiadL TAXFFaDR TAXFFaDL

TAXFFadL TAXFFADR TAXFFiDL TAXFFIDI TAXFFIDR TAXFPaDI TAXFPaDR TAXFPadR TAXFPADI TAXFPADR TAXFPAdI TAXFPAdR TAXFPiDR TAXFPiDL TAXFPidI TAXFPidR TAXFPIDI TAXPIfdR TAXPIFdR TAXPFaDI TAXPFaDR TAXPFaDL TAXPFadI TAXPFadR TAXPFADR TAXPFAdR TAXPFiDI TAXPFidI TAXPFIDI TAXPFIdI TAxAAfDR TAxAAFDR TAxAAcDI TAxAAcDR TAxAAcDL TAxAApDI TAxAApDL TAxAAaDI TAxAaIDI TAxAIfDR TAxAIcDI TAxAICDI TAxAIpDI TAxAIiDR TAxAFfdR TAxAPfDR TAxAPcDI TAxAPcDL TAxAPCDI TAxAPCDL TAxAPpDI TAxAPpDL TAxAPiDR TAxaAfDI TAxaAfDL TAxaAFDR TAxaAFDL TAxaaFDR TAxaaaDL TAxaaADL TAxaaiDR TAxaFFDR TAxaFFDL TAxaFFdI TAxaFcDI TAxaFcDR TAxaFcDL

TAxaFcdI TAxaFpDR TAxaFpdI TAxaFaDI TAxaFaDR TAxaFaDL TAxaFadI TAxaFidR TAxaFIDR TAxaPfDR TAxaPFDR TAxIAfDI TAxIAfDL TAxIAFDR TAxIAFDL TAxIAaDL TAxIAADL TAxIaFDR TAxIaFDL TAxIaADL TAxIIfDI TAxIIfDR TAxIIfDL TAxIFfDI TAxIFfDL TAxIFfdI TAxIFFDR TAxIFFDL TAxIFaDL TAxIFADL TAxIFidR TAxIPfDL TAxIPFDR TAxIPFDL TAxIPaDL TAxIPADL TAxiAfDL TAxiAFDR TAxiAFDL TAxiFFDL TAxiFCDR TAxiFCDL TAxiFADI TAxiFADR TAxiFADL TAxiFAdI TAxiFiDR TAxiFidR TAxiFIDR TAxiFIdR TAxiPfDR TAxiPfDL TAxiPFDI TAxiPFDR TAxiPFDL TAxFAfDL TAxFAfdI TAxFAFDR TAxFAFdR TAxFAcDL TAxFAcdI TAxFACDR TAxFACdI TAxFACdR TAxFafDL TAxFaFDR TAxFaFdR



218

TAxFIfDR TAxFIfDL TAxFIfdI TAxFIFDR TAxFIFdR TAxFIcDR TAxFIcdI TAxFICDR TAxFIpDL TAxFIAdI TAxFFfDR TAxFFfDL TAxFFfdI TAxFFFdI TAxFFadR TAxFPfDL TAxFPfdI TAxFPFDR TAxFPFdR TAxFPcDR TAxFPcDL TAxFPcdI TAxFPCdR TAxFPpDL TAxFCfDR TAxFCfdR TAxFCFDR TAxFCFdR TAxPAfDR TAxPAfdI TAxPAfdR TAxPAfdL TAxPAFDR TAxPAFdR TAxPAFdL TAxPafDR TAxPafdI TAxPafdR TAxPafdL TAxPaFdI TAxPaFdR TAxPaFdL TAxPIfDR TAxPIfdI TAxPIfdR TAxPIfdL TAxPIFDR TAxPIFdR TAxPifdR TAxPiFdI TAxPiFdR TAxPiFdL TAxPFfdL TAxPFFDR TAxPPfDR TAxPPfdI TAxPPfdR TAxPPfdL TAxPPFdR TAxCFfdI TAxCFfdR TAxCPfdR TAxCPfdL TAxCPFdR TAYAAfDR TAYAAFDL TAYAAaDR

TAYAAaDL TAYAaIDI TAYAIFDR TAYAIiDI TAYAFADL TAYAFiDI TAYAFiDR TAYAFiDL TAYAFidI TAYAFidR TAYAFIDI TAYAFIDR TAYAFIdR TAYAPiDI TAYAPIDI TAYaAfDI TAYaAfDR TAYaAcDR TAYaApDR TAYaAaDR TAYaAADL TAYaaiDI TAYaaIDI TAYaIiDI TAYaIiDR TAYaFcDI TAYaFcDR TAYaFcDL TAYaFpDR TAYaFaDR TAYaFaDL TAYaFiDL TAYaFidI TAYaFIDL TAYIAfDR TAYIAfDL TAYIAFDR TAYIAFDL TAYIAaDI TAYIAaDR TAYIAaDL TAYIAADI TAYIaFDI TAYIaFDR TAYIaFDL TAYIiFDI TAYIiFDL TAYIFfDR TAYIFFDR TAYIFFdR TAYIFaDI TAYIFaDR TAYIFaDL TAYIFadR TAYIFADI TAYIFAdI TAYIFAdR TAYIFiDI TAYIFiDL TAYIFidI TAYIFIDI TAYIFIDL TAYIFIdL TAYIPAdI TAYIPAdR TAYIPAdL TAYiAfDR

TAYiAfDL TAYiAFDR TAYiAidI TAYFACDR TAYFAaDR TAYFAaDL TAYFAADR TAYFAIDR TAYFaaDI TAYFaaDR TAYFaIDR TAYFIfDR TAYFIaDR TAYFIADR TAYFIiDR TAYFIIDR TAYFiADR TAYFFaDL TAYFFADL TAYFFiDL TAYFFIDR TAYFFIDL TAYFPFDR TAYFPCDR TAYFPADR TAYFPiDR TAYPAFDR TAYPAaDL TAYPIfdR TAYPIFDR TAYPIFdL TAYPiFDR TAYPiFdR TAYPiFdL TAYPFIDR TAYPPFdI TAYPPFdR TAYPPFdL TAYPPiDR TAYPPIDR TAyAAFDR TAyAACDI TAyAACDR TAyAACDL TAyAApDL TAyAAaDL TAyAAiDR TAyAafDR TAyAaiDI TAyAaIDI TAyAIiDI TAyAFFdI TAyAFFdL TAyAFaDI TAyAFaDL TAyAFadI TAyAFAdI TAyAPIDI TAyaAfDI TAyaAfDL TAyaAcDI TAyaAcDL TAyaAaDI TAyaAaDR TAyaAaDL TAyaafDL TAyaIiDR

TAyaFfDL TAyaFaDL TAyaFiDL TAyaFidI TAyaPfDI TAyaPfDR TAyaPfDL TAyaPFdL TAyaPcDI TAyaPcDR TAyaCfDL TAyIAFDI TAyIAFDR TAyIAFDL TAyIAaDI TAyIAaDR TAyIAaDL TAyIAADI TAyIacDR TAyIaADI TAyIIfDI TAyIIfDR TAyIIfDL TAyIIcDR TAyIifDI TAyIifDR TAyIifDL TAyIFFDI TAyIFFDR TAyIFFDL TAyIFFdI TAyIFaDI TAyIFaDR TAyIFaDL TAyIFadI TAyIFIDL TAyIFIdI TAyIPFDR TAyIPFDL TAyIPcDI TAyIPcDR TAyIPcdI TAyIPpDR TAyIPpdI TAyiAfDR TAyiAfDL TAyiAFDR TAyiFfDI TAyiFfDL TAyiFfdI TAyiFFDL TAyiFFdI TAyiFFdL TAyiFcDI TAyiFcDL TAyiFcdL TAyiFCDR TAyiFCDL TAyiFCdI TAyiFaDI TAyiFaDR TAyiFaDL TAyiFadR TAyiFADR TAyiFAdR TAyiFIDI TAyiFIDR

TAyiFIDL TAyiFIdR TAyiPfDI TAyiPfDL TAyiPFDR TAyiPFDL TAyFAfDR TAyFAfDL TAyFAFDR TAyFAFDL TAyFAcDL TAyFAcdI TAyFACDL TAyFACdI TAyFApDL TAyFAaDI TAyFAadI TAyFAADI TAyFAIdR TAyFafDL TAyFaFDR TAyFaFDL TAyFaFdI TAyFaaDL TAyFaadI TAyFaADR TAyFaADL TAyFaIdR TAyFIfDR TAyFIfDL TAyFIFDL TAyFIcDI TAyFIcDR TAyFIcDL TAyFIcdI TAyFIcdR TAyFICDI TAyFICDL TAyFICdI TAyFIpDI TAyFIpDR TAyFIpDL TAyFIpdI TAyFIpdR TAyFIaDL TAyFIAdI TAyFifDR TAyFifDL TAyFiFDL TAyFiFdI TAyFiADR TAyFFfdI TAyFFFDL TAyFFFdI TAyFFaDI TAyFFaDL TAyFFADL TAyFFIDR TAyFPFDI TAyFPFDL TAyFPcdI TAyFPCDR TAyFPCDL TAyFPpDI TAyFPpDR TAyFPpDL TAyFPpdI

TAyFPpdR TAyFPaDL TAyFPadI TAyFPADR TAyFPADL TAyFPIdR TAyFCfdR TAyFCFDR TAyPAfDI TAyPAfDR TAyPAfDL TAyPAfdI TAyPAfdL TAyPAFdR TAyPAFdL TAyPAcDI TAyPAcDR TAyPACDL TAyPApDL TAyPafDR TAyPafDL TAyPafdI TAyPaFdI TAyPaFdR TAyPaFdL TAyPacDL TAyPIfDR TAyPIfdI TAyPIFdI TAyPIFdL TAyPIcDI TAyPIcDL TAyPICDI TAyPIpDI TAyPifDL TAyPifdI TAyPifdL TAyPiFDR TAyPiFdI TAyPiFdR TAyPiFdL TAyPFfdI TAyPFfdL TAyPFFDR TAyPFFdL TAyPFaDL TAyPFadI TAyPFAdI TAyPPfDI TAyPPfDR TAyPPFdR TAyPPFdL TAyPPcDI TAyPPcDR TAyPPcDL TAyPPpDL TAyCFfdI TAyCPfdR TAyCPfdL TAZAAaDI TAZAAaDL TAZAAADI TAZAAiDI TAZAaaDI TAZAaaDL TAZAIaDI TAZAIaDL

TAZAFaDI TAZAFaDL TAZAFadI TAZAFAdI TAZAPaDL TAZAPadI TAZaaaDI TAZaaaDL TAZaaADL TAZaaIDI TAZaaIDL TAZaFaDI TAZaFaDL TAZaFadI TAZaFADI TAZaFAdI TAZaFiDI TAZaFiDL TAZIAaDI TAZIAaDR TAZIAaDL TAZIAADI TAZIaaDI TAZIaaDR TAZIaaDL TAZIFaDI TAZIFaDR TAZIFaDL TAZIFadI TAZIFadR TAZIFADI TAZIFAdI TAZIPaDL TAZiFADI TAZiFADL TAZiFAdI TAzAAaDL TAzAAiDI TAzAAiDR TAzAAiDL TAzAaiDR TAzAaiDL TAzAIiDR TAzAFiDR TAzAFiDL TAzAPiDL TAzaaaDI TAzaaADL TAzaaIDI TAzaaIDL TAzIAaDR TAzIAiDR TAzIFaDR TAzIFadR TAzIFidR TAzIFIDR TAzIPadI TAzIPAdI TAzIPAdL TAziFADL TASAAFDI TASAAFDR TASAAFDL TASAAaDR TASAacDI TASAacDR TASAaiDI



219

TASAaiDR TASAaIDI TASAaIDR TASAaIDL TASAIFDI TASAIFDR TASAIFDL TASAIcDI TASAIIDI TASAIIDR TASAIIDL TASAFFDI TASAFFDR TASAFFDL TASAFFdI TASAFFdR TASAFaDI TASAFaDR TASAFaDL TASAFadI TASAFadR TASaAfDI TASaAfDR TASaAfDL TASaAFDI TASaAFDR TASaAFDL TASaAcDI TASaAaDL TASaFcDI TASaFcDR TASaFcDL TASaFcdI TASaFcdR TASaFaDL TASIAfDL TASIAaDI TASIAaDL TASIafDL TASIFFDI TASIFFDR TASIFFDL TASIFFdR TASIFadI TASIFidI TASiAfDI TASiAfDR TASiAfDL TASiAFDI TASiAFDR TASiAFDL TASFAaDI TASFAaDR TASFAadR TASFaaDL TASFaadR TASFIaDI TASFIaDR TASFIaDL TASFIadR TASFiaDI TASFiadR TASFFFDR TASFFaDR TASFFaDL TASFFadR TASFFiDI

TASFFIDI TASFFIDR TASFFIDL TASFFIdI TASFFIdR TASFPaDR TASFPaDL TASFPIdI TASFPIdR TASPFaDR TAsAApDI TAsAafDI TAsAafDR TAsAafDL TAsAIfDI TAsAIfDR TAsAIfDL TAsAFfDR TAsAFfDL TAsAFfdI TAsAFfdR TAsAFfdL TAsaAFDI TAsaAFDR TAsaAFDL TAsaAaDL TAsaFaDL TAsIAcDI TAsIAaDL TAsIFaDL TAsIFIDI TAsIFIDR TAsIFIDL TAsIFIdI TAsIFIdR TAsIPFdI TAsIPpdI TAsiAFDI TAsiAFDR TAsFAfDI TAsFAfDL TAsFAfdI TAsFAfdR TAsFAfdL TAsFAFDI TAsFAcDI TAsFAcDR TAsFAcDL TAsFAcdI TAsFAcdR TAsFACDI TAsFACDL TAsFACdI TAsFApDI TAsFApDR TAsFApdI TAsFApdR TAsFAiDR TAsFAiDL TAsFAIDR TAsFAIDL TAsFafDI TAsFafDR TAsFafDL TAsFafdI TAsFafdR TAsFaFDI

TAsFIfDI TAsFIfDR TAsFIfDL TAsFIfdI TAsFIfdR TAsFIFDI TAsFIFDL TAsFIcDL TAsFIcdR TAsFifDL TAsFifdI TAsFifdR TAsFiFDL TAsFFfDI TAsFFfDR TAsFFfDL TAsFFfdI TAsFFfdR TAsFFFDI TAsFFFDL TAsFFiDL TAsFFIDI TAsFFIdI TAsFPfDI TAsFPfDR TAsFPfDL TAsFPfdR TAsFPcdI TAsFPpDR TAsFPpdI TAsFPpdR TAsFPiDR TAsFPiDL TAsFPIDR TAsFPIdI TAsFPIdR TAsFCfdI TAsPAfDI TAsPAfDR TAsPAfDL TAsPAcDL TAsPACDI TAsPaCDI TAsPIfDI TAsPIfDR TAsPIfDL TAsPIfdI TAsPIfdR TAsPIfdL TAsPifDI TAsPifDR TAsPifDL TAsPifdR TAsPiaDI TAsPFfDR TAsPFfDL TAsPFfdI TAsPFfdR TAsPFidR TAsPFIdR TAsPFIdL TAsPPfDI TAsPPfDR TAsPPCDI TAsPPiDR TAsPPIDR TATAAFDI

TATAAFDR TATAAFDL TATAacDI TATAaCDI TATAaCDR TATAaIDI TATAaIDR TATAIcDR TATAFfdR TATAFFDI TATAFFDR TATAFFDL TATAFFdI TATAFFdR TATAFFdL TATAFADI TATAFADR TATAFADL TATAFAdI TATAFAdR TATAPCDI TATAPCDR TATAPADI TATaAfDI TATaAfDR TATaAfDL TATaAFDI TATaAFDR TATaAFDL TATaAcDI TATaafDR TATaaFDI TATaaFDR TATaaCDR TATaaADR TATaFFDR TATaFFDL TATaFFdI TATaFcDI TATaFcDR TATaFcDL TATaFcdI TATaFcdR TATaFpDL TATIAfDR TATIAADR TATIafDL TATIaFDL TATIiFDI TATIiFDR TATIiFDL TATIFfdR TATIFFDL TATIFFdI TATIFFdR TATIFAdR TATIPFDI TATIPFDR TATIPFDL TATiAfDI TATiAfDR TATiAfDL TATiAFDI TATiAFDR TATiAFDL TATiAcDI TATiPfDR

TATFAADR TATFAADL TATFAAdR TATFafdR TATFaADR TATFaAdR TATFIADR TATFIADL TATFIAdI TATFIAdR TATFFADI TATFFADR TATFFADL TATFFAdI TATFFIDI TATFFIDR TATFFIDL TATFFIdI TATFPfdR TATFPADI TATFPAdI TATFPIDI TATFPIdI TATFCFdR TATPFfdR TATPFADL TATPFAdR TAtAAFDI TAtAAFDR TAtAAFDL TAtAACDI TAtAACDR TAtAACDL TAtAApDI TAtAApDR TAtAApDL TAtAafDI TAtAafDR TAtAafDL TAtAaFDI TAtAaFDR TAtAaFDL TAtAacDI TAtAaCDI TAtAaIDI TAtAaIDR TAtAIfDI TAtAIfDR TAtAIfDL TAtAIFDI TAtAIFDR TAtAIFDL TAtAIcDI TAtAIcDL TAtAICDI TAtAICDL TAtAIpDL TAtAiFDI TAtAiFDR TAtAiFDL TAtAFfDI TAtAFfDR TAtAFfDL TAtAFfdI TAtAFfdR TAtAPfDI TAtAPFDI

TAtAPFDR TAtAPFDL TAtAPcDI TAtAPcDR TAtAPcDL TAtAPCDI TAtACFdI TAtACFdR TAtACFdL TAtaAfDI TAtaAfDL TAtaAcDI TAtaafDI TAtaafDL TAtaacDI TAtaIcDI TAtaFfDI TAtaFfDR TAtaFfDL TAtaFfdI TAtaPfDI TAtaPfDL TAtaPcDI TAtaPpDL TAtaCfDR TAtaCfDL TAtIAfDI TAtIAfDL TAtIAFDR TAtIAFDL TAtIAcDI TAtIApDI TAtIaFDI TAtIaFDR TAtIaFDL TAtIIFDI TAtIIFDR TAtIIFDL TAtIICDI TAtIICDR TAtIIpDI TAtIifDI TAtIifDL TAtIiFDR TAtIiFDL TAtIPfDI TAtIPfDL TAtIPFDL TAtIPcDI TAtIPcdI TAtIPIdI TAtIPIdR TAtIPIdL TAtiFfDI TAtiFfDL TAtiFfdI TAtiPfDI TAtiPfdL TAtFAfDI TAtFAfDL TAtFAFDI TAtFAFdI TAtFAcDI TAtFAcDL TAtFAcdI TAtFApDI TAtFApDR

TAtFApDL TAtFApdI TAtFafDI TAtFafDR TAtFafDL TAtFafdI TAtFaFDI TAtFaFDL TAtFaFdI TAtFIfDI TAtFIfDR TAtFIfDL TAtFIfdI TAtFIFDI TAtFIFDR TAtFIFDL TAtFIFdI TAtFIcDR TAtFIcDL TAtFIcdI TAtFICDI TAtFICDR TAtFICDL TAtFICdI TAtFIpDI TAtFIpDL TAtFIpdI TAtFifDI TAtFifDR TAtFifDL TAtFifdI TAtFifdR TAtFiFDI TAtFiFDL TAtFiFdI TAtFFfDI TAtFFfDL TAtFFfdI TAtFFFDI TAtFFFdI TAtFFIdI TAtFPfDI TAtFPfDR TAtFPfDL TAtFPfdI TAtFPFDI TAtFPFDL TAtFPFdI TAtFPpDI TAtFPpDR TAtFPpDL TAtFPpdI TAtFPIDL TAtFPIdI TAtFCfdR TAtFCFDI TAtPAfDI TAtPAfDR TAtPAfDL TAtPAFDI TAtPAFDR TAtPAFDL TAtPAFdI TAtPApDI TAtPApDL TAtPafDI TAtPafDL



220

TAtPafdI TAtPaFDI TAtPaFDR TAtPaFDL TAtPaFdI TAtPacDI TAtPIfDR TAtPIfDL TAtPIfdI TAtPIFDI TAtPIFDR TAtPIFdI TAtPIpDI TAtPifDI TAtPifDR TAtPifDL TAtPifdI TAtPifdL TAtPiFDI TAtPiFDR TAtPiFDL TAtPiFdI TAtPFfDI TAtPFfDR TAtPFfDL TAtPFfdI TAtPFfdR TAtPFfdL TAtPFFDI TAtPFFDR TAtPPfDI TAtPPfDR TAtPPfDL TAtPPfdI TAtPPFdI TAtPPpDI TAtPPIDR TAtCFfdI TAtCFfdR TAtCPfdR TAtCPfdL TAtCPFdI TAtCPFdR TAUAAfDI TAUAAfDR TAUAAFDI TAUAAFDR TAUAAFDL TAUAaiDI TAUAaIDR TAUAIfDR TAUAIfDL TAUAIFDI TAUAIFDR TAUAIFDL TAUAIiDI TAUAIIDI TAUAIIDR TAUAFfdI TAUAFfdR TAUAFFDI TAUAFFDR TAUAFFDL TAUAFFdI TAUAFFdR TAUAFaDR TAUAFadR

TAUAPFDI TAUAPFDR TAUAPCDR TAUAPCDL TAUAPiDR TAUAPiDL TAUaAfDI TAUaAfDR TAUaAfDL TAUaAFDI TAUaAFDR TAUaAFDL TAUaAcDI TAUaAcDR TAUaApDR TAUaApDL TAUaAIDR TAUaaaDR TAUaIaDI TAUaIaDR TAUaIaDL TAUaFFdL TAUaFcDI TAUaFcDR TAUaFcDL TAUaFcdI TAUaFcdR TAUaFpDR TAUaFpdI TAUaFpdR TAUaFidI TAUIAfDI TAUIAfDR TAUIAfDL TAUIACDI TAUIAaDI TAUIAaDR TAUIAaDL TAUIafDI TAUIafDR TAUIafDL TAUIaFDI TAUIaFDR TAUIaFDL TAUIacDL TAUIiFDI TAUIiFDR TAUIiFDL TAUIiaDI TAUIFfDR TAUIFFDI TAUIFFDR TAUIFFDL TAUIFFdI TAUIFFdL TAUIFadI TAUIFadR TAUIFIDI TAUIFIDR TAUIFIDL TAUIFIdI TAUIFIdR TAUIPfdI TAUIPCDI TAUIPCDR TAUIPiDI TAUIPIDI

TAUIPIDR TAUiAfDR TAUiAfDL TAUiAFDI TAUiAFDR TAUiAFDL TAUiIaDI TAUFAFDR TAUFAFdR TAUFACDR TAUFACDL TAUFAaDR TAUFAaDL TAUFAadI TAUFAadR TAUFAADR TAUFAiDI TAUFAiDR TAUFAiDL TAUFAidI TAUFAidL TAUFAIDI TAUFAIDR TAUFAIDL TAUFAIdI TAUFAIdR TAUFaFDR TAUFaFdI TAUFaaDR TAUFaaDL TAUFaadR TAUFaidR TAUFaIDL TAUFaIdR TAUFIFDR TAUFIFdI TAUFIFdR TAUFICDR TAUFICdR TAUFIaDI TAUFIaDR TAUFIaDL TAUFIadI TAUFIAdI TAUFIAdR TAUFIIDI TAUFIIDR TAUFIIDL TAUFIIdL TAUFiFDL TAUFiFdI TAUFiFdR TAUFiaDL TAUFiADL TAUFiAdI TAUFiAdR TAUFFFDI TAUFFFDR TAUFFFDL TAUFFaDI TAUFFaDL TAUFFADI TAUFFADR TAUFFADL TAUFFiDR TAUFFiDL TAUFFIDR

TAUFPFDI TAUFPFDL TAUFPFdI TAUFPFdR TAUFPCDI TAUFPaDI TAUFPadI TAUFPadR TAUFPADL TAUFPAdI TAUFPAdR TAUFPiDR TAUFPiDL TAUFPidI TAUFPIDR TAUFPIdR TAUFCFDI TAUPACDR TAUPIFDR TAUPFFDR TAUPFFdI TAUPFFdR TAUPFaDR TAUPFaDL TAUPFADI TAUPFAdI TAUPFidR TAUPFidL TAUPFIDI TAUPFIDR TAUPFIDL TAUPPCDR TAUPPiDR TAUCFFdR TAUCFIdI TAUCFIdR TAuAAFDI TAuAACDI TAuAACDR TAuAACDL TAuAApDI TAuAApDR TAuAAaDI TAuAAaDL TAuAAiDR TAuAafDI TAuAafDR TAuAafDL TAuAacDI TAuAaCDR TAuAaCDL TAuAaIDR TAuAIfDI TAuAIfDR TAuAIfDL TAuAIcDI TAuAIADI TAuAIADR TAuAIADL TAuAIiDI TAuAIIDI TAuAIIDR TAuAiADR TAuAiADL TAuAFfDI TAuAFfDR TAuAFfdI

TAuAFfdR TAuAFaDR TAuAFaDL TAuAFadR TAuAFADI TAuAFADR TAuAFADL TAuAFAdI TAuAFAdR TAuAFiDL TAuAPfDI TAuAPfDR TAuAPfDL TAuAPFDI TAuAPFDR TAuAPFDL TAuAPcDI TAuAPcDL TAuAPpDI TAuaAcDI TAuaAcDL TAuaApDI TAuaApDL TAuaAaDR TAuaAaDL TAuaafDI TAuaafDR TAuaafDL TAuaacDI TAuaFaDL TAuaFadR TAuaPFdL TAuaPcDI TAuaPcDL TAuaPpDL TAuaCfDR TAuaCfDL TAuIAfDR TAuIAFDR TAuIAFDL TAuIAcDI TAuIAcDR TAuIApDI TAuIApDR TAuIAaDI TAuIAaDR TAuIAaDL TAuIaFDI TAuIaFDR TAuIaFDL TAuIaADR TAuIIfDR TAuIIfDL TAuIIFDI TAuIIFDR TAuIIFDL TAuIIcDI TAuIIcDR TAuIICDI TAuIICDR TAuIifDR TAuIifDL TAuIiFDI TAuIiFDL TAuIFaDI TAuIFaDR TAuIFaDL

TAuIFadI TAuIFadR TAuIFiDI TAuIFiDL TAuIFidI TAuIFIDI TAuIFIdI TAuIPfDR TAuIPfDL TAuIPcDI TAuIPcdI TAuIPpdI TAuIPiDI TAuIPIDI TAuIPIDR TAuIPIdI TAuIPIdL TAuiFFDI TAuiFFDL TAuiFaDR TAuiFadR TAuiPfDI TAuiPfDL TAuFAfDI TAuFAfdI TAuFAcDI TAuFACDI TAuFACDR TAuFACDL TAuFACdI TAuFApDI TAuFApdI TAuFAaDR TAuFAaDL TAuFAadI TAuFAadR TAuFAADR TAuFAAdI TAuFAAdR TAuFAiDI TAuFAiDR TAuFAiDL TAuFAidR TAuFAIDI TAuFAIdI TAuFaFDI TAuFaFDR TAuFaFDL TAuFaFdI TAuFaFdR TAuFaaDL TAuFaADR TAuFaADL TAuFaAdI TAuFaAdR TAuFaiDR TAuFaiDL TAuFaIDL TAuFaIdR TAuFIFDI TAuFIFDL TAuFIFdI TAuFICdI TAuFIaDR TAuFIaDL TAuFIadR TAuFIADI

TAuFIADR TAuFIAdI TAuFIAdR TAuFIiDR TAuFIiDL TAuFIIdR TAuFifDI TAuFifdI TAuFiFDI TAuFiFDL TAuFiFdI TAuFiaDR TAuFiadR TAuFiADI TAuFiADR TAuFiAdR TAuFFfDI TAuFFfDL TAuFFaDR TAuFFaDL TAuFFADR TAuFFADL TAuFFAdR TAuFFiDI TAuFFiDL TAuFFIDI TAuFFIDR TAuFFIDL TAuFFIdI TAuFPfDI TAuFPfdI TAuFPFDI TAuFPFdI TAuFPpDI TAuFPpDL TAuFPpdI TAuFPaDR TAuFPadR TAuFPADR TAuFPADL TAuFPiDR TAuFPiDL TAuFPidR TAuFPIDI TAuFPIDR TAuFPIDL TAuFPIdI TAuPAfdI TAuPAfdL TAuPAcDL TAuPACDI TAuPApDI TAuPApDL TAuPAIDI TAuPafdI TAuPaFdI TAuPacDI TAuPacDL TAuPaCDI TAuPaCDL TAuPIFDI TAuPIFDL TAuPIFdI TAuPIcDI TAuPIcDR TAuPIcDL TAuPIpDI



221

TAuPIpDL TAuPIpdR TAuPifDI TAuPifDR TAuPiFdI TAuPFfDI TAuPFfDR TAuPFfDL TAuPFFDR TAuPFaDR TAuPFadR TAuPFADR TAuPFADL TAuPFAdR TAuPFiDR TAuPFidR TAuPFidL TAuPFIDR TAuPFIdR TAuPFIdL TAuPPfDL TAuPPfdI TAuPPfdL TAuPPFdI TAuPPFdL TAuPPCDL TAuPPpDI TAuPPpDL TAuPPiDR TAuPPIDI TAuPPIDR TAuCFfdI TAuCFIdI TAuCFIdR TAuCPfdR TAVAAaDI TAVAIaDI TAVAFaDI TAVAFaDL TAVAFadI TAVAPaDL TAVAPadI TAVaFadI TAVaFiDI TAVaFiDL TAVIAaDI TAVIAaDL TAVIFaDI TAVIFaDL TAVIFadI TAVIFadL TAVIPaDL TAvAIiDR TAvAIiDL TAvAFiDR TAvAFiDL TAvAPiDL TAvAPidI TAvaFiDI TAvaFidI TAvIAiDR TAvIAiDL TAvIFiDL TAvIFidR TAvIFIdI TAvIFIdR TAviFiDR

TAviFiDL TAviFidR TAviFIDR TAviFIdR TAFAAFDR TAFAACDI TAFAACDR TAFAAaDR TAFAacDI TAFAaiDI TAFAaiDR TAFAIcDI TAFAIcDR TAFAIIDI TAFAFFDI TAFAFFDR TAFAFFdI TAFAFFdR TAFAFFdL TAFAFaDI TAFAFaDR TAFAFaDL TAFAFadI TAFAFadR TAFAFiDR TAFAFiDL TAFAFidI TAFAPCDI TAFAPCDR TAFAPCDL TAFaAfDI TAFaAfDR TAFaAfDL TAFaAFDI TAFaAFDR TAFaAFDL TAFaAcDI TAFaAaDL TAFaFaDL TAFIAaDL TAFIafDL TAFIaFDI TAFIaFDR TAFIaFDL TAFIFFDI TAFIFFDR TAFIFFDL TAFIFFdI TAFIFFdR TAFIFaDL TAFIFidI TAFIFidR TAFiAfDI TAFiAfDR TAFiAfDL TAFiAFDR TAFiAFDL TAFFACDR TAFFAaDI TAFFAaDL TAFFaaDI TAFFaaDL TAFFIadR TAFFiFdR TAFFiaDI TAFFiaDR TAFFFFDI

TAFFFaDI TAFFFaDR TAFFFaDL TAFFFadR TAFFFidI TAFFFIDL TAFFPaDL TAFFPIdR TAfAafDI TAfAafDR TAfAafDL TAfAFfDI TAfAFfdI TAfAFfdR TAfAFFdR TAfaaFDL TAfIAcDI TAfIAaDL TAfFAfDI TAfFAfDR TAfFAfDL TAfFAfdI TAfFAfdR TAfFAFDL TAfFAcDI TAfFAcDL TAfFAcdI TAfFAcdR TAfFACDI TAfFACDL TAfFACdI TAfFApDI TAfFApDR TAfFApDL TAfFApdR TAfFAIDR TAfFAIDL TAfFafDR TAfFafdI TAfFafdR TAfFaFDI TAfFaFDL TAfFaFdI TAfFIfDI TAfFIfDR TAfFIfDL TAfFIfdI TAfFIfdR TAfFIFDI TAfFIFdI TAfFIcDI TAfFIcDR TAfFIcDL TAfFIcdI TAfFIcdR TAfFICDL TAfFifDI TAfFifDR TAfFifDL TAfFifdI TAfFifdR TAfFFfDI TAfFFfDL TAfFFfdI TAfFFfdR TAfFFFDI TAfFFFDL

TAfFFFdI TAfFFIDL TAfFPfDI TAfFPfDR TAfFPfDL TAfFPfdI TAfFPfdR TAfFPpDI TAfFPpDL TAfFPpdI TAfFPpdR TAfFPIDI TAfFPIDR TAfFPIDL TAfFPIdR TAfPAfDI TAfPAfDR TAfPAfDL TAfPIfDI TAfPIfDR TAfPIfdR TAfPifDI TAfPifDR TAfPifDL TAfPifdR TAfPFfDI TAfPFfDR TAfPFfDL TAfPFfdR TAfPFIdR TAfPPfDI TAfPPfDL TAfPPCDI TAfPPIDR TAGAAFDI TAGAAFDR TAGAAFDL TAGAacDI TAGAaCDI TAGAaCDR TAGAaIDR TAGAIcDR TAGAFADI TAGAFADR TAGAFADL TAGAFAdI TAGAFAdR TAGaAcDI TAGaaADR TAGaFcDR TAGaFcDL TAGaFcdR TAGIAADL TAGIafDL TAGIaFDL TAGIIFDR TAGIIFDL TAGIiFDR TAGIFfdR TAGIFADL TAGIFAdR TAGIPIdI TAGiAfDI TAGiAfDR TAGiAfDL TAGiPfDR TAGFAfdR

TAGFAADR TAGFAAdI TAGFAAdR TAGFaADR TAGFaADL TAGFaAdR TAGFIADI TAGFIADR TAGFIADL TAGFIAdI TAGFIAdR TAGFFFDI TAGFFFDR TAGFFFDL TAGFFADI TAGFFADR TAGFFADL TAGFFAdI TAGFFIDI TAGFFIDR TAGFFIDL TAGFFIdI TAGFFIdR TAGFPFdR TAGFPAdR TAGFPIDI TAGFPIDR TAGFPIdI TAGPFADI TAGPFADL TAGPFAdR TAgAAFDI TAgAAFDR TAgAAFDL TAgAApDI TAgAApDR TAgAApDL TAgAafDI TAgAafDR TAgAafDL TAgAaFDI TAgAaFDR TAgAaFDL TAgAacDI TAgAaCDI TAgAaIDR TAgAIcDI TAgAIcDL TAgAICDR TAgAIpDI TAgAIpdI TAgAiFDI TAgAiFDR TAgAiFDL TAgAFfDR TAgAFfDL TAgAFfdI TAgAFfdR TAgAFFDI TAgAFFDR TAgAFFDL TAgAFFdI TAgAFFdR TAgAPfDI TAgAPfDR TAgAPcDI TAgAPcDR

TAgAPcDL TAgAPCDR TAgAPCDL TAgAPpDL TAgAPpdI TAgACFdI TAgACFdL TAgaAfDI TAgaAfDR TAgaAfDL TAgaAcDI TAgaafDL TAgaacDI TAgaIcDI TAgaFfDI TAgaFfDR TAgaFfDL TAgaFfdI TAgaPpDL TAgaCfDR TAgaCfDL TAgIAfDI TAgIAfDL TAgIAFDI TAgIAFDR TAgIAcDI TAgIACDI TAgIACDR TAgIApDI TAgIaFDI TAgIacDI TAgIaCDI TAgIaCDR TAgIIFDI TAgIICDI TAgIICDR TAgIifDI TAgIifDL TAgIiFDI TAgIiFDL TAgIFfDI TAgIFfDL TAgIFfdI TAgIFFDI TAgIFFDL TAgIFFdI TAgIPfDI TAgIPfDL TAgIPpDI TAgiAfDI TAgiAfDR TAgiAfDL TAgiAfdI TAgiFfDI TAgiFfDL TAgiFfdI TAgiPfDI TAgiPfDR TAgiPfDL TAgiPFdL TAgFAfDL TAgFAfdI TAgFAFDI TAgFAFdI TAgFAcDI TAgFAcDL TAgFApDI

TAgFApDL TAgFApdI TAgFafDI TAgFafDL TAgFaFDI TAgFaFDR TAgFaFDL TAgFaFdI TAgFaFdR TAgFIfDL TAgFIFDR TAgFIFDL TAgFIFdI TAgFIFdR TAgFIcDI TAgFIcDL TAgFIcdI TAgFICDR TAgFICdR TAgFIpDI TAgFIpDL TAgFifDI TAgFifDL TAgFifdI TAgFiFDI TAgFiFDL TAgFiFdI TAgFFfDL TAgFFfdI TAgFFIDI TAgFFIdI TAgFPfDI TAgFPfDR TAgFPfDL TAgFPfdI TAgFPfdR TAgFPFDI TAgFPFDR TAgFPFDL TAgFPFdI TAgFPFdR TAgFPpDI TAgFPpDR TAgFPIDL TAgFPIdI TAgPAfDI TAgPAfDR TAgPAfDL TAgPAfdR TAgPAfdL TAgPAFdI TAgPAFdR TAgPAFdL TAgPApDI TAgPafDR TAgPafDL TAgPaFdI TAgPaFdR TAgPaFdL TAgPacDI TAgPIfDI TAgPIfDR TAgPIfDL TAgPIFdI TAgPIFdR TAgPIFdL TAgPIcDI



222

TAgPifDI TAgPifDR TAgPifDL TAgPifdR TAgPifdL TAgPiFdI TAgPiFdR TAgPiFdL TAgPFfDL TAgPFfdI TAgPFfdL TAgPPfDI TAgPPfDR TAgPPfDL TAgPPfdI TAgPPFdI TAgPPFdR TAgPPFdL TAgPPpDI TAgCFfdI TAgCFfdR TAgCFFdR TAgCPfdR TAgCPfdL TAHAAfDL TAHAAiDR TAHAaiDI TAHAaIDR TAHAIiDI TAHAIIDI TAHAIIDR TAHAFfdI TAHAFaDI TAHAFaDL TAHAFadR TAHAPiDI TAHAPiDR TAHAPiDL TAHaAfDI TAHaAfDR TAHaAfDL TAHaAFDI TAHaAFDR TAHaAFDL TAHaAcDR TAHaApDR TAHaAIDR TAHaaaDR TAHaaaDL TAHaFcDI TAHaFcDR TAHaFcdI TAHaFcdR TAHaFpdR TAHaFiDR TAHaFiDL TAHaFidI TAHIAfDR TAHIAfDL TAHIACDI TAHIACDR TAHIafDI TAHIafDR TAHIafDL TAHIaFDI TAHIaFDR TAHIacDR

TAHIIFDI TAHIIFDR TAHIIFDL TAHIiFDI TAHIiFDR TAHIiFDL TAHIFfDI TAHIFfDR TAHIFfdI TAHIFAdR TAHIFIDI TAHIFIDL TAHIFIdI TAHIPCDI TAHIPCDR TAHiAfDI TAHiAfDL TAHFAFDR TAHFAFDL TAHFAFdR TAHFAaDI TAHFAadI TAHFAadR TAHFAADI TAHFAiDI TAHFAiDR TAHFAiDL TAHFAidI TAHFAidR TAHFAIDI TAHFAIDR TAHFAIDL TAHFAIdI TAHFAIdR TAHFaFDI TAHFaFDR TAHFaFdR TAHFaaDI TAHFaadI TAHFaAdR TAHFaIDI TAHFaIDR TAHFaIdI TAHFaIdR TAHFIfDR TAHFIFDL TAHFICDI TAHFICDR TAHFICdI TAHFICdR TAHFIaDI TAHFIaDR TAHFIadR TAHFIIDI TAHFIIDR TAHFIIdI TAHFIIdR TAHFiFDL TAHFiFdR TAHFiaDI TAHFiaDL TAHFFFDI TAHFFFDR TAHFFFdL TAHFFadL TAHFFADI TAHFFADR

TAHFFADL TAHFFAdL TAHFFiDR TAHFFiDL TAHFFIDR TAHFPFDI TAHFPFDL TAHFPFdI TAHFPFdR TAHFPCDI TAHFPaDI TAHFPadI TAHFPADI TAHFPADR TAHFPADL TAHFPAdI TAHFPAdR TAHFPiDR TAHFPiDL TAHFPidR TAHFPIDR TAHFPIDL TAHFPIdR TAHFCFDR TAHPaFDI TAHPFfDR TAHPFaDI TAHPFaDL TAHPFadR TAHPFAdR TAHPFidL TAHPFIDR TAHPFIDL TAHPPFDR TAHCFIdI TAHCFIdR TAhAACDI TAhAApDI TAhAApDL TAhAAaDR TAhAAaDL TAhAAiDR TAhAAiDL TAhAafDI TAhAafDR TAhAafDL TAhAacDI TAhAacDR TAhAacDL TAhAaIDR TAhAIfDI TAhAIfDR TAhAIfDL TAhAIcDI TAhAIcDL TAhAIADR TAhAIADL TAhAIiDI TAhAIIDI TAhAIIDR TAhAiFDI TAhAiFDR TAhAiFDL TAhAFfDR TAhAFfDL TAhAFfdI TAhAFfdR

TAhAFaDR TAhAFaDL TAhAFadR TAhAFADR TAhAFADL TAhAFAdI TAhAFAdR TAhAPfDI TAhAPfDR TAhAPFDI TAhAPFDR TAhAPFDL TAhAPcDI TAhAPcDR TAhAPcDL TAhAPCDI TAhAPCDR TAhAPCDL TAhAPpDI TAhAPpDL TAhAPAdR TAhAPAdL TAhaAfDI TAhaAfDR TAhaAfDL TAhaAcDI TAhaAcDR TAhaAcDL TAhaafDI TAhaafDL TAhaacDI TAhaFfDI TAhaFfDL TAhaFfdI TAhaFaDR TAhaFadR TAhaPfDI TAhaPfDR TAhaPfDL TAhaPcDI TAhaPpDR TAhaPpDL TAhaCfDR TAhaCfDL TAhIAfDI TAhIAcDI TAhIAcDR TAhIAcDL TAhIApDR TAhIAADR TAhIaFDI TAhIaFDR TAhIaFDL TAhIacDI TAhIacDR TAhIacDL TAhIaCDI TAhIaCDR TAhIaADI TAhIaADR TAhIIcDR TAhIICDI TAhIICDR TAhIiFDI TAhIFfDI TAhIFfDL TAhIFfdI

TAhIFAdR TAhIFiDI TAhIFidI TAhIFIDI TAhIFIDL TAhIFIdI TAhIPfDI TAhIPcDI TAhIPcDL TAhIPcdI TAhIPCdI TAhIPCdR TAhIPCdL TAhIPpdI TAhIPIDI TAhIPIDR TAhICfdI TAhiFfDI TAhiFfDL TAhiFfdI TAhiFaDR TAhiFaDL TAhiPfDI TAhiPfDR TAhiPfDL TAhFAfDI TAhFAfDL TAhFAFDL TAhFAFdI TAhFAcDI TAhFAcDL TAhFACDI TAhFACDL TAhFACdI TAhFApDI TAhFApDL TAhFApdI TAhFAaDR TAhFAadR TAhFAADI TAhFAADL TAhFAAdR TAhFAiDI TAhFAiDR TAhFAidR TAhFAIDI TAhFAIDL TAhFAIdI TAhFafDI TAhFafDL TAhFaFDI TAhFaFDR TAhFaFDL TAhFaFdI TAhFaFdR TAhFaaDR TAhFaaDL TAhFaADI TAhFaADL TAhFaiDR TAhFaiDL TAhFaidR TAhFaIDI TAhFaIDR TAhFaIDL TAhFaIdI TAhFIfDI

TAhFIfDR TAhFIfDL TAhFIFDI TAhFIFDL TAhFIFdI TAhFIcDI TAhFIcDR TAhFIpDI TAhFIpDR TAhFIpDL TAhFIaDR TAhFIaDL TAhFIadI TAhFIadR TAhFIADI TAhFIADR TAhFIADL TAhFIAdI TAhFIAdR TAhFIiDL TAhFIIDI TAhFIIDR TAhFIIDL TAhFIIdR TAhFifDI TAhFifDR TAhFifDL TAhFifdI TAhFiFDI TAhFiFDR TAhFiFDL TAhFiFdI TAhFiFdR TAhFiaDL TAhFiadR TAhFiADR TAhFiADL TAhFiAdI TAhFFfDI TAhFFfDL TAhFFfdI TAhFFaDI TAhFFaDR TAhFFaDL TAhFFadI TAhFFadR TAhFFADR TAhFFAdI TAhFFAdR TAhFFIDI TAhFFIDR TAhFFIDL TAhFFIdI TAhFPfDI TAhFPfDL TAhFPfdI TAhFPFDI TAhFPFDL TAhFPFdI TAhFPCdI TAhFPpDI TAhFPpDL TAhFPaDI TAhFPaDR TAhFPaDL TAhFPadI TAhFPadR

TAhFPADI TAhFPADR TAhFPADL TAhFPAdR TAhFPiDR TAhFPiDL TAhFPidR TAhFPIDI TAhFPIDL TAhFPIdI TAhFCfDI TAhFCfdI TAhFCfdR TAhFCFdR TAhPAfdI TAhPAfdL TAhPAFDR TAhPAFdI TAhPAFdR TAhPAFdL TAhPACDI TAhPACDL TAhPApDI TAhPAADL TAhPafDI TAhPafDR TAhPafDL TAhPaFdI TAhPaFdR TAhPaFdL TAhPacDI TAhPacDL TAhPaCDI TAhPIfDI TAhPIfDR TAhPIfDL TAhPIFDI TAhPIFDR TAhPIFDL TAhPIFdR TAhPIFdL TAhPIcDI TAhPIpDL TAhPifdI TAhPifdR TAhPifdL TAhPiFdI TAhPiFdR TAhPiFdL TAhPFfDI TAhPFfDR TAhPFfDL TAhPFfdL TAhPFFdI TAhPFFdL TAhPFaDR TAhPFaDL TAhPFadR TAhPFAdI TAhPFidR TAhPFIDI TAhPFIDL TAhPFIdI TAhPFIdL TAhPPfDL TAhPPfdL TAhPPFDR



223

TAhPPFdI TAhPPFdR TAhPPFdL TAhPPCDI TAhPPCDL TAhPPpDI TAhPPiDR TAhPPIDI TAhCFfdR TAhCFIdI TAhCFIdR TAhCPfdR TAIAAaDI TAIAIaDI TAIAFaDL TAIAFadI TAIAFidI TAIAPidI TAIaFadI TAIaFiDI TAIaFiDL TAIIAaDI TAIIAaDL TAIIFaDI TAIIFadI TAiAIiDR TAiAIiDL TAiAFaDI TAiAFiDL TAiAFidI TAiAPidI TAiaFiDI TAiIAiDR TAiIAiDL TAiIFiDR TAiIFiDL TAiIFidR TAiIPiDL TAiiFiDR TAiiFiDL TAiiFidR TAiiFIDR TAiiFIdR TAAAACDI TAAAACDR TAAAACDL TAAAIcDI TAAAIIDI TAAAFFDI TAAAFFDL TAAAFaDI TAAAFaDR TAAAFaDL TAAAFadI TAAAFadR TAAAPfdI TAAaAfDI TAAaAfDR TAAaAfDL TAAaAcDI TAAaFcDR TAAaFcDL TAAaFcdR TAAIAaDL TAAIaFDI TAAIaFDR TAAIaFDL

TAAIiFDI TAAIiFDR TAAIFaDL TAAiAfDI TAAiAfDR TAAiAfDL TAAiAFDI TAAiAFDR TAAiAFDL TAAFAaDR TAAFAaDL TAAFAadR TAAFaaDL TAAFIaDL TAAFIadI TAAFiaDI TAAFiaDL TAAFiadR TAAFFFDI TAAFFFDR TAAFFaDR TAAFFaDL TAAFFadR TAAFPaDL TAAPFaDL TAaAAFDL TAaAACDI TAaAACDL TAaAafDI TAaAafDR TAaAafDL TAaAIfDI TAaAIfDR TAaAIfDL TAaAFfDI TAaAFfdI TAaAPfDI TAaAPfDR TAaAPcDI TAaAPcDR TAaAPcDL TAaAPpDI TAaAPpDR TAaaAfDI TAaaafDL TAaaFfDR TAaaFfDL TAaaFfdI TAaaFfdL TAaaPfDI TAaaPfDL TAaaPFDL TAaaPCDI TAaIAcDI TAaIAcDR TAaFAfDI TAaFAfDR TAaFAfdI TAaFAfdR TAaFAFDI TAaFAFDL TAaFAcDR TAaFAcDL TAaFAcdI TAaFAcdR TAaFACDI TAaFACdI

TAaFApDI TAaFApDR TAaFApdI TAaFApdR TAaFAIDL TAaFafDI TAaFafDR TAaFafDL TAaFafdR TAaFaFDI TAaFaFDL TAaFIfDI TAaFIfDR TAaFIfDL TAaFIfdI TAaFIfdR TAaFIFDI TAaFIFdI TAaFIcDI TAaFIcDR TAaFIcDL TAaFIcdI TAaFIcdR TAaFICDI TAaFICDL TAaFICdI TAaFifDI TAaFifDR TAaFifDL TAaFifdI TAaFifdR TAaFiFDL TAaFiFdI TAaFFfdI TAaFFfdR TAaFFFDI TAaFFFDL TAaFFFdI TAaFFIDL TAaFFIdI TAaFPfDI TAaFPfDR TAaFPfDL TAaFPfdI TAaFPfdR TAaFPIDI TAaFPIDR TAaFPIDL TAaPAfDL TAaPIfDI TAaPIfDR TAaPIfDL TAaPIfdR TAaPifDR TAaPifDL TAaPifdI TAaPFfDI TAaPFfDL TAaPFfdR TAaPFFdI TAaPFFdL TAaPFIdR TAaPFIdL TAaPPfDR TAaPPfDL TAaPPCDI TABAAFDI

TABAAFDR TABAAFDL TABAaFDI TABAaFDR TABAaFDL TABAaCDI TABAaCDL TABAaIDR TABAFADI TABAFADR TABAFADL TABAFAdI TABAPCdI TABAPCdR TABAPCdL TABaAfDR TABaAcDI TABaaADR TABaaADL TABaFcDR TABaFcDL TABaFcdI TABaFcdR TABIAADR TABIAADL TABIFADL TABIFAdI TABIFAdR TABiAfDI TABiAfDR TABiAcDI TABFAADI TABFAADR TABFAADL TABFaADR TABFaADL TABFaAdR TABFIADI TABFIADR TABFIADL TABFIAdI TABFIAdR TABFFFDR TABFFFdR TABFFADI TABFFADL TABFFAdI TABFFIDI TABFFIDL TABFFIdI TABFFIdR TABFPFDI TABFPFDL TABFPFdR TABFPADI TABFPADR TABFPADL TABFPIDI TABPIFdI TABPiFdR TABPFADR TABPPFdI TAbAAFDI TAbAApDI TAbAApDR TAbAApDL TAbAafDI

TAbAafDL TAbAaFDR TAbAaFDL TAbAacDI TAbAaIDR TAbAIcDI TAbAIcDL TAbAIpDI TAbAiFDI TAbAiFDR TAbAFfDI TAbAFfDL TAbAFfdI TAbAFfdR TAbAFFDI TAbAFFDR TAbAFFDL TAbAFFdI TAbAFFdR TAbAPfDR TAbAPFDI TAbAPFDR TAbAPFDL TAbAPcDI TAbAPcDR TAbAPcDL TAbAPCDR TAbAPCDL TAbAPpDI TAbaAfDI TAbaAfDR TAbaAfDL TAbaAcDI TAbaafDI TAbaacDI TAbaIcDI TAbaFfDI TAbaFfDL TAbaFfdI TAbaPpDL TAbaCfDR TAbaCfDL TAbIAfDI TAbIAfDL TAbIAFDR TAbIAcDI TAbIACDI TAbIACDR TAbIaFDI TAbIacDI TAbIaCDI TAbIaCDR TAbIIFDI TAbIICDI TAbIICDR TAbIifDI TAbIifDL TAbIFfDI TAbIFfDL TAbIFfdI TAbIFFdI TAbIFFdR TAbIPfDI TAbIPfDL TAbIPCDI TAbIPCDR TAbIPpDI

TAbiAfDI TAbiAfDR TAbiAfDL TAbiAfdI TAbiFfDI TAbiFfDR TAbiFfDL TAbiFfdI TAbiPfDI TAbFAfDI TAbFAfDL TAbFAFDI TAbFAFdI TAbFAcDI TAbFAcDL TAbFAcdI TAbFApDL TAbFApdI TAbFafDL TAbFafdI TAbFaFDI TAbFaFDR TAbFaFdR TAbFIfDI TAbFIfDL TAbFIfdI TAbFIFDR TAbFIFdR TAbFIcDI TAbFIcDL TAbFICDR TAbFICdR TAbFIpDI TAbFIpDL TAbFifDL TAbFiFDI TAbFiFDR TAbFiFDL TAbFiFdI TAbFiFdR TAbFFfDI TAbFFfDL TAbFFfdI TAbFFIDI TAbFFIdI TAbFPfDI TAbFPfDR TAbFPfDL TAbFPfdI TAbFPfdR TAbFPFDI TAbFPFDR TAbFPFDL TAbFPFdI TAbFPFdR TAbFPcdI TAbFPpDI TAbFPpDL TAbFPpdI TAbFPIDI TAbFPIDL TAbFCfdR TAbPAfDI TAbPAfDR TAbPAfdL TAbPAFdR TAbPApDI

TAbPafDI TAbPafDR TAbPaCDI TAbPIfDR TAbPIfDL TAbPifDI TAbPifDR TAbPifdR TAbPifdL TAbPiFdI TAbPiFdR TAbPiFdL TAbPFfDI TAbPFfDL TAbPFfdL TAbPPfDR TAbPPfDL TAbPPfdL TAbPPIDR TAbCFfdR TAbCFFdR TAbCPfdR TACAAiDI TACAAiDR TACAaiDI TACAaIDR TACAIIDI TACAIIDR TACAFiDI TACAFiDR TACAFiDL TACAFidI TACAFidR TACAPiDI TACAPiDL TACaAfDR TACaAcDR TACaAcDL TACaAIDR TACaFcDR TACaFcDL TACaFcdI TACaFcdR TACaFpdR TACaFiDR TACaFiDL TACaFidI TACIAfDI TACIAADR TACIafDI TACIafDR TACIafDL TACIaFDR TACIaFDL TACIIFDI TACIIFDR TACIIFDL TACIFfDR TACIFfdI TACIFfdR TACIFFdI TACIFAdR TACIFiDI TACIFidI TACIFIDI TACIFIDR TACIFIDL



224

TACIFIdI TACIFIdR TACIPCDI TACIPCDR TACiAfDI TACiAfDR TACiAfDL TACiAiDI TACiAidI TACiPFDI TACiPFDR TACiPFDL TACiPFdL TACFACdR TACFAiDR TACFAidI TACFAidR TACFAIDI TACFAIDR TACFAIDL TACFAIdI TACFAIdR TACFAIdL TACFaFdR TACFaAdR TACFaIDR TACFaIDL TACFaIdI TACFIFDR TACFIFdR TACFICdI TACFICdR TACFIIDI TACFIIDL TACFIIdI TACFiFdR TACFFFDI TACFFFDR TACFFFDL TACFFFdL TACFFADI TACFFADL TACFFiDR TACFFIDR TACFPFDI TACFPFDR TACFPFdI TACFPFdR TACFPFdL TACFPCDI TACFPCDR TACFPCDL TACFPADI TACFPADL TACFPAdR TACFPiDL TACFPidR TACFPIDR TACFPIDL TACFPIdR TACFCFDI TACFCFDL TACPaFDL TACPaFdI TACPaFdL TACPIFdI TACPIFdR

TACPIFdL TACPiFdI TACPiFdR TACPiFdL TACPFidR TACPFIDI TACPFIDR TACPFIDL TACPFIdL TACPPFdI TACPPFdR TACPPFdL TACPPIDI TACCFIdI TACCFIdR TAcAAFDR TAcAApDR TAcAApDL TAcAAaDR TAcAAiDR TAcAAiDL TAcAafDI TAcAafDR TAcAacDI TAcAacDR TAcAacDL TAcAaIDR TAcAIfDI TAcAIfDR TAcAIfDL TAcAIADR TAcAIIDI TAcAIIDR TAcAiFDI TAcAiFDR TAcAiFDL TAcAFfDI TAcAFfDR TAcAFfDL TAcAFfdI TAcAFfdR TAcAFFDI TAcAFFDR TAcAFFDL TAcAFFdI TAcAFFdR TAcAFaDR TAcAFadR TAcAFADR TAcAFADL TAcAFAdR TAcAPfDI TAcAPfDR TAcAPfDL TAcAPFDI TAcAPFDR TAcAPFDL TAcAPCDL TAcAPpDI TAcAPpDR TAcAPpDL TAcAPAdR TAcaAfDR TAcaAfDL TAcaAcDI TAcaAcDL TAcaApDI

TAcaafDI TAcaafDL TAcaacDI TAcaFfDI TAcaFfDL TAcaFfdI TAcaFaDR TAcaPfDI TAcaPfDR TAcaPfDL TAcaPcDI TAcaPpDL TAcaCfDR TAcaCfDL TAcIAfDI TAcIAfDL TAcIAcDI TAcIAcDL TAcIACDI TAcIACDR TAcIApDI TAcIafDI TAcIacDI TAcIacDL TAcIaADR TAcIIFDI TAcIICDI TAcIICDR TAcIFfDI TAcIFfDL TAcIFFDI TAcIFFdI TAcIFaDR TAcIFadR TAcIFiDI TAcIFIDI TAcIFIDL TAcIPfDI TAcIPfDL TAcIPcDI TAcIPcDL TAcIPCdI TAcIPCdR TAcIPCdL TAciAfDR TAciAfDL TAciFfDI TAciFfDL TAciFfdI TAciFaDR TAciFadR TAciPfDI TAciPfDR TAciPfDL TAcFAfDI TAcFAfDR TAcFAfDL TAcFAFDL TAcFAFdI TAcFAcDR TAcFAcDL TAcFACDL TAcFACdI TAcFApDI TAcFApDR TAcFApDL TAcFApdI

TAcFAaDR TAcFAaDL TAcFAADI TAcFAADR TAcFAADL TAcFAiDL TAcFafDR TAcFafDL TAcFafdI TAcFafdR TAcFaFDI TAcFaFDR TAcFaFDL TAcFaFdI TAcFaADL TAcFaAdI TAcFaAdR TAcFaiDR TAcFaIDL TAcFaIdR TAcFIfDI TAcFIfDR TAcFIfDL TAcFIfdI TAcFIFDI TAcFIFDL TAcFIFdI TAcFIcDR TAcFIcDL TAcFIpDL TAcFIaDR TAcFIadR TAcFIADI TAcFIADR TAcFIADL TAcFIAdI TAcFIIdI TAcFIIdR TAcFifDI TAcFifDR TAcFifDL TAcFiFDI TAcFiFDR TAcFiFDL TAcFiFdI TAcFiaDR TAcFiADR TAcFiADL TAcFiAdR TAcFFfDL TAcFFFDI TAcFFFDL TAcFFaDI TAcFFaDR TAcFFaDL TAcFFadR TAcFFADI TAcFFADR TAcFFAdI TAcFFiDI TAcFFiDL TAcFFIDI TAcFFIDL TAcFPfDI TAcFPfDL TAcFPfdI TAcFPFDI

TAcFPFDL TAcFPFdI TAcFPCDI TAcFPCdI TAcFPpDL TAcFPaDR TAcFPaDL TAcFPadR TAcFPADR TAcFPADL TAcFPiDL TAcFPIDI TAcFPIDL TAcFPIdI TAcFCfDR TAcFCFDR TAcFCFdR TAcPAfDI TAcPAfdI TAcPAfdL TAcPAFDI TAcPAFDR TAcPAFdI TAcPAFdR TAcPAFdL TAcPafDR TAcPafDL TAcPaFDR TAcPaFdR TAcPaFdL TAcPIfDR TAcPIfDL TAcPIfdI TAcPIfdL TAcPIFDR TAcPIFDL TAcPifDR TAcPifdI TAcPifdR TAcPifdL TAcPiFDI TAcPiFdI TAcPiFdR TAcPiFdL TAcPFfDR TAcPFfDL TAcPFfdR TAcPFfdL TAcPFFDR TAcPFFdL TAcPFaDR TAcPFiDL TAcPFIDR TAcPFIDL TAcPFIdI TAcPFIdL TAcPPfdI TAcPPfdL TAcPPFDR TAcPPFdI TAcPPFdR TAcPPFdL TAcCFfdR TAcCFIdI TAcCFIdR TAcCPfdR TADAaaDI

TADAaiDI TADAFiDI TADAFidI TADaaADR TADaaADL TADaaiDR TADaaIDL TADaFadI TADIAaDL TADIaaDI TADIaaDL TADIFaDI TADIFaDL TADIPaDL TAdAaiDI TAdAaiDL TAdAIiDR TAdAIiDL TAdAIIDR TAdAFaDI TAdAFiDI TAdAFiDL TAdAFidI TAdAPiDL TAdaaADR TAdaaADL TAdaaiDR TAdaaiDL TAdaaIDL TAdIAiDR TAdIAiDL TAdIAIDR TAdIaiDR TAdIFiDR TAdIFiDL TAdIFidR TAdIFIdR TAdIPiDL TAdiFiDR TAdiFiDL TAdiFidR TAdiFIDR TAdiFIdR TA0AacDI TA0AacDR TA0AaIDI TA0AIcDI TA0AIcDR TA0AIIDI TA0AIIDR TA0AFFDL TA0AFFdR TA0AFaDI TA0AFaDL TA0aAfDI TA0aAfDR TA0aAfDL TA0aAcDI TA0aFcdI TA0IAaDL TA0IaFDI TA0IaFDR TA0IaFDL TA0IiFDI TA0IiFDR TA0IiFDL TA0IFaDL

TA0iAfDI TA0FaaDI TA0FaaDL TA0FIaDR TA0FIaDL TA0FIadR TA0FiFDL TA0FFaDR TA0FFaDL TA0FPaDI TA0FPaDL TA0PFaDL TA1AafDI TA1AafDR TA1AafDL TA1AIfDI TA1AIfDR TA1AFfDI TA1AFfdI TA1APfDI TA1APfDR TA1APcDI TA1APcDR TA1APpDI TA1APpDR TA1aAfDI TA1aAfDL TA1aAcDI TA1aafDR TA1aafDL TA1aFfDR TA1aFfDL TA1aFfdR TA1aPfDI TA1aPfDR TA1aPfDL TA1aPcDI TA1aPcDR TA1IAcDI TA1IAcDR TA1IFfDL TA1IFfdI TA1IFfdR TA1iAfDR TA1FAfDI TA1FAfDR TA1FAfdR TA1FAFDL TA1FAcDR TA1FAcDL TA1FAcdR TA1FACDI TA1FACdI TA1FApDR TA1FApdI TA1FApdR TA1FAIDR TA1FafDI TA1FafDL TA1FaFDL TA1FIfDL TA1FIfdR TA1FIFDI TA1FIcDI TA1FIcDR TA1FIcDL TA1FIcdR



225

TA1FICDI TA1FICDL TA1FifDI TA1FifDR TA1FifDL TA1FifdI TA1FifdR TA1FiFDL TA1FiFdI TA1FFfDL TA1FFfdR TA1FFFDI TA1FFFdI TA1FFIDL TA1FFIdI TA1FPfDI TA1FPfDR TA1FPfDL TA1FPfdI TA1FPpDI TA1FPpDR TA1FPpdI TA1FPIDI TA1FPIDR TA1FPIdR TA1PAfDI TA1PAfDR TA1PAfDL TA1PIfDL TA1PIfdR TA1PIfdL TA1PifDI TA1PifDR TA1PifDL TA1PFfDI TA1PFfDR TA1PFFdI TA1PFFdL TA1PFIdR TA1PFIdL TA1PPfDI TA1PPfDR TA2AacDI TA2AacDR TA2AFADI TA2APCdI TA2APCdR TA2APCdL TA2aAfDL TA2aAcDI TA2aafDR TA2aaADR TA2aaADL TA2aFcDI TA2aFcDR TA2aFcDL TA2aFcdR TA2IAfDL TA2IAADL TA2IIFDI TA2IIFDR TA2IIFDL TA2IFADL TA2IFAdI TA2IFAdR TA2iAfDI TA2iAfDR

TA2iAfDL TA2iPfDR TA2FAADL TA2FaADR TA2FaADL TA2FaAdI TA2FaAdR TA2FIFDR TA2FIADR TA2FIADL TA2FIAdR TA2FFFDI TA2FFFDR TA2FFFdI TA2FFADR TA2FFADL TA2FFIDI TA2FFIDR TA2FFIdI TA2FFIdR TA2FPFDL TA2FPFdI TA2FPFdR TA2FPFdL TA2FPCDR TA2FPADI TA2FPADR TA2FPADL TA2FPIdI TA2PiFDL TA2PFADI TA2PFAdR TA3AAFDI TA3AApDI TA3AApDR TA3AApDL TA3AafDI TA3AacDI TA3AFfDR TA3AFfDL TA3AFfdR TA3AFFDR TA3AFFdR TA3APfDI TA3APfDR TA3APfDL TA3APFDI TA3APcDI TA3APcDL TA3APCDI TA3APCDR TA3APCDL TA3APpDI TA3APpDL TA3APpdI TA3aAfDI TA3aAfDR TA3aAcDI TA3aafDI TA3aacDI TA3aIcDI TA3aFfDI TA3aFfDR TA3aFfDL TA3aCfDR TA3aCfDL TA3IAfDI

TA3IAFDI TA3IAFDR TA3IAFDL TA3IACDI TA3IACDR TA3IAADL TA3IaFDI TA3IaFDR TA3IaFDL TA3IaCDI TA3IaCDR TA3IICDI TA3IICDR TA3IFfdI TA3IFFdL TA3IPfDI TA3IPfDL TA3IPfdI TA3IPcDI TA3IPpDI TA3iAfDI TA3iAfDL TA3iAfdI TA3iFfDI TA3iFfDL TA3iFfdI TA3iFcDI TA3iPfDI TA3iPfDL TA3FAfDL TA3FAfdI TA3FAFDI TA3FAcDL TA3FAcdI TA3FApDI TA3FApDL TA3FafDI TA3FafDL TA3FaFDI TA3FaFDR TA3FaFDL TA3FaFdI TA3FaFdR TA3FIfDI TA3FIfDL TA3FIFDR TA3FIFdR TA3FIcDL TA3FICDR TA3FICdR TA3FIpDL TA3FifDL TA3FiFDI TA3FiFDR TA3FiFDL TA3FiFdI TA3FFfDI TA3FFfDL TA3FFfdI TA3FFIDI TA3FFIdI TA3FPfDI TA3FPfDR TA3FPfDL TA3FPfdI TA3FPfdR TA3FPFDI

TA3FPFDR TA3FPFDL TA3FPFdI TA3FPcdI TA3FPCDR TA3FPCdR TA3FPpDL TA3FPpdI TA3FPIDI TA3FPIdI TA3PAfDI TA3PAfDR TA3PAfDL TA3PAfdL TA3PafDI TA3PaCDI TA3PIfDI TA3PIfDL TA3PifDR TA3PifDL TA3PifdL TA3PiFdR TA3PiFdL TA3PFfDL TA3PFfdL TA3PPfDI TA3PPfDL TA3CFfdR TA3CPfdR TA4AAiDI TA4AAiDR TA4AaIDR TA4AIIDI TA4AIIDR TA4AFfDI TA4AFfdI TA4AFfdR TA4APiDI TA4APiDL TA4aAfDI TA4aAfDR TA4aAfDL TA4aAcDI TA4aAIDR TA4aFcDI TA4aFcDR TA4aFcDL TA4aFcdI TA4aFcdR TA4aFpdR TA4aFiDL TA4aFidR TA4IAfDR TA4IAADL TA4IafDI TA4IafDR TA4IaFDI TA4IaFDL TA4IIFDI TA4IIFDL TA4IiFDI TA4IiFDL TA4IFfDL TA4IFfdI TA4IFfdR TA4IFFDI TA4IFFdI

TA4IFADL TA4IFAdI TA4IFAdR TA4IFiDI TA4IFidI TA4IFIDI TA4IFIDR TA4IFIDL TA4IFIdI TA4IPfDL TA4IPCDI TA4iAfDI TA4iAfDR TA4iAfDL TA4iAidI TA4iPFDI TA4FACdR TA4FAiDI TA4FAiDR TA4FAiDL TA4FAidR TA4FAIDI TA4FAIDR TA4FAIDL TA4FAIdI TA4FAIdR TA4FaFDR TA4FaidR TA4FaIDI TA4FaIDR TA4FaIDL TA4FaIdI TA4FaIdR TA4FIFdI TA4FIIDI TA4FIIDR TA4FIIdI TA4FIIdR TA4FiFDI TA4FFFDI TA4FFFDR TA4FFFDL TA4FFFdL TA4FFADI TA4FFADR TA4FFIDR TA4FPFDI TA4FPFDR TA4FPFDL TA4FPFdI TA4FPFdR TA4FPCDI TA4FPCdI TA4FPADR TA4FPAdI TA4FPAdR TA4FPiDR TA4FPiDL TA4FPIDR TA4FPIDL TA4FPIdR TA4FCFdR TA4PIFDI TA4PiFdR TA4PiFdL TA4PFADL TA4PFAdR

TA4PFidR TA4PFIDI TA4PFIDR TA4PFIDL TA4PFIdL TA4PPiDR TA4PPIDI TA4PPIDR TA4CFIdI TA4CFIdR TA5AAFDR TA5AApDR TA5AApDL TA5AAiDR TA5AAiDL TA5AafDI TA5AafDR TA5AacDI TA5AacDR TA5AaIDR TA5AIfDI TA5AIfDR TA5AIcDI TA5AIcDR TA5AIcDL TA5AIpDI TA5AIIDI TA5AIIDR TA5AiFDI TA5AiFDR TA5AiFDL TA5AFfDI TA5AFfDR TA5AFfDL TA5AFfdI TA5AFFDI TA5AFFDR TA5AFFDL TA5AFFdI TA5AFFdR TA5AFadR TA5AFADR TA5AFADL TA5AFAdI TA5AFAdR TA5APfDI TA5APfDL TA5APFDR TA5APFDL TA5APCDI TA5APpDI TA5APpDR TA5APAdR TA5APAdL TA5aAfDR TA5aAfDL TA5aAcDL TA5aafDI TA5aafDL TA5aIfDI TA5aFfDI TA5aFfDL TA5aPfDI TA5aPfDR TA5aPfDL TA5aPcDI TA5aPpDL

TA5aCfDR TA5aCfDL TA5IAfDI TA5IAfDR TA5IAfDL TA5IAcDI TA5IAcDL TA5IACDI TA5IACDR TA5IafDI TA5IafDL TA5IacDI TA5IacDL TA5IFfDI TA5IFfDL TA5IFfdI TA5IFiDI TA5IFIDL TA5IPfDI TA5IPfDR TA5IPfDL TA5IPcDL TA5IPpDI TA5IPIDR TA5iAfDI TA5iAfDR TA5iAfDL TA5iFfDI TA5iFfDL TA5iFfdI TA5iFFDI TA5iFFDR TA5iFFDL TA5iFFdI TA5iFFdR TA5iFcDI TA5iFcDL TA5iFaDR TA5iFadR TA5iPfDI TA5iPfDR TA5iPfDL TA5FAfDL TA5FAFDI TA5FAFDL TA5FAcDL TA5FAcdI TA5FACDR TA5FACDL TA5FACdI TA5FApDI TA5FApDL TA5FAaDR TA5FAadR TA5FAADI TA5FAADL TA5FAAdI TA5FAAdR TA5FAiDI TA5FafDL TA5FaFDI TA5FaFDR TA5FaFDL TA5FaFdI TA5FaFdR TA5FaFdL TA5FaADI



226

TA5FaAdR TA5FaIDI TA5FaIDR TA5FaIDL TA5FaIdI TA5FIfDL TA5FIFDI TA5FIFdI TA5FIcDI TA5FIcDL TA5FIpDI TA5FIpDR TA5FIpDL TA5FIadI TA5FIadR TA5FIADI TA5FIADR TA5FIADL TA5FIAdI TA5FIIDR TA5FIIdI TA5FifDL TA5FiFDI TA5FiFDL TA5FiFdI TA5FiaDR TA5FiADR TA5FiAdR TA5FFfDI TA5FFfDL TA5FFFDI TA5FFFDL TA5FFaDR TA5FFadR TA5FFADR TA5FFAdR TA5FFIDI TA5FPfDI TA5FPfDR TA5FPfDL TA5FPfdI TA5FPfdR TA5FPFDI TA5FPFDL TA5FPFdI TA5FPCDI TA5FPCdI TA5FPadR TA5FPADR TA5FPAdI TA5FPAdR TA5FPIDI TA5FPIDR TA5FPIDL TA5FPIdI TA5FCFDR TA5FCFDL TA5FCFdI TA5PAFDI TA5PAFDR TA5PAFDL TA5PafDL TA5PafdI TA5PafdR TA5PaFDR TA5PIfDR TA5PIfdI

TA5PIFDI TA5PIFDR TA5PIFDL TA5PifdI TA5PiFDI TA5PiFDR TA5PiFdI TA5PiFdR TA5PiFdL TA5PFfDR TA5PFfDL TA5PFfdI TA5PFfdL TA5PFFDI TA5PFFdI TA5PFFdL TA5PFaDR TA5PFadR TA5PFADR TA5PFAdR TA5PFIDI TA5PFIDR TA5PFIDL TA5PFIdI TA5PFIdL TA5PPFDR TA5PPIDI TA5CFfdR TA5CFFdR TA5CFIdI TA5CPfdR TA5CPfdL TA6AaiDI TA6AFiDI TA6AFidI TA6aaADR TA6aaADL TA6aaiDL TA6IAaDI TA6IAaDL TA6IAIDL TA6IaaDI TA6IFIDL TA6iFiDL TA7AaiDI TA7AaiDL TA7AIiDR TA7AIiDL TA7AIIDR TA7AFaDI TA7AFiDI TA7AFiDL TA7AFidI TA7aaADL TA7aaiDR TA7aaiDL TA7aaIDL TA7IAiDR TA7IAiDL TA7IAIDR TA7IaiDR TA7IaiDL TA7IFiDR TA7IFiDL TA7IFidR TA7IFIdR TA7IPiDL

TA7iFiDR TA7iFiDL TA7iFidR TA7iFIDR GCJAAaDI GCJAAaDR GCJAAaDL GCJAaiDI GCJAaiDL GCJAIiDI GCJAIiDR GCJAIiDL GCJAFFdI GCJAFaDI GCJAFadI GCJAFADI GCJAFADR GCJAFADL GCJAFAdI GCJAFAdR GCJAPadI GCJAPadR GCJAPADI GCJAPADR GCJAPADL GCJAPAdI GCJAPAdR GCJAPAdL GCJAPIdI GCJAPIdR GCJaAfDI GCJaAfDR GCJaAfDL GCJaAFDI GCJaAFDR GCJaAFDL GCJaAaDI GCJaAaDR GCJaAaDL GCJaAADI GCJaAADR GCJaAADL GCJaaaDI GCJaaaDR GCJaaaDL GCJaaADI GCJaaADR GCJaaADL GCJaaiDI GCJaiFDI GCJaFcDI GCJaFcDL GCJaFcdI GCJaFPdI GCJaFaDI GCJaFaDR GCJaFaDL GCJaFadI GCJaFadR GCJaFADI GCJaFADL GCJaFAdI GCJaFAdR GCJaPFdI GCJaPFdR GCJaPFdL GCJaPCdI

GCJaPCdR GCJaPCdL GCJaPPdI GCJaPPdR GCJaPPdL GCJaPaDR GCJaPaDL GCJaPADI GCJaPADL GCJaPIDI GCJaPIDR GCJaPIDL GCJaCFdI GCJaCCdI GCJaCPdI GCJaCPdR GCJaCPdL GCJIAfDR GCJIAfDL GCJIAFDI GCJIAFDR GCJIAFDL GCJIAcDL GCJIAaDI GCJIAaDR GCJIAaDL GCJIAADR GCJIAADL GCJIaFDI GCJIaFDR GCJIaFDL GCJIacdI GCJIacdR GCJIacdL GCJIapdI GCJIapdR GCJIapdL GCJIiCDR GCJIiCdI GCJIiPdI GCJIiPdL GCJIFFDI GCJIFFDR GCJIFFDL GCJIFFdI GCJIFPdI GCJIFaDI GCJIFaDR GCJIFaDL GCJIFadI GCJIFADI GCJIFADR GCJIFADL GCJIFAdI GCJIFAdR GCJIPfdI GCJIPfdR GCJIPfdL GCJIPFDI GCJIPFDL GCJIPcdI GCJIPcdR GCJIPcdL GCJIPpdI GCJIPpdR GCJIPpdL GCJICPdI

GCJiAfDI GCJiAfDR GCJiAfDL GCJiAFDI GCJiAFDL GCJiACDI GCJiAPDR GCJiAPdI GCJiAPdL GCJiAIDI GCJiAIDR GCJiAIDL GCJiPCdI GCJiPCdL GCJiPPdI GCJiPPdL GCJFAFdI GCJFAFdR GCJFAPDR GCJFAAdI GCJFAiDI GCJFAiDR GCJFAiDL GCJFAidI GCJFAidR GCJFaFDI GCJFaFDR GCJFaFDL GCJFaFdI GCJFaFdR GCJFaPDI GCJFaPDR GCJFaPdI GCJFaAdI GCJFaiDI GCJFaiDR GCJFaiDL GCJFaidI GCJFaidR GCJFIFDI GCJFIFDR GCJFIFDL GCJFIFdI GCJFICDI GCJFICDL GCJFICdI GCJFIPDI GCJFIPDL GCJFIPdI GCJFIiDI GCJFIiDR GCJFIiDL GCJFIidI GCJFIIDI GCJFIIDL GCJFIIdI GCJFIIdR GCJFiFDI GCJFiFDR GCJFiFDL GCJFiFdI GCJFiCDI GCJFiCDR GCJFiCDL GCJFiCdI GCJFiPDR GCJFiPdI

GCJFiPdR GCJFFFDI GCJFFFDR GCJFFFDL GCJFFFdI GCJFFFdR GCJFFPDI GCJFFPDR GCJFFPDL GCJFFPdI GCJFFPdR GCJFFadI GCJFFADI GCJFFAdI GCJFFIDR GCJFFIDL GCJFFIdI GCJFFIdR GCJFPCdI GCJFPAdI GCJFPiDI GCJFPiDR GCJFPiDL GCJFPidI GCJFPidR GCJFPIDI GCJFPIDR GCJFPIDL GCJFPIdR GCJPAFdI GCJPAFdR GCJPAFdL GCJPAPdI GCJPAPdR GCJPAPdL GCJPAiDI GCJPAiDR GCJPAiDL GCJPaFdI GCJPaFdL GCJPaCdI GCJPaCdR GCJPaCdL GCJPaPdI GCJPaPdR GCJPaPdL GCJPaiDI GCJPaiDR GCJPaiDL GCJPIiDI GCJPIiDR GCJPIiDL GCJPIIDI GCJPiFdI GCJPFFdL GCJPFCdL GCJPFPdI GCJPFPdL GCJPFiDI GCJPFiDR GCJPFiDL GCJPFidI GCJPFidR GCJPFidL GCJPFIdI GCJPPFdI GCJPPCdI

GCJPPPdI GCJPPPdL GCJPPiDI GCJPPiDR GCJPPiDL GCjAAFDR GCjAAFDL GCjAAcdI GCjAAcdR GCjAAcdL GCjAACDI GCjAACDR GCjAACDL GCjAACdI GCjAACdR GCjAACdL GCjAAPdI GCjAAPdL GCjAAiDI GCjAAiDR GCjAAiDL GCjAIFDR GCjAIFDL GCjAIiDI GCjAIiDR GCjAFFDR GCjAFFDL GCjAFFdR GCjAFPDI GCjAFPDR GCjAFPDL GCjAFPdR GCjAFiDI GCjAFiDR GCjAFiDL GCjAFidI GCjAFidR GCjAPFDI GCjAPFDR GCjAPFDL GCjAPCDI GCjAPCDR GCjAPCDL GCjAPCdR GCjAPAdR GCjAPiDI GCjAPiDR GCjAPiDL GCjaAfDR GCjaAFDI GCjaAFDR GCjaAFDL GCjaAcdI GCjaAcdR GCjaAcdL GCjaaIDR GCjaaIDL GCjaIfDI GCjaIcDI GCjaIcDR GCjaIcDL GCjaiFDI GCjaiFDR GCjaiFDL GCjaipDI GCjaipDL GCjaFFdI



227

GCjaFcDI GCjaFcDR GCjaFcDL GCjaFcdI GCjaFcdR GCjaFiDI GCjaFiDR GCjaFiDL GCjaFidI GCjaFidR GCjaFIDI GCjaFIDR GCjaFIDL GCjaFIdI GCjaFIdR GCjaPfdI GCjaPfdR GCjaPfdL GCjaPFdI GCjaPcdI GCjaPCdI GCjaPCdL GCjaPADI GCjaPADR GCjaPADL GCjaPiDI GCjaPiDR GCjaPIDI GCjaPIDR GCjaCFdI GCjaCFdR GCjIAfDI GCjIAFDI GCjIAFDR GCjIAFDL GCjIAcDI GCjIACDI GCjIACdI GCjIACdR GCjIACdL GCjIApdI GCjIApdR GCjIAPdI GCjIAPdR GCjIAPdL GCjIaFDI GCjIaFDR GCjIaFDL GCjIaCDI GCjIaCDR GCjIaCDL GCjIapdI GCjIapdR GCjIapdL GCjIIfDI GCjIIfdI GCjIiFDI GCjIiFDR GCjIiFDL GCjIiCDI GCjIiCDR GCjIiCDL GCjIiCdI GCjIiCdR GCjIiPdI GCjIiPdR GCjIFfdI

GCjIFpdI GCjIFaDI GCjIFaDR GCjIFaDL GCjIFadI GCjIFadR GCjIFidI GCjIFidR GCjIPFDI GCjIPFDR GCjIPFDL GCjIPcdI GCjIPpdI GCjIPpdR GCjIPpdL GCjIPaDI GCjIPaDL GCjiAfDI GCjiAfDR GCjiAfDL GCjiAFDR GCjiAFDL GCjiAcdI GCjiAcdR GCjiAcdL GCjiACDI GCjiACDL GCjiAPDI GCjiAPdI GCjiAPdL GCjiIFDI GCjiIFDR GCjiFfdI GCjiFiDR GCjiFidR GCjiPFdI GCjFAFDI GCjFAFdI GCjFACdI GCjFAPDI GCjFAPDR GCjFAPDL GCjFAPdI GCjFAPdR GCjFAaDR GCjFAaDL GCjFAadR GCjFAADI GCjFAADR GCjFAADL GCjFAAdI GCjFAAdR GCjFAiDI GCjFAiDR GCjFAiDL GCjFAidI GCjFAidR GCjFAIDI GCjFAIDR GCjFAIDL GCjFAIdI GCjFAIdR GCjFaFDI GCjFaFDL GCjFaFdI GCjFaPDI GCjFaPDR

GCjFaPDL GCjFaPdI GCjFaPdR GCjFaaDI GCjFaaDR GCjFaaDL GCjFaadR GCjFaADL GCjFaAdI GCjFaiDI GCjFaiDR GCjFaiDL GCjFaidI GCjFaidR GCjFaIDI GCjFaIDR GCjFaIDL GCjFaIdI GCjFaIdR GCjFIFDI GCjFIFDL GCjFIFdI GCjFIFdR GCjFICDI GCjFICDR GCjFICdI GCjFIaDI GCjFIaDR GCjFIaDL GCjFIadR GCjFIADI GCjFIADR GCjFIADL GCjFIAdI GCjFIAdR GCjFIiDI GCjFIiDR GCjFIiDL GCjFIidI GCjFIidR GCjFIIDI GCjFIIDR GCjFIIDL GCjFIIdI GCjFIIdR GCjFiFDI GCjFiFDL GCjFiFdI GCjFiCDI GCjFiCDL GCjFiCdI GCjFiPDI GCjFiPDR GCjFiPDL GCjFiPdI GCjFiPdR GCjFFfdI GCjFFFDL GCjFFpdI GCjFFaDR GCjFFadR GCjFFADR GCjFFADL GCjFFAdR GCjFFIdR GCjFPFdI GCjFPCDI

GCjFPCdI GCjFPPDI GCjFPaDI GCjFPaDR GCjFPaDL GCjFPadR GCjFPADI GCjFPADL GCjFPAdI GCjFPAdR GCjFPiDI GCjFPiDR GCjFPidI GCjFPIDI GCjFPIDR GCjFPIDL GCjFPIdI GCjFPIdR GCjFCCdI GCjPAFdI GCjPAFdR GCjPAFdL GCjPACdI GCjPACdL GCjPAPdI GCjPAPdL GCjPAaDL GCjPAADI GCjPAADR GCjPAiDI GCjPAiDR GCjPAiDL GCjPAIDI GCjPAIDR GCjPAIDL GCjPaFdI GCjPaFdL GCjPaCdI GCjPaCdL GCjPaaDI GCjPaaDR GCjPaaDL GCjPaADI GCjPaADR GCjPaADL GCjPaiDR GCjPaiDL GCjPaIDI GCjPaIDL GCjPICdI GCjPICdR GCjPICdL GCjPIPdI GCjPIPdL GCjPIaDI GCjPIaDR GCjPIaDL GCjPIADI GCjPIiDI GCjPIiDL GCjPIIDI GCjPIIDR GCjPiPdI GCjPiPdR GCjPiPdL GCjPFFdL GCjPFaDI

GCjPFaDR GCjPFaDL GCjPFadR GCjPFadL GCjPFADR GCjPFADL GCjPFAdI GCjPFiDI GCjPFidI GCjPFIDI GCjPFIDR GCjPFIDL GCjPFIdI GCjPFIdR GCjPFIdL GCjPPFdI GCjPPFdR GCjPPFdL GCjPPCdI GCjPPCdR GCjPPaDR GCjPPADI GCjPPADR GCjPPiDI GCjPPiDL GCjPPIDI GCjPPIDR GCjPPIDL GCjCFFdI GCOAACdI GCOAACdL GCOaAfDI GCOaAfDR GCOaAfDL GCOaAFDI GCOaAFDR GCOaAFDL GCOaiFDI GCOaiFDL GCOaFcDI GCOaFcDR GCOaFcDL GCOaFcdI GCOaPfdI GCOaPfdR GCOaPfdL GCOaPFdI GCOaPFdR GCOaPFdL GCOaCFdI GCOIACdI GCOIACdR GCOIACdL GCOIiCDI GCOIiCDR GCOIiCdI GCOIiCdR GCOIFFdI GCOIPfdI GCOIPfdR GCOIPfdL GCOIPcdI GCOIPcdR GCOIPcdL GCOIPpdL GCOiAfDR GCOiAfDL

GCOiAFDR GCOiPFdI GCOiPFdL GCOiPCdI GCOiPCdL GCOFAFDR GCOFAFdI GCOFAFdR GCOFACDR GCOFaFDI GCOFaFDR GCOFaFDL GCOFaFdI GCOFaFdR GCOFIFDI GCOFIFDR GCOFIFDL GCOFIFdI GCOFiFDI GCOFiFDL GCOFiFdI GCOFiCDI GCOFiCDR GCOFiCDL GCOFFFDI GCOFFFDR GCOFFFDL GCOFFFdI GCOFFFdR GCOFPFdI GCOPAFdI GCOPAFdL GCOPACdI GCOPACdR GCOPACdL GCOPaFdI GCOPaFdL GCOPFFdL GCOPFCdL GCOPPFdI GCOPPFdR GCOPPFdL GCWAAFDI GCWAACDI GCWAaiDI GCWAIiDI GCWAFfdI GCWAFpdI GCWAFPDI GCWAFPdI GCWAFaDI GCWAFaDL GCWAFadI GCWAFADI GCWAFADR GCWAFADL GCWAFAdI GCWAFAdR GCWAPFDI GCWAPaDI GCWAPaDR GCWAPadI GCWAPadR GCWAPADR GCWAPADL GCWAPAdI GCWAPAdR

GCWAPAdL GCWaAfDI GCWaAfDR GCWaAfDL GCWaAFDI GCWaACdI GCWaACdR GCWaAaDI GCWaAaDR GCWaAaDL GCWaAADI GCWaAADR GCWaaFDI GCWaaaDI GCWaaADI GCWaaADR GCWaaiDI GCWaiFDI GCWaFFDI GCWaFcDI GCWaFcDL GCWaFcdI GCWaFpdI GCWaFpdR GCWaFPdI GCWaFaDI GCWaFaDL GCWaFadI GCWaFADI GCWaFADR GCWaFAdI GCWaFAdR GCWaFiDI GCWaFidI GCWaPFDI GCWaPFdI GCWaPFdR GCWaPCdI GCWaPCdR GCWaPCdL GCWaPaDI GCWaPaDR GCWaPaDL GCWaPADI GCWaPADL GCWaPiDI GCWaPIDI GCWaPIDR GCWaPIDL GCWaCFdI GCWaCFdR GCWaCCdI GCWaCCdR GCWaCCdL GCWIAfDI GCWIAFDI GCWIAFDL GCWIAcDI GCWIAcDR GCWIAcdI GCWIAcdR GCWIAcdL GCWIACDI GCWIACDR GCWIACDL GCWIACdI GCWIAaDI



228

GCWIAaDR GCWIAADI GCWIAADR GCWIaFDI GCWIaFDL GCWIaADI GCWIiFDI GCWIiCdI GCWIFfdI GCWIFFDI GCWIFFDL GCWIFFdI GCWIFpDI GCWIFpdI GCWIFPdI GCWIFaDI GCWIFaDL GCWIFadI GCWIFADI GCWIFADR GCWIFADL GCWIFAdI GCWIFAdR GCWIPfDI GCWIPfdI GCWIPFDI GCWIPFDL GCWIPcDI GCWIPcdR GCWIPCDI GCWIPpdI GCWIPpdR GCWIPpdL GCWIPadI GCWIPADI GCWIPADL GCWiAfDI GCWiAfDR GCWiAfDL GCWiAFDI GCWiACDI GCWiACdI GCWiACdL GCWiAPDI GCWiAPDR GCWiAPDL GCWiAIDI GCWiFfdI GCWiFfdR GCWiPFDI GCWiPFdI GCWiPFdL GCWiPCdI GCWiPCdL GCWiPPdI GCWiPPdL GCWFAfdI GCWFAFDR GCWFAFDL GCWFAFdI GCWFAFdR GCWFACDR GCWFACdI GCWFAPDI GCWFAPDR GCWFAPdI GCWFAaDI

GCWFAadI GCWFAAdI GCWFAIDI GCWFAIDR GCWFAIDL GCWFAIdI GCWFAIdR GCWFaFDI GCWFaFDR GCWFaFDL GCWFaFdI GCWFaFdR GCWFaPDI GCWFaPDL GCWFaPdI GCWFaaDI GCWFaaDL GCWFaadI GCWFaADI GCWFaAdI GCWFaIDI GCWFaIDR GCWFaIDL GCWFaIdI GCWFIFDI GCWFIFDL GCWFIFdI GCWFICDI GCWFICDR GCWFICDL GCWFICdI GCWFIPDI GCWFIPDL GCWFIPdI GCWFIadI GCWFIADI GCWFIAdI GCWFIIDI GCWFIIDR GCWFIIDL GCWFIIdI GCWFIIdR GCWFiFDI GCWFiFDR GCWFiFDL GCWFiFdI GCWFiFdR GCWFiCDI GCWFiCdI GCWFiPDI GCWFiPdI GCWFFfDI GCWFFFDI GCWFFFDR GCWFFFDL GCWFFFdI GCWFFPDI GCWFFPDL GCWFFPdI GCWFFadI GCWFFADI GCWFFADL GCWFFAdI GCWFFIDI GCWFFIdR GCWFPFdI GCWFPCdI

GCWFPadI GCWFPADI GCWFPiDI GCWFPidI GCWFPIDI GCWFPIDR GCWFPIDL GCWFPIdI GCWFPIdR GCWFCFdI GCWFCCdI GCWFCPdI GCWPAFdI GCWPAFdR GCWPAFdL GCWPACdL GCWPAPdI GCWPAPdR GCWPAPdL GCWPAaDI GCWPAIDL GCWPaFdI GCWPaFdR GCWPaFdL GCWPaCdI GCWPaCdR GCWPaCdL GCWPaaDI GCWPaADI GCWPaADL GCWPaIDR GCWPIaDI GCWPIIDI GCWPIIDR GCWPIIDL GCWPiFDI GCWPiFdL GCWPFFdL GCWPFCdL GCWPFPdI GCWPFPdL GCWPFaDI GCWPFadI GCWPFIDI GCWPFIDL GCWPFIdI GCWPPFdI GCWPPFdR GCWPPFdL GCWPPCdI GCWPPIDR GCWCFFdI GCWCFPdI GCFAAfDL GCFAAcDI GCFAAcDL GCFAACdI GCFAAPdI GCFAAPdR GCFAAPdL GCFAAiDR GCFAaCdI GCFAaPdI GCFAaPdR GCFAaPdL GCFAICdI GCFAIPdI

GCFAIPdR GCFAIPdL GCFAIiDI GCFAIiDR GCFAFpDI GCFAFpDR GCFAFpDL GCFAFpdR GCFAFiDI GCFAFiDR GCFAFiDL GCFAFidR GCFAPFdI GCFAPAdR GCFAPiDI GCFAPiDR GCFAPiDL GCFaAfDR GCFaAfDL GCFaAFDI GCFaAFDR GCFaAFDL GCFaAcDI GCFaAcDR GCFaAcDL GCFaAcdI GCFaAcdR GCFaAcdL GCFaACDI GCFaACDR GCFaACDL GCFaAADI GCFaAADR GCFaAADL GCFaafDL GCFaaFDI GCFaaFDR GCFaaFDL GCFaacDI GCFaacdI GCFaacdR GCFaacdL GCFaIFDI GCFaIFDL GCFaFfDR GCFaFfDL GCFaFFDI GCFaFFDR GCFaFFDL GCFaFFdI GCFaFFdR GCFaFcDL GCFaFcdR GCFaFPDI GCFaFPDR GCFaFPDL GCFaFPdI GCFaFADI GCFaFADR GCFaFADL GCFaFAdR GCFaFiDI GCFaFiDR GCFaFiDL GCFaFidR GCFaFIDI GCFaFIDR

GCFaFIDL GCFaPfDR GCFaPfDL GCFaPfdI GCFaPfdR GCFaPfdL GCFaPFDI GCFaPFDL GCFaPcDI GCFaPcDR GCFaPcdI GCFaPcdR GCFaPcdL GCFaPCDI GCFaPCDR GCFaPCDL GCFaPADR GCFaPADL GCFaPiDI GCFaPiDR GCFaPIDI GCFaCFdI GCFaCFdR GCFaCFdL GCFIAfDI GCFIAfDR GCFIAfDL GCFIAFDR GCFIAFDL GCFIAcDI GCFIAcDR GCFIAcDL GCFIAcdI GCFIAcdR GCFIAcdL GCFIACDI GCFIACDL GCFIACdI GCFIACdR GCFIACdL GCFIAPdI GCFIAPdR GCFIAPdL GCFIaFDR GCFIaFDL GCFIaCDI GCFIaCDR GCFIaCDL GCFIaCdI GCFIaCdR GCFIaCdL GCFIapdI GCFIapdR GCFIapdL GCFIaPdI GCFIaPdR GCFIaPdL GCFIIfDI GCFIIfDR GCFIIfdI GCFIifdI GCFIiFDI GCFIiFDR GCFIiFDL GCFIiCDI GCFIiCDR GCFIiCDL

GCFIiCdI GCFIiCdR GCFIiCdL GCFIiPDI GCFIiPDR GCFIiPDL GCFIiPdI GCFIiPdL GCFIFfDI GCFIFfdI GCFIFFDR GCFIFFdR GCFIFpDI GCFIFpdI GCFIFaDI GCFIFaDL GCFIFadR GCFIFidR GCFIPfDI GCFIPfdI GCFIPfdR GCFIPFDI GCFIPFDR GCFIPFDL GCFIPFdI GCFIPFdR GCFIPcDI GCFIPcdI GCFIPcdR GCFIPcdL GCFIPCDI GCFIPpDI GCFIPpdR GCFIPpdL GCFIPPdI GCFIPPdR GCFIPPdL GCFIPaDI GCFIPaDR GCFIPaDL GCFIPadI GCFIPadR GCFICFdI GCFICCdI GCFICCdR GCFICCdL GCFICPdI GCFICPdR GCFICPdL GCFiAfDR GCFiAFDI GCFiAFDR GCFiAFDL GCFiAcDI GCFiACDI GCFiACDR GCFiACDL GCFiAPdI GCFiAPdR GCFiAPdL GCFiFfDR GCFiFfDL GCFiFpDI GCFiFiDR GCFiFidR GCFiPFDI GCFiPFDR

GCFiPFDL GCFFAfDI GCFFAfDL GCFFAFDI GCFFAFDL GCFFAcDI GCFFAcDL GCFFACDI GCFFACDL GCFFApDL GCFFApdI GCFFAaDR GCFFAadR GCFFAADR GCFFAAdR GCFFafDI GCFFafDL GCFFafdI GCFFaFDI GCFFaFDL GCFFapDI GCFFapDL GCFFapdI GCFFaaDR GCFFaadR GCFFaADR GCFFaAdR GCFFaIDI GCFFaIDR GCFFaIDL GCFFaIdI GCFFaIdR GCFFIfDL GCFFIfdI GCFFIFDR GCFFIFDL GCFFICDR GCFFICDL GCFFIpDR GCFFIpDL GCFFIpdI GCFFIaDR GCFFIadR GCFFIADR GCFFIAdR GCFFifDI GCFFifDL GCFFiFDL GCFFicDI GCFFicDL GCFFiCDI GCFFiCDL GCFFipDI GCFFipDL GCFFipdI GCFFFpDL GCFFFpdR GCFFFiDL GCFFPfDI GCFFPfDL GCFFPfdI GCFFPFDI GCFFPFDR GCFFPFDL GCFFPFdR GCFFPcDI GCFFPcdI



229

GCFFPCDI GCFFPCDR GCFFPCDL GCFFPpDI GCFFPpdI GCFFPPDR GCFFPPDL GCFFPaDR GCFFPadR GCFFPADR GCFFPADL GCFFPAdR GCFFPIdR GCFFCFDR GCFFCFDL GCFFCFdR GCFFCCDL GCFFCCdR GCFFCPDI GCFFCPDL GCFPAFDR GCFPAFDL GCFPAFdI GCFPAFdR GCFPAFdL GCFPAcDI GCFPAcDL GCFPACDL GCFPAaDR GCFPAADR GCFPafDI GCFPaFDR GCFPaFDL GCFPaFdI GCFPaFdR GCFPaFdL GCFPacDI GCFPacDL GCFPaCDR GCFPaCDL GCFPaCdI GCFPaCdR GCFPaCdL GCFPaIDI GCFPaIDR GCFPaIDL GCFPIFDR GCFPIcDI GCFPIcDL GCFPICDR GCFPICDL GCFPIADR GCFPiFDL GCFPiFdI GCFPicDI GCFPicDL GCFPiCDR GCFPiCDL GCFPipDI GCFPipDL GCFPiPDR GCFPiPdI GCFPiPdL GCFPFfDL GCFPFFDL GCFPFCdL GCFPFPDL

GCFPFadR GCFPFADR GCFPFADL GCFPFAdR GCFPPFDL GCFPPFdI GCFPPFdR GCFPPFdL GCFPPcDI GCFPPCDI GCFPPCdI GCFPPCdR GCFPPCdL GCFPPaDR GCFPPADR GCFPPADL GCFCFFdR GCFCFFdL GCFCFPdL GCFCPFdI GCFCPCdI GCFCPCdL



230



231

Obiectivul 3.3. Derivaţi de triphenylacrylonitril – afinitate relativă de legare

receptori de estrogen (elaborare modele structură-activitate)


Derivaţi de triphenylacrylonitril

Mukherjee şi colaboratorii au publicat în 2005 un studiu qSAR de predicţie a semnalului

farmacofor pentru afinitatea faţă de receptorii de estrogeni a trifenilacrilonitrililor [29]. Cel mai bun

model cu o singură variabilă a prezentat un coeficient de corelaţie de 0.738 capabil să explice 45.56%

din varianţia activităţii investigate. Caracteristicile celui mai bun model identificat sunt:

LogRBA = 1.261 (±0.491) + 1.906(±0.317) I12-OH - 0.239(±0.077) S6 - 0.169(±0.065) S18 -

0.559(±0.143)Nt

N = 25, R=0.860, R2=0.740, EV=68.811%, F=14.238 (df 4, 20), s=0.774, AVRES=0.542, PRESS =

21.751, SDEP = 0.933, Presav = 0.697, Q2 = 0.529.

Setul de compuşi

Setul de compuşi investigat în [29] a fost supus procesului de modelare folosind metodologia

MDFV. Activitatea de interes a fost competiţia pentru legarea de 3H E2 exprimat în scală logaritmică

(LogRBA). Abrevierea, structura şi activitatea observată sunt redate în Tabelul 36.

Tabelul 36. Setul de trifenilacrilonitrili

Mol logRBA Structura

triph001 -1.046

29 Mukherjee S, Mukherjee A, Saha A. QSAR Studies with E-State Index: Predicting Pharmacophore Signals for Estrogen Receptor Binding Affinity of Triphenylacrylonitriles. Biol. Pharm. Bull. 2005;28(1):154-157.



232

triph002 1.556

triph003 0.342

triph004 0.519

triph005 1.792



233

triph006 1.869

triph007 0.785

triph008 2.220

HH

H

OH

H

H

H

H

OH

H

H

N

H

H

OH

H

triph009 1.447

HH

H

OH

H

H

H

H

H

H

H

N

H

H

H

H

H

H



234

triph010 0.398

triph011 1.968

triph012 1.892

triph013 0.959



235

triph014 -0.180

HH

H

O

H

HH

H

H

H

H

H

H

H

N

H

H

OH

H

triph015 1.230

triph016 -0.444

triph017 0.806



236

triph018 -2.000

HH

H

O

HHH

HH

H

H

H

H

H

H

HH

H

N

HH

O

H

HH

H

HH H

H

triph019 0.531

triph020 2.033



237

triph021 -0.398

triph022 -2.000

HH

H

H

H

H

H

H

O

N

HHH

HH

HH H

HH

H H

H

H

H

H

NH

HH

H

triph023 -1.398



238

triph024 -2.000

HH

N

H

H

HH

HH

H

H

OH

H

H

H

H

H

H

H

N

H

N

H HH

H

HH H H

OH

H

triph025 -1.398


Setul de 25 compuşi incluşi în procesul de modelare a fost supus analizei normalităţii după

metodologia descrisă la primul set de compuşi. Rezultatele obţinute au pus în evidenţă că datele

experimentale sunt normal distribuite (Tabelul 37).

Tabelul 37. Teste de normalitate: set trifenilacrilonitrili

Kolmogorov-Smirnov

n Statistica P Ranguri

25 0.12925 0.7505 17

α 0.1 0.05 0.02 0.01

Valori critice 0.23768 0.26404 0.29516 0.31657

Respinfgem H0? Nu Nu Nu Nu

Anderson-Darling

n 25



239

Statistica Ranguri

0.63143 10

α 0.1 0.05 0.02 0.01


Respingem H0? No No No No

Chi-Squared

Grade de libertate Statistica Valoarea p Ranguri

2 0.48274 0.78555 11

α 0.1 0.05 0.02 0.01

Valori Critice 4.6052 5.9915 7.824 9.2103

Respingem H0? No No No No

Testul Grubbs nu a pus în evidenţă nici un outlier de acticvitate (G = 1.7176, prag de

semnificaţie de 1%, 2%, 5%).

Pregătirea moleculelor pentru modelare


÷ Desenarea structurii 2D a compuşilor cu ajutorului programului HyperChem.

÷ Adăugarea atormilor de hidrogen şi realizarea geometriei moleculare (HyperChem).

÷ Salvarea moleculei ca şi fişier *.mol.

÷ Optimizarea geometriei moleculare cu Molecular Modeling Pro Plus [30]:


o Optimizare a geometriei prin aplicarea modificărilor moderate şi rerularea de două ori

(Moly minimizer – Make moderated changes – 2*Refine).


÷ Validarea compuşilor şi calcularea sarcinilor parţiale cu programul HyperChem (acolo unde a

necesitat).



modelului dezvoltat şi impelmentat în anul anterior de finanţare al proiectului (Anul 2008):


investigat (logRBA). 30 http://www.chemsw.com/



240


Crearea tabelului ` triph_mdfv` (conţine denumirile descriptorilor);

Crearea tabelului `triph_data` (conţine fişierele *.hin ale compuşilor din setul

logRBA);

Crearea tebelului `triph_prop` (conţine valorile proprietăţii de invest, logRBA).



o Rularea programului `3_mdfv_set_calc.php` pentru a crea tabela `triph_prop`.

o Rularea programului `4_mdfv_prop_upload.php` pentru a popula cu valorile logRBA

tabela `triph_prop`.


`triph__logRBA`.



rezultat un număr de 6059 descriptori moleculari relevanţi pentru studiul logBBB a compuşilor de

traversează bariera hemato-encefalică:


structurii compuşilor organici investigaţi ca agenţi ai partiţionării coeficientului de traversare a barierei

hemato-encefalice cumulează aproximativ 1.4 Mb.

Identificare modele

Următorii paşi au fost urmăţi în identificarea modelelor structură-activitate:




au un coeficient de intercorelaţie mai mare de 0.99. Descriptorii presentaţi ca şi denumire în

Tabelul 38 au fost identificaţi ca fiind valizi pentru regresia liniară simplă şi multiplă.



241

Tabelul 38. Descriptori moleculari de structură identificaţi după filtrare: trifenilacrilonitrili

TCJAACDR TCJAFfdR TCJAFaDR TCJAFadR TCJaAfDR TCJaAFDR TCJaFpdR TCJaFadR TCJIFfdR TCJIFFdR TCJiAfDR TCJFAfDR TCJFAFdR TCJFAaDR TCJFAadR TCJFAADR TCJFAidR TCJFafdR TCJFIFdR TCJFIAdR TCJFifDR TCJFiFdR TCJFFfDR TCJFFFDR TCJFFaDR TCJFFAdR TCJFFIdR TCJFPAdR TCJPFfdR TCjaACDR TCjaFFdR TCjIFfDR TCjIFfdR TCjiAfDR TCjFAFdR TCjFIfdR TCjFIiDL TCjFifdR TCjFiFdR TCjFFIDR TCjFPfDR TCjFPFDR TCjFPIdR TCjPFFdR TCjPFIDR TCjPFIDL TCOIFfdR TCOFafdR TCOFaFdR TCOPFfdR TCOPFFdR TCWAFadR TCWaFFdR TCWaFAdR TCWIFfDR TCWIFAdR TCWFAAdR TCWFIfdR TCWFIadR TCWFFADR TCFFifdR TCFFFIDL TCFFPIDL TCAaFIdI TCAFFIDL

TCAFPIDL TCAPFfdR TC0FFIDL THOPIpdR THPPIpdR THPPPFDR THSPACDR THSPPFDR THSPPCDR THTPAFDI THTPACDI THTPIFDI THTPPFDL THFPAFDR THFPACDR THGPPFDI THAPPFDR THBPPFDI THBPPcDR THBPPCDI TH2PPFDI TH2PPcDR TMOAFaDI TMOAFaDR TMOAFadR TMOAPaDL TMOIAaDI TMOIAaDL TMOFAaDI TMOPFadR TMOPFadL TMoaAFDR TMoFIidR TMPAAfDR TMPaAFDR TMPaAFDL TMPiAfDR TMPFFIdR GA2PAIdR TMpAFIdR TMpAPiDL TMQFAIdR TMQFafdR TMqFAidR TMqFaiDR TMqFIidR TMqFFiDR TMqFFidR TMqFFidL TMqFPidR TMqPFidR TMRaFcDR TMRaFcdR TMRIiFDI TMRiAfDR TMRiAFDR TMRFPfdR TMRPFaDR TMrAFIDI TMraAfDR TMKaAfDR TMKiAfDR TMKFafdR TMkAIFDR TMkaFadR

TMkIFadR TMkFPadR TMLFIfdR TMlAAaDR TMlAFaDR TMlAFadR TMlAFAdR TMlaAFDR TMlaFadR TMlFAadR TMlFaadR TMlFFaDR TMlFPAdR TMMIFfdR TMmAIFDR TMmAIADR TMmAFiDL TMmaAFDR TMmIiFDI TMmIFAdR TMmiFadR TMmFAFdR TMmFAadR TMmFaaDR TMNaAfDR TMnAIADR TMnAFadR TMnAFAdR TMnAFiDR TMnAFidR TMnFFAdR TMWIFfdR TMwAIFDR TMwAIADR TMwAFADR TMwaAfDR TMwIFaDR TMwiAfDR TMXaAcDR TMXaFFdR TMXIFfDR TMxAFadR TMxaFcdR TMxaFadR TMxIiFDR TMxIFADR TMxiAfDR TMxFaadR TMxFFaDR TMxFPadR TMxPFadR TMYaAcDR TMYiAfDR TMyAFFdR TMyIFadR TMyFFFDR TMyPFAdR TMZaAfDR TMzAFFdR TMzAFadR TMzAFAdR TMzIFAdR TMzFAadR TMzPFadR TMSIFIdI

TMSiAFDI TMSiAFDR TMSFFIDR TMSFPIDR TMSPFIDR TMSPFIDL TMsFAidR TMsFIiDR TMsFIiDL TMsFIidR TMsFFIDL TMsFPIDR TMsPFidR TMsPFIDR TMsPFIDL TMTAAFDR TMTaFcdR TMTFaiDI TMTFPIDL GAbFPPDR TMtaAFDR TMtaAFDL TMtaFFdR TMtiFCDI TMtiFCDR TMtiFCDL TMtiFCdR TMtFaidR TMtFaIDR TMtFIiDL TMtFIidR TMtFIIDL TMtFIIdR TMtFFiDR TMtFFidR TMtFFIDR TMtFFIdR TMtFPidR TMtPFiDR TMtPFIDR TMtPFIdR TMUFaidI TMUFIidL TMUFIIDI TMUFIIDR TMUFIIDL TMUFPIDR TMUFPIDL TMUPIiDL TMUPIIDL TMuaAfDR TMuaPfDI TMuIFFDI TMuiFCdR TMuFAiDR TMuFAiDL TMuFAidR TMuFaiDR TMuFaidR GA2CICdR TMuFIiDR TMuFIiDL TMuFIidR TMuFFiDR TMuFFIdR

TMuFPiDR TMuPFiDR TMuPFidR TMuPFIdR TMVaAFDL TMVaACDL TMVaaFDL TMVaFcdR TMVFPIDR TMVFPIDL TMVPFIDL TMviAFDI TMviAFDR TMvFAiDR TMvFAIDL TMvFaiDL TMvFaIDL TMvFIiDI TMvFIiDR TMvFIIdR TMvFFidR TMvFFIDR TMvFFIdR TMvPFIdR TMFIFIdI TMFFFIDL TMFFPIDL GA3PPidR TMfIFFdR TMGaFcdR TMGFaidI TMGFIiDI TMgFFIDL TMgFPIDR TMgFPIDL TMgPFIDR TMgPFIDL TMhaPfDL TMhIiFDI TMhIiFDL TMhIFFdR TMhiAFDI TMhiAFDR TMhiAFDL TMhFIfdR TMhFIiDR TMhFIiDL TMhFIidR TMhFFIDL TMhFPIDL TMhPifDL TMhPFIDL TMIaAFDI TMIFaidI TMIFIidI TMIFPIDL TMIFPIdL TMiFFIDL TMiFPIDL GAcCAFdR TMiPFIDL TMAIFFdR TMAFFIDL TMAFPIdL TMaIFFDL

TMBAIIDI TMBaFidI TMBFIiDI TMBFIidI TMbFiFDR TMbFiFdR TMbFFIDL TMbFPIDL TMbPFIDL TMCFaidI TMcaPfDR TMDAIIDI TMDaFidI TMdaAIDI TMdIFFDR TMdIFFDL TMdIFFdI TMdIPCDI TMdFFIDL TM0aAiDI TM0FPIDL GAdIAADR TM2AIIDI TM2FIIdI TM4FIIDI TM4FIIdI TM5FFIDL TM5FPIDL TM5PFIDI TM6AIIDI TM7aAIDI TM7aFIdI TM7IFFDI TM7IFFDR TM7IFFDL TM7IFFdI TEOAFaDR TEOAFaDL TEOAFadI TEOAFadR TEOiAFDL TEoaFcdR TEoFaidR TEoFIiDR TEoFIiDL TEoFFidR TEPIiFDR TEPFIadR TEpAFidI TEpAFIdI TEpFifdR TEpFFidR TEpFPfdR TEqFaiDR TEqFaidR TEqFIiDR TEqFFiDR TEqFFiDL TEqFFidR TERFaADR TErFIidR TEkaFcDR TEkIiFDR TEkIFAdR TELaFFdR

GAcACCdL TElaFcdR TEMAIADI TEMaAfDR TEMiAfDR TEmAFFdR TEmIFAdR TEnAFiDL TEnFFaDR TEnFFAdR TEWiAfDR TEwAIADR TEwaAfDR TEwIFaDR TEXaAfDR TEXaAcDR TEXIFfDR TExIiFDI TExIFAdR TExIPADR TExFaadR TExFPaDR TEYaAcDR TEYIFfDR TEYiAfDR TEyAIADR TEyaFcdR TEyFPAdR TEZaFFdR TEZIFfDR TEZIFfdR TEZiAfDR TEzAAFDR TEzaAfDR TEzIAADR TEzIFAdR TEzPFAdR TESFFIDR TESFPIDR TESFPIdR GA5CacdR TEsFIiDR TEsFFIDL TETaFcDR TETiAFDI TETiAFDR TETFaidI TETFPIDL TEtIiFDI TEtiAFDI TEtiAFDR TEtiAFDL TEtFAiDL TEtFAIdR TEtFaidR TEtFaIdR TEtFIIDR TEtFFidR TEtFFIDR TEtFFIdR TEtFPiDR TEtPFidR TEtPFIdR TEUiAfDR TEUFIidL



242

TEUFIIDR TEUFIIDL TEuIFFdR TEuiAFDI TEuiAFDR TEuiAFDL TEuFAIdR TEuFaiDR TEuFIiDR TEuFIiDL TEuFIidR TEuFFiDR TEuFFidR TEuPFIdR TEVaACDL TEVaFcdR TEViAfDR TEVFaidI TEVFPIDR TEVFPIDL TEVPFIDL TEvFAidR TEvFaiDR TEvFaIDL TEvFIIDR TEvFFidR TEvFFIdR TEvFPIdR TEvPFiDR TEvPFidR TEFaAFDI TEFaAFDR TEFIFIdI TEFiAFDI TEFiAFDR TEFiAFDL TEFFFIDL TEFPFIDL TEfaAfDR GA3PPCdL TEfIFFDL TEfFPIDL TEGIFFdI TEGFaIdI TEGFIiDI TEGFIidI TEgaAFDI TEgaAFDL TEgFIiDR TEgFFIDL TEHIFIdI TEHFaIdI TEHFIIdI TEHFPIDL TEhIiFDI TEhIiFDL TEhIFFdR TEhFIiDR TEhFIiDL TEhFIidR TEhFFidR TEhFFIDL TEhFPidR TEhFPIDL TEhPFidR TEIiAFDI TEIFIiDI

TEIFIidI TEiFFIDL TEiFPIDL TEiPFIDL TEAIFIdI TEAFFIDL TEBAIIDI TEBFIidI TECFaidI TEcFFIDL TEDAIIDI TEDaFidI TEdaAIDI TEdIFFDI TEdIFFDR TEdIFFDL TEdIFFdI TEdIFFdR TEdFFIDL TE0FFIDL TE0FPIDL TE2AIIDI TE4FIidI TE5FPIDL TE6aFIdI TE6iAfDR TE7aAIDI TE7IFFDI TE7IFFDR TE7IFFDL TE7IFFdI TE7IFFdR TQOAAaDL TQOAICDL TQOAFaDL TQOaAFDL TQOaFFDL TQOaFIDL TQOIacDL TQOIFfDL TQOiAFDL TQOiIfDL TQOiIaDL TQOiFFDL TQOFAFDL TQOFACDL TQOFAADL TQOFAIDL TQOFaFDL TQOFIFdL TQOFiFDL TQOFFaDL TQOFFADL TQOFFIDL TQOFPFdL TQOFPaDL TQOFPADL TQOFPIDL TQOPAfdL TQOPAcdR TQOPafdR TQOPafdL TQOPaadR TQOPIcdR TQOPIadR TQOPiFDR TQOPiadR

TQOPiadL TQOPFaDL TQOPFIdL TQOPPfdL TQOPPCDL TQOPPPDL TQOPPadR TQOCPfdR TQOCPfdL TQoaAfDL TQoaafDL TQoaaFDL TQoaFfDL TQoaFcDL TQoaFCDL TQoIAfDL GAbIFIDI TQoIPfDL TQoiAFDL TQoiPfDL TQoFAFDL TQoFACDL TQoFAIDL TQoFIFDL TQoFIiDL TQoFCfDL TQoPAfDL TQoPAfdI TQoPAfdL TQoPAcdR TQoPafDL TQoPafdI TQoPafdL TQoPIcdR TQoPifdI TQoPFFdL TQoPFIdL TQoPPfDL TQoPPfdL TQoCPfdR TQoCPfdL TQPAAIDL TQPaACDL TQPaAaDL TQPIACDL TQPIAaDL TQPIafDL TQPIaFDL TQPIaADL TQPIiFDL TQPIFADL TQPiIaDL TQPiFfDL TQPiPfDL TQPFAFDL TQPFaFDL TQPFaADL TQPFIFDL TQPFiFDL TQPFPADL TQPPAcdR TQPPApdR TQPPaFdL TQPPIAdR TQPPIAdL TQPPiFdI TQPPiadR

TQPPPadR TQPPPAdR TQPCPFdR TQpAAcDL TQpAaCDL TQpaAFDL TQpaaFDL TQpaFcDL TQpIAfDL TQpIafDL TQpIiFDL TQpIFfDL TQpIPfDL TQpFAfDL TQpFACDL TQpFaFDL TQpFIfDL TQpFFFDL TQpFPFDL TQpFPCDL TQpPAFDL TQpPAFdR TQpPAFdL TQpPAcdR TQpPafdI TQpPaFdI TQpPIcdR TQpPiFDL TQpPiFdI TQpPPfdI TQpPPFDL TQpPPFdL TQpCPfdR TQpCPfdL TQpCPFdL TQQAacDL TQQAICDL TQQAIPDL TQQAPCDL TQQAPPDL TQQACFdI TQQaAADL TQQaPcDL TQQIAfDL TQQIafDL TQQIFiDL TQQIPcDL TQQiIADL TQQFIfDL TQQPApdR TQQPafdI TQQPIcdR TQQPIpdR TQQPIAdR TQQCIfdR TQQCPfdR TQQCPfdL TQQCPFdR TQqAICDL TQqAPCDL TQqaaFDL TQqIiFDL GA2IAFDI TQqiPFDL TQqPAfdI TQqPAfdL TQqPafdI

TQqPafdL TQqPIfdI TQqPifdI TQqPPfdL TQqCPfdR TQqCPfdL TQqCPFdL TQRAAaDL TQRAAiDL TQRAaaDL TQRAFaDL TQRAFiDL TQRAPiDL TQRaFaDL TQRIFaDL TQrIAiDL TQKAACDL TQKaAADL TQKaafDL TQKaaFDL TQKaFFDL TQKaFCDL TQKIAaDL TQKIacDL TQKIFfDL TQKiAfDL TQKiIfDL TQKiFIDL TQKiPfDL TQKFAFDL TQKFaFDL TQKFIFDL TQKFIaDL TQKFiFDL TQKFFADL TQKPFFdL TQKPPfdR TQKPPfdL TQKPPCDL TQKCPfdR TQKCPfdL TQkAPadI TQkaAFDL TQkaafDL TQkaaFDL TQkaFcDL TQkaFCDL TQkaFIDL TQkIPidL TQkiAfDL TQkiPfDL TQkFACDL TQkFIFDL TQkFCfDL TQkPAfdR TQkPAfdL TQkPAcdR TQkPafDL TQkPafdI TQkPIfDL TQkPIcdR TQkPFFdL TQkPPfdL TQkCPfdR TQkCPfdL TQLAAcDL TQLAACDL

TQLAApDL TQLAAaDL TQLAAIDL TQLAacDL TQLAaCDL TQLAFaDL TQLaAFDL TQLaaFDL TQLIAFDL TQLIaFDL TQLIaaDL TQLIaADL TQLIFFDL TQLIFADL TQLIPFDL TQLiPFDL TQLFACDL TQLFPFDL TQLPAcdR TQLPACDL TQlAAcDL TQlAACDL TQlIAFDL TQlIafDL TQlIaFDL TQlIaaDL TQlIIFDL TQlIiFDL TQlFAFDL TQlFaFDL TQlFFFDL TQlFPFDL TQlFPCDL TQlPAcdR TQlPafdI TQlPIcdR TQMAPCDL TQMIAFDL TQMIAcDL TQMIApDL TQMIiaDL TQMIFFDL TQMiIADL TQMPApdR TQMPIcdR TQMPIpdR TQMPiFdL TQMCIfdR TQMCPfdR TQMCPfdL TQmIaFDL GA2IPCdL TQmCPfdR TQNAAaDL TQNAAiDL TQNAIaDL TQNAFiDL TQNAPiDL TQNIAaDL TQNIaaDL TQNIFiDL TQWaAFDL TQWaaFDL TQWaFFDL TQWIAfDL TQWIAaDL TQWIiFDL

TQWIFfDL TQWIPfDL TQWFAFDL TQWPAfdR TQWPAfdL TQWPafdI TQWPafdL TQWPIfdL TQWPPfdL TQWCPfdL TQwaAfDL TQwaAFDL TQwaaFDL TQwaFcDL TQwaFCDL TQwaFIDL TQwIAfDL TQwIaaDL TQwIFfDL TQwIPfDL TQwiAfDL TQwiAFDL TQwiPfDL TQwFAcDL TQwFACDL TQwFaFDL TQwFIFDL TQwFIcDL TQwFifDL TQwFFfDL TQwFPFDL TQwFCfDL TQwPAfdI TQwPIfDL TQwPIcdR TQwPifDL TQwPifdI TQwPFfDL TQwPFFdL TQwPPfDL TQwPPfdI TQwCPfdR TQwCPfdL TQXAAcDL TQXAApDL TQXAacDL TQXAaCDL TQXAIIDR TQXaaFDL TQXIAfDL TQXIAADL TQXIafDL TQXIaFDL TQXIaaDL TQXIFfDL TQXIFADL TQXIFIDR TQXIPidI TQXiIaDL TQXiFfDL TQXiFFDL TQXiPFDL TQXFACDL TQXFaFDL TQXFIFDL TQXFICDL TQXFiFDL



243

TQXFPCDL TQXPAcdR TQXPACDL TQXPaCDL TQxIAFDL TQxIafDL TQxIaFDL TQxIaaDL TQxIiFDL TQxIFfDL TQxIPFDL TQxFAFDL TQxFACDL TQxFaFDL TQxFiFDL TQxFPCDL TQxPAcdR TQxPIcdR GAcPaFdL TQYaAPDL TQYaPCDL TQYIiaDL TQYIFADL TQYiIADL TQYPApdR TQYPApdL TQYPIcdR TQYPIpdR TQYCAfdR TQYCIfdR TQYCPfdR TQYCPfdL TQyaFFDL TQyIafDL TQyIaFDL TQyIFfDL TQyPAfdL TQZAFiDL TQZAPiDL TQZIFiDL TQZIPiDL TQSAaIDL TQSAFfDL TQSAPpDL TQSAPIDL TQSaAfDL TQSaAFDL TQSaACDL TQSaAPDL TQSaPcDL TQSaPCDL TQSIAfDL TQSIAcDL TQSIacDL TQSIaaDL TQSIFfDL TQSIPfDL TQSiIfDL TQSFAfDL TQSFAcDL TQSFafDL TQSFaFDL TQSFIfDL TQSFIcDL TQSFifDL TQSFFfDL TQSFPfDL

TQSFPFDL TQSFPcDL TQSPAcdR TQSPApdR TQSPIcdR TQSPIpdR TQSCPfdR TQsaafDL TQsaaFDL TQsaFCDL TQsiAfDL TQsiAFDL TQsiFIDL TQsiPfDL TQsFAIDL TQsFIFDL TQsFFfDL TQsPAfDL TQsPAfdI TQsPAcdR TQsPafdI TQsPIcdR TQsPifdI TQsPPfDL TQsPPfdI TQsCPfdR TQsCPfdL TQTaACDL TQTaAPDL TQTaAADL TQTaPCDL TQTIAFDL TQTIAADL TQTIaFDL TQTIaADL GAbPIfdL TQTIiFDL TQTIFFDL TQTiIaDL TQTiFADL TQTFaADL TQTPAFdI TQTPAcdR TQTPApdR TQTPaFdI TQTPIcdR TQTPIpdR TQTPiFdI TQTCPFdR TQTCPFdL TQtAAcDL TQtAPAdL TQtaAfDL TQtaAFDL TQtaaFDL TQtaFFDL TQtIAfDL TQtIafDL TQtIiFDL TQtiAFDL TQtiPfDL TQtFAFDL TQtFACDL TQtFaFDL TQtFIfDL TQtFifDL TQtFPfDL

TQtPAFdI TQtPAcdR TQtPafdI TQtPIfdI TQtPIcdR TQtPiFdI TQtPFfDL TQtPFfdL TQtCPfdR TQtCPFdL TQUAIPDL TQUAiFDL TQUaFiDL TQUIPfDL TQUiAfDL TQUiAcDL TQUiFIDL TQUiPfDL TQUFAcDL TQUFAiDL TQUPafdI TQUPIfdL TQUPifdL TQUPFidL TQUPPfdL TQUPPCDL TQUCPfdR TQUCPFdR TQUCPFdL TQuAAIDL TQuaFFDL TQuIAfDL TQuPAfdI TQuPAcdR TQuPafdI TQuPIfdI TQuPIpdR TQuPifdL TQuPPfdI TQuCPfdR TQuCPfdL TQuCPFdR TQuCPFdL TQVAAaDL TQVAAiDL TQVAFaDL TQVAFiDL TQVAPaDL TQvAAiDL TQvAIiDL TQvaFiDL TQviFiDL TQFAACDL TQFAApDL TQFAaPDL TQFAaIDL TQFAIcDL TQFAIIDL TQFAFfDL TQFAPpDL TQFAPPDL TQFaAfDL TQFaAFDL TQFaafDL TQFaFfDL TQFaPcDL TQFIAfDL

TQFIAaDL TQFIafDL TQFIaaDL TQFIIfDL TQFIFfDL TQFIPfDL TQFiIfDL TQFiFFDL TQFFAFDL TQFFAcDL TQFFIfDL TQFFIpDL TQFFifDL TQFFFfDL TQFFPfDL TQFFPFDL TQFPAfDL TQFPAcdR TQFPApdR TQFPAPDL TQFPafdI TQFPacDL TQFPIcdR TQFPFfdL TQFPPfdI TQFCAfdR TQFCPfdR TQfaafDL TQfaFCDL TQfaFIDL TQfiFIDL TQfFAfDL TQfFaFDL TQfFICDL TQfFPcDL TQfPAfdI TQfPAfdL TQfPAcdR TQfPApdR TQfPafdI TQfPIpdR TQfPFfDL TQfPPfDL TQfPPfdL TQfCPfdR TQfCPfdL TQGAAIDL TQGaAFDL TQGaACDL TQGaAPDL TQGaAADL TQGaaFDL TQGaFFDL TQGaPFDL TQGaPCDL TQGIAADL TQGIafDL TQGIIfDL TQGIiFDL TQGIFADL TQGiFFDL TQGiFCDL TQGiFADL TQGiPFDL TQGFaFDL TQGFICDL TQGFPFDL

TQGFPCDL TQGPAcdR TQGPaFdI TQGPIcdR TQGPIcdL TQGPIpdR TQGPiFdI TQGCAfdR TQGCPFdR TQgaAFDL TQgaACDL TQgaAADL TQgaafDL TQgaaFDL TQgaFcDL TQgaFADL TQgIAFDL TQgIaFDL TQgIIFDL TQgIiFDL TQgIFFDL TQgIPFDL TQgiAFDL TQgiPfDL TQgFAcDL TQgFACDL TQgFIFDL TQgFIcDL TQgFifDL TQgFiFDL TQgFPfDL TQgFPcDL TQgPAfDL TQgPAfdI TQgPAcdR TQgPafdI TQgPIfdI TQgPIcdR TQgPifDL TQgPFfdL TQgPPfdI TQgCPfdL TQHaFiDL TQHIAcDL TQHIFiDL TQHIPcDL TQHiFFDL TQHiFiDL TQHiFIDL TQHFAiDL TQHFaiDL TQHFIiDL TQHPAfdL TQHPafdL TQHPifdL TQHPPfdL TQHCPfdL TQHCPFdR TQhaFFDL GA3AIIDI TQhFICDL TQhPAfdR TQhPAfdL TQhPAcdR TQhPafdI TQhPafdL TQhPIfdL

TQhPIcdR TQhPPfdL TQhCPfdR TQIAFaDL TQIAFiDL TQiAAaDL TQiAIaDL TQiAFaDL TQiAPaDL TQAAAPDL TQAAaIDL TQAAICDL TQAAPcDL TQAaFcDL TQAaFCDL TQAaPcDL TQAIAfDL TQAIAcDL TQAIaaDL TQAIFfDL TQAIPfDL TQAiIfDL TQAiPfDL TQAFAfDL TQAFIfDL TQAFIcDL TQAFIpDL TQAFifDL TQAFFfDL TQAFPFDL TQAFPcDL TQAPAcdR TQAPIcDL TQAPIpDL TQAPIpdR TQAPFfdL TQAPPcDL TQACAfdR TQACPfdR TQACPfdL TQaaafDL TQaaFcDL TQaaFIDL TQaIFIDL TQaiFIDL TQaiPfDL TQaFAFDL TQaFFfDL TQaFCfDL TQaPAfdI TQaPAfdL TQaPafdI TQaPIcdR TQaPPfDL TQaPPfdL TQaCPfdR TQaCPfdL TQBaAFDL TQBaAADL TQBaaFDL TQBaFFDL TQBIAfDL TQBIAFDL TQBIafDL TQBIIfDL TQBIifDL TQBIiFDL

TQBIFfDL TQBIFFDL TQBIPfDL TQBiIaDL TQBiFFDL TQBiFADL TQBFIcDR TQBFICDL TQBFIpDR TQBFPFDL TQBFPCDL TQBPAcdR TQBPacDL TQBPaCDL TQBPIcdR TQBPIcdL TQBPFADL TQBPPcDL TQBPPpDL TQBCAfdR TQBCIfdR TQBCPFdR TQbAIcDL TQbaAFDL TQbaAADL TQbaFFDL TQbaFCDL TQbIafDL TQbiPFDL TQbFAfDL TQbFACDL TQbFIfDL TQbFIFDL TQbFiFDL TQbFFfDL TQbFPfDL TQbFPFDL TQbFPCDL TQbPAcdR TQbPACDL TQbPafdI TQbPIcdR TQbPFfdL TQbPPfdI TQbCPfdL TQbCPFdR TQCaAFDL TQCaFiDL TQCaPFDL TQCaPCDL TQCIAcDL TQCIFiDL TQCIPcDL TQCIPIdL TQCiFFDL TQCiFADL TQCFAiDL TQCFAIDL TQCFaiDL TQCFIIDL TQCPAfdR TQCPAfdL TQCPafdL TQCPaCDL TQCPIFdL TQCPIcdR TQCPifdR



244

TQCPifdL TQCPFiDL TQCPFidL TQCPPfdL TQCPPFdL TQCCPfdL TQCCPFdR TQcaFFDL TQcIiADL TQcPAfdR TQcPAfdL TQcPPfdL TQcCPfdR TQcCPFdR TQdAAaDL TQdAaaDL TQdAIaDL TQdAFaDL TQ0AaIDL TQ0AICDL TQ0APcDL TQ0APpDL TQ0APPDL TQ0aAfDL TQ0aAFDL TQ0aPcDL TQ0IAfDL TQ0IAcDL TQ0IaaDL TQ0IIfDL TQ0IFfDL TQ0IPfDL TQ0IPcDL TQ0iIfDL TQ0iPfDL TQ0FAFDL TQ0FIfDL TQ0FIcDL TQ0FIpDL TQ0FFFDL TQ0FPFDL TQ0FPcDL TQ0FPpDL TQ0PafdI TQ0PacDL TQ0PFfdL TQ0PPcDL TQ0PPpDL TQ0CAfdR TQ0CIfdR TQ0CPfdR TQ1aFfDL TQ1aFCDL TQ1aFIDL TQ1IFIDL TQ1iAFDL TQ1iFIDL TQ1FAcDL TQ1FafDL TQ1FIFDL TQ1FICDL TQ1FFfDL TQ1PAfdI TQ1PAfdL TQ1PafdI TQ1PIfDL TQ1PIfdL

TQ1PPfDL TQ1PPfdL TQ1CPfdR TQ1CPfdL TQ2AifDR TQ2aAFDL TQ2aAADL TQ2aFFDL TQ2aPFDL TQ2IAfDL TQ2IafDL TQ2IIfDL TQ2IifDL TQ2IFfDL TQ2IPfDL TQ2iIaDL TQ2iFFDL TQ2iFADL TQ2iPFDL TQ2FafDR TQ2FIFDL TQ2FIcDR TQ2FICDL TQ2FIpDR TQ2FiFDL TQ2FPCDL TQ2PAfdL TQ2PacDL TQ2PIcdR TQ2PICDL TQ2PPpDL TQ2CAfdR TQ2CIfdR TQ2CPFdR TQ3AacDL TQ3AIcDL TQ3aAADL TQ3aFFDL TQ3IafDL TQ3iFADL TQ3iPFDL TQ3FAFDL TQ3FACDL TQ3FafDL TQ3FaFDL TQ3FIfDL TQ3FICDL TQ3FifDL TQ3FiFDL TQ3FFfDL TQ3FPfDL TQ3FPCDL TQ3PAfDL TQ3PACDL TQ3PafdI TQ3CPfdL TQ3CPFdR TQ4APCdI TQ4aPFDL TQ4aPCDL TQ4IAcDL TQ4iFFDL TQ4iFCDL TQ4iFADL TQ4iFiDL TQ4FAiDL TQ4FaIDL

TQ4FIiDL TQ4FIIDL TQ4PafdR TQ4PafdL TQ4PIFdL TQ4PifdL TQ4PPfdL TQ4CPfdR TQ4CPfdL TQ4CPFdR TQ5AAIDL TQ5PAfdL TQ5PIfdL TQ5PPfdL TQ5CPfdR TQ5CPfdL TQ5CPFdR TLOFFiDL TLOFPAdR TLOPFiDR TLoAFaDI TLoaPfDL TLoIAfDL TLoIifDI TLoFIFDI TLoFFADL TLoFPADL TLPaFcdR TLPIiFDI TLPFAiDI TLPFAIDI TLPPFIDI TLpIIfDL TLpFAIDL TLpFFIDI TLpFPIDL TLpPIfdR TLpPIcdR TLQAFIDI TLQFIFDR TLQFPIDI TLQPFIDI TLqFIADI TLRAFIDI TLRFAIDI TLRFPIDI TLRFPIDL TLRPFIDI TLRPFIDL TLraAFDR TLraAFDL TLrFAidR TLrFFIDL TLrFPIDL TLKFFiDL TLKFPiDL TLKPFiDL TLkaAfDL TLkaAcDL TLkaACDR TLkaPFDR TLkIifDI TLkiFfDL TLkiFFdR TLkiFADR TLkiFAdR TLkFIFDI

TLkFIFDL TLkFIADI TLLAFIDI TLLIaIDL TLLFFIDI TLlFAIDI TLlPFIDI TLMIAADR TLMIFADR TLMIFAdR TLMFIADR TLMFPIDI TLmFIADI TLNAICDR TLNIAADR TLNFAiDI TLNFPiDL TLNFPIDL TLNFPIdR TLNFPIdL TLNPFiDL TLNPFIDL TLNPFIdI TLnIifDL TLniIfDR TLnFAidR TLnFIAdI TLnFPIDL TLnPIcdR TLnPIADI TLWIAADR TLWIFaDR TLWIFadR TLWIFADR TLWiAfDR TLwaAfDL TLwIifDI TLwIiFDL TLwiAfDL TLwiFFDR TLwiFFdR TLwiFCdR TLwiFADR TLwiFAdR TLwFIFDI TLwFIFDL TLwFIADI TLXIFADR TLXIFAdR TLXFFIDI TLXFFIDL TLXFPIDR TLXFPIDL TLXPFIDI TLXPFIDR TLXPFIdL TLxIAfDI TLxIifDL TLxFAIDI TLxFIIdR TLxFPIDI TLxFPIDL TLYIAADR TLYIFADL TLyAIADI TLyIIfDI TLyIifDL

TLyFIADI TLZAIFDR TLZIaADR TLZIFADL TLZFAiDI TLZFAiDL TLZFaIdR TLZFIIDI TLZFIIDR TLZFIIDL TLZFIIdI TLZFIIdL TLZFFIDI TLZFFIDL TLZPaIDL TLZPFIdR TLzAIADI TLzIifDL TLzFIADI TLzFFIDL TLzPFIDL TLSaAFDL TLsaAcDR TLsaFfdR TLsaPfDR TLsIiFDI TLsFAfdR TLsFAIDR TLsFAIDL TLsFaaDL TLsFIFDI TLsFIFDL TLsPFIDR TLTAFIDI TLTaAFDR TLTFAiDI TLtAAFDR TLtAAFDL TLtAaFDI TLtAPfDR TLtIIfDL TLtFIADI TLUIFFDR TLUIFIdR TLUiAFDR TLUiAFDL TLUFIFDR TLUFIADR TLuIIfDL TLVaAFDI TLVaAFDR TLVIAFDR TLVIACDL TLVIFFdR TLVFIAdR TLVFFiDL TLVFPiDL TLVFPIDL TLVPFiDL TLVPFIDL TLvaAfDR TLvaAfDL TLvIifDL TLfAIFDR GACPiPdL TLfIFIdI TLfFIIDR

TLGAAiDL TLGAFiDL TLGAFIDI TLGFIidR TLGFFiDL TLGFPiDL TLGFPIDL TLgAaFDL TLgIFFDL GAbPIfdI TLgFIFDL TLgFIADL GACiIaDL TLgFiFDL TLHIFIdR TLHFIFDR TLHPIADR TLhAFADR TLhAFAdR TLhAPAdI TLhFaIDR TLhFaIDL TLhFIIDR TLhFIIDL TLhFIIdR TLhPFADL TLIAFiDR TLIIFFdR TLIFIFdR TLIFIAdR TLIFPIDL TLIPFIDL TLiaAfDL TLiIifDL TLiIFIdI TLiIPfDL TLiFaIDI TLiFaIdI TLiFIIDI TLiFIIDL TLiFIIdI TLiFFADL TLAIIFDI TLAFAIDI TLaAaIDI TLaIAIDI TLaFaIdI TLaFIIDI TLaFIIdI TLBAIiDR TLBAFIDI TLBaFcdR TLBFAiDL TLBPFiDL TLbFAFDL TLbFaFDR TLbFIFDR TLbFIADL TLbFFIDL TLbPICDL TLCAAiDR TLCIAIDR TLCFIFDI TLCFIFdL TLCFIADR TLcAaIDL TLcAFFdR

TLcFAIDL TLcFaIDI TLcFIIDI TLcFIIDL TLDaFcdL TLDIAIDR TLDIFFdR TLDFAiDR TLDFIFdR TLDFIAdR TLDFFiDR TLDFPiDR TLDFPIDL TLDPFiDR TLdAIIDL TLdaPfDL TLdIIfDI TLdIPfDL TLdiFfDL TLdFaIDI TLdFaIdI TLdFIIDI TLdFIIdI TLdFFADL TLdFPADR TLdFPADL TL1FIIDI TL1FIIdI TL2AIiDR TL2AFiDR TL2AFIDI GAbICPdL GAbAiPDR GADiCaDL TL3FAFDL TL3FaFdR TL3FIFDR TL3FIFdR TL3FIADR TL3FiFdR TL4AFiDR TL4FIFDR TL4FIFDL TL4FIADI TL4PICDI TL4PICDL TL5aPfDL TL5iFfDL TL5FAIDL TL5FaFDL TL5FaIDI TL5FIIDI TL6aFcdR TL6FIFDI TL6FIFDR TL6FIFDL TL6FIAdR TL7aAfDR TL7aAfDL TL7aAcDR TL7IIfDI TL7iFfDR TL7FIADL TAOAFiDI TAOAFiDR TAOAFiDL TAOAFidI



245

TAOAFidR TAOFAadR TAOFaadR TAOFIiDR TAOFiadR TAOFFadR TAOFFidR TAOFFIDR TAOPFadR TAoIiFDR TAoFFFDL TAoFFIdR TApPIfdR TAQFAiDI TAQFAiDL TAQFaiDL TAQPFidR TAQPFIdL GAdIaADR TAKAFadR TAKAFAdR TAKaFcdR TAKFaaDR TAKFIadR TAKFIAdR TAKFFaDR TAKFFAdR TAKFPadR TAkIFidR TAlAPiDR TAlIFidR TAlIFIDL TAliFIdR TAMIFiDL TAMiAfDR TAmiFAdR TAmPifdL TAmPPcDI TANIAiDI TAnAIaDI TAnAIIDL TAnAFiDL TAnaiPDL TAnaFaDI TAnIAiDI TAWAFAdR TAWiAfDR TAWFAAdR TAWFIaDR TAWFIadR TAWFiaDR TAWFFaDR TAWFFADR TAWFPaDR TAWFPAdR TAwAFadR TAwAFIDR TAXAPcDR TAXaFFdR TAxAPIDR TAxIFIdR TAxiFIDR TAxiFIdR TAYaAfDR TAYaFcDR TAYiIaDI TAyAFIdR

TAyIiFDI TAyiFaDR TAyiFADR TAyiFAdR TAyFFFDL TAyPAFDR TAyPifdR TAZaAiDL TAZIFIDL TASaAFDL TASFaadR TASFiadR TASFFadR TASFPadR TAsAAfDR TAsAIfDL TAsAPcDL TAsaAFDI TAsaAFDR TAsaAFDL TAsaafDL TAsFAcDR TAsFIfdR TAsFifDR TAsFPfDL TAsPPfdR TAtFCFDR TAUaAFDI TAUaAFDR TAUaAFDL TAUaFcDR TAUaFcdR TAUPFIDI TAuFFFDR TAuFFFdR TAVAIaDR TAVAPADL TAvAIaDR TAFFaadR TAFFiadR TAFFFIDR TAfaAFDI TAfaAFDR TAfaAFDL TAGFiFdR TAHaAcDR TAHIACDI TAHFAIdI TAHFaIdR TAhAIIDR TAhIFIDL TAhIFIdL TAhFAIdR GADaPADL TAiAFADL TAiAFIDL TAiAPADL TAiaFADL TAAFAadR TAAFaadR TABaFcdR TACaAcDI TACIACDI TACIACDR TACFAIDI TACFAIdI TACFIfDR

TAcaPCDL TAcFAIDR TAdAAADL TAdAAIDL TAdAPADL TA0IFFDL TA0FaadR TA1AICDL TA2iAfDI TA4FAIDI TA4FAIdI TA5FAIDR TA6aFaDL TA6aFIDL TA6IAaDL TA6IaaDL TA6IFaDL TA6IPaDL GCJAIIDI GCJAIIDL GCJAFaDR GCJAFadR GCJAFADR GCJAFADL GCJAFAdR GCJAPaDR GCJaFcDR GCJaFcdR GCJIAaDL GCJIiFDL GCJIicDI GCJIiCDL GCJIiPDI GCJIFfdR GCJIFpDR GCJiACDI GCJiACDL GCJiAPDI GCJiAPDR GCJiAPDL GCJiFpDR GCJFAaDR GCJFaPDR GCJFaaDR GCJFaADR GCJFICDL GCJFIaDR GCJFIADR GCJFIAdR GCJFiFDL GCJFicDR GCJFiCDL GCJFipdR GCJFiPDL GCJFFADR GCJFFIDI GCJFPCDL GCJFPPDL GCJFPIDL GCJFCCDR GCJPACDR GCJPAADR GCJPaFDR GCJPacDR GCJPaADR GCJPiFdL GCJPFPdL

GCJPFAdR GCJPPPdL GCJPPaDR GCJCFPdR GCjIacDR GCjIiPDR GCjIFAdL GCjIPFDI GCjFIFDL GCjFICDL GCjFFadR GCjFFidR GCjFFIdR GCjFPFDL GCjFCCdR GCjPACdL GCjCIPdR GCOAFADI GCOAFAdR GCOAPAdR GCOAPAdL GCOIiFDI GCOIicDI GCOFICDL GCOPICdL GCWAAcDR GCWaAcDR GCWaACdL GCWaFcdR GCWIAFDI GCWIAPdI GCWIicDI GCWIiCDL GCWIipDL GCWIiPDI GCWIFpdR GCWIFaDL GCWIPfDR GCWiPCDL GCWFAPDL GCWFaFdR GCWFaPDR GCWFIFDL GCWFICDL GCWFIpDR GCWFiPDL GCWFFIDI GCWFPCDL GCWFPPDL GCWFCFDR GCWFCPDR GCWPAcDR GCWPACDR GCWPaFDR GCWPacDR GCWPFPDR GCWPFPdL GCWPFIDI GCWCFFdR GCFIICDR GCFIICDL GCFIiCDI GCFIiCDR GCFIiCDL GCFIiPDI GCFIiPDL GCFFApdR

GCFFAidR GCFFPIDR GA2ICPdL GCFPAFdL GCFPFidR GCFCAPdR GCAFPcdR GCAPiPdL GC0ACCdL GC0aFadR GC0IipDI GC0CiPdR GHOaAPdR GHOaCPdR GHOPIpdR GHOPPFDR GHPiAPdI GHLAAPdI GHSPACDR GHSPACDL GHTPAFDI GHTPPFDI GHFaCPdR GHFPACDR GHBaCPdR GH0PAFDR GMOAPadI GMOAPadR GMOAPadL GMOIicDI GMOFICDL GMOFIaDL GMOFIadR GMOFFaDR GMOFFaDL GMOPAadR GMOPaadR GMOPIadR GMOPiPdL GMOPFFdL GMoAFADR GMoAFAdR GMoAFAdL GMoAFiDI GMoAFidL GMoFIidR GMoFiFDL GMoPAidR GMoPIidR GMoPiFdL GMPACCdR GMPACPdR GMPIACdI GMPIACdR GMPIicDI GMPIiPDI GMPFPFDL GMPFPCDR GMPFPPDL GMPPiFdL GMpAPIdI GMpAPIdR GMpFICDR GMpFPCDL GMpFPPDL GMpPiPdL GMQIicDI

GMQIiCDI GMQIiPDI GMQFIPDL GMQFPFDL GMQFPPDL GMQPFPdL GMqAFIDR GMqAFIDL GMqAFIdI GMqAFIdR GMqAPCdL GMqAPPdL GMqAPIdR GMqIipDL GMqFIidR GMqFiCDL GMqFFiDR GMqFFidR GMqFPCDL GMqPiPdL GMqPFCdL GMRAFIDR GMRIiFDI GMRIicDI GMRIiPDI GMRFICDL GMRFIPDL GMRFPFDL GMRFPCDL GMRFPPDL GMRPFCdL GMRPPCdL GMrAFADR GMrAFADL GMrAFAdI GMrAFAdR GMrAFIDI GMrAFIDR GMrAFIdR GMrIACdR GMrIAPdI GMrIicDI GMrFiCdL GMrPiPdL GMKAIADI GMKAFaDI GMKAFADL GMKaAfDR GMKIicDI GMKIiCDI GMKIiCDL GMKIFfdR GMKiAfDR GMKFaFDL GMKFaPDL GMKFaADR GMKFIADR GMKFiCDI GMKFiCDL GMKFFPDR GMKFPfDR GMKFPFDL GMKFPCDL GMKFPPDL GMKFCCdR GMKPAADR GMKPFpdR

GMKPFPdL GMkAAFDR GMkAACDR GMkAACdI GMkAACdR GMkAACdL GMkAIFDR GMkAICdI GMkAICdR GMkAICdL GMkAFFdR GMkAFPdR GMkAFadR GMkaAfDR GMkIicDI GMkIiCDI GMkIiCDL GMkIiPDI GMkIFfDR GMkIFfdR GMkIPCDL GMkiAfDR GMkiFpDR GMkFAPDL GMkFAaDR GMkFAAdR GMkFAIDI GMkFafdR GMkFIadR GMkFIAdR GMkFiCDI GMkFiPDL GMkFFFDL GMkFFADR GMkFPCDL GMkFPIDL GMkPicDR GMkPFPdL GMkPFadR GMLAIIDR GMLaAfDR GMLaFcDR GMLaFcdR GMLaFpDR GMLIicDI GAbFAPDR GMLIiCDL GMLIFpDR GMLIFpdR GMLIPCDR GMLiApDR GMLiAPDI GMLiAPDR GMLiAPDL GMLFAPDL GMLFAIDI GMLFaPdR GMLFaIdI GMLFiCDL GMLFiPDL GMLFFFDR GMLFFPDR GMLFPFDL GMLFPCDL GMLPAIDI GMLPiCdR GMLPFPDR



246

GMLPFPdL GMLPPFDR GMLPPCdL GMlAAaDR GMlAIIDL GMlAPAdR GMlIAADR GMlIicDI GMlIFADL GMlFAadR GMlFAAdR GMlFaFDR GMlFaPDR GMlFaadR GMlFaADR GMlFaAdR GMlFIFDR GMlFICDR GMlFICDL GMlFIadR GMlFiCDL GMlFiPDL GMlFFFDL GMlFFADR GMlFFAdR GMlFPFDL GMlFPPDL GMlFPAdR GMlFCFdR GMlPAaDR GMlPifDR GMlPFPdL GMlPFadR GMlPPCdL GMlCFPdR GMMAIADI GMMIiFDL GMMIicDI GMMIiCDI GMMIiCDL GMMIipDL GMMIFfDR GMMIFfdR GMMIFpdR GMMIPcDR GMMFAPDL GMMFAIDI GMMFaPDL GMMFaIdI GMMFIFDL GMMFICDL GMMFiFDL GMMFiCDL GMMFiPDL GMMPiFdL GMMPFPdL GMmAACdR GMmAIADR GMmAFPdR GMmAPFDR GMmaFcdR GMmaFadR GMmIAADR GMmIiFDL GMmIicDI GMmIFfdR GMmIFADL

GMmIPcDR GMmIPCDR GMmiAfDR GMmiApDR GMmiFPdI GMmFAaDR GMmFAadR GMmFAAdR GMmFaPdR GMmFIfdR GMmFiCDI GMmFiCdI GMmFiPDL GMmFFFDR GMmFFPDR GMmFPPDL GMmFPaDR GMmPFPdL GMmPFadR GMmCFFdR GMmCFPdR GMNIiCDI GMNIFfDR GAcAIiDR GMNIFpDR GMNIPfDR GMNiAfDR GMNiAPDI GMNiAPDR GMNiAPDL GMNFAPDL GMNFaPDR GMNFIFDL GMNFICDL GMNFiPDL GMNFFFDL GMNFFPDL GMNFPPDL GMNPAAdR GMNPFPdL GMnAAcDR GMnAACDR GMnAFFdR GMnAFPdR GMnAFAdR GMnAPADR GMnaFadR GMnIAADR GMnIicDI GMnIiCDL GMnIiPDI GMnIPcDR GMniAfDR GMniApDR GMnFAPDL GMnFaPdR GMnFaAdR GMnFIAdR GMnFiPDL GMnFFFDR GMnFFPDR GMnFFAdR GMnFPCDL GMnFPIDL GMnFCCdR GMnPFPdL GMWaAfDR

GMWIicDI GMWIiCDL GMWIiPdI GMWIFpdR GMWIFaDL GMWiAfDL GMWFAPDL GMWFaFDI GMWFaPDL GMWFiFDI GMWFiFDL GMWFiPDL GMWFFIDI GMWFPFDL GMWFPPDL GMWPaCDR GMWPIFDR GMWPiFdL GMWPFPdL GMwAAFDR GMwAFFdR GMwAFPDR GMwAFaDR GMwAFadR GMwAPaDR GMwAPadR GMwaAADR GMwaFcDR GMwIAaDR GMwIiFDL GMwIiPDI GMwIFfDR GMwIFfdR GMwIFpDR GMwIFaDL GMwIPaDI GMwiAFDR GMwiACDI GMwiAPDI GMwiFpDR GMwiPCDI GA3APcDR GMwFAPDL GMwFaIdI GMwFIFDL GMwFiPDL GMwFPCDL GMwPaCDR GMwPIcDR GMwPPaDR GMwCFFdR GMXAIIDR GMXAFpDR GMXaAcDR GMXaACdL GMXIAFDI GMXIiFDL GMXIipDL GMXIFfDR GMXIFpdR GMXIPcDR GMXiACDI GMXiApDL GMXiPCDL GMXiPPDI GMXiPPDL GMXFAPDR

GMXFapDR GMXFIFDL GMXFiFDL GMXFiCDL GMXFFIDI GMXFPFDL GMXFPCDL GMXFPPDL GMXFCPDR GMXPACDR GMXPIFDR GMXPICDR GMXPifDR GMXPiFdL GMXPiPDR GMXPiPdL GMXPPCdL GMXPPIDI GMXCiPdR GMxAAaDR GMxAFaDR GMxAFadR GMxAPaDR GMxaFpdR GMxIAaDR GMxIAADR GMxIicDI GMxIipDL GMxIiPDI GMxIFfdR GMxIFpdR GMxIFaDR GMxIPaDR GMxiACDI GMxiAPDI GMxFAPDL GMxFAaDR GMxFAadR GMxFAADR GMxFAAdR GMxFaFDI GMxFaadR GMxFaAdR GMxFIFDL GMxFICDL GMxFIaDR GMxFIadR GMxFIAdR GMxFiPDL GMxFFaDR GMxFPCDL GMxFPadR GMxPaADR GMxPIaDR GMxPiFDR GMxPiCDR GMxPFaDR GMxPFadR GMxPFAdR GMYaAfDR GMYIiCDL GMYIiPdI GMYIFpDR GMYFAPDL GMYFafDR GMYFaFdR GMYFaPDL

GMYFICDL GMYFiFDL GMYFiPDL GMYFFFDL GMYFFIDI GMYFPPDL GMYFCFDR GMYPiFdL GMYPFPdL GMYPFIDI GMYPPFDR GMyAAFDR GMyAFFdR GMyAFPDR GMyAFPdR GMyAFadR GMyAFADR GMyAFAdR GMyAPadR GMyaAFDI GMyIiFDL GMyIicDI GMyIiCDL GMyIiPDI GMyIFpdR GMyIFaDR GMyIPcDR GMyIPaDR GMyiFAdR GMyFAfdR GMyFaFdR GMyFaAdR GMyFICDL GMyFIAdR GMyFifdR GMyFicDR GMyFiPDL GMyFFFDR GMyFFPDR GMyFFADR GMyFPCDL GMyFPPDL GMyFPADR GMyPAADR GMyCFFdR GMyCFPdR GMZAFpDR GMZaAfDR GMZaACdL GMZIAFDI GMZIiFDL GMZIiCDL GMZIipDL GMZIFfDR GMZIFfdR GMZIFpDR GMZiACDI GMZiApDL GMZiPCDL GMZFAPDL GMZFaFDR GMZFaIdI GMZFIFDL GMZFIIdI GMZFiFDL GMZFiPDL GMZFPPDL

GMZPIFDR GMZPICDR GMZPFFdL GMZPFCdL GMZPFPdL GMZPFIDI GMZPPCdL GMzAACDR GMzAFpdR GMzAFadR GMzAPaDR GMzaACdL GMzaICdR GMzIAaDR GMzIiCDL GMzIipDL GMzIiPDI GMzIFfdR GMzIFpdR GMzIFaDL GMzIPaDL GMziAPDI GMzFAPDL GMzFAaDR GMzFaFDR GMzFIFDL GMzFICDL GMzFIaDR GMzFIADR GMzFIAdR GMzFiFdL GMzFFaDR GMzFPCDL GMzFPADR GMzPAADR GMzPIaDR GMzPiFdL GMzPFCdL GMzPFadR GMSIiCDI GMSIipDL GMSIiPDI GMSIiPDR GMSIiPDL GMSFIFDL GMSFICDL GMSFFiDR GMSFFidR GMSFFIdR GMSFPFDL GMSFPAdR GMsIacDR GMsIIFDR GMsFAiDR GMsFAidR GMsFIFDL GMsFICDL GMsFIiDR GMsFIidR GMsFFPDR GMsFFadR GMsFFidR GMsFFIdR GMsPIiDR GMTIafDR GMTIaFDI GMTIacDR

GMTIiPDR GMTIiPDL GMTFIFDL GMTFICDL GMTFiFDR GMTPACdL GMTPaiDR GMTPaiDL GMTPIadR GMtaICdR GMtIaFDI GMtIiFDI GMtIiPDR GMtIiPDL GMtIPFDI GMtFaiDR GMtFaidR GMtFICDL GMtFIiDR GMtFIidR GMtFFadR GMtFFiDR GMtFPFDL GMtFPPDR GMtFPidR GMtFCFdR GMtPACdL GMtPIiDR GMtPFiDR GMtPPCdL GMtPPiDR GMUIiCDI GMUIipDL GMUIiPDR GMUIiPDL GMUIFIdI GMUFICDL GMUFPFDL GMUFPAdR GMUPaiDL GMUPIadR GMuIacDR GMuIiFDI GMuFAiDR GMuFaiDR GMuFaidR GMuFIiDR GMuFIidR GA2IIFDL GMuFFiDR GMuFPidR GMuPAiDR GMuPIiDR GMuPIiDL GMuPFiDR GMVIafDR GMVIiCDI GMVIipDL GMVIipdI GMVIipdR GMVIipdL GMVIiPDR GMVIiPDL GMVFIFDL GMVFFIDR GMVPaiDR GMvIiFDI



247

GMvIPFDI GMvFAiDR GMvFaidR GMvFIFDL GMvFIiDR GMvFIidR GMvFFiDR GMvFPFDL GMvPACdL GMvPAiDR GMFIiCDR GMFIiCDL GMFFApdR GMFFAidR GMFFPPDR GMFFPidR GMfIAPdI GMfIICDI GMfIICDL GMfIiPDI GMfIiPDL GMfFAidR GMfFiPDR GMfFPidR GMfPFidR GMGaAiDR GMGIICDR GMGIiCDI GMGIiPDI GMGIPCDR GMGiFiDR GMGFaIDR GMGFIiDR GMGFIidR GMGFIIDR GMGFIIdR GMGPaiDL GMGPaIDR GMGPIiDR GMGPIiDL GMGPIIDR GMgACFdI GMgIICDR GMgIICDL GMgIiCDI GMgIiCDR GMgIiCDL GMgIiPDL GMgFAfdR GMgFAidR GMgFIiDR GMgFIidR GMgFiPDR GMgFFIDR GMgFPidR GMgFPIdR GMgPAFdL GMgPACdL GMgPIiDR GMgPFiDR GMgPFIDR GMgPPIDR GMHaAiDR GMHIiCDI GMHIiCDL GMHFaiDL GMHFaIDR

GMHFIiDI GMHFIiDR GMHFIiDL GMHFIIDR GMHFPPDR GMHPaiDL GMHPIiDI GMHPIiDR GMHPIiDL GMhaAiDR GMhIACdI GMhIPCdI GMhFApdR GMhFAidR GMhFafdR GMhFIiDR GMhFiPDR GMhFPIdR GMhPIcdR GMhPIiDR GMhPFIdR GMIIiCDI GMIIiCDR GMIIiCDL GMIIiPDI GMIFAidR GMIFIidR GMIFIIdR GMIFPPDR GMIFPIDR GAciFIdR GMiACFdI GMiIiCDI GMiIiCDL GMiIiPDI GMiIiPDR GMiIiPDL GMiIPCdI GMiFAidR GMiFPidR GMiPAFdL GMAACCdL GMAACPdL GMAFiPDR GMAPFidR GMaFiPDR GMaPiFdL GMaPiPdL GMBAIiDI GMBAPCdL GMBACCdL GMBFIIDR GMBFiPDR GMBFiPdR GMBPaiDL GMbIAADI GMbIAADL GMbIFFDR GMbIFFDL GMbIFADI GMbIFAdI GMbFiPDR GMbFPpdR GMbFPidR GMbPIIdR GMbPFidR GMCAIiDI

GMCaAiDR GMCaaiDI GMCFaiDL GMCFIiDL GMCPaiDL GMCPIiDL GMcIACdI GMcIAADL GMcPFidR GMDAIiDI GMDAPCdL GMDaFadR GMDFIIDR GMDPIIDR GMdAPCdL GM0IipDI GM1AAPdI GM1PIfdR GM1PIcdR GM2PaiDL GM3IAFDL GM3IAADI GM3IFADI GM3IFADL GM3PIfdR GM3PIcdR GM3CPCdR GM4AIiDI GM4FaiDL GM4PaiDL GM4PIiDL GM5ACCdL GM5IipDI GM5FPpdR GM5PIfdR GM7IAADL GM7IPFDL GM7PIfdR GEOIicDI GEOFAaDI GEOFIaDR GEOFIaDL GEOFIadR GEOFPCDL GEoAFiDR GEoAFidI GEoAFidR GEoaFpdR GEoIiFDI GEoIiFDL GEoIicDI GEoFAidR GEoFiPDL GEPAACdI GEPIACdI GEPIiFDI GEPIiFDL GEPIicDI GEPIiPDI GEPIiPDL GEpAFIDI GEpAFIDR GEpIPCdL GEpFIPDR GEQaAfDR GEQIiFDI GEQIiCDI

GEQIiPDI GEQiAfDR GEQFICDL GEQFIPDL GEQFiPDL GEQFPFDL GEQFPCDL GEQFPPDL GEQPFCdL GEqAFIDI GEqAFIDL GEqAFIdR GEqFAidR GEqFFidR GEqFPCDL GEqFPidR GEqPiFdL GEqPiPdL GERIiFDI GERIiFDL GERIicDI GERIiPDI GERFICDL GERFIPDL GERFPFDL GERPPCdL GErAFIDR GErAFIDL GErAFIdR GErIiFDI GErIiFDL GErIiPDL GErFIidR GErFiCDL GErFFidR GErPPCdL GEKAIADI GEKaFcDR GEKIiFDL GEKIiCDI GEKIiCDL GEKIiPDI GEKiAfDR GEKiACDI GEKiACDR GEKiACDL GEKFAPDL GEKFaPDL GEKFIADR GEKFiCDI GEKFiCDL GEKFPFDL GEKFPIDL GEKPFPdL GEkAIFDR GEkAFPDR GEkAFPdR GEkIicDI GEkIPCDL GEkiAfDR GEkFAPDL GEkFaAdR GEkFiFDL GEkFiCDI GEkFiPDL GEkFFFDL GEkFFPDL

GEkFPFDL GEkFPCDL GEkFPIDL GEkFCFDR GELaAfDR GELIiFDL GELIicDI GELIiCDL GELIFpdR GELiACDI GELiACDR GELiApDR GELiAPDI GELiAPDR GELiAPDL GELFaPdR GELFiCDL GELFiPDL GELFFPDR GELFPFDL GELFPCDL GELFPPDL GELPIAdR GELPFPdL GElAFadR GElAFAdR GElAPAdR GElAPidR GElaFcdR GElIiFDI GElIFfdR GEliAfDR GEliFfdR GElFAfDR GElFAPDL GElFaFDL GElFICDL GElFifDR GElFiCDL GElFPFDL GElFPPDL GElFPidI GEMAIADL GEMaAfDR GEMIiFDL GEMIicDI GEMIiCDI GEMIiCDL GEMIFfDR GEMIFpdR GEMiAfDR GEMiApDR GEMFIFDL GEMFICDL GEMFiCDL GEMFiPDL GEMFPCDL GEMFPIDL GEMPFPdL GEmAACdL GEmAPidL GEmaAfDR GEmIAADR GEmIiFDL GEmIicDI GEmIFfdR GEmIFADI

GEmIFADL GEmIPCDL GEmiApDR GEmFaPdR GEmFiFDL GEmFiPDL GEmFFFDR GEmFPPDL GEmPiFdL GEmPFFdL GEmPFPdL GEmPFadR GEmCFFdR GENAPAdR GENaAfDR GENaFcdR GENIFfdR GENIFpdR GENIPfDR GENiACDI GENiACDR GENiACDL GENiApDR GENiAPDI GENiAPDL GENFAPDL GENFIFDL GENFICDL GENFiFDI GENFiPDL GENFFPDL GENFPCDL GENFPPDL GENFPIdL GENPAAdR GENPFPdL GEnAFPdR GEnAFadR GEnAFAdR GEnIAADR GEnIiFDL GEnIiCDI GEnIPCDR GEniApDR GEnFAPDL GEnFaPdR GEnFiFDL GEnFiPDL GEnFFFDR GEnFFPDR GEnFFAdR GEnPIpDR GEWIicDI GEWIiCDL GEWIiPDI GEWIFaDL GEWFAPDL GEWFaFDI GEWFiPDL GEWFPFDL GEWFPCDL GEWFPPDL GEWPIFDR GEWPFPdL GEwAFFdR GEwAFPDR GEwAFPdR

GEwAFaDR GEwAFadR GEwAPaDR GEwIAaDR GEwIiFDL GEwIicDI GEwIiCDL GEwIipDL GEwIFpdR GEwIFaDL GEwIPaDI GEwIPaDL GEwiAPDI GEwiAPDL GEwiPCDI GEwFAPDL GEwFaPDL GEwFIADR GEwFiCDL GEwFiPDL GEwFPPdL GEwFPIDI GEwPIADR GEXaACdL GEXIiCDL GEXIipDL GEXIiPDI GEXIFpdR GEXiACDI GEXiApDL GEXFIFDL GEXFIIdI GEXFPFDL GEXFPCDL GEXFPPDL GEXPiPDR GEXPPCdL GExAFaDR GExAFadR GExaACdL GExaAaDR GExaIaDI GExaFpDR GExaFadR GExIAADR GExIicDI GExIiPDI GExIFfdR GExIFaDR GExIPaDR GExiAPDI GExiAPDL GExiPCDI GExiPCDL GExFAPDL GExFAaDR GExFAadR GExFAAdR GExFaFDI GExFICDL GExFIadR GExFiFDL GExFiPDL GExFFaDR GExFFADR GExFPfdR GExFPFDL



248

GExPAFdL GExPaaDR GExPFPdL GExPFadR GEYaIaDI GEYIiFDL GEYIiPdI GEYIFpDR GEYIFpdR GEYiAfDR GEYFAPDL GEYFaFdR GEYFaPDL GEYFaIdI GEYFIFDL GEYFICDL GEYFIIdI GEYFiFDI GEYFiPDL GEYFFFdL GEYFFIDI GEYFPFDL GEYFPCDL GEYFPPDL GAdiCaDL GEYPiFdL GEYPFCdL GEyAACDR GEyAFPdR GEyAFaDR GEyAFAdR GEyAPadR GEyaIaDI GEyIiFDL GEyIicDI GEyIiPDI GEyIFfDR GEyIFpDR GEyIFpdR GEyIFaDR GEyIPaDR GEyiPCDI GEyiPPDL GEyFAPDR GEyFAAdR GEyFaPDL GEyFIFDL GEyFiPDL GEyFFFDR GEyFFADR GEyFFAdR GEyFPfdR GEyFPPDL GEyFPADR GEyFPAdR GEyPAaDR GEZIAFDI GEZIiCDL GEZIFfdR GEZFaFdR GEZFIFDL GEZFICDL GEZFIIdI GEZFFIDI GEZPAAdR GEzAACDR GEzAPADR

GEzaACdL GEzIAaDR GEzIicDI GEzIFpdR GEzIFaDL GEzIPCDR GEziAfDL GEziAPDI GEziPCDI GEziPCDL GEzFAPDL GEzFAADR GEzFAAdR GEzFaadR GEzFaADR GEzFIFDL GEzFICDL GEzFIadR GEzFIAdR GEzFiFDL GEzPAFDR GEzPIaDR GEzPFAdR GESIiFDI GESIiCDI GESIipDL GESIiPDI GESFAIDR GESFIFDL GESFICDL GESFFadR GESFFiDR GESFPidR GEsIIFDR GEsIICDL GEsIFIdR GEsFAidR GEsFIiDR GEsFIidR GEsFFidR GEsFFIdR GEsFPidR GEsPFidR GETIaFDI GETIacDR GETIiPDR GETIiPDL GETiFidR GETFIFDL GETFICDL GETFFadR GETPACdL GETPaiDR GETPaiDL GEtIafDR GEtIaFDI GEtIiPDR GEtiFidR GEtFAidR GEtFaiDR GEtFaidR GEtFICDL GEtFIiDR GEtFIidR GEtFPiDR GEtPACdL GEtPIiDR

GEtPiFdL GEtPPCdL GEUIafDR GEUIacDR GEUIiFDI GEUIipDL GEUIiPDL GEUFIFDL GEUFFadR GEUFPFDL GEUPaiDR GEUPIadR GEuIiFDI GEuFAidR GEuFaiDR GEuFaidR GEuFIFDL GEuFIiDR GEuFiFDL GEuFFPDR GEuFFiDR GEuFFIdR GEuFPiDR GEuPIiDR GEuPIiDL GEuPiFdL GEuPFidR GEuPPiDR GEVIaFDI GEVIiFDI GEVIiPDR GEViFidR GEVPaiDR GEvFAidR GEvFaiDR GEvFaidR GEvFIidR GEvFFPDR GEvFFiDR GEvFPFDL GEvFPidR GEvPACdL GEvPIiDR GEvPPiDR GEFIiCDL GEFFAPDR GEFFAidR GEFFPPDR GEFPiFdL GEfIACdI GEfIICDI GEfIiPDI GEfIiPDL GEfFPidR GEfFPIDR GEfPFidR GEGaAiDR GEGIICDR GEGIiPDI GEGIiPDL GEGIPCDR GEGFaIDR GEGFIiDR GEGFIIDR GEGFIIdR GEGPaiDL GEGPaIDR

GEGPIiDR GEGPIiDL GEGPIIDR GEGPIIDL GEGPiFdL GEGPiCdL GEgIIFDI GEgIICDI GEgIICDR GEgIICDL GEgIiCDI GEgIiCDR GEgIiCDL GEgIiPDL GEgFAidR GEgFAIdR GEgFIiDR GEgFIidR GEgFiPDR GEgFFIdR GEgPAFdL GEgPIiDR GEgPFidR GEgPFIDR GEgPPIDR GEHFaiDL GEHFIiDI GEHFIiDR GEHFIIDR GEHFIIdR GEHFPPDR GEHPaiDI GEHPIiDI GEHPIiDL GEHPiCdL GEhAPFdL GEhaAiDR GEhIiPDL GEhFIiDR GEhPIiDR GEhPFIdR GEIIiCDR GEIIiCDL GEIIiPDI GEIFIidR GEIFPPDR GEIPaiDL GEiAPFdL GEiIACdI GEiIACdL GEiIiCDI GEiIiCDL GEiIiPDR GEiIiPDL GEiFIidR GEiFPidR GEiFPIDR GEiPFidR GEiPPIDR GEaIICDI GEaIICDR GEaIICDL GEaIPCDR GEaFPfdR GEBAIiDI GEBaFadR GEBFIiDL

GEBFiPdR GEBPaiDL GEBPIiDL GEbIAADI GEbIAADL GEbIiFDI GEbIiFDR GEbIiFDL GEbIFFDL GEbIFADI GEbFPidR GEbPIIdR GECAIiDI GECaAiDR GECaaiDI GECFIiDL GECPaiDL GECPIIDL GEcAPCdL GEcaAiDR GEcFPidR GEDAIiDI GEDaFadR GEDFIIDR GEdIFFDR GEdIFFDL GEdIFAdL GE0aAiDR GE0PiFdL GE2AIiDI GE2aAiDR GE2IiFDR GE2PaiDL GE2CPCdR GE3IAFDL GE3IAADI GE3IAADL GE3IipDI GE4AIiDI GE4IipDI GE5IipDI GE7IipDI GE7IPFDL GQOaIFDL GQOIiCdL GQOIipDL GQOIFfDL GQOIFpDL GQOIFaDL GQOIPCdI GQOICCdL GQOiAcDL GQOiACDL GQOiAPDL GQOiaCDL GQOiPCDL GQOFFIDL GQOFPIDL GQOFCCDL GQOPAfdR GQOPAcdR GQOPApdR GQOPafdR GQOPafdL GQOPaadR GQOPIpdR GQOPIadR

GQOPiadR GQOPiadL GQOPPfdR GQOPPfdL GQOPPCdL GQOPPadR GQOPCcdR GQOCAcdR GQOCifdR GQOCPfdR GQOCPcdR GQoaAfDL GQoaafDL GQoaaFDL GQoaIFDL GQoIPfDL GQoiPfDL GQoFCfDL GQoPAfDL GQoPAfdI GQoPAfdR GQoPAfdL GQoPAadR GQoPafdI GQoPafdL GQoPaadR GQoPIadR GQoPifdI GQoPiadR GQoPiadL GQoPFIdL GQoPPfdL GQoPPadR GQoCiCdR GQoCFfdL GQoCPfdR GQoCPfdL GQPAaCDL GQPAiCDL GQPAPIdI GQPaIADL GQPIFFDL GQPiACDL GQPiACdI GQPiAPDL GQPiIaDL GQPPAcdR GQPPIAdR GQPPIAdL GQPPiCDL GQPPiPdL GQPPiadR GQPPPadR GQPCAfdR GQPCAfdL GQPCAcdR GQPCAPdR GQPCIPdR GQPCPcdR GQpAaCDL GQpAicDL GQpAiCDL GQpAPCdL GQpIAFDL GQpIaFDL GQpIiFDL GQpIiPdI

GQpIiPdL GQpIFfDL GQpIFpDL GQpIPFDL GAdAPIDL GQpFIpDL GQpFipDL GQpFPpDL GQpFCcDL GQpPAfdR GQpPAfdL GQpPAFdI GQpPApdR GQpPAAdR GQpPafdL GQpPIfdI GQpPIfdR GQpPIfdL GQpPIAdR GQpPiFdI GAdAPADL GQpPPfdI GQpPPfdL GQpPPadR GQpPPAdR GQpPCcdR GQpCAPdR GQpCiCdR GQpCiPdR GQpCPfdR GQpCPfdL GQpCPcdR GQQaACDL GQQaAADL GQQaCCDL GQQaCCdL GQQIPPdI GQQICCdR GQQICPdL GQQiACdI GQQiAPDL GQQiIcDL GQQiIADL GQQPAfdR GQQPAfdL GQQPApdR GQQPafdL GQQPIfdI GQQPIfdL GQQPIadR GQQPIAdR GQQPifdL GQQPPfdL GQQCIfdL GQQCifdR GQQCPfdR GQqAIPdI GQqIaFDL GQqIacdR GQqIIcdR GQqPAfdL GQqPAcdR GQqPAadR GQqPafdL GQqPaFdL GQqPIfdI GQqPIidR



249

GQqPifdI GQqPiFdL GQqPPfdL GQqPPcdR GQqCAFdR GQqCACdR GQqCAPdR GQqCPfdR GQqCPfdL GQRAFaDL GQRAFiDL GQrCiPdR GQKAACDL GQKAACdI GA0IAFDL GQKAaCdI GQKAaIDL GQKAIADL GQKAiPDL GQKAPCDL GQKAPCdI GQKAPPdL GQKAPIDL GQKaaADL GQKIACdI GQKIaCdI GQKIapDL GQKIiFDL GQKIiCdI GQKIFfDL GQKIFpDL GQKIPCdI GQKIPPdI GQKiAFDL GQKiAADL GQKiIfDL GQKiFFDL GQKiFADL GQKFAADL GQKFAiDL GQKFIFDL GQKFPADL GQKFCPDL GQKPAfdR GQKPAfdL GQKPAcdR GQKPAidR GQKPafdR GQKPafdL GQKPaPDL GQKPIcdL GQKPIadR GQKPIADL GQKPicdR GQKPiCDL GQKPiPDL GQKPiadR GQKPPfdR GQKPPCDL GQKCAcdR GQKCPfdR GQKCPfdL GQKCPcdR GQkaAfDL GQkaAFDL GQkaafDL GQkaFcDL

GQkiAfDL GQkiAFDL GQkiPfDL GQkiPFDL GQkFIpDL GQkFCcDL GQkPApdR GQkPafdI GQkPafdL GQkPIadR GQkPIadL GQkPifdL GQkPiadR GQkPiadL GQkPFpdL GQkPFidL GQkPPfdL GQkPPadR GQkCacdR GQkCPfdR GQkCPfdL GQLAAcDL GQLAApDL GQLAAIDL GQLAacDL GQLAaCDL GQLAiCDL GQLaFPDL GQLaFIDL GQLIaaDL GQLIaADL GQLIiFDL GQLiFPDL GQLFaiDL GQLFPADL GQLPApdR GQLPaCDL GQLPIAdR GQLPIAdL GQLPicdR GQLPiCDL GQLPiadR GQLPPcdR GQLPPadR GQLPPAdR GQLCAPdR GQlAAcDL GQlAACDL GQlAiCDL GQlIafDL GQlIaaDL GQlIFPDL GQlICPdR GQlPAfdI GQlPAfdL GQlPAcdR GQlPApdR GQlPAidR GQlPafdL GQlPIpdR GQlPIAdR GQlPicdR GQlPiadR GQlPPfdI GQlPPAdR GQlCAPdR GQlCPfdR

GQlCPfdL GQMAaPdI GQMAIcDL GQMAIPdI GQMAiPdI GQMAPPdI GQMaFpDL GQMaPADL GQMIAcDL GQMIPPdI GQMiAPDL GQMiaPdI GQMiICDL GQMiIADL GQMiFpDL GQMPAcdR GQMPApdR GQMPaFdL GQMPIpdR GQMPiCdL GQMCAfdR GQMCAcdR GQMCAPdR GQMCIfdR GQMCPfdR GQmIFPDL GQmPAfdL GQmPAadR GQmPAAdR GQmPafdR GQmPafdL GQmPacdR GQmPIidR GQmPifdI GQmPiadR GQmPPfdR GQmPPfdL GQmPPcdR GQmPPadR GQmPCcdR GQmCAcdR GQmCacdR GQmCPcdR GQNAAaDL GQNAAiDL GQNAIaDL GQNAFiDL GQNAPiDL GQNaAaDL GQNaAIDL GQNaaADL GQNaiIDL GQNaPIDL GQNaCIDL GQNIAaDL GQNIaaDL GQNIiaDL GQNIFaDL GQNIPaDL GQnIaiDL GQWAACDL GQWAAIDL GQWAIIDL GQWAiPDL GQWAPADL GQWAPIDL GQWaFFDL

GQWIAaDL GQWIiFDL GQWIiCdI GQWIFpDL GQWIFaDL GQWIPfDL GQWFaaDL GQWFaADL GQWFIFDL GQWFIADL GQWPAfdL GQWPACDL GQWPAidR GQWPafdR GQWPaCDL GQWPIadR GQWPiPDL GQWPiadR GQWPiadL GQWPFADL GQWPPfdR GQWPPfdL GQWCPfdR GQWCPfdL GQwAPadI GQwaAfDL GQwaaFDL GQwaIFDL GQwaFcDL GQwIFfDL GQwIFpDL GQwiAFDL GQwiPfDL GQwFAfDL GQwFAcdL GQwFApDL GQwFapDL GQwFIpDL GQwFipDL GQwFFfDL GQwFPfDL GQwFPcDL GQwFCcDL GQwFCCDL GQwPAfdI GQwPAfdL GQwPafdI GQwPafdL GQwPaadR GQwPIadR GQwPiadL GQwPFpDL GQwPFpdL GQwPPfdL GQwPPadR GQwCPfdR GQXAAcDL GQXAACDL GQXAAIDL GQXAacDL GQXAaCDL GQXAapDL GQXAaPDL GQXAicDL GQXAFIDL GQXaAFDL GQXaaFDL

GQXaFIDL GQXIaaDL GQXIFpDL GQXIPaDL GQXiAFDL GQXiFPDL GQXFAADL GQXFCCDL GQXPACDL GQXPApdR GQXPIfdI GQXPIfdL GQXPIAdR GQXPIAdL GQXPIidR GQXPiadR GQXPPadR GQXPPAdR GQXCafdR GQxAACDL GQxAiCdR GQxAPCdR GQxaACdR GQxaaCdR GQxaICdR GQxIAFDL GQxIafDL GQxIaFDL GQxIaaDL GQxIFFDL GQxIPFDL GQxiaCdR GQxFApDL GAcCFIdR GQxFipDL GQxFCPDL GQxPAfdI GQxPApdR GQxPAidR GQxPafdI GQxPafdL GQxPaIdR GQxPIpdR GQxPIAdR GQxPIAdL GQxPIIdR GQxPiadR GQxPCcdR GQxCacdR GQxCifdR GQxCPfdR GQxCPfdL GQYAAPdI GQYAaPdI GQYAIpDL GQYAicDL GQYAipDL GQYaACDL GQYaAADL GQYaIcdR GQYaCCDL GA2ICCdL GQYIiaDL GQYIFPDL GQYIPFdI GQYIPPdI GQYiACDL

GQYiAPDL GQYiIADL GQYPApdR GQYPIpdR GQYPIPdL GQYPiAdR GQYPCcdR GQYCAfdR GQYCAfdL GQYCAcdR GQYCacdR GQYCIfdR GQYCIcdR GQYCicdR GQYCPfdR GQYCPcdR GQyaACdR GQyaaCdR GQyaICdR GQyPAfdL GQyPAcdR GQyPAcdL GQyPAadR GQyPAAdR GQyPacdL GQyPIcdR GQyPIadR GQyPIidR GQyPifdI GQyPifdL GQyPiFdL GQyPicdR GQyPiadR GQyPiAdR GQyPPfdL GQyPPcdR GQyPPcdL GQyPPidR GQyPCcdR GQyCAcdR GQyCacdR GQyCicdR GQyCPcdR GQyCPcdL GQZAAiDL GQZAFiDL GADIAaDL GQZIaiDL GQZIFiDL GQZIPiDL GQZPaidR GQzIFiDL GQSAicDL GQSAicdI GQSAiPdL GQSAPpDL GQSAPIDL GQSaIFDL GQSaFPDL GQSaPcDL GQSIFfDL GQSIFpDL GQSiACDL GQSiAPdL GQSiFADL GQSiPCDL GQSPAfdL

GQSPAcdR GQSPafdR GQSPIadR GQSPiCdL GQSPiadR GQSPiadL GQSPPfdR GQSPPfdL GQSPPadR GQSCAcdR GQSCIfdR GQSCPfdR GQsAFIDL GA2PPCdL GQsaAfDL GQsaaIDL GQsaFCDL GQsaFIDL GQsIAfDL GQsIafDL GQsIFfDL GQsIFFDL GQsIPfDL GQsiAFDL GQsiFIDL GQsFApDL GQsFAIDL GQsFafDL GQsFaIDL GQsFIpDL GQsFifDL GQsFFpDL GQsFPcDL GQsFPIDL GQsPAfdI GQsPAfdL GQsPApdR GQsPafdL GQsPIfdL GQsPIcdR GQsPIpdR GQsPIadR GQsPiadR GQsPiadL GQsPFIdL GQsPPcdR GQsPPadR GQsCFfdL GQsCPfdR GQsCPfdL GQTAAIDL GQTAICDL GQTAPCDL GQTaACDL GQTaaCDL GQTaPCDL GQTaCCDL GQTIaaDL GQTIaADL GQTIiFDL GQTIFFDL GQTIFpDL GQTIPFDL GQTIPcdL GQTiACdI GQTiIaDL GQTiFfDL



250

GQTiFFDR GQTiPFDR GQTPAfdL GQTPApdR GQTPIcdR GQTPIadR GQTPIAdR GQTPIAdL GQTPiadR GQTPiadL GQTCAfdR GQTCIPdR GQtAICDL GQtAicDL GQtAiPDL GQtaaCdL GQtaICdL GQtaFiDL GQtIAfDL GQtIaFDL GQtiaCdL GQtiICdL GQtFAiDL GQtFapDL GQtFIcDL GQtFicDL GQtFipDL GQtPAfdL GQtPApdR GQtPafdL GQtPaFdI GQtPaadR GQtPIfdR GQtPIcdR GQtPIpdR GQtPIadR GQtPIAdL GQtPifdI GQtPifdL GQtPiFdI GQtPiadR GQtPFidL GQtPPfdL GQtPPcdR GQtPPadR GQtPPAdR GQtCAfdR GQtCIcdR GQtCIPdR GQtCifdR GQtCiPdR GQtCPfdR GQtCPfdL GQtCPcdR GQUAAPdI GQUAPAdI GQUaAcDL GQUaACDL GQUaAADL GQUaacDL GQUaaCDL GQUaaADL GQUaICdI GQUaPcdL GQUaPADL GQUaCcDL GQUaCcdL

GQUaCCdL GQUIAcDL GQUIiaDL GQUIPcDL GQUIPPdL GQUICCdL GQUICPdL GQUiAPDL GQUiIADL GQUiFIDL GQUPAfdR GQUPafdL GQUPIfdL GQUPICDL GQUPIPDL GQUPIadR GQUPIAdR GQUPifdR GQUPifdL GQUPPfdL GQUPPPDL GQUPPadR GQUCIfdR GQUCIPdR GQUCifdR GQUCPfdR GQuAACdI GQuAAPdI GQuAaCdI GQuAaPdI GQuAiCdI GQuaaCdL GQuIaFDL GQuIPCdL GQuiaCdL GQuPAfdR GQuPAfdL GQuPApdR GQuPafdL GQuPIpdR GQuPIAdR GQuCAPdR GQuCifdR GQuCPfdR GQuCPfdL GQVAAaDL GQVAAiDL GQVAFaDL GQVAFiDL GQVAPaDL GQVAPiDL GQVaAaDL GQvAIiDL GQvAFiDL GQvAPiDL GQvaaADL GQvaFiDL GQFAaIDL GQFAIPdL GQFAicdI GQFAPfDR GQFIFpDL GQFICCdL GQFiACDL GQFPafdL GQFPIadR GQFPiFdL

GQFPiadR GQFPPfdL GQFPPadR GQFCAfdR GQFCACdR GQFCIfdR GQFCPfdR GQfAAfDL GQfAACdI GQfAafDL GQfAaCdI GQfaAfDL GQfaafDL GQfaFcDL GQfaFCDL GQfaFpDL GQfaFPDL GQfaFIDL GQfIAfDL GQfIafDL GQfIaPdI GQfIiPdI GQfIFfDL GQfIFIDL GQfIPfDL GQfICPdL GQfiAfDL GQfiFpDL GQfiFIDL GQfFAcDL GQfFFfDL GQfFCfDL GQfPAfDL GQfPApdR GQfPafDL GQfPIcdR GQfPifdI GQfPiCdL GQfPiadR GQfPiadL GQfPPfdI GQfCPfdR GQfCPfdL GQGAAIDL GQGaACDL GQGIaADL GQGiAcdL GQGPAfdL GQGPApdR GQGPAIDR GQGPafdR GQGPafdL GQGPIadR GQGPicdR GQGPiadR GQGPPfdR GQGPPfdL GQGPPFdL GQGPPAdR GQGCIfdR GQGCIPdR GQGCPfdR GQGCPfdL GQgAAcDL GQgAicDL GQgACCdL GQgaFFDL

GQgaFPDL GQgaFADL GQgIAFDL GQgIafDL GQgIaFDL GQgIiFDL GQgIFPDL GQgIPFDL GQgiFPDL GQgFCPDL GQgPafdL GQgPaidR GQgPIfdL GQgPIadR GQgPIAdR GQgPIAdL GQgPifdI GQgPiadR GQgPPfdL GQgPPadR GQgPPAdR GQgCAPdR GQgCPfdR GQgCPfdL GQHAPAdI GQHaAcDL GQHaACDL GQHaaCDL GQHaCCDL GQHIaPdL GQHIiaDL GQHiIADL GQHiFIDL GQHPAfdR GQHPAfdL GQHPAidR GQHPafdL GQHPaCDL GQHPaPDL GQHPIPdI GQHCAfdR GQHCafdR GQHCIfdR GQHCIfdL GQHCIPdR GQHCifdR GQHCPfdR GQhAAPdI GQhAaPdI GQhAIPdI GQhAiPdI GQhIaFDL GQhIacdR GQhIiFDL GQhIiADL GQhIFPDL GQhPAfdR GQhPAfdL GQhPApdL GQhPIFdL GQhPiFdI GQhPiadR GQhCifdR GQhCPfdL GQIaAaDL GQiAAaDL GQiAIaDL

GQiAFaDL GQiaAADL GQiaaADL GQiaIADL GQAAaIDL GQAICCdI GQAPAfdI GQAPAfdL GQAPApdR GQAPafdI GQAPafdL GQAPIadR GQAPiPdL GQAPPfdL GQAPPadR GQACAfdR GQACIfdR GQACifdR GQACPfdR GQACPfdL GQaAAcDL GQaAACDL GQaAIADL GQaAicDL GQaAiCDL GQaAiPDL GQaAFaDL GQaACCdL GQaaFIDL GQaIAPdI GQaIafDL GQaIFIDL GQaICPdL GQaiAFDL GQaiIaDL GQaiFIDL GQaFAADL GQaFaADL GQaPaADL GQaPIadR GQaPiadR GQaPiadL GQaCafdR GQaCPfdR GQaCPfdL GQBAAIDL GQBAPIdI GQBiICdI GQBFIcDR GQBFPfDR GQBPAfdI GQBPAfdL GQBPAcdR GQBPafdL GQBPIcdR GQBPIpdR GQBPIadR GQBPIAdR GQBPIAdL GQBPicdL GQBPiadR GQBPPfDR GQBPPfdI GQBPPfdL GQBPPAdR GQBCAcdR GQBCIfdR

GQBCIcdR GQBCIPdR GQBCicdR GQBCicdL GQBCPfdR GQBCPfdL GQbAaADL GQbAIADL GQbAPPdI GQbaAFDL GQbaFFDL GQbaFADL GQbIafDL GQbIaFDL GQbIIFDL GQbIiFDL GQbIFPDL GA2PICdL GQbPAfdR GQbPAfdL GQbPAcdR GQbPApdR GQbPafdL GQbPaadR GQbPIfdI GQbPIfdL GQbPIcdR GQbPIpdR GQbPIadR GQbPIAdR GQbPIAdL GQbPifdI GQbPiPdL GQbPiadR GQbPPfdI GQbPPfdL GAcPiPdL GQbPPcdR GQbPPadR GQbPPAdR GQbPCcdR GQbCPfdR GQbCPfdL GQbCPcdR GQCIiaDL GQCiAPDL GQCPAfdR GQCPAfdL GQCPAFdL GQCPAAdR GQCPAidR GQCPafdL GQCPIPDL GQCPIPdL GQCPIadR GQCPIAdR GQCPPFdL GQCCIfdR GQCCIPdR GQCCPfdR GQCCPfdL GQcAapDL GQcAicDL GQcAipDL GQcAPcDL GQcIaFDL GQcIiADL

GQcIFpDL GQcIFPDL GQcIPFdR GADIaADR GQcPAfdR GQcPAfdL GQcPAFdI GQcPApdR GQcPApdL GQcPacdR GQcPIcdR GQcPIadR GQcPiFdL GQcPicdR GQcPiPdL GQcPiadR GQcPPcdR GQcPPadR GQcPCcdR GQcCacdR GQcCIcdR GQcCifdR GQcCicdR GQcCPfdL GQcCPcdR GQ0AaCdI GQ0IFpDL GQ0ICCdI GQ0PAfdI GQ0PAfdL GQ0PAFdL GQ0PApdR GQ0PafdI GQ0PafdL GQ0PIpdR GQ0PIadR GQ0PiadL GQ0PPfdL GQ0PPadR GQ0CIfdR GQ0CifdR GQ0CPfdR GQ0CPfdL GQ0CPCdR GQ1AACdL GQ1AaCdL GQ1AICdL GQ1ACCdL GQ1aFIDL GQ1IaFDL GQ1IIFDL GQ1IiFDL GQ1IFPDL GQ1IFIDL GQ1ICPdL GQ1iFIDL GQ1PApdR GQ1PaadR GQ1PaidR GQ1PIpdR GQ1PIadR GQ1PifdI GQ1PiadL GQ1PPfdI GQ1PPadR GQ1CafdR GQ1CPfdL



251

GQ2APPdL GA1APcDR GQ2APIdI GQ2IIFDL GQ2PAfdI GQ2PafdI GQ2PafdL GQ2PIadR GQ2PiadR GQ2PPfdI GQ2PPfdL GQ2PPcdR GQ2CAfdR GQ2CIfdR GQ2CIfdL GQ2CIPdR GQ2CifdR GQ2CPfdR GQ2CPfdL GQ3AAcdI GQ3AAcdR GQ3APPdI GQ3aFFDL GQ3IaFDL GQ3PAfdR GQ3PAfdL GQ3PACDL GQ3PApdR GQ3PafdL GQ3PaadR GQ3PIfdI GQ3PIpdR GQ3PIadR GQ3PIAdR GQ3PifdI GQ3PifdR GQ3PifdL GQ3PiPdL GQ3PiadL GQ3PPfdI GQ3PPfdL GQ3PPadR GQ3PPAdR GQ3CPfdR GQ3CPfdL GQ4aACDL GQ4aaCDL GQ4IiaDL GQ4PAfdR GQ4PAfdL GQ4PafdR GQ4PafdL GQ4PIPDL GQ4PIPdL GQ4PIadR GQ4PIAdR GQ4PPFdL GQ4CAPdR GQ4CIfdR GQ4CPfdR GQ4CPfdL GQ5AAcDL GQ5AapDL GQ5AaPDL GQ5AICDL GQ5AIPdI GQ5AipDL

GQ5APIDL GQ5IFpDL GQ5FICDL GQ5PAcdR GQ5PApdR GQ5PApdL GQ5PIadR GQ5PiFdL GQ5PicdR GADaaADL GQ5PiPdL GQ5PiadR GQ5PCcdR GQ5CAcdR GQ5CacdR GQ5CIfdR GQ5CIcdR GQ5CifdR GQ5CicdR GQ5CPcdR GLOAFADL GLOaFpdR GLOIicDI GLOFiPDL GLOFFiDL GLOFFidL GLOPIFDR GLoAFaDI GLoIiFDI GLoIiFDL GLoIiCdI GLoiFPdR GLoFFADL GLoPIFDI GLoPIFDL GLPAFIDI GLPIiFDI GLPIFFDI GLPIFFdI GLPiIcDI GLPFAiDI GLPFAIDI GLPFFIDI GLPFPFDR GLPFPCDL GLPFPIDI GLPPiPdL GLPPFiDI GLPPPFdL GLpaACdL GLpaaFDR GLpaaFDL GLpaCFDL GLpIIfDL GLpIiCDR GLpIPcdR GLpiAFDL GLpiFCDR GLpFAIDI GLpFPIDI GLpFPIDL GLpPIfdR GLpPIcdR GLpPIPdL GLpPCCdR GLpCACdI GLpCaCdR

GLpCaCdL GLpCICdR GLpCiCdR GLpCiCdL GLpCPCdR GLQAFAdL GLQAFIDI GLQFPIDI GLQPIFDR GLQPiPdL GLQPFIDI GLqAacdI GLqAacdR GLqAPcdI GLqAPcdR GLqAPcdL GLqIIfDL GLqiAFDR GLqiAFDL GLqiAcdI GLqiFCDR GLqiFCDL GLqFICDL GLqFIADI GLqFIAdI GLqFFIDL GLqPIPdL GLqCACdI GLqCACdR GLqCACdL GLqCiCdR GLqCiCdL GLRAIFDR GLRAFIDI GLRFAIDI GLRFiFDI GLRFiFDL GLRFiCDI GLRFFIDI GLRPIFDL GLRPiFdI GLRPiPdL GLRPFIDI GLRPFIdL GLRPPFdL GLRPPCdL GLraAfDL GLraACdL GAbAIIDI GLrIACdR GLrIifDL GLrIFFDI GLrIPCdL GLriIPDI GLrFIFDL GLrFICDL GADIFaDL GLrFFIDL GLrFPFDL GLrPIPdL GLKaAfDR GLKIicDI GLKIipDL GLKIFFdI GLKICPdL GLKiApDR GLKFAiDR

GLKFaiDL GLKFIiDL GLKFFiDL GLKFPiDR GLKFPiDL GLKPAiDR GLKPFAdR GLKPFiDL GLKPFidL GLKPPiDR GLkAIADI GLkAFIDR GLkAFIDL GLkaAfDL GLkaFpDL GLkaPfDL GLkaPIDI GLkIifDI GLkIiCDI GLkIFpDL GLkIPfDL GLkIPcDL GLkiAcDL GLkiApDL GLkiIpDL GLkFIADI GLkFIADL GLkFFIDL GLkFPIDL GLkFCPDL GLkPIFDI GLkPIFDL GLkPIcdR GLkPICDL GLkPIADI GLkPIADL GLkPFIDL GLkPFIdL GLkPPIDL GLLAPIDI GLLaACDR GLLiAFDR GLLiAPDI GLLiAPDR GLLiAPDL GLLiPCDR GLLiPCDL GLLFAPDL GLLFAIDI GLLFaPDL GLLFaadR GLLFFFdL GLLFFPDL GLLFFADR GLLFPFDL GLLFPCDL GLLFPPDL GLLFPAdR GLLFPiDI GLLFPIDI GLLPAiDI GLLPaidR GLLPFPdL GLLPFiDI GLLPPFdL GLLPPCdL GLLPPIDI

GLlaACdR GLlaFadI GLlIPCdI GLliFadI GLlFAIDI GLlFAIDL GLlFFIDI GLlFPIDI GLlFPIDL GLlPAIDI GLlPAIDL GLlPIPdL GLlPFIDI GLlPFIDL GLlPFIdL GLlCACdR GLlCaCdR GLlCICdR GLlCiCdR GLlCPFdR GLlCPCdR GLlCPCdL GLMAACdR GLMAACdL GLMAAPdL GLMAIFDR GLMAICdI GLMAICdR GLMAICdL GLMICPdL GLMFAADR GLMFIADR GLMFiFDL GLMPIFDR GLMPFCdL GLmAIPdI GLmAFIDL GLmAPIdR GLmaPfdI GAcCAPdR GLmFIADI GLmFFIDL GLmFPIDL GLNAACdI GLNAACdL GLNAICdR GLNAPCDR GLNaAfDR GLNIaCDL GLNIFADR GLNIPFDI GLNIPCDI GLNIPADR GLNiAPDI GLNiAPDR GLNiAPDL GLNiPCDR GLNFPadR GLNPFFdL GLNPPFdL GLNPPCdL GLNCIPdR GLnAICdI GLnAIPdI GLnAiCdL GLnAFIdR GLnAPfDL

GLnaACdI GLnaACdL GLnaPIDL GLnIaFDI GLnIifDL GLnIPcdR GLnIPCdL GLnFIFDL GLnFICDL GLnFIADI GLnPAAdR GLnPIcdR GLnPIADI GLWAACDR GLWAACdR GLWAACdL GLWAICDR GLWAICdI GLWAICdL GLWIACDI GLWIAaDR GLWIicDI GLWIipDL GLWIFpDR GLWIFaDL GLWIPCDI GLWIPaDI GLWiAfDR GLWiACDI GLWFaIdI GLWFIADR GLWFIIdI GLWFFiDI GLWPaidR GLwAFidR GLwAFIDL GLwaFFdI GLwIAcdI GLwIAcdR GLwIAcdL GLwIifDI GLwIiFDL GLwIiCDL GLwiAfDL GLwiApDL GLwiFPDI GLwFIADL GA3AiPDR GLwFFIDL GLwFCCDL GLwPIFDL GLwPICDL GLwPIADI GLwPIADL GLwPFIdL GLwPPIDL GLXAAiDI GLXAPaDR GLXaACDL GLXaACdL GLXaICdR GAdiFADL GLXIACDR GLXIiFDL GLXIFfdR GLXIFpdR GLXIFadR

GLXIFADL GLXIPaDR GLXIPADL GLXiACDI GLXiAPDI GLXiAPDL GLXiPCDL GLXiPPDI GLXFAPDL GLXFAADR GLXFaPdL GLXFiPDL GLXFFFDL GLXFFFdL GLXFFIDL GLXFPFDL GLXFPPDL GLXFPiDI GLXFPidI GLXFPIDI GLXFPIDL GLXPAiDI GLXPacDR GLXPFiDI GLXPFIDI GLXPFIDR GLXPFIDL GLXPFIdL GLXPPFdL GLXPPCdL GLXPPIDI GLXPPIDL GLxaAaDI GLxaFadI GLxIAPdI GLxIAPdL GLxIIFDL GLxIICDL GLxFAIDI GLxFAIDL GLxFaIDI GLxFIIDI GLxFFidI GLxFFIDI GLxFPIDI GLxFPIDL GLxPAIDI GLxPaadR GLxPFIDI GLxPFIDL GLxPFIdL GLxPPIDL GLxCICdR GLxCiCdR GLxCPFdR GLxCPCdR GLxCPCdL GLYAACdL GLYAIFDR GLYAICdI GLYAICdR GLYAICdL GLYIACDI GLYIPCDI GLYFaADR GLYFIADR GLYFiPDL



252

GLYFPaDR GLyAFIDL GLyAPIDL GLyaPfdI GLyaPfdR GLyaPfdL GLyIIfDI GLyIPcdI GLZAACdI GLZAACdR GLZAICdR GLZAICdL GLZAFPDR GLZAPidI GLZaACDL GLZaACdL GLZIAFDI GLZIACDI GLZIaCdI GLZIaCdL GLZIFfdR GLZIFadR GLZIPFDI GLZIPCDI GLZiAPDI GLZiAPDL GLZiPCDL GLZiPPDI GLZFaFdR GLZFaPDL GLZFiFDL GLZFiPDL GLZFPiDI GLZPAidR GLZPFiDL GLZPFidL GLZPPFdL GLZPPCdL GLZPPidR GLzAICdI GLzAFIDR GLzAFIDL GLzAPIDR GLzAPIDL GLzIaFDI GLzIifDL GLzFaFDL GLzFIADI GLzFFIDL GLzFPFDL GLzFPiDL GLzPiPdL GLzCIPdR GLzCPFdR GLSIafDR GLSIFIdR GLsACPdL GLsaPaDL GLsIiCDI GLsIiCDL GLsIFaDL GLsIPaDL GLsiAcDR GLsFAIDR GLsFIaDL GLsFFaDL GLsFFidR

GLsFPpDR GLsFPaDL GLsFPADR GLsPAIDR GLsPaaDL GLsPPIDR GLTAAPdI GLTAIPdI GLTAPIdR GLTIPPdI GLTIPPdR GLTIPPdL GLTFIFDL GLTFIidR GLTFPFDL GLTFPPDR GLTFPAdR GLTPiCdL GLTPPFdL GLTPPCdL GLTCiCdR GLtAaFDR GLtAICdL GLtAiFDR GLtAiPdI GLtAFFdR GLtIAPdI GLtIAPdR GLtIAPdL GLtIIfDL GLtIIcDL GLtIiCDR GLtFAIDI GLtFAIDL GLtFaidR GLtFFIDR GLtPAPdL GLtPAIDI GLtPAIDL GLtPaiDR GLtPaiDL GLtPCCdR GLtCACdR GLtCACdL GLtCaCdL GLtCICdR GLtCICdL GLtCiCdL GLtCFFdR GLUIFIdR GLUFIIdR GLuAacdI GLuAPcdR GLuAPcdL GLuACCdL GLuIAPdR GLuIAPdL GLuIIfDL GLuiAcdR GLuiAcdL GLuFaiDR GLuFaidR GLuFIFDL GLuFICDL GLuFPFDL GLuPaiDR GLuPaiDL

GLuCiCdL GADIAADR GLVFiCDR GLVFFIDL GLVFPiDL GLVFPIDL GLVPFFdL GLVPFCdL GLVPFiDL GLVPFIDL GLVPPFdL GLVPPCdL GLVPPiDL GLVCaCdR GLVCiCdR GLvAFAdR GLvaPADI GLvIifDL GLvIicDL GLvFICDL GLvFiFDL GLvCIPdR GLfACCdR GLfACPdL GLfIiCDR GLfIiCDL GLfIFadR GLfFafdR GLfFicdR GLfFFADR GLfPFidR GLfPFIdR GLGAPIdR GLGIACDR GLGIiCDI GLGIiPDI GLGIPCDL GLGFPIDL GLGPACdL GLGPiFdL GLGPPCdL GLgAICdR GLgAICdL GLgAiPdI GLgIIcDL GLgIiCDL GLgiACdL GLgFIiDI GLgFIiDR GLgFIidL GLgFIIDR GLgFIIdR GLgFFidR GLgFFIDR GLgFPIDR GLgPaFDR GLgPaIDL GLgPIiDI GLgPIiDL GLgPIIDR GLgPIIDL GLgPFIDR GLgCiCdR GLgCPCdR GLHAIPdL GLHACFdI GLHIicDI

GLhAICdI GLhAICdR GLhAICdL GLhACCdR GLhFIiDR GLhFIiDL GLhPIiDI GLhPIiDL GLhCiCdR GLIAIPdL GLIAFiDR GLIAPiDR GLIIicDI GLIFAIDR GLIFPIDR GLIPACdL GLIPFIDR GLIPPIDR GLiACCdR GLiACPdL GLiIAPdI GLiIIfDI GLiIIcDI GLiIFIdI GLiFaIDR GLiFIIdR GLiPaIDR GLiPIIDR GLiPiPdL GLAIIFDL GLAIicDI GLaAIiDI GLaIPcdI GLaFFADR GLaFPADR GLaFCCDR GLBAAIDL GLBAFIDL GLBAPIDL GLBACCdL GLBaaiDR GLBIAFDI GLBIAFDL GLBIACDI GLBIiCDI GLBIipDI GLBIFFDL GLBIPFDI GLBIPFDL GLBFAIDL GLBFIiDR GLBFiPDR GLBFFIDL GLBFPIDL GLBPAIDL GAdPAadR GLBPIIdR GLBPPCdL GLBPPIDL GLbAacdI GLbAacdR GLbAacdL GLbAiPdI GLbaAcdI GLbaAcdR GLbaAcdL GLbIIFDI

GLbIIcDL GLbIICDR GLbIICDL GLbIFAdR GLbFaIDL GLbFIidI GLbFIIDL GLbFiPDR GLbFFIDR GLbFPidR GLbFPIDR GLbPAIDR GLbPaIDL GLbPIiDI GLbPIIDL GLbPiFDR GLbPiPdL GLbPPadR GLCACPdL GLCPiFdL GLcACPdL GLcIAIDI GLcIifDL GLcFAIDR GLcFIiDI GLcFFADR GLcFFIDR GLcPaIDR GLcPIiDI GLcPIIDR GLcPFIDR GLcPPIDR GLDAPCdL GLDAPiDR GLDIicDI GLDIFAdR GLDFAiDR GLDFAIDR GLDFFiDR GLDFPiDR GLDFPIDR GLDPAiDR GLDPAIDR GLDPFiDR GLDPPCdL GLDPPiDR GLDPPIDR GLdACPdL GLdIiCdI GLdIPCDI GLdIPCDL GLdIPPdI GLdFIidI GLdPaFdL GLdPaCdI GLdPaIDL GL0AiPdI GL0IICdI GL0IICdR GL0IFADR GL0IFAdR GL1AIiDI GL1IPcdI GL1PAIDR GL2AAiDR GADIaaDL GL2AFIDL

GL2APIDL GL2APIdR GL2aaiDR GL2IAFDI GL2IiFDR GL2IiFDL GL2IipDI GL2IiPDI GL2IiPDL GL2IPFDI GL2FaIdR GL2FFIDL GL2FPIDL GL2PPIDL GL3AacdI GL3AIIDI GL3AiCDR GL3AiCdL GL3aAcdR GL3IIfDL GL3IIcDL GL3IifDL GL3IiCdI GL3IipDL GL3IPCDR GL3FAidR GL3FAIDR GL3FaADR GL3FIPDR GL3FIADR GL3FIidI GL3FFiDR GL3FFIDR GL3FPidR GL3FPIDR GL3PACdL GL3PAPdI GL3PAIDR GL3PaFDR GL3PacdR GL3PaCDR GL3PaadR GL3PIFDR GL3PIcdR GL3PICDR GL3PIadR GL3PIADR GL3PIIDL GL3PiCDR GL3PFidR GL3CPCdR GL4AAiDR GL4AaPdI GL4IFADR GL4IPFDR GL5IifDL GL5FFiDR GL5PAcdR GL5PacdR GL5PFIDR GL5PPIDR GL6AIPdI GL6FAidR GL6FPiDR GL6FPidR GL6FPIDR GL6PaIdR

GL6PFiDR GL6PFidR GL6PPiDR GL7IafDR GL7IacDR GL7IIfDI GL7IIcDI GL7IifDI GL7iFFDR GL7FaIDL GL7FIidI GL7FIIDL GL7PAIDR GL7PaFdI GL7PaCdI GL7PIIDL GL7PiPdL GL7CPCdR GAOAicDI GAOFAiDR GAOFAidR GAOFaadR GAOFiPDI GAOFFadR GAOFFiDR GAOFFidR GAOFFIdR GAOPaFdL GAoFaaDL GAoPiCdL GAPAicDI GAPAiPdI GAPaAfDR GAPaaCdI GAPIiFDI GAPIiFDL GAPIFFDI GAPIFFDL GAPIPfdI GAPIPfdL GAPIPIdR GAPIPIdL GAPiAPdL GAPFAPDL GAPFIFDL GAPFiFDL GAPFiCdR GAPFPFDR GAPPIFdL GAPPICdL GAPPiFdI GAPPiCdL GApAiPDI GApAPCdL GApAPPdL GApaCfDI GApIFPdI GApFAPDL GApCAfdR GAQIicDI GAQIPfdI GAQiaCdI GAQFaiDL GAQFIiDR GAQFPFDR GAQFPFDL GAQPACdR



253

GAQPAidR GAQPiCdL GAQPFCdL GAQPFidL GAQPFIdL GAqIPcdR GAqiACdR GAqFIFDL GAqFPCDL GAqPAFdR GAqPAFdL GARaAPdI GARaPADI GAKAAPdR GAKAicDI GAKAFAdR GAKAFiDR GAKAFidR GAKAPADR GAKaFcDR GAKIiFDI GAKFaPDL GAKFIADR GAKFIAdR GAKFFADR GAKFPFDR GAKFPCDR GAKPaadR GAKPICdR GAKPIADR GAKPiCdL GAKPiaDR GAKPiadR GAKPFaDR GAKPPadR GAkAAADR GAkAIFDR GAkAiFDR GAkAicDI GAkAFFdR GAkAFPdR GAkAFADR GAkaFcDR GAkIACDR GAkFIFDL GAkFICDR GAkFICDL GAkFICdR GAkFIPdR GAkFFFDR GAkFFPDL GAkPiCdL GALAicDI GALAFAdR GALaAfDR GALaACdR GALaFcDR GALaFcdR GALIAfDL GALIFfDR GALIPfdI GALiAfDR GALiacDR GALFiCDL

GALFiPDL GALFFFDR GALFFPDR GALFFadR GALFFAdR GALFPFDR GALFPCDL GALFPPDL GALPIFdL GALPFPdR GAlAIiDR GAlAIIDR GAlAiCDI GAlAFiDR GAlAFIdR GAlAPiDR GAlAPIDR GAlaFidR GAlIAfDR GAlIiFDL GAlIFPDI GAlIFiDR GAlIFiDL GAlIFidR GAlIFIDR GAlIFIDL GAlIPIDR GAliFiDR GAliFiDL GAliFidR GAliFIDR GAliFIDL GAlFAPDL GAlFIidR GAlFFidR GAlFPCdR GAlFPPDL GAlPACdL GAlPaiDR GAlPIfdR GAlPPCdR GAMAFiDR GAMAFidR GAMAFIDR GAMAFIdR GAMAPadR GAMaAFDL GAMIicDI GAMIFiDL GAMIPfdI GAMIPiDR GAMIPIDR GAMiAfDR GAMiAPDI GAMiAPDR GAMiAPDL GAMiPCDI GAMiPCDL GAMFAiDR GAMFAidR GAMFAIDR GAMFaiDR GAMFIiDR GAMFIIdR

GAMFiFDL GAMFFFDL GAMFPFDL GAMFPiDR GAMFPIDR GAMPAiDR GAMPaiDR GAMPIiDR GAMPFCdL GAMPFIdR GAMPPiDR GAMCFidR GAMCFIdR GAmAFidR GAmAFIdR GAmaaiDR GAmaFidR GAmaPiDR GAmaCFDI GAmIicDI GAmIiCdR GAmFACDR GAmFACdR GAmFAAdR GAmFAidR GAmFaCDR GAmFaCDL GAmFaiDR GAmFIFDR GAmFIFDL GAmFIFdR GAmFIidR GAmFFAdR GAmFFiDR GAmFFidR GAmFFIdR GAmFPCDL GAmPAFdL GAmPAidR GAmPICdL GAmPFFdL GAmPFCdL GAmPFidR GAmPPcDI GAmCFFdR GAmCFPdR GA2IPFDI GAcPIadR GAWAAADR GAWAICDR GAWAicDI GAWAiCDR GAWAFADR GAWAPADR GAWaACdR GAWIAFDI GAWIFfdR GAWIFiDL GAWIPidR GAWiAfDR GAWFPFDR GAWFPAdR GAWPIPdL GAwAIFDR

GAwAicDI GAwAFFdR GAwAFPdR GAwAFiDR GAwaAfDL GAwaAaDR GAwaFcdR GAwIiFDL GAwIPfDR GAwIPidR GAwiAFDL GAwFIfDR GAwFIFDR GAwFIFdR GAwFICDR GAwFIPdR GAwFiCdR GAwFFPDR GAwFFPDL GAwCFPdR GAXAicDI GAXAiCDR GAXAiPDI GAXAFadR GAXaAFDR GAXIiFDI GAXIFpDR GAXIPfDR GAXIPfdI GAXIPfdR GAXFACDI GAXFAPDL GAXFAAdR GAXFaPdR GAXFaadR GAXFIFDI GAXFIPDR GAXFIAdR GAXFiPDL GAXFiadR GAXFFaDR GAXFFADR GAXFPFDR GAXFPPDL GAXPACDR GAXPIFdL GAXPFPdR GAXPFAdR GAXPPFdL GAxAFiDR GAxAFidR GAxIAfDL GAxIiFDL GAxIFiDR GAxIPfDL GAxFAPDR GAxFAPDL GAxFiPDL GAxFFPdL GAxFPiDR GAYaaiDI GAYIAfDR GAYIAcDR GAYIACDR

GAYIiCDR GAYIFfDR GAYIPfdL GAYiACDI GAYiApDL GAYiAPDI GAYiPPDI GAYFACDL GAYFAPDR GAYFAIdR GAYFaFDR GAYFaPDL GAYFaiDR GAYFaIDR GAYFIiDR GAYFFIDR GAYFPFDR GAYFPiDR GAYFPIDR GAYPAidR GAYPaFdR GAyAAFDR GAyAiFDR GAyAFPDR GAyAFadR GAyAFidR GAyAFIdR GAyaPaDR GAyaPiDI GAyIAfDR GAyIAfDL GAyIAaDR GAyIiFDI GAyIicDI GAyIiCdL GAyIFaDR GAyIFIDR GAyIPaDR GAyIPaDL GAyIPiDR GAyiFadR GAyFACDR GAyFAPDR GAyFAPdR GAyFAadR GAyFAADR GAyFAAdR GAyFAidR GAyFAIdR GAyFaCDL GAyFaidR GAyFIFDL GAyFIadR GAyFIiDR GAyFIidR GAyFiFDL GAyFiCDR GAyFiCdR GAyFiadR GAyFFaDR GAyFFADR GAyFPFDL GAyFPCDL GAyFPadR

GAyFPADR GAyFPidR GAyFPIDR GAyFPIdR GAyPAFdL GAyPAcdR GAyPACdR GAyPAidR GAyPaiDR GAyPIiDR GAyPFadR GAyPFAdR GAyPFiDR GAyPFidR GAZaaiDL GAZaIPdI GAZaIPdR GAZiCIDR GAzAFIdI GAzaaiDL GAziCADI GASAFadR GASFIadR GASFFaDR GASFPaDR GASPAadR GASPaaDR GASPICdL GASPIPdL GASPiaDR GASPiadR GAsPiFdL GAsPiCdL GATAIIDI GATAiPDI GATFAPDL GATFiCDR GATFiPDR GATFiPdR GATPaFdL GATPIFdL GAtAiPDR GAtAPPdR GAtFiPDR GAtFiPdR GAtFFidR GAtFPPDR GAtFPidR GAtPFidR GAUAFiDR GAUAFidR GACFPIDL GAUPFIdL GAuAAiDR GAuIFidR GAuIFIDR GAuFaFDR GAuFaCDR GAuFPCDL GAuPPFdI GAFFAaDR GAFFaaDR GAFFIaDR GAFPaFdL

GAFPIaDR GAFCIPdR GAfPiCdL GAfCIfdR GAGAIIDI GAGAiPDR GAGCiPdR GAgAIIDI GAgAPPdR GAgIFIdI GAgFIPDR GAgFPPDR GAgPiPdL GAHAAiDR GAHAPidR GAHFPIDL GAhaPAdI GAhIFidR GAhFaFdR GAhFPidR GAhFCcDL GAhPiPdL GAIiCaDL GAiAFADL GAiAPADL GAAIIFDI GA2IFPDI GABAiCDI GABAPCDI GABAPCdR GABIiFDL GABICCdL GABPICdL GABPPCdL GA3IFIDI GA3ICPdL GA3CAPdR GA3CIfdR GA4IAFDI GA4IiFDL GA4PACdL GA5AIiDR GA5PCcdR GA5CIcdR GA5CIcdL GA5CFIdR GA5CPcdR GA6aAaDL GA6aaADL GA6aFADL GA6aFIDL GA6aPADL GA6IAaDL GA6IaaDL GA6IiaDL GA6iCaDL GA6PiPdL GA7AAADL GA7APADL GA7iFADL GA7iCaDL



254

÷ Rularea programului `run 8_mdfv_mult.pas` pentru a obţine modele de regresie simplă sau

multiplă. Acest program crează iniţial tabela `triph_qsar`.

÷ Rularea programului `9_ triph_clean.php` pentru îndepărtarea regressilor invalide (coeficienţi

neacceptaţi).





Analiză şi validare modele


Ŷ = 59.94(±9.33) + TASaAFDL*(-8.48)(±1.30) + GLCACPdL*(0.60)(±0.14) + GMhaAiDR*(-8.22E-

5)(±1.75E-5)

Valoarea estimată a activităţii şi diferenţa dintre măsurat şi estimate prin ecuaţia QSAR sunt

redate în Tabelul 39.

Tabelul 39. Estimate versus măsurat: setul trifenilacrilonitrili

Mol logRBA ElogRBA Diff% triph001 -1.046 -0.986 6 triph002 1.556 1.746 12 triph003 0.342 0.393 15 triph004 0.519 0.269 48 triph005 1.792 1.907 6 triph006 1.869 1.341 28 triph007 0.785 0.415 47 triph008 2.220 2.324 5 triph009 1.447 1.818 26 triph010 0.398 0.686 72 triph011 1.968 1.624 17 triph012 1.892 1.568 17 triph013 0.959 0.819 15 triph014 -0.180 0.359 99 triph015 1.230 1.086 12 triph016 -0.444 -0.555 25 triph017 0.806 1.535 90 triph018 -2.000 -2.036 2 triph019 0.531 0.454 15 triph020 2.033 1.370 33 triph021 -0.398 -0.079 80 triph022 -2.000 -1.949 3 triph023 -1.398 -1.583 13 triph024 -2.000 -2.196 10 triph025 -1.398 -0.850 39



255


valoare activităţii estimate de către modelul QSAR a fost de 29 %.


Tabelul 40. Analiza ANOVA: trifenilacrilonitrili


Coef StdErr t pt

Intercept 59.94 4.49 13.36 9.83E-12 TASaAFDL -8.48 0.62 -13.61 6.94E-12 GLCACPdL 0.60 0.07 9.14 9.21E-09 GMhaAiDR 0.00 0.00 9.76 2.98E-09


-2.5

-2

-1.5

-1

-0.5

0

0.5

1

1.5

2

2.5

-0.8 -0.6 -0.4 -0.2 0 0.2 0.4 0.6 0.8

Reziduuri

logR

BA

Figura 12. Reziduuri versus observat: model MDFV

Activitatea măsurată versus activitatea estimată cu modelul MDFV este redată în Figura

13Figura 5.



256

R2 = 0.9395

-2.5

-2

-1.5

-1

-0.5

0

0.5

1

1.5

2

2.5

3

-2.5 -2 -1.5 -1 -0.5 0 0.5 1 1.5 2 2.5

Estimat

Obs

erva

t

Figura 13. Măsurat vs estimat de ecuaţia MDFV: trifenilacrilonitrili


descriptori (Tabelul 41Tabelul 11):

Tabelul 41. Analiza corelaţiei: modelul MDFV trifenilacrilonitrili

Pearson (r) logRBA TASaAFDL GLCACPdL GMhaAiDR ElogRBA logRBA - -0.63 0.52 0.39 0.97 TASaAFDL 6.6e-4 - -0.01 0.22 -0.65 GLCACPdL 0.01 0.96 - 0.04 0.54 GMhaAiDR 0.05 0.28 0.86 - 0.4 ElogRBA 1.7e-15 3.8e-4 0.01 0.05 - Semi-cantitativ (λ) logRBA TASaAFDL GLCACPdL GMhaAiDR ElogRBA logRBA - 0.61 0.45 0.29 0.95 TASaAFDL 1.2e-3 - 0.03 0.29 0.65 GLCACPdL 0.02 0.88 - 0.04 0.46 GMhaAiDR 0.15 0.16 0.86 - 0.29 ElogRBA 1.5e-13 4.2e-4 0.02 0.16 - Spearman (ρ) logRBA TASaAFDL GLCACPdL GMhaAiDR ElogRBA logRBA - -0.59 0.4 0.22 0.94 TASaAFDL 1.9e-3 - 0.1 0.38 -0.65 GLCACPdL 0.05 0.65 - 0.03 0.4 GMhaAiDR 0.29 0.06 0.87 - 0.21 ElogRBA 3.6e-12 4.6e-4 0.05 0.32 - Kendall tau a (τa) logRBA TASaAFDL GLCACPdL GMhaAiDR ElogRBA logRBA - 0.41 0.33 0.14 0.81



257

TASaAFDL 3.8e-3 - 0.04 0.24 0.47 GLCACPdL 0.02 0.78 - 0.01 0.31 GMhaAiDR 0.33 0.09 0.96 - 0.15 ElogRBA 1.2e-8 1.1e-3 0.03 0.28 - Kendall tau b (τb) logRBA TASaAFDL GLCACPdL GMhaAiDR ElogRBA logRBA - 0.41 0.33 0.14 0.81 TASaAFDL 3.8e-3 - 0.04 0.24 0.47 GLCACPdL 0.02 0.78 - 0.01 0.31 GMhaAiDR 0.33 0.09 0.96 - 0.15 ElogRBA 1.2e-8 1.1e-3 0.03 0.28 - Kendall tau c (τc) logRBA TASaAFDL GLCACPdL GMhaAiDR ElogRBA logRBA - 0.4 0.31 0.13 0.78 TASaAFDL 0.01 - 0.04 0.23 0.45 GLCACPdL 0.03 0.79 - 0.01 0.29 GMhaAiDR 0.35 0.11 0.96 - 0.15 ElogRBA 4.5e-8 1.7e-3 0.04 0.3 - Gamma (Γ) logRBA TASaAFDL GLCACPdL GMhaAiDR ElogRBA logRBA - 0.47 0.33 0.14 0.82 TASaAFDL 0.12 - 0.05 0.27 0.53 GLCACPdL 0.44 0.99 - 0.01 0.31 GMhaAiDR 0.89 0.61 1 - 0.15 ElogRBA 1.9e-6 0.05 0.51 0.87 -

c. Analzia leave-one-out (Tabelul 42Tabelul 12):





258

Set nou indentificat: estro În urma analizei stadiului actual al modelării QSAR în domeniul receptorilor de estrogeni a fost

identificat un nou set de compuşi (148) care au fost supuşi etapelor de modelare:

Name CID LogRBA Complexitate Diethylstilbestrol(DES) CID: 448537 2.60 286.0 Hexestrol CID: 3606 2.48 235.0 Ethynylestradiol CID: 25113407 2.28 505.0 4-OH-Tamoxifen CID: 449459 2.24 493.0 17b-Estradiol(E2) CID: 5757 2.00 382.0 4-OH-Estradiol CID: 1743 1.82 411.0 Zearalenol CID: 5284645 1.63 408.0 ICI182780 CID: 104741 1.57 854.0 Dienestrol CID: 667476 1.57 318.0 a-Zearalanol CID: 22283 1.48 372.0 2-OH-Estradiol CID: 9684 1.47 411.0 Monomethyl ether diethylstilbestrol CID: 3032340 1.31 332.0 3,3'-Dihydroxyhexestrol CID: 97762 1.19 303.0 Droloxifene CID: 3033767 1.18 501.0 Dimethylstilbestrol CID: 3004636 1.16 262.0 ICI164384 CID: 104772 1.16 727.0 17-Deoxyestradiol CID: 5888 1.14 352.0 Moxestrol CID: 71714 1.14 551.0 Monomethyl ether hexestrol CID: 227569 0.97 275.0 2,6-Dimethylhexestrol CID: 11954123 1.11 310.0 Estriol CID: 3269 0.99 411.0 Estrone CID: 698 0.86 418.0 3-(p-Phenol)-4-(p-tolyl)-hexane CID: 3847836 0.60 259.0 17a-Estradiol CID: 5998 0.49 382.0 Dihydroxymethoxychlor olefin CID: 84677 0.42 273.0 Mestranol CID: 4080 0.35 519.0 Zearalanone CID: 108003 0.32 408.0 Tamoxifen CID: 2733526 0.21 463.0 Toremifene CID: 3005573 0.14 483.0 a,a-Dimethyl-b-ethyl allenolic acid CID: 254232 -0.02 350.0 4-Ethyl-7-OH-3-(p-methoxyphenyl)coumarin CID: 5284654 -0.05 448.0 Coumestrol CID: 5281707 -0.05 411.0 Clomiphene CID: 1548953 -0.14 481.0 Nafoxidine CID: 4416 -0.14 611.0 6alpha-hydroxy-estradiol CID: 5284655 -0.15 411.0 b-Zearalanol CID: 65434 -0.19 372.0 3-OH-Estra-1,3,5(10)-trien-16-one CID: 251869 -0.29 418.0 3-Deoxyestradiol CID: 228944 -0.30 352.0 3,6,4'-Trihydroxyflavone CID: 676308 -0.35 422.0 Genistein CID: 5280961 -0.36 411.0 4,4'-Dihydroxystilbene CID: 92830 -0.55 197.0 HPTE CID: 76302 -0.60 255.0 Monohydroxymethoxychlor olefin CID: 156639 -0.63 310.0 HO-PCBX CID: 105101 -0.64 255.0 Norethynodrel CID: 4537 -0.67 606.0 2,2',4,4'-Tetrahydroxybenzil CID: 219592 -0.68 346.0 b-Zearalenol CID: 6437352 -0.69 408.0



259

Equol CID: 91469 -0.82 273.0 4',6-Dihydroxyflavone CID: 182362 -0.82 382.0 Monohydroxymethoxychlor CID: 183679 -0.89 290.0 3-b-Androstanediol CID: 242332 -0.92 422.0 Bisphenol B CID: 66166 -1.07 226.0 Phloretin CID: 4788 -1.16 312.0 Diethylstilbestrol dimethyl ether CID: 24483 -1.25 311.0 2',4,4'-Trihydroxychalcone CID: 638278 -1.26 331.0 4,4'-(1,2-Ethanediyl)bisphenol CID: 80152 -1.44 167.0 2,5-Dichloro-4'-biphenylol CID: 91653 -1.44 202.0 Aurin CID: 5100 -1.50 457.0 Nordihydroguaiaretic acid CID: 4534 -1.51 303.0 Nonylphenol CID: 6427088 -1.53 180.0 Apigenin CID: 5280443 -1.55 411.0 Kaempferol CID: 5280863 -1.61 451.0 Daidzein CID: 5281708 -1.65 382.0 3-Methyl-estriol CID: 242862 -1.65 425.0 4-Dodecylphenol CID: 66030 -1.73 182.0 2-Ethylhexyl-4-hydroxybenzoate CID: 107377 -1.74 232.0 4-t-Octylphenol CID: 8814 -1.82 192.0 Phenolphthalein CID: 4764 -1.87 438.0 Kepone CID: 299 -1.89 631.0 Heptyl p-hydroxybenzoate CID: 14138 -2.09 208.0 Bisphenol A CID: 6623 -2.11 209.0 Naringenin CID: 932 -2.13 363.0 4-Chloro-4'-biphenylol CID: 91589 -2.18 167.0 3-Deoxy-estrone CID: 5882 -2.20 387.0 p-Cumyl phenol CID: 11742 -2.30 208.0 4-n-Octylphenol CID: 15730 -2.31 136.0 Fisetin CID: 5281614 -2.35 459.0 Hydrocinchonine CID: 5284648 -2.35 419.0 Biochanin A CID: 5280373 -2.37 424.0 4'-Hydroxychalcone CID: 94240 -2.43 269.0 Dichlorophen CID: 3037 -2.45 226.0 4,4'-Dihydoxy-benzophenone CID: 69150 -2.46 212.0 Benzylparaben CID: 7180 -2.54 238.0 4-Hydroxychalcone CID: 89340 -2.55 269.0 Benzoresorcinol CID: 8572 -2.61 246.0 4'-hydroxyflavanone CID: 165506 -2.65 307.0 3a-Androstanediol (Hombreol) CID 15818 -2.67 422.0 4-Phenethylphenol CID: 80630 -2.69 164.0 Doisynoestrol CID: 97911 -2.74 421.0 Prunetin CID: 5281804 -2.74 424.0 Myricetin CID: 5281672 -2.75 506.0 Sanidril CID: 7074 -2.77 177.0 3'-hydroxyflavanone CID: 3534982 -2.78 315.0 Triphenylethylene CID: 6025 -2.78 276.0 Chalcone CID: 7189 -2.82 242.0 o,p'-DDT CID: 13089 -2.85 280.0 4-Heptyloxyphenol CID: 25641 -2.88 140.0 Formononetin CID: 5280378 -2.98 395.0 4,4'-Methylenediphenol CID: 12111 -3.02 157.0 4-Hydroxybiphenyl CID: 7103 -3.04 141.0



260

6-Hydroxyflavanone CID: 2734580 -3.05 309.0 Baicalein CID: 5281605 -3.05 413.0 Butyl paraben CID: 7184 -3.07 171.0 Bisphenol S CID: 6626 -3.07 302.0 Morin CID: 5281670 -3.35 488.0 Diphenolic acid CID: 67174 -3.13 317.0 1,3-Diphenyltetramethyldisiloxane CID: 5945 -3.16 249.0 Propyl paraben CID: 7175 -3.22 160.0 Ethylparaben CID: 8434 -3.22 148.0 3,3',5,5'-Tetrachloro-4,4'-biphenyldiol CID: 97032 -3.25 239.0 Phenolsulfonphthalein CID: 4766 -3.25 545.0 4-tert-Amylphenol CID: 6643 -3.26 132.0 4-sec-Butylphenol CID: 7453 -3.37 103.0 Chlorocresol CID: 1732 -3.38 94.9 6-Hydroxyflavone CID: 72279 -3.41 355.0 3-Hydroxybiphenyl CID: 11381 -3.44 149.0 Monobenzone CID: 7638 -3.44 167.0 Methyl paraben CID: 7456 -3.44 136.0 2-sec-Butylphenol CID: 6984 -3.54 111.0 4-tert-Butylphenol CID: 7393 -3.61 115.0 2,4'-Dichlorobiphenyl CID: 36982 -3.61 173.0 2-Cholor-4-methyl phenol (2-Chloro-p-cresol) CID: 14851 -3.66 94.9 4-Chloro-2-methyl phenol (4-Chloro-o-cresol) CID: 14855 -3.67 94.9 Phenolphthalin CID: 66494 -3.67 386.0 7-Hydroxyflavanone CID: 1890 -3.73 309.0 m-Ethylphenol CID: 12101 -3.87 80.6 Rutin CID: 5280805 -4.09 1020.0 p-Ethylphenol CID: 31242 -4.17 72.6 4-Cresol CID: 2879 -4.50 62.8 2,2',3,3',4',5,5'-heptachloro-4-biphenylol CID: 178006 -1.50 344.0 2,2',3,3',4',5-hexachloro-4-biphenylol CID: 178004 -1.65 317.0 2,2',3',4,4',5,5'-heptachloro-3-biphenylol CID: 644183 -1.55 344.0 2,2',3,4',5,5'-heptachloro-4-biphenylol CID: 3050412 -1.50 317.0 2,2',3',4',6'-pentachloro-4-biphenylol CID: 177901 -1.01 290.0 2,2',4',6'-tetrachloro-4-biphenylol CID: 153963 -1.01 251.0 2,3,3',4',5-pentachloro-4-biphenylol CID: 177947 -2.02 290.0 2',3,3',4',5-pentachloro-4-biphenylol CID: 177880 -2.51 278.0 2,4,6-trichloro-4'-biphenylol CID: 105036 -0.11 216.0 16alpha-Bromo-17beta-estradiol CID: 66401 1.41 414.0 16-ketoestradiol CID: 66417 -0.38 448.0 2-OH-estrone CID: 9685 -0.19 448.0 Raloxifene CID: 5035 1.37 655.0 Zearalenone CID: 5281576 0.37 445.0 Bisphenol AF (Hexafluorodiphenylolpropane) CID: 73864 0.00 352.0 3,3'-Dimethylbisphenol A CID: 6620 -0.60 272.0 Carbonochloridic acid CID: 74843 -1.64 384.0 2,2-di(4-Methacryloxyphenyl)propane CID: 76739 -2.82 523.0 3,3-Bis(4-hydroxyphenyl)pentane CID: 2288503 -0.74 232.0

Următoarele resurse au fost utilizate în identificarea acestui set:



261

÷ National Centre of Toxicological Research (NCTR) Endocrine Disruptors Knowledge Base

(EDKB, accessed 2006). Afinitatea faţă de receptorii de estrogeni: afinitatea relativă exprimată în

scală logaritmică (rat uterine cytosol ER competitive binding assay)

÷ [Liu HX, Papa E, Gramatica P (2006) QSAR Prediction of Estrogen Activity for a Large Set of

Diverse Chemicals under the Guidance of OECD Principles. Chem Res Toxicol 19:1540-1548.]

÷ [Shi LM, Fang H, Tong W, Wu J, Perkins R, Blair RM, Branham WS, Dial SL, Moland CL,

Sheehan DM (2000) QSAR Models Using a Large Diverse Set of Estrogens. J Chem Info Comp

Sci 41:186-195.]

÷ [Meti, ministry of economy trade and industry, Japan. Current status of testing methods

development for endocrine disrupters. 6th meeting of the task force on endocrine disrupters testing

and assessment (EDTA), 24-25 June 2002, Yokyo, Japan, 2002.

http://www.meti.go.jp/interface/honsho/Search/English/search?query=gEndocappendix1e&whenc

e=0&max=20&result=normal&sort=score&idxname=meti. 2002.]

÷ [Kuiper GG, Lemmen JG, Carlsson B, Corton JC, Safe SH, van der Saag PT, van der Burg B,

Gustafsson JA (1998) Interaction of estrogenic chemicals and phytoestrogens with estrogen

receptor beta. Endocrinology 139:4252-4263.]

Analiza distribuţiei normale a activităţii şi complexităţii moleculelor a pus în evidenţă faptul că

atât pentru activitate cât şi pentru complexitate nu se poate respinge ipoteza nulă:

Kolmogorov-Smirnov - logRBA

n statistica p Ranguri

148 0.09609 0.12176 26

α 0.1 0.05 0.02 0.01

Valori critice 0.10053 0.11163 0.12478 0.1339


Anderson-Darling - logRBA


148 1.9054 22

α 0.1 0.05 0.02 0.01

Valori critice 1.9286 2.5018 3.2892 3.9074


Chi-Squared – log RBA

Grade de libertate statistica p Ranguri

7 10.851 0.14523 18



262

α 0.1 0.05 0.02 0.01

Valori critice 12.017 14.067 16.622 18.475

Respingem Ho? Nu Nu Nu Nu

Kolmogorov-Smirnov - Complexitate

n statistica p Ranguri

148 0.07895 0.29887 29

α 0.1 0.05 0.02 0.01

Valori critice 0.10053 0.11163 0.12478 0.1339


Anderson-Darling - complexitate

n Statistica Ranguri

148 0.9895 22

α 0.1 0.05 0.02 0.01

Valori critice 1.9286 2.5018 3.2892 3.9074


Chi-Squared - complexitate

Grade de libertate Statistica p Ranguri

7 7.0966 0.41889 5

α 0.1 0.05 0.02 0.01

Valori critice 12.017 14.067 16.622 18.475


Testul Grubbs a identificat la un prag de semnificaţie de 1%, 2% şi 5% prezenţa outlieri atât în

ceea ce priveşte complexitatea moleculară cât şi activitatea de interes. S-a aplicat estimarea pe baza

momentelor centrale şi s-au obţinut datele din tabelul următor:

ID Name LogRBA logRBAE ptyx Comp CompE ptyx 1 Diethylstilbestrol(DES) 2.60 3.16 0.048583 286 293 0.4274002 Hexestrol 2.48 2.60 0.357924 235 237 0.4770103 Ethynylestradiol 2.28 2.28 0.495484 505 534 0.2176324 4-OH-Tamoxifen 2.24 2.06 0.289889 493 522 0.2190205 17b-Estradiol(E2) 2.00 1.87 0.353125 382 382 0.4955006 4-OH-Estradiol 1.82 1.72 0.385467 411 422 0.3807357 Zearalenol 1.63 1.59 0.454547 408 402 0.4321518 ICI182780 1.57 1.37 0.275520 854 670 0.0000019 Dienestrol 1.57 1.48 0.388787 318 339 0.289740

10 a-Zearalanol 1.48 1.28 0.269996 372 372 0.49797911 2-OH-Estradiol 1.47 1.19 0.198548 411 419 0.41235312 Monomethyl ether diethylstilbestrol 1.31 0.96 0.144535 332 344 0.377325



263

13 3,3'-Dihydroxyhexestrol 1.19 0.89 0.182258 303 308 0.44423314 Droloxifene 1.18 0.82 0.141865 501 528 0.23591815 Dimethylstilbestrol 1.16 0.70 0.084393 262 266 0.45623716 ICI164384 1.16 0.76 0.115400 727 642 0.01150117 17-Deoxyestradiol 1.14 0.59 0.049357 352 361 0.39951618 Moxestrol 1.14 0.64 0.068479 551 572 0.28087219 Monomethyl ether hexestrol 0.97 0.43 0.054007 275 282 0.42202420 2,6-Dimethylhexestrol 1.11 0.53 0.042685 310 321 0.38457821 Estriol 0.99 0.48 0.064509 411 416 0.44416622 Estrone 0.86 0.38 0.077050 418 435 0.32503523 3-(p-Phenol)-4-(p-tolyl)-hexane 0.60 0.34 0.214489 259 263 0.45378225 17a-Estradiol 0.49 0.29 0.274382 382 380 0.47567026 Dihydroxymethoxychlor olefin 0.42 0.25 0.299930 273 280 0.42899827 Mestranol 0.35 0.16 0.282587 519 548 0.21992628 Zearalanone 0.32 0.12 0.270511 408 399 0.40241829 Tamoxifen 0.21 0.08 0.342724 463 501 0.15515230 Toremifene 0.14 0.03 0.375888 483 511 0.22718131 a,a-Dimethyl-b-ethyl allenolic acid -0.02 -0.04 0.471214 350 354 0.45990632 4-Ethyl-7-OH-3-(p-methoxyphenyl)coumarin -0.05 -0.12 0.416637 448 482 0.17627633 Coumestrol -0.05 -0.08 0.461262 411 413 0.47597434 Clomiphene -0.14 -0.23 0.393492 481 506 0.25363635 Nafoxidine -0.14 -0.19 0.435715 611 594 0.32091336 6alpha-hydroxy-estradiol -0.15 -0.27 0.364238 411 410 0.49241537 b-Zearalanol -0.19 -0.34 0.331057 372 369 0.46978838 3-OH-Estra-1,3,5(10)-trien-16-one -0.29 -0.37 0.405128 418 432 0.35678839 3-Deoxyestradiol -0.30 -0.40 0.377495 352 356 0.45393840 3,6,4'-Trihydroxyflavone -0.35 -0.44 0.396297 422 452 0.21184841 Genistein -0.36 -0.47 0.369634 411 407 0.46118242 4,4'-Dihydroxystilbene -0.55 -0.54 0.483891 197 201 0.46167743 HPTE -0.60 -0.60 0.498741 255 261 0.44088944 Monohydroxymethoxychlor olefin -0.63 -0.63 0.496505 310 318 0.41090845 HO-PCBX -0.64 -0.66 0.470631 255 258 0.47109846 Norethynodrel -0.67 -0.70 0.468953 606 582 0.26260747 2,2',4,4'-Tetrahydroxybenzil -0.68 -0.73 0.443730 346 351 0.44437448 b-Zearalenol -0.69 -0.76 0.418968 408 396 0.37349549 Equol -0.82 -0.85 0.464041 273 277 0.45754150 4',6-Dihydroxyflavone -0.82 -0.82 0.499514 382 377 0.44713951 Monohydroxymethoxychlor -0.89 -0.88 0.488499 290 301 0.38808452 3-b-Androstanediol -0.92 -0.91 0.488720 422 448 0.24008753 Bisphenol B -1.07 -1.00 0.417256 226 228 0.48078054 Phloretin -1.16 -1.03 0.348357 312 326 0.35355155 Diethylstilbestrol dimethyl ether -1.25 -1.06 0.284087 311 323 0.36894856 2',4,4'-Trihydroxychalcone -1.26 -1.09 0.304276 331 341 0.39312257 4,4'-(1,2-Ethanediyl)bisphenol -1.44 -1.15 0.190858 167 173 0.43976058 2,5-Dichloro-4'-biphenylol -1.44 -1.12 0.167861 202 204 0.47643860 Aurin -1.50 -1.24 0.214433 457 491 0.17782161 Nordihydroguaiaretic acid -1.51 -1.27 0.231617 303 306 0.47157462 Nonylphenol -1.53 -1.29 0.240122 180 189 0.40195163 Apigenin -1.55 -1.35 0.277319 411 405 0.43049964 Kaempferol -1.61 -1.38 0.247291 451 487 0.16721865 Daidzein -1.65 -1.50 0.325597 382 374 0.41904066 3-Methyl-estriol -1.65 -1.47 0.294604 425 463 0.155677



264

67 4-Dodecylphenol -1.73 -1.53 0.272960 182 193 0.38243268 2-Ethylhexyl-4-hydroxybenzoate -1.74 -1.56 0.292634 232 231 0.48858969 4-t-Octylphenol -1.82 -1.59 0.242886 192 197 0.44780470 Phenolphthalein -1.87 -1.62 0.224148 438 466 0.22232871 Kepone -1.89 -1.65 0.232871 631 607 0.25706872 Heptyl p-hydroxybenzoate -2.09 -1.71 0.125264 208 211 0.46523673 Bisphenol A -2.11 -1.74 0.131476 209 215 0.43929274 Naringenin -2.13 -1.77 0.137978 363 367 0.46131075 4-Chloro-4'-biphenylol -2.18 -1.80 0.125371 167 168 0.48761276 3-Deoxy-estrone -2.20 -1.83 0.131835 387 391 0.46180577 p-Cumyl phenol -2.30 -1.86 0.092611 208 208 0.49719878 4-n-Octylphenol -2.31 -1.89 0.103217 136 119 0.32141179 Fisetin -2.35 -1.95 0.115365 459 496 0.16014880 Hydrocinchonine -2.35 -1.92 0.098390 419 438 0.30342681 Biochanin A -2.37 -1.98 0.121986 424 459 0.17371382 4'-Hydroxychalcone -2.43 -2.01 0.105594 269 272 0.47258983 Dichlorophen -2.45 -2.04 0.112055 226 225 0.48464984 4,4'-Dihydoxy-benzophenone -2.46 -2.08 0.124968 212 218 0.43542085 Benzylparaben -2.54 -2.14 0.115716 238 240 0.47662486 4-Hydroxychalcone -2.55 -2.17 0.129428 269 269 0.49799987 Benzoresorcinol -2.61 -2.21 0.113205 246 249 0.46698788 4'-hydroxyflavanone -2.65 -2.24 0.109415 307 311 0.45983189 3a-Androstanediol (Hombreol) -2.67 -2.27 0.117211 422 445 0.26971590 4-Phenethylphenol -2.69 -2.31 0.125617 164 159 0.44378591 Doisynoestrol -2.74 -2.38 0.137789 421 441 0.29120192 Prunetin -2.74 -2.34 0.116247 424 455 0.19991893 Myricetin -2.75 -2.41 0.155023 506 541 0.17568194 Sanidril -2.77 -2.45 0.166418 177 185 0.41220095 3'-hydroxyflavanone -2.78 -2.52 0.217451 315 328 0.35838196 Triphenylethylene -2.78 -2.48 0.186634 276 285 0.40472597 Chalcone -2.82 -2.59 0.249401 242 246 0.45552198 o,p'-DDT -2.85 -2.63 0.257396 280 290 0.39173799 4-Heptyloxyphenol -2.88 -2.67 0.266160 140 125 0.347297

101 Formononetin -2.98 -2.71 0.210394 395 393 0.481620102 4,4'-Methylenediphenol -3.02 -2.75 0.210753 157 149 0.410845103 4-Hydroxybiphenyl -3.04 -2.79 0.229541 141 132 0.401026104 6-Hydroxyflavanone -3.05 -2.88 0.303031 309 316 0.427055105 Baicalein -3.05 -2.84 0.259657 413 425 0.369720106 Butyl paraben -3.07 -2.97 0.378625 171 177 0.436334107 Bisphenol S -3.07 -2.92 0.328529 302 303 0.488341108 Morin -3.35 -3.38 0.467764 488 516 0.224102109 Diphenolic acid -3.13 -3.01 0.362871 317 331 0.353147110 1,3-Diphenyltetramethyldisiloxane -3.16 -3.06 0.382536 249 252 0.468050111 Propyl paraben -3.22 -3.16 0.427566 160 154 0.433634112 Ethylparaben -3.22 -3.11 0.369611 148 138 0.389808113 3,3',5,5'-Tetrachloro-4,4'-biphenyldiol -3.25 -3.26 0.482952 239 243 0.455142114 Phenolsulfonphthalein -3.25 -3.21 0.453217 545 563 0.309044115 4-tert-Amylphenol -3.26 -3.32 0.429080 132 104 0.225993116 4-sec-Butylphenol -3.37 -3.44 0.420667 103 77 0.240153117 Chlorocresol -3.38 -3.50 0.360433 94.9 66 0.214125118 6-Hydroxyflavone -3.41 -3.56 0.321612 355 364 0.403881119 3-Hydroxybiphenyl -3.44 -3.78 0.152480 149 143 0.438590



265

120 Monobenzone -3.44 -3.71 0.213001 167 164 0.462753121 Methyl paraben -3.44 -3.63 0.281278 136 112 0.256285122 2-sec-Butylphenol -3.54 -3.86 0.165462 111 87 0.257370123 4-tert-Butylphenol -3.61 -4.05 0.094878 115 96 0.302990124 2,4'-Dichlorobiphenyl -3.61 -3.95 0.152324 173 181 0.413068125 2-Cholor-4-methyl phenol (2-Chloro-p-cresol) -3.66 -4.15 0.070291 94.9 53 0.126379126 4-Chloro-2-methyl phenol (4-Chloro-o-cresol) -3.67 -4.40 0.014885 94.9 37 0.059149127 Phenolphthalin -3.67 -4.27 0.036912 386 388 0.480401128 7-Hydroxyflavanone -3.73 -4.55 0.007341 309 313 0.454065129 m-Ethylphenol -3.87 -4.73 0.005243 80.6 17 0.044010130 Rutin -4.09 -4.96 0.004889 1020 717 0.000000131 p-Ethylphenol -4.17 -5.28 0.000546 72.6 -10 0.013212132 4-Cresol -4.50 -5.83 0.000049 62.8 -58 0.000667K1 2,2',3,3',4',5,5'-heptachloro-4-biphenylol -1.50 -1.21 0.189782 344 349 0.450182K2 2,2',3,3',4',5-hexachloro-4-biphenylol -1.65 -1.44 0.265097 317 333 0.328187K3 2,2',3',4,4',5,5'-heptachloro-3-biphenylol -1.55 -1.32 0.248784 344 346 0.477436K4 2,2',3,4',5,5'-heptachloro-4-biphenylol -1.50 -1.18 0.166945 317 336 0.303969K7 2,2',3',4',6'-pentachloro-4-biphenylol -1.01 -0.97 0.452893 290 298 0.414974K9 2,2',4',6'-tetrachloro-4-biphenylol -1.01 -0.94 0.417537 251 255 0.458684K11 2,3,3',4',5-pentachloro-4-biphenylol -2.02 -1.68 0.151691 290 295 0.442374K12 2',3,3',4',5-pentachloro-4-biphenylol -2.51 -2.11 0.114335 278 288 0.398149K16 2,4,6-trichloro-4'-biphenylol -0.11 -0.16 0.443555 216 221 0.442799K18 16alpha-Bromo-17beta-estradiol 1.41 1.11 0.180689 414 428 0.348355K19 16-ketoestradiol -0.38 -0.50 0.355044 448 474 0.239920K21 2-OH-estrone -0.19 -0.30 0.369672 448 478 0.207074K22 Raloxifene 1.37 1.03 0.153169 655 622 0.189868K23 Zearalenone 0.37 0.20 0.306293 445 470 0.248187SI1 Bisphenol AF 0.00 -0.01 0.493928 352 359 0.426596SI2 3,3'-Dimethylbisphenol A -0.60 -0.57 0.462850 272 274 0.475718SI3 Carbonochloridic acid -1.64 -1.41 0.246560 384 385 0.488046SI4 2,2-di(4-Methacryloxyphenyl)propane -2.82 -2.56 0.214961 523 555 0.192255SI5 3,3-Bis(4-hydroxyphenyl)pentane -0.74 -0.79 0.441588 232 234 0.477814

Au fost îndepărtaţi din set compuşii în roşu şi respectiv albatru în tabelul anterior rezultând un

set de 144 compuşi cu distribuţie normală şi fără prezenţa outlierilor la testul Grubbs.

Procedura de modelare urmată a fost identică cu cea descrisă deja. În momentul realizări

raportului în extenso acest set (denumit estro) se afla în stadiul de obţinere a valorilor descriptorilor

MDFV:



266

Diseminarea rezultatelor

Articole:

÷ lucrare indexată în BDI (BDI: CABI CAB Abstracts şi Thomson Reuters Zoological Record):

Sorana D. BOLBOACĂ, Lorentz JÄNTSCHI. Distribution Fitting 3. Analysis under Normality

Assumption. Bulletin of University of Agricultural Sciences and Veterinary Medicine Cluj-Napoca.

Horticulture 2009;62(2), Acceptată, p-ISSN 1843-5254, e-ISSN 1843-5394.

÷ lucrare ISI: Lorentz JÄNTSCHI, Sorana D. BOLBOACĂ, Cristina M. FURDUI. Characteristic

and counting polynomials: modelling nonane isomers properties. Molecular Simulation

2009;35(3):220-227. Print ISSN 0892-7022, Online: 1029-0435.

sorana.academicdirect.rosorana.academicdirect.ro/grants/ID0458/PCE_ID_0458_Extenso_2009.pdf ·...

Documents

Transcript of sorana.academicdirect.rosorana.academicdirect.ro/grants/ID0458/PCE_ID_0458_Extenso_2009.pdf ·...