Form 1099-INT (interest earned or paid) • Form 1099-DIV (dividends, including those from stocks or mutual funds) • Form 1099-MISC (various types of income, prizes, awards, or gross proceeds) • Form 1099-B (stock or mutual fund sales and certain other transactions by brokers) • Form 1099-S (proceeds from real estate transactions) • Form 1099-K (merchant card and third party network transactions) • Form 1098 (home mortgage interest), 1098-E (student loan interest), 1098-T (tuition) • Form 1099-C (canceled debt) • Form 1099-A (acquisition or abandonment of secured property) Use Form W-9 only if you are a U.S. person (including a resident alien), to provide your correct TIN. A—An organization exempt from tax under section 501(a) or any individual retirement plan as defined in section 7701(a)(37) B—The United States or any of its agencies or instrumentalities C—A state, the District of Columbia, a U.S. commonwealth or possession, or any of their political subdivisions or instrumentalities D—A corporation the stock of which is regularly traded on one or more established securities markets, as described in Regulations section 1.1472-1(c)(1)(i) E—A corporation that is a member of the same expanded affiliated group as a corporation described in Regulations section 1.1472-1(c)(1)(i) F—A dealer in securities, commodities, or derivative financial instruments (including notional principal contracts, futures, forwards, and options) that is registered as such under the laws of the United States or any state G—A real estate investment trust H—A regulated investment company as defined in section 851 or an entity registered at all times during the tax year under the Investment Company Act of 1940 I—A common trust fund as defined in section 584(a) J—A bank as defined in section 581 K—A broker L—A trust exempt from tax under section 664 or described in section 4947(a)(1) M—A tax exempt trust under a section 403(b) plan or section 457(g) plan Note: You may wish to consult with the financial institution requesting this form to determine whether the FATCA code and/or exempt payee code should be completed.

RENOL™ UL94 COMPLIANT MASTERBATCHES HOW TO USE THE TABLES UL HB GENERIC RESIN TYPE FLAME RATING MINIMUM THICKNESS (MM) MAXIMUM LET-DOWN RATIO Acetal Copolymer (POM) HB 1.50 1:20 Acrylonitrile Butadiene Styrene (ABS) HB 1.50 1:10 Ethylene Propylene Thermoplastic Rubber (EPTR) HB 1.50 1:20 High Impact Polystyrene (HIPS) HB 1.50 1:10 Liquid Crystal Polymer (LCP) HB 0.83 1:10 Polyamide (PA) HB 3.20 1:33 Polyamide (PA66 and PA 4/6) HB 0.81 1:20 Polyamide 6 (PA6) HB 0.75 1:25 Polyamide 66 (PA66) HB 0.40 1:40 Polybutylene Terephthalate (PBT) HB 0.81 1:20 Polybutylene Terephthalate/Polycarbonate (PBT/PC) HB 1.50 1:10 Polycarbonate (PC) HB 1.50 1:15 Polycarbonate/Acrylonitrile Butadiene Styrene (PC/ABS) HB 1.50 1:20 Polycarbonate/Polyethylene Terephthalate (PC/PET) HB 1.50 1:20 Polyethylene (PE) HB 1.50 1:50 Polyethylene Terephthalate (PET) HB 0.80 1:16.7 Polyketone HB 1.50 1:20 Polymethyl Methacrylate (PMMA) HB 3.00 1:25 Polypropylene (PP) HB 1.50 1:15 Polystyrene (PS) HB 0.83 1:15 Polyurethane (PUR) HB 1.50 1:25 Polyvinylchloride (PVC) HB 1.50 1:20 Styrene Acrylonitrile (SAN) HB 1.50 1:20 Thermoplastic Elastomer (TPE) HB 0.75 1:25 UL94 V-0, V-1, V-2 ASCEND GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 66 (PA66) 21X1(a)(f2), 21SPC1(a)(f2), 21SPF1(a)(f2), 21SPG1(a)(f2), 21SPM1(a)(f2), 20NSP1(a)(f2) 0.75 V-2 1:40 22HSP(e) 0.75 V-2 1:40 64C-R 3.0 V-2 1:50 ECO366(e) 0.4 V-0 1:40 ECO366H(e) 0.2 V-0 1:25 FR350J 0.4 V-0 1:25 20NSP(a)(f2), 21SPF(a)(f2), 21SPM(a)(f2), 21SPC(a)(f2) 0.4 V-2 1:40 20NSP(a)(h)(f2), 21SPF(a)(h)(f2), 21SPM(a)(h)(f2), 21SPC(a)(h) (f2) 1.5 V-2 1:20 Polyamide 66/6 (PA66/6) ECO315(e), ECO315J(e) 0.4 V-0 1:40 M344 3.0 V-0 1:25 909 0.75 V-0 1:25 UL94 V-0, V-1, V-2 BASF GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 6 (PA6) 8202(t1), 8202 Blend (t1) 0.71 V-2 1:25 8202C(t1), 8202C BLEND (t1) 1.50 V-2 1:25 8202CHS(t1) (t3), 8202C HS Blend 1.50 V-2 1:25 8202HS(t1) 1.50 V-2 1:25 B3S 0.80 V-2 1:25 1.50 V-2 1:25 B3S Q661 1.50 V-2 1:25 B3S R03 1.50 V-2 1:25 8232G HSFR(t9), B3U10G5 (t9) 1.50 V-0 1:25 Polyamide 6/66 (PA6/66) C3U (m) 0.40 V-0 1:25 KR4205(m), C3U (m), C3U (t)(m) 0.40 V-0 1:25 KR4205, C3U 0.40 V-0 1:25 Polyamide 66 (PA66) 1000(b), 1310-(b), Ultramid A3K Q603(+) 1.50 V-2 1:10 A3K (o) Q790(g)(f2) 0.41 V-2 1:20 A3K(f2), A3K Q601(f2) 0.41 V-2 1:20 A3SK 0.41 V-2 1:25 A5 3.00 V-2 1:33 A3W(f1), A3W FC (f1) 0.75 V-2 1:10 A3K R01 (t)(g)(f2) 0.40 V-2 1:20 Polybutylene Terephthalate (PBT) B4406 G2 (o) Q798 1.50 V-0 1:20 B4406 G2(a), B4406 G2 (o) Q717(a) 1.50 V-0 1:20 B4406 G3 (o) Q798 1.50 V-0 1:20 B4406 G3(a), B4406 G3 (o) Q717(a) 1.50 V-0 1:20 B4406 G4 (o) Q798 1.50 V-0 1:20 B4406 G4(a2), B4406 G4 (o) Q717(a2) 1.50 V-0 1:20 B4406 G6 (o) Q798 3.00 V-0 1:12.5 B4406 G6(%) 1.50 V-0 1:20 B4406 G6(a1), B4406 G6 (o) Q717(a1), B4406 G6 (o) Q717 High Speed(a1) 1.50 V-0 1:20 B4406(a), B4406 (o) Q717(a) 1.50 V-0 1:20 B4406@ 1.50 V-0 1:20 B4450 G5, B4450 G5 (t) 0.40 V-2 1:50 Polyurethane (PUR) 11 85 A(a) FHF 000 (f2) 0.75 V-0 1:33 UL94 V-0, V-1, V-2 CELANESE GENERIC RESIN TYPE MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Liquid Crystal Polymer (LCP) A130(+), MT1310 1.50 V-0 1:40 Polyamide 66 (PA66) A3 GF 25 V0XI, A G5 FR C4 0.40 V-0 1:25 Polybutylene Terephthalate (PBT) 2012-2 1.50 V-0 1:20 2016(b) 1.50 V-0 1:20 3112-2 1.50 V-0 1:20 3116(b) 1.50 V-0 1:20 3216(b) 1.50 V-0 1:20 3310-2(f2) 1.50 V-0 1:20 3311-3(f2) 1.50 V-0 1:20 3316(b) 1.50 V-0 1:20 3316(b), 3316HF 1.50 V-0 1:20 COVESTRO GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polycarbonate (PC) 2407 + (z)(f1) 0.75-2.60 V-2 1:10 2807 + MAS183 0.75 V-2 1:25 6455 + (z) 3.00 V-0 1:25 1.50 V-2 1:25 6485 + (z)(f1) 1.50 V-0 1:25 Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) FR110 + 1.50 V-0 1:33 FR3005 HF + (z), FR3005 HF + BBS314 1.50 V-0 1:12.5 FR3010 + (z) 3.00 V-0 1:25 1.50 V-0 1:25 FR3010 HF + 3.00 V-0 1:25 FR3030 + 3.00 V-0 1:25 UL94 V-0, V-1, V-2 DSM GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 46 (PA46) TE250F6(h1)( j) 0.50 V-0 1:25 Polyamide 6 (PA6) F223-D(f1), F223-D /A(f1) 0.75 V-2 1:25 K222-KGV5(f1) 0.75 V-2 1:16.7 1.50 V-2 1:16.7 K-FKGS6/B(f1)(y) 0.80 V-0 1:25 Polyamide 66 (PA66) SG-KGS6/HV 0.75 V-0 1:25 Thermoplastic Elastomer (TPE) PL460-S 1.60 V-0 1:25 Polyamide 4T (PA4T) T11 (h) 0.40 V-0 1:20 DOMO GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide (PA) J 60X1 V30 0.40 V-0 1:25 Polyamide 6 (PA6) PSB 286 0.80 V-2 1:25 3.00 V-2 1:25 Polyamide 66 (PA66) A 205F(r4) 0.38 V-2 1:25 A 225F 0.75 V-2 1:25 A 50H1 (r3)(f2) 0.40 V-0 1:25 A 30G1 0.40 V-0 1:25 DUPONT UL94 V-0, V-1, V-2 GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide (PA) 132F(+)(f1), 135F(+)(f1) 0.75 V-2 1:20 HTNFR42G30NH 0.40 V-0 1:25 Polyamide 6/12 (PA6/12) 151, 151L 1.50 V-2 1:25 Polyamide 66 (PA66) 101(r9)(f1), 101F(r9)(f1), 101L(r9)(f1), E101(r9)(f1), E101L(r9)(f1) 0.75 V-2 1:20 103FHS(+), 103HSL(+), RN5077E(+), E103HSL(+) 0.75 V-2 1:20 A428 0.75 V-0 1:20 FE3757(+) 0.75 V-2 1:25 FR15(+) 0.75 V-0 1:20 FR50(+)(f1) 0.35 V-0 1:20 FR7025V0F(+) 0.50 V-0 1:33 Polyamide 66/6 (PA66/6) FR72G25V0 0.80 V-0 1:25 Polyamide 66/6T (PA66/6T) FR95G25V0NH 0.40 V-0 1:25 Polyamide 6T/66 (PA6T/66) HTNFR52G15AL 0.75 V-0 1:33 HTNFR52G30BL(r3) 0.75 V-0 1:33 HTNFR52G30L(+), FE15502(+), HTNFR52G30AL(+) 0.75 V-0 1:33 HTNFR52G30NH(r6) 0.40 V-0 1:25 0.75 V-0 1:10 HTNFR52G35BL 0.75 V-0 1:25 HTNFR52G35L(+), HTNFR52G35AL 0.75 V-0 1:33 Polyamide 6T/ MPMDT HTNFR51G35L(+) 0.81 V-0 1:33 Polybutylene Terephthalate (PBT) LW9030FR 1.50 V-0 1:25 S650FR 1.50 V-0 1:25 SK642FR 1.50 V-0 1:25 SK652FR1 1.50 V-0 1:16.5 T841FR (r4) 1.50 V-0 1:25 Polyethylene Terephthalate (PET) FR530(l)(+)(f1), FR530L(l)(+)(f1) 0.75 V-0 1:25 Thermoplastic Elastomer (TPE) HTR8068 1.60 V-0 1:25 UL94 V-0, V-1, V-2 EXXONMOBIL GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Ethylene Propylene Thermoplastic Rubber (EPTR) 251-80W232(f7) 1.50 V-2 1:20 251-92W232 1.50 V-0 1:20 251-70W232 1.50 V-0 1:10 1.00 V-2 1:10 LANXESS GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 6 (PA6) B30S+(f1) 1.50 V-2 1:25 B31SK+ 1.50 V-2 1:25 Polybutylene Terephthalate (PBT) B4235+ 1.50 V-0 1:10 TP364-302+, BF4232+(f1) 0.75 V-0 1:25 UL94 V-0, V-1, V-2 SABIC GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polybutylene Terephthalate (PBT) 310(w) 1.50 V-0 1:20 310SE0(w) 1.50 V-0 1:20 310SE0(w),310SE0R(w) 1.50 V-0 1:20 420SE0(f1)(w)(GG)(rr1) 1.50 V-0 1:20 420SE0(f1)(w)(GG)(rr2) 1.50 V-0 1:20 457(w) 1.50 V-0 1:20 457(w), 451(w) 1.50 V-0 1:20 553(a)(f1)(w) 1.50 V-0 1:20 553(a)(f1)(w), 553E(a)(f1)(w), 553U(a)(f1)(w) 1.50 V-0 1:20 553(w)(f1), 553M(w)(f1) 1.50 V-0 1:20 DR48(w) 1.50 V-0 1:20 DR48,DR48M 1.50 V-0 1:20 V4760(a2) 0.40 V-0 1:20 EXVX1259, ENH4550 0.40 V-0 1:20 771 0.75 V-0 1:25 Polybutylene Terephthalate/ Polycarbonate (PBT/PC) 357(f1)(w)(IC), 357M(f1)(w)(IC), 357U(f1)(w)(IC) 1.50 V-0 1:20 357(f1)(w)(IC), 357U(f1)(w)(IC) 1.50 V-0 1:20 357X(f1) 1.50 V-0 1:20 V3900WX(GG)(f1)(IA), V3901WX(GG)(f1)(IA) 3.00 V-0 1:20 1.50 V-0 1:20 357(w)(f2)(IC), 357M(w)(f2)(IC), 357U(w)(f2)(IC) 1.50 V-0 1:20 UL94 V-0, V-1, V-2 SABIC GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polycarbonate (PC) 221(f2) 1.50 V-2 1:25 221R(f2) 1.50 V-2 1:25 500(f2), 500R(f2) 3.00 V-0 1:33 503(f1) 3.00 V-0 10:1 1.50 V-0 10:1 503(f1), 503R(f1) 3.00 V-0 10:1 1.50 V-0 10:1 943(ab) 1.50 V-0 1:20 943(f1) 1.50 V-0 1:20 943(f1), 923(f1) 1.50 V-0 1:20 950A, 920ASR, FXD911A(GG), 940ASR 1.50 V-2 1:25 CFR7630(f1)(gg*) 1.50 V-0 1:25 ML5139R(f2) 3.00 V-0 1:33 950A, FXD911A(GG), 940ASR 3.00 V-0 1:25 943 1.50 V-0 1:20 920A 3.00 V-0 1:25 1.50 V-2 1:25 Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) C2950 1.50 V-0 6:100 C6200(GG) 2.00 V-0 1:20 Acrylonitrile Styrene Acrylate/ Polycarbonate (ASA/PC) HRA222 (GG) 0.80 V-2 1:20 UL94 V-0, V-1, V-2 SOLVAY OTHERS GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyphenyl Sulfone (PPSU) R-5100 (r1)(##), R-5000 (r1)(##) 1.50 V-0 1:10 Polyphthalamide (PPA) AFA-4133 V0(+) (*) 0.75 V-0 1:25 BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO ALBIS Polypropylene (PP) PP 13 CV2 14 1.50 V-2 1:25 AVIENT Polyvinylchloride (PVC) M3700(X), M3755(X) 1.50 V-0 1:25 M3900 1.50 V-0 1:25 CHI MEI Acrylonitrile Butadiene Styrene (ABS) PA-765(+) 1.50 V-0 1:10 Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) PC-510(+) 1.50 V-0 1:25 EMS-CHEMIE Polyamide 6 (PA6) Grilon A 26 V0 0.75 V-0 1:25 FORMOSA Polycarbonate (PC) #1700+(f2) 0.36-0.42 V-2 1:50 GEON Polyvinylchloride (PVC) 85891(f1) 1.70 V-0 1:20 85891(f2) 1.70 V-0 1:20 M3700(X) 1.50 V-0 1:25 M3900 1.50 V-0 1:10 1:25 INEOS Polystyrene (PS) 855 HV 3.00 V-1 100:4 INVISTA Polyamide 66 (PA66) FRU4800 XHL (r1) 0.40 V-0 1:25 U4820L (r1) 0.40 V-2 1:25 UL94 V-0, V-1, V-2 OTHERS BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO KINGFA Polyamide 66 (PA66) PA66-R11G25 (##) 0.25 V-0 1:25 KURARAY Polyamide 9T (PA9T) GP2300S 0.40 V-0 1:25 LG CHEM Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) LUPOY GP-5106-F 3.00 V-0 1:20 LOTTE CHEMICAL Acrylonitrile Butadiene Styrene (ABS) VH-0800(+) 1.50 V-0 1:25 Polycarbonate (PC) HN-1064(+) 0.75 V-2 1:10 1.50 V-0 1:10 1.20 V-1 1:10 Polystyrene (PS) VH-1800+ 3.00 V-0 1:25 1.50 V-0 1:25 MITSUBISHI Polycarbonate (PC) S-2000+(f1) 1.50-1.80 V-2 1:10 POLYMER PRODUCTS Polystyrene (PS) ZYNTAR 351 2.00 V-0 1:20 1.50 V-0 1:20 ZYNTAR 7000 2.00 V-0 1:25 ZYNTAR 702 2.00 V-0 1:25 8020 2.00 V-0 1:20 8120 2.00 V-0 1:20 8130 1.50 V-0 1:20 POLYMER RESOURCES Polycarbonate (PC) PC-FR1A-D, PC- FR2A-D, PC-FR3A-D 3.00 V-0 1:33 1.50 V-2 1:33 SUMITOMO Liquid Crystal Polymer (LCP) E6007LHF(ra) 0.30 V-0 1:25 E6007LHF-MR(gt) 0.20 V-0 1:12.5 UL94 V-0, V-1, V-2 OTHERS BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO TORAY Polyamide 6 (PA6) 1017 1.60 V-2 1:16.5 Polyamide 66 (PA66) 3004-V0(rr), CM3004-V0(rr) 0.40 V-0 1:25 TRINSEO Polycarbonate (PC) 891(w) 1.10 V-0 1:25 WELLMAN Polyamide 66/6 (PA66/6) 220-N, 21L-N, 22L-N 1.50 V-2 1:25 WESTLAKE Polyvinylchloride (PVC) 6597(f1), HF-6597(f1) 1.50 V-0 1:25 SP-7107 (f1)(a) 3.00 V-0 1:25 5VA AND 5VB BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING COLORS MAXIMUM LET-DOWN RATIO AVIENT Polyvinylchloride (PVC) M3900 1.50 5VB ALL 1:25 WHITE 1:10 COVESTRO Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) FR3010 + (z) 3.00 5VA ALL 1:25 DUPONT Polyamide 66/6T (PA66/6T) FR95G25V0NH 1.50 5VA ALL 1:25 Polybutylene Terephthalate (PBT) LW9030FR 2.00 5VA BLACK 1:25 3.00 5VA ALL 1:25 SK642FR 1.50 5VA BLACK 1:25 GEON Polyvinylchloride (PVC) M3900 1.50 5VB ALL 1:25 WHITE 1:10 SABIC Polybutylene Terephthalate/ Polycarbonate (PBT/PC) V3900WX(GG)(f1)(IA), V3901WX(GG)(f1)(IA) 3.00 5VA ALL 1:20 1.844.4AVIENT www.avient.com Copyright © 2020, Avient Corporation.

& Canada 41% EMEA 36% Asia 18% Latin America 5% 2023 SEGMENT, END MARKET AND GEOGRAPHY GEOGRAPHY REVENUESEGMENT FINANCIALS Consumer 19% Packaging 23%Industrial 16% Building and Construction 9% Telecommunications 4% Energy 5% Defense 7% END MARKET REVENUE $2,007M $358M $1,138M $224M Sales EBITDA Specialty Engineered Materials Color Additives and Inks $502M$3,143M (1) Transportation 10% Healthcare 7% 23 (1) Total company sales and adjusted EBITDA of $3,143M and $502M, respectively, include intercompany sales eliminations and corporate costs 2 0 2 3 R E V E N U E | $ 2 . 0 B I L L I O N US & Canada 34% EMEA 37% Asia 21% Latin America 8% END MARKET REGION 24 Packaging 34% Consumer 21% Healthcare 8% Industrial 15% Transportation 9% Building & Construction 10% Telecommunications 1% Energy 2% COLOR, ADDITIVES & INKS 2 0 2 3 R E V E N U E | $ 1 . 1 B I L L I O N US & Canada 52% EMEA 35% Asia 13% 25 Packaging 5% Consumer 16% Healthcare 6%Industrial 16% Transportation 12% Telecommunications 9% Energy 10% Defense 18% Building & Construction 8% END MARKET REGION SPECIALTY ENGINEERED MATERIALS Packaging 32% Consumer 26% Healthcare 9% Industrial 13% Building & Construction 6% Telecommunications 2% Energy 2% Defense 1% Asia (18% of sales) Transportation 9% 2 0 2 3 AV I E N T R E G I O N A L S A L E S Packaging 25% Consumer 13% Healthcare 5% Industrial 18% Building & Construction 9% Energy 5% Defense 8% EMEA (36% of sales)Transportation 13% Packaging 13% Consumer 22% Healthcare 10% Industrial 16% Building & Construction 12% Energy 6% Defense 8% US & Canada (41% of sales) Transportation 9% Packaging 59% Consumer 22% Healthcare 2% Industrial 8% Building & Construction 4% LATAM (5% of sales) Transportation 5% Telecommunications 4% Telecommunications 4% 26 B Y E N D M A R K E T Reconciliation of Non-GAAP Financial Measures (Unaudited) (Dollars in millions, except for per share data) Senior management uses comparisons of adjusted net income from continuing operations attributable to Avient shareholders and diluted adjusted earnings per share (EPS) from continuing operations attributable to Avient shareholders, excluding special items, to assess performance and facilitate comparability of results.

You are advised to consult any further disclosures we make on related subjects in our reports on Form 10-Q, 8-K and 10-K that we provide to the Securities and Exchange Commission.

k. Clause 13(a) and Part C of Annex I are not used; k.

ONCOLOR™ UL 94 COLORANTS HOW TO USE THE TABLES UL HB GENERIC RESIN TYPE FLAME RATING MINIMUM THICKNESS (MM) MAXIMUM LET-DOWN RATIO Acetal Copolymer (POM) HB 1.50 1:20 Acrylonitrile Butadiene Styrene (ABS) HB 1.50 1:10 Ethylene Propylene Thermoplastic Rubber (EPTR) HB 1.50 1:20 High Impact Polystyrene (HIPS) HB 1.50 1:10 Liquid Crystal Polymer (LCP) HB 0.83 1:10 Polyamide (PA) HB 3.20 1:33 Polyamide (PA66 and PA 4/6) HB 0.81 1:20 Polyamide 6 (PA6) HB 0.75 1:25 Polyamide 66 (PA66) HB 0.40 1:40 Polybutylene Terephthalate (PBT) HB 0.81 1:20 Polybutylene Terephthalate/Polycarbonate (PBT/PC) HB 1.50 1:10 Polycarbonate (PC) HB 1.50 1:15 Polycarbonate/Acrylonitrile Butadiene Styrene (PC/ABS) HB 1.50 1:20 Polycarbonate/Polyethylene Terephthalate (PC/PET) HB 1.50 1:20 Polyethylene (PE) HB 1.50 1:50 Polyethylene Terephthalate (PET) HB 0.80 1:16.7 Polyketone HB 1.50 1:20 Polymethyl Methacrylate (PMMA) HB 3.00 1:25 Polypropylene (PP) HB 1.50 1:15 Polystyrene (PS) HB 0.83 1:15 Polyurethane (PUR) HB 1.50 1:25 Polyvinylchloride (PVC) HB 1.50 1:20 Styrene Acrylonitrile (SAN) HB 1.50 1:20 Thermoplastic Elastomer (TPE) HB 0.75 1:25 UL 94 V-0, V-1, V-2 ASCEND GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 66 (PA66) 21X1(a)(f2), 21SPC1(a)(f2), 21SPF1(a)(f2), 21SPG1(a)(f2), 21SPM1(a)(f2), 20NSP1(a)(f2) 0.75 V-2 1:40 22HSP(e) 0.75 V-2 1:40 64C-R 3.0 V-2 1:50 ECO366(e) 0.4 V-0 1:40 ECO366H(e) 0.2 V-0 1:25 FR350J 0.4 V-0 1:25 20NSP(a)(f2), 21SPF(a)(f2), 21SPM(a)(f2), 21SPC(a)(f2) 0.4 V-2 1:40 20NSP(a)(h)(f2), 21SPF(a)(h)(f2), 21SPM(a)(h)(f2), 21SPC(a)(h) (f2) 1.5 V-2 1:20 Polyamide 66/6 (PA66/6) ECO315(e), ECO315J(e) 0.4 V-0 1:40 M344 3.0 V-0 1:25 909 0.75 V-0 1:25 UL 94 V-0, V-1, V-2 BASF GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 6 (PA6) 8202(t1), 8202 Blend (t1) 0.71 V-2 1:25 8202C(t1), 8202C BLEND (t1) 1.50 V-2 1:25 8202CHS(t1) (t3), 8202C HS Blend 1.50 V-2 1:25 8202HS(t1) 1.50 V-2 1:25 B3S 0.80 V-2 1:25 1.50 V-2 1:25 B3S Q661 1.50 V-2 1:25 B3S R03 1.50 V-2 1:25 8232G HSFR(t9), B3U10G5 (t9) 1.50 V-0 1:25 Polyamide 6/66 (PA6/66) C3U (m) 0.40 V-0 1:25 KR4205(m), C3U (m), C3U (t)(m) 0.40 V-0 1:25 KR4205, C3U 0.40 V-0 1:25 Polyamide 66 (PA66) 1000(b), 1310-(b), Ultramid A3K Q603(+) 1.50 V-2 1:10 A3K (o) Q790(g)(f2) 0.41 V-2 1:20 A3K(f2), A3K Q601(f2) 0.41 V-2 1:20 A3SK 0.41 V-2 1:25 A5 3.00 V-2 1:33 A3W(f1), A3W FC (f1) 0.75 V-2 1:10 A3K R01 (t)(g)(f2) 0.40 V-2 1:20 Polybutylene Terephthalate (PBT) B4406 G2 (o) Q798 1.50 V-0 1:20 B4406 G2(a), B4406 G2 (o) Q717(a) 1.50 V-0 1:20 B4406 G3 (o) Q798 1.50 V-0 1:20 B4406 G3(a), B4406 G3 (o) Q717(a) 1.50 V-0 1:20 B4406 G4 (o) Q798 1.50 V-0 1:20 B4406 G4(a2), B4406 G4 (o) Q717(a2) 1.50 V-0 1:20 B4406 G6 (o) Q798 3.00 V-0 1:12.5 B4406 G6(%) 1.50 V-0 1:20 B4406 G6(a1), B4406 G6 (o) Q717(a1), B4406 G6 (o) Q717 High Speed(a1) 1.50 V-0 1:20 B4406(a), B4406 (o) Q717(a) 1.50 V-0 1:20 B4406@ 1.50 V-0 1:20 B4450 G5, B4450 G5 (t) 0.40 V-2 1:50 Polyurethane (PUR) 11 85 A(a) FHF 000 (f2) 0.75 V-0 1:33 UL 94 V-0, V-1, V-2 CELANESE GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Liquid Crystal Polymer (LCP) A130(+), MT1310 1.50 V-0 1:40 Polyamide (PA) 132F(+)(f1), 135F(+)(f1) 0.75 V-2 1:20 HTNFR42G30NH 0.40 V-0 1:25 Polyamide 6/12 (PA6/12) 151, 151L 1.50 V-2 1:25 Polyamide 66 (PA66) A3 GF 25 V0XI 0.40 V-0 1:25 101(r9)(f1), 101F(r9)(f1), 101L(r9)(f1) 0.75 V-2 1:20 103FHS(+), 103HSL(+) 0.75 V-2 1:20 FR50(+)(f1) 0.35 V-0 1:20 FR7025V0F(+) 0.50 V-0 1:33 Polyamide 66/6 (PA66/6) FR72G25V0 0.80 V-0 1:25 Polyamide 66/6T (PA66/6T) FR95G25V0NH 0.40 V-0 1:25 HTNFR52G30BL(r3) 0.75 V-0 1:33 HTNFR52G30L(+), HTNFR52G30(+) 0.75 V-0 1:33 HTNFR52G30NH(r6) 0.40 V-0 1:25 0.75 V-0 1:10 HTNFR52G35BL 0.75 V-0 1:25 HTNFR52G35(+), HTNFR52G35 0.75 V-0 1:33 Polyamide 6T/ MPMDT HTNFR51G35L(+) 0.81 V-0 1:33 Polybutylene Terephthalate (PBT) 2016(b) 1.50 V-0 1:20 3116(b) 1.50 V-0 1:20 3216(b) 1.50 V-0 1:20 3316(b) 1.50 V-0 1:20 3316HF 1.50 V-0 1:20 LW9030FR 1.50 V-0 1:25 T841FR (r4) 1.50 V-0 1:25 Polyethylene Terephthalate (PET) FR530(l)(+)(f1), FR530L(l)(+)(f1) 0.75 V-0 1:25 Thermoplastic Elastomer (TPE) HTR8068 1.60 V-0 1:25 UL 94 V-0, V-1, V-2 DOMO GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide (PA) J 60X1 V30 0.40 V-0 1:25 Polyamide 6 (PA6) PSB 286 0.80 V-2 1:25 3.00 V-2 1:25 S 60X1 V30 0.75 V-0 1.25 Polyamide 66 (PA66) A 205F(r4) 0.38 V-2 1:25 A 225F 0.75 V-2 1:25 A 50H1 (r3)(f2) 0.40 V-0 1:25 A 30G1 0.40 V-0 1:25 COVESTRO GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polycarbonate (PC) 2407 + (z)(f1) 0.75-2.60 V-2 1:10 2807 + MAS183 0.75 V-2 1:25 6455 + (z) 3.00 V-0 1:25 1.50 V-2 1:25 6485 + (z)(f1) 1.50 V-0 1:25 Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) FR110 + 1.50 V-0 1:33 FR3005 HF + (z), FR3005 HF + BBS314 1.50 V-0 1:12.5 FR3010 + (z) 3.00 V-0 1:25 1.50 V-0 1:25 FR3010 HF + 3.00 V-0 1:25 FR3030 + 3.00 V-0 1:25 UL 94 V-0, V-1, V-2 ENVALIOR GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 46 (PA46) TE250F6(h1)( j) 0.50 V-0 1:25 Polyamide 6 (PA6) F223-D(f1), F223-D /A(f1) 0.75 V-2 1:25 K222-KGV5(f1) 0.75 V-2 1:16.7 1.50 V-2 1:16.7 K-FKGS6/B(f1)(y) 0.80 V-0 1:25 Polyamide 66 (PA66) SG-KGS6/HV 0.75 V-0 1:25 Thermoplastic Elastomer (TPE) PL460-S 1.60 V-0 1:25 Polyamide 4T (PA4T) T11 (h) 0.40 V-0 1:20 UL 94 V-0, V-1, V-2 EXXONMOBIL LANXESS GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Ethylene Propylene Thermoplastic Rubber (EPTR) 251-80W232(f7) 1.50 V-2 1:20 251-92W232 1.50 V-0 1:20 251-70W232 1.50 V-0 1:10 1.00 V-2 1:10 GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyamide 6 (PA6) B30S+(f1) 1.50 V-2 1:25 B31SK+ 1.50 V-2 1:25 Polybutylene Terephthalate (PBT) B4235+ 1.50 V-0 1:10 TP364-302+, BF4232+(f1) 0.75 V-0 1:25 UL 94 V-0, V-1, V-2 SABIC GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polybutylene Terephthalate (PBT) 310(w) 1.50 V-0 1:20 310SE0(w) 1.50 V-0 1:20 310SE0(w),310SE0R(w) 1.50 V-0 1:20 420SE0(f1)(w)(GG)(rr1) 1.50 V-0 1:20 420SE0(f1)(w)(GG)(rr2) 1.50 V-0 1:20 457(w) 1.50 V-0 1:20 457(w), 451(w) 1.50 V-0 1:20 553(a)(f1)(w) 1.50 V-0 1:20 553(a)(f1)(w), 553E(a)(f1)(w), 553U(a)(f1)(w) 1.50 V-0 1:20 553(w)(f1), 553M(w)(f1) 1.50 V-0 1:20 DR48(w) 1.50 V-0 1:20 DR48,DR48M 1.50 V-0 1:20 V4760(a2) 0.40 V-0 1:20 EXVX1259, ENH4550 0.40 V-0 1:20 771 0.75 V-0 1:25 Polybutylene Terephthalate/ Polycarbonate (PBT/PC) 357(f1)(w)(IC), 357M(f1)(w)(IC), 357U(f1)(w)(IC) 1.50 V-0 1:20 357(f1)(w)(IC), 357U(f1)(w)(IC) 1.50 V-0 1:20 357X(f1) 1.50 V-0 1:20 V3900WX(GG)(f1)(IA), V3901WX(GG)(f1)(IA) 3.00 V-0 1:20 1.50 V-0 1:20 357(w)(f2)(IC), 357M(w)(f2)(IC), 357U(w)(f2)(IC) 1.50 V-0 1:20 UL 94 V-0, V-1, V-2 SABIC GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polycarbonate (PC) 221(f2) 1.50 V-2 1:25 221R(f2) 1.50 V-2 1:25 500(f2), 500R(f2) 3.00 V-0 1:33 503(f1) 3.00 V-0 10:1 1.50 V-0 10:1 503(f1), 503R(f1) 3.00 V-0 10:1 1.50 V-0 10:1 943(ab) 1.50 V-0 1:20 943(f1) 1.50 V-0 1:20 943(f1), 923(f1) 1.50 V-0 1:20 950A, 920ASR, FXD911A(GG), 940ASR 1.50 V-2 1:25 CFR7630(f1)(gg*) 1.50 V-0 1:25 ML5139R(f2) 3.00 V-0 1:33 950A, FXD911A(GG), 940ASR 3.00 V-0 1:25 943 1.50 V-0 1:20 920A 3.00 V-0 1:25 1.50 V-2 1:25 Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) C2950 1.50 V-0 6:100 C6200(GG) 2.00 V-0 1:20 Acrylonitrile Styrene Acrylate/ Polycarbonate (ASA/PC) HRA222 (GG) 0.80 V-2 1:20 UL 94 V-0, V-1, V-2 SOLVAY (SYENSQO) OTHERS GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO Polyphenyl Sulfone (PPSU) R-5100 (r1)(##), R-5000 (r1)(##) 1.50 V-0 1:10 Polyphthalamide (PPA) AFA-4133 V0(+) (*) 0.75 V-0 1:25 BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO ALBIS Polypropylene (PP) PP 13 CV2 14 1.50 V-2 1:25 AVIENT Polyvinylchloride (PVC) M3700(X), M3755(X) 1.50 V-0 1:25 M3900 1.50 V-0 1:25 CHI MEI Acrylonitrile Butadiene Styrene (ABS) PA-765(+) 1.50 V-0 1:10 Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) PC-510(+) 1.50 V-0 1:25 EMS-CHEMIE Polyamide 6 (PA6) Grilon A 26 V0 0.75 V-0 1:25 FORMOSA Polycarbonate (PC) #1700+(f2) 0.36-0.42 V-2 1:50 GEON Polyvinylchloride (PVC) 85891(f1) 1.70 V-0 1:20 85891(f2) 1.70 V-0 1:20 M3700(X) 1.50 V-0 1:25 M3900 1.50 V-0 1:10 1:25 INEOS Polystyrene (PS) 855 HV 3.00 V-1 100:4 INVISTA Polyamide 66 (PA66) FRU4800 XHL (r1) 0.40 V-0 1:25 U4820L (r1) 0.40 V-2 1:25 UL 94 V-0, V-1, V-2 OTHERS BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO KINGFA Polyamide 66 (PA66) PA66-R11G25 (##) 0.25 V-0 1:25 KURARAY Polyamide 9T (PA9T) GP2300S 0.40 V-0 1:25 LG CHEM Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) LUPOY GP-5106-F 3.00 V-0 1:20 LOTTE CHEMICAL Acrylonitrile Butadiene Styrene (ABS) VH-0800(+) 1.50 V-0 1:25 Polycarbonate (PC) HN-1064(+) 0.75 V-2 1:10 1.50 V-0 1:10 1.20 V-1 1:10 Polystyrene (PS) VH-1800+ 3.00 V-0 1:25 1.50 V-0 1:25 MITSUBISHI Polycarbonate (PC) S-2000+(f1) 1.50-1.80 V-2 1:10 POLYMER PRODUCTS Polystyrene (PS) ZYNTAR 351 2.00 V-0 1:20 1.50 V-0 1:20 ZYNTAR 7000 2.00 V-0 1:25 ZYNTAR 702 2.00 V-0 1:25 8020 2.00 V-0 1:20 8120 2.00 V-0 1:20 8130 1.50 V-0 1:20 POLYMER RESOURCES Polycarbonate (PC) PC-FR1A-D, PC- FR2A-D, PC-FR3A-D 3.00 V-0 1:33 1.50 V-2 1:33 SUMITOMO Liquid Crystal Polymer (LCP) E6007LHF(ra) 0.30 V-0 1:25 E6007LHF-MR(gt) 0.20 V-0 1:12.5 UL 94 V-0, V-1, V-2 OTHERS BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING MAXIMUM LET-DOWN RATIO TORAY Polyamide 6 (PA6) 1017 1.60 V-2 1:16.5 Polyamide 66 (PA66) 3004-V0(rr), CM3004-V0(rr) 0.40 V-0 1:25 TRINSEO Polycarbonate (PC) 891(w) 1.10 V-0 1:25 WELLMAN Polyamide 66/6 (PA66/6) 220-N, 21L-N, 22L-N 1.50 V-2 1:25 WESTLAKE Polyvinylchloride (PVC) 6597(f1), HF-6597(f1) 1.50 V-0 1:25 SP-7107 (f1)(a) 3.00 V-0 1:25 5VA AND 5VB BASE RESIN MANUFACTURER GENERIC RESIN TYPE SPECIFIC BASE RESIN MINIMUM THICKNESS (MM) FLAME RATING COLORS MAXIMUM LET-DOWN RATIO AVIENT Polyvinylchloride (PVC) M3900 1.50 5VB ALL 1:25 WHITE 1:10 CELANESE Polyamide 66/6T (PA66/6T) FR95G25V0NH 1.50 5VA ALL 1:25 Polybutylene Terephthalate (PBT) LW9030FR 2.00 5VA BLACK 1:25 3.00 5VA ALL 1:25 SK642FR 1.50 5VA BLACK 1:25 COVESTRO Polycarbonate/ Acrylonitrile Butadiene Styrene (PC/ABS) FR3010 + (z) 3.00 5VA ALL 1:25 GEON Polyvinylchloride (PVC) M3900 1.50 5VB ALL 1:25 WHITE 1:10 SABIC Polybutylene Terephthalate/ Polycarbonate (PBT/PC) V3900WX(GG)(f1)(IA), V3901WX(GG)(f1)(IA) 3.00 5VA ALL 1:20 1.844.4AVIENT www.avient.com Copyright © 2024, Avient Corporation.

& Canada 41% EMEA 36% Asia 18% Latin America 5% 2023 SEGMENT, END MARKET AND GEOGRAPHY GEOGRAPHY REVENUESEGMENT FINANCIALS Consumer 19% Packaging 23%Industrial 16% Building and Construction 9% Telecommunications 4% Energy 5% Defense 7% END MARKET REVENUE $2,007M $358M $1,138M $224M Sales EBITDA Specialty Engineered Materials Color Additives and Inks $502M$3,143M (1) Transportation 10% Healthcare 7% 23 (1) Total company sales and adjusted EBITDA of $3,143M and $502M, respectively, include intercompany sales eliminations and corporate costs 2 0 2 3 R E V E N U E | $ 2 . 0 B I L L I O N US & Canada 34% EMEA 37% Asia 21% Latin America 8% END MARKET REGION 24 Packaging 34% Consumer 21% Healthcare 8% Industrial 15% Transportation 9% Building & Construction 10% Telecommunications 1% Energy 2% COLOR, ADDITIVES & INKS 2 0 2 3 R E V E N U E | $ 1 . 1 B I L L I O N US & Canada 52% EMEA 35% Asia 13% 25 Packaging 5% Consumer 16% Healthcare 6%Industrial 16% Transportation 12% Telecommunications 9% Energy 10% Defense 18% Building & Construction 8% END MARKET REGION SPECIALTY ENGINEERED MATERIALS Packaging 32% Consumer 26% Healthcare 9% Industrial 13% Building & Construction 6% Telecommunications 2% Energy 2% Defense 1% Asia (18% of sales) Transportation 9% 2 0 2 3 AV I E N T R E G I O N A L S A L E S Packaging 25% Consumer 13% Healthcare 5% Industrial 18% Building & Construction 9% Energy 5% Defense 8% EMEA (36% of sales)Transportation 13% Packaging 13% Consumer 22% Healthcare 10% Industrial 16% Building & Construction 12% Energy 6% Defense 8% US & Canada (41% of sales) Transportation 9% Packaging 59% Consumer 22% Healthcare 2% Industrial 8% Building & Construction 4% LATAM (5% of sales) Transportation 5% Telecommunications 4% Telecommunications 4% 26 B Y E N D M A R K E T Reconciliation of Non-GAAP Financial Measures (Unaudited) (Dollars in millions, except for per share data) Senior management uses comparisons of adjusted net income from continuing operations attributable to Avient shareholders and diluted adjusted earnings per share (EPS) from continuing operations attributable to Avient shareholders, excluding special items, to assess performance and facilitate comparability of results.

statement2: Certificate Of Conformance statement1: has been assessed by ABS Quality Evaluations, Inc. and found to be in conformance with the requirements set forth by: MARK_5: iVBORw0KGgoAAAANSUhEUgAAAWgAAAEBCAIAAADafKgQAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAACxIAAAsSAdLdfvwAAP+lSURBVHhe7L0HvB1HdT8+O7P11lfVi+XeG8YVY1NM772H3kISQgs9EBxaaAFCCGA6hI4B994tW7KtYkuW1a3++i3bd3b/3zNz39OTC1j8PuSvZ92j0b69u9PnnO+cM22NoihYl7rUpS7tD/HO3y51qUtdeszUBY4udalL+01d4OhSl7q039QFji51qUv7TV3g6FKXurTf1AWOLnWpS/tNXeDoUpe6tN/UBY4udalL+01d4OhSl7q039QFji51qUv7TV3g6FKXurTf1AWOLnWpS/tNXeDoUpe6tN/UBY4udalL+01d4OhSl7q039QFji51qUv7TV3g6FKXurTf1AWOLnWpS/tNXeDoUpe6tN/UBY4udalL+01d4OhSl7q039QFji51qUv7TV3g6FKXurTf1AWOLnWpS/tNXeDoUpe6tN/UBY4udalL+01d4OjSPlQo6vzoUpcehbrA0aV96BFRowslXXoIdYGjS/uQoajzQ0FGnudSys7vLnVJURc4urQPTUcNkAYOUOd3l7qkqAscXdqXABEF/jHoGJJ+5GYq7Tij3+o5GS30mP7AQ9eGOTipCxxdmkaAgYRAAbAQsSRmknMJyNhy/W0szWUUB7kkxMjgTRYszxhUEXrQpYONusDRpWkE4ABHKC1CFtAmlGoRhHK8wYZHhWkJLtQ7/DdyGDHaa5cOPuoCR5f2JaMDHJwZCiRwJ9Mi23THcigdTiGJYwxlqNDIR3fQ9CClLnB0aRpNDoyCLSzGTf2j7Fb6a/fcdBOLUkNKo0gJWgxmFNxiNu+y0EFJ3Vbv0r4E7FBMYTLDxB3sFYtV+nv2rFnH1m9mnXlZiTfcgErS5Z+DlLoN36VppFEDVgqZIwXLZBHFTBTc5pYfxHevYKlkRcLMguUpN0z4ndRRunRwURc4urQvGUwvE+UFZ4Ua5TBYVmT9TGy4eSkbH2EyZUZGwxwPWfLRpYOJusDRpX2oMJhU6zWACwQNlg3tgjNZLYrdK1ex4WEWtGmMg5MnYEiXDk7qAkeXHkpcMUUmYZVw/MhZKpis5LKnkNsvv4IJqCEZM0UaJXTbpYOSusDRpX0I1gdMFZpu5coQkblghmPkRhKUCxls286ShGXQNPKsu4bjIKYucHRpXwIcqM2wXJiEIrRLpbBlYWSJw/KJTRvZnmEFHPAASNFhunTQURc4ujSNOkpEThoFQAFO5rTAvOXDWmFZFO0eYhs2wU4pmHQckakNLF06CKkLHF3al4qcM0PSPhRwhx7tYO2hYdMy8jxyk8hfvZoVWRRHNIwK712l46CkLnB0aV8qmEE72/R+FDW3kuXDWx7kIi+MvMTYjvvXQQ2h3fbaQ5cOSuoCR5f2JQUIBSPsyOgvB4QMb9sumRTCsPOisXsPGx51bBs2SndW5aClLnA8ngmyDYsDjgYi8B+YoHUJGvHEf9r/CqtEOz2XwjITHgAI8F7gDt7SLBkaNWRumtySRd4O2fCI4DxPSSnp0sFJXeB4PBMkO1COZkE0iuAuBRbkSrMgvMhoKLRzpTDw5jOb9qowQfvZMjY0mj643UqkkRZ1t2rHbPOKe1mc2maR0eholw5G6gLH45ygO8B1mllPlMDhtxqeUFDReUZmB1ADWGHTT5lnHO/jhN18kxUnJk3SFlwaJjCmFdJsSyGhnKhounTQURc4Hs8EraFckDOBCGhqixUOkw7PLJ5xnjEuGLcZd3AtuJAEFAQlFotSVuKcZfhV3HbN1a5tMl5Iro/gyKPxJvnLaQctYU2XDj7qAsfjmrR5ogY5tNnSIkOEbhJqegIOIwdAcAbUKGhXLK8yKBJp1DJhvqSS3bOysWsnL/LcyHM6uTgzpGyOjtAyD8KYLv8cpNRt+Mc1ATiUagBEAHrEk06PTJBtomGFFAvyUwgWczYR+P1VjzWbLE5v+fkv+4QlAx+cUhhkrYictYfHaF16mnVXcRy01AWOxzvxnNw0k0IPZ8CKoQMA9VM8gs4h6KDihMV9JagcMU3EXnN9c+0DZtsvmyYUDCgdMGYEZ/54g7CGDJnuqaMHKXWB43FNQAQghEWTJviFW5exCmMlxmxoHZOKBl4kQtsvzCxiQ4ZsbIxt2bbsZ7+en3Gr0a5zk84CA/oYBuc8CAKya6B0dFHjYKUucDyeqTDyzMjVBw/Q0rmjIMMtmEkwokhNumR6vIKmUzIPt40ma7U3/Pd3k/VbrKGxOcItWoFJ5g2UF8MQPE5pepdQx+jyz0FK3YZ/PBPgoKNYFFKGoZ0WAr/hIPjKYvGzJNC7UlhmFZGTxyyI2V0rVnz2S3vuuHtWIucwUQrjUs48U+RSZkXeTpIjjz+eloA4Lg1zIJ4uHXzUBY7HOcVZhDZ2DOHZHqGFWgCWF1nT96FoWI7pmIXJYjtLXD9ifrznZ7+677d/aK+532u26llRlkYpNzzDyMLYcZzUKAzbLlyHOTZ9PsGyO8l06SCjLnA8ngmGSJlbtlTfP4HiQcvKM2YZ3DXdqtfOmoLFooiK7Q+yIGKN9vZvfefeX/9h9M57rLGJOnwBJmTCMlqPnsSxbbmweiJheP29NHRaFF32OWip2/KPayo4tAJq5SihNeaGwQQEPmNFKvKoxxQiauOVUa6wa6+79X0feODiS3rHm31x1mty1+IEG0WasqwoCoRE+MzgzSyddchiWgKiT/rp0kFJNDXfue3S44/QtsALamJatEETsPiZAUSgdwg6azhJ2apV6y/+0657VorxCbsdDFiukWWJUXCjcPPCTaWXScM0xtwiMK00d7YI81lf/4I44yxmVvRASRc+DkLqahyPc5KACQ51AU1N6z6pwU2LGRYbbbHR9vj3f3bxv3xi69XXmjt3umOjh/fUvTA00wSmSSRkYOWBaySmEeaZabtJKiUXvfPmikULyVQBXkzNznTpIKMucDyeCQZGZpoZ54nBfJnQ+RpQPqKU7RhmS1dc/qa/v+XbPz7FqR/tVBda1uKBnubQLtsoHMENV6SuEThGYBaRKFIO8ybPhVGY/Mjjj2O1GqEPUKPLPgcrdVt+ptGkZYm/ytGY56TrPNdTrpm6FkYO9LBZWjaZBfGPguTmG1d+6xtXfeXL5patJ/bU5J6hzfetGRyYPXDm2VZvX1aAJWCmIHwm06hgKTcN4bhxVuS213Ls/mOOZo5De1wSRN+lg5S6wDGjiFCDMAJ4oYYryHVQo8hhiWjUSCb3pAA7LFaIPGaRz9ottmrlxs98aunnP5PdcvUhwe55RqM9vElY2ezDloyYDnvl342XB/ZEhWmX3ZRXgny+7dXyImq3DM5Nt9pgIj3kEOPFL2SuS+cLlrqfjj14qdvyM40mdQutVhCSgNQfA9ChHqr3tMC8CEOBZ6MTrB2xP15y3cc+tueGawfa46XR4Wo7rBrGwKKFK8d2t5bMXvDxD7K+vl1t3+3pTbPcyjmL42Bk3BVWvX9gJAjGk8x3Sue+4uUs9JkwO6f+GN2R0YOUusAx0wgYUeRAh8l9rWo7PG2NZ0yIVhxELDZZ7sjUGBr1CpMFCRsef+CfPnr75742r9nmoyNZFFXKdRG7Mu+5eyLuff5zj/jA29kpi1k4VnMtzzEnmuOGUQwMzEryYk+j1RI8qdWGTePQ059onnc+sx2klCaSdqt0UeNgpS5wzCiC+kCOunulcXBag0V7VtXmVsYdxzYKabFE5JntuGxsIrz0qus++q9izfqFrcgbHj6sr4/JQnrVUeYai450Tz7trLe8rXbuWcw12Yo7XSuPExgmdPIG59wr13PbG5bFkClKRx519CtfwUybVfuQfFEYyEDa0XW6dNBRFzhmGtGiDLhcffdZEVCEnCGjGM3pGkZ7904Wh8wP9nzjW9d85Rs92/cUO7cvKJcGDWN8245636z7RsflKSfNfvGLnnLh581jT6JzwTJ29+23NMZ2pVlQ76umabxz1+7CMu3egabjtnp6jnv+89jxx5OOIWizbcmxgRoKxrp0MFJ3AdiMojxnUjKaZDViGsSgZaG2nj6BBDssKgLXSFmSsfWbh37468033G74fm8hB4psfNf20kAtqpW3mvaJL3lF79lPY0cfy3pqZPHs2jRxw5V3fu87fc1WX2F6hogCRG8WbmlTu80OXXLyy1468PKXsUqNCTeNUsuzmGDDQbNaqli0hrRLBx11NY4ZRYZqMVrPxQEZcB2hxUPcFbnht1mzxUbHNvzkZzf99KeDSbjIEmYatW3ee9rJ22xnbHDOeRd+uvedb2Lnn8TmVvKRIdaK2TXLV33xor5xf06pbPE8DH3LErV6vTB4uX/g5PPPH3jly1mt6gOgTBZB1yGNhzkWne6jEKtLBx11NY6ZRZBSaBfACBrR6Aww6CswJWzRqcSNiRVf+OKO6248ojCrQSLjVNRKO/N4zLZOf/7z6695DZs/h5Wd4SLtEyXRSNkv/rj+O983d29zaswQWRQHlulYljPaDESl96jXvI696uVsoDcrO4HwolD2e0LASonTomJkLDcZ4KPb/Rx01G3ymUSACBgqBUACAKKnVQAjamBUyozZJguT+7713YkV9w1EmRn4Bkvtqr078uXg7ONf8vL6u9/DDj0krVbHmBwUlti1o/mD7y7/3jejTWtmW8agYbNG4HFL5qlwbKdcoi1yjscsl2V5xg1aHlIo2ELq7cCgY8+z7rzKwUld4JhJBIFFZ0+yqyCEHOwGdZ6oQPefyeiaG5qr17p7xnoy6RSZsGCIhJFjzT/j9LmveiXr6fXtcpvZvbzENm9b+z/fveunP+yNx486bK4U6ejEeMkt87yQaTbRbOTCSNP0/iuuYldfx7hpGTSkUi/ZGa0ty9fffRdLpKC0u6bKwUhd4JhJpD7pSk4d+dl5CBJa/Wg3V152ZbB2UzWI+4TNCimhjFiOrFTnv/rVbNH8luuOFawXGssDO9Z8+X/CK67zdm9jydhoMT7qJFHZTB3HYJZne1GW5txwLXP96tV3Azsm2iKJ06QN8HBoYVnR2LadPbiDPtc0LRtdOnioCxwzjtBkamdqx+WwRwwWM5k0b7qp8cD6chgPmm7FNPOiCLNCeJXDTnwCW7LIzyLoCr0Ismloy49+veuSq+e0o6NmDyL47uZIYLG8UmpnaVEYru1xx0kK6dh2v+e2t20f+u3vARC9lshjX690t4Jw09I7WVbQvHCXDj7qAsdMIki9UFdqN/T8Zq6+Kp+wLGVRsuyPl1ajbNC0Hc6llDSCyYwos+aecz4zC6NsFdFYJY5HfvGb0T9deYxdsv2g3W4L263X+g1ut9LMl7B8RBwmORdZkSdRNLta7Y3z5ZdcyuLYLXIzClgaAaQaW7etv/1ObSt16SCkLnDMJNJwQW2mIcSUTNBxXixN2bYdO+5ZWZO5Z/A4CIM4AqgUttsuBOsdgGeb5YMui2+7adcN15f27O6BvZFBCYFNYpm5bZEzbW55lpuESSG47blJFIg46ZVSjIyxNfezJHXLHsug3cihzZvGt26nj1fTiEuXDjrqAsdMIsAFlAxR0AcNYiOP9exsLlmWZHfdU82kEYauKeIsLuhcPy652bZdOubLMEwWsqh9529+yoa29thFozlm2G6pOlBIN2nklm/Uc6unsM3UsEzb4DTuKQxmpqmbpLO5nWzYyJoNJoFTkq28JxpvGO2A7drTXcdxcFIXOGYaGR1tQ+1ptwr8hU6R8wfvvW9hpcr8ZsUCaEDVsAxDdGZLTYsFAZ05vGFztH4jCxq2x42+UoOlcSyrTrlcrso0k2HkCCMIm7Zj8SyPm75tmo7l5FFSpIk9u59VAEYxa43f95vf9U403LDJxvZ0Z1UOTuoCx0wiOqTcyOhsngy6AHNybhQeY3Bm3vbNdnPAKoLhHX11N4kDSLkZy/6Ct9fcR3MhUdK84Y5qW8ZBEnv2HjvzK1zwPA9agWzllaLwcj9rIjIpY0/KOh3lYcLggYqTWTxhbebFzGhsvOL39fvXn9gOe9MWG9uuZ4e7dLBRFzhmGKlBBZgnSmBxpbFJQZ84gfohOPDBYDJN07wo8MtmwvSjkQ3ryZwx+NDda3sTzk3RyhOpdBEVnnbXGgx4lGUiT0QueW5J5kjOc3V8mJrDsRcsYkMTm/94xV2//f2ulasrufREMbHjQR1Llw426gLHzCSIMppOn4ihVp/HgkcWl3Yp5SJI8xT2i3ANZplJumv9BjY6BEVi1/LVvRkvXCtkaS1mcACFRDAnY14K5YVLgyfczLjJcyFybtH4KktFbsuMDafsZ9dM/PiqeTuT2qyBRt3zofdMwk+XDjbqAsfMJAgsfQKakeQq7Ig4C5gRCyMz7QT2BRQO0zIKWZaZmBhrLl3K2k2rMVGWaYkXNstdKeHMPBcFs/LckXRDR43St+1FynlKrFGIAtiSujJlP/rF/T/5PVu+fol0qm6pJdOWlNKy6VstXTr4qAscM4w4CXZH4wBqKGOFTvMxyqU2y4EdhWXTfIh6ZqRJhUWz8mjDFZexlSvnVmweNqtR2JcCMhJRJFV4SBIoFLzI7BwORgoFDS0WWrkUhBqeTKtpvPb6a0RjfIFdskabwc7hkrB65s13B/q6350+OKnb6jOOlI6hLp0hDvrLeuYMpqYRypQOFhYGVAkzz7hM7KLwCmPnyjXF7cvqjpvGsZEhBNDBLJgNxwpbGnZm2JLhaklOp4rR/yLPDZlzWpYqWFyx8qrLy47hlSzPtaBtMMHr8+ZT+l06+KgLHDOLuMFMzjrfXkTjdQDEKOYfsoC7dpzFMF+cIrey2MojCyaLIaJQcuncv2Jj6LM4d0On2jIrMa/ERqUtak2rFhk9cE2z1jLLvmnlBqsmeS2RhZGFVhLZYWKF3Izb4diD4W6/kokeZ7Q52hjew3p6NGx16WCjLnDMJFIGiiJoGp0FHZBbOsHPmTNLeE5GSMFEkfM8FSwVRsphkASthZXqxPadrVarsIRw7dw0E67GQQ2RM5FwEQuRCAHfKUcK3JRc5LB18oJLyTO4KGuX+0qibo8nrVBGpXp5cO5sNneOzk6XDjbqAscMIzqNY7KPF7T8a7LLP+QQAIfhuswkO6JeLU+0xuySwbjfV2Fuc2S2kfb028yOedzkaSuzktxNrDw0ombOA7NSmE6Wpr4pDZM50nGlCfwxYNeIgltcRHnGXJGmMZLKjKKVhUefcQozki4HHZzUbfYZRVA0tJsivc2s4MwpH/WEMwJujySyIY0m47FXaghjjCUBk0aUhm1/V+YPmxnUDbg9Zr6tiMOCmeVK4DoPxsGeOJK2x4xykLvbudhmWkHhsrzE8nKaO7zct3XXeNnqmVWdE+e8smBh/clnsbJLH5Ht0sFH3VafaTQdNfR9YdJHpMN08Vnnyb75+eBCOWt+w+udqPZuZmJntdLs6cud3qZ0Ngh7S6XadHubXu/6UnmtaY+LiqzOHqrV72dsU274Xn9uzW6InrVubV2p3rIHmTlb8oHI6EvdOXFRN8NyPJKPBdxdfBg79DDmWEx0WehgpO6ZozOK0FZQMQzSMGiMA0aK/tJKLmknW8b+9I73mTtHjIlmlPhxf2ks8sulet0uu36xu9nY4mZWuTpPlkOjWCV8GSen+OXZlZ7Ndry5McwNY0l5cHFSasXhOs83hTwptgYLI86jQIa+jA7tnd2zJ0jzYmRxz5Pe+0bruecUlmUwR23Z7dLBRV3gmFGEtgJYGEyqbl7g56TLYmly8bU3vd8abpeyvJ2E41WxcXwMGkS11O/FfLTV2m3IouKZlucX+XiemJLPiaySYbZE2irSWLAqZ0tkkYeNCSOucH4YszzDGDb8MGr3Z8XZi490to3JmrtqVvGO//xMZdFgnOWO3dU4DkbqAseMIg0c6oxg/LXpCcktfiaMpS32sTd+lI+GA06lWSQ77Xjt0EjGB0p2Xy0zwzQbN1nsuZFthawocqPMnVKUF1GSc4OVLd8G+rQHACiJb2WywvigYeZCDgk/TYIj7OrsxKg2Q3d275WtjZ+56OunnzDXpCUfNLnTpYONusAxs4iO7WO8AEyg2WySWRO2S8jYGGO33fjgD77wbX/bhJNbbS4nBt2WYLY0S5nVk9qMi1HPbNki4iI1jJyLkmHVwoKFcSaMomT7dt4u0owzqzB6w7wsCzvPUzMbddLcSOuyKIZH5ppupepuaux+41v+7vnnnnfC4cyiBaqdzHXp4KGDBjh0KfeTxXUg6uPVzXTar5gQz18tXNObhyIBcBjQOOgYDJuMFZ4q4Hj5uz53/wM786Yxtz7fE+Xdfnu4xIyS5aWZG2Zl2hRrN13e4HmSGxLYURSOIXpSLiRgKE94HtlGbHFpAo54NTasOC1kmggZlAzDMowkqjKj37WDsZEij43YX1iuveoFT3nvu58JFNKKD9E+5Zw6j/SvN2f+6nrbW3GPFoX2sJ8JTG+Oh9MjRYaGggNNVcJfXxsHDj0OyjDVMNSoU26fH/u6hz14VId4U5ZnLIdwaqf2tNNz7aGT+lQA9ajzcNqzKf/aTdI+fqacDq5OASbB03HB6aRpb0hhmoVlFxaDjaE2sKIVTzvuVMFLZu/sXYW106qO2n1pMSDjniT2YqPcdsq+XZLMtQvXk5YbF/Ucv0VeGBnnBjctbpalqMeiGrB6yEpp7uTQOAo3M3ojsyeySzByWH1kKGBG2TRc6CWAm2NOPp7yq8/y0bnHrSqDzr9SkHJ1SNk+tffYnYpsf0hnY7rTsWhHP9Tt/rDBdIfwqjh7nc6ndg/xjBqYZBxyBZNTzapd58/08DOEHg/g9+dIt8RUe0zeqG2gj+mqqNPSdKeukzTZ4HpJ1pSnfX3pH9rrNJp6vJfQX6kuixrlUbtJ/UKnpZLTy8CedPrpLEvDOJqIg2aRZJZpm66MZdmrmbYXMWMs8BuNZtqOXG4OVntchQvcKAyDrmZh2LnhyaKWZ+UstDLfKHyziF0mK7lRzoyK4cTNoK8+mCa5Y3qD/bP6BvpPPXVyr0qn4HtJZZOyqCS0Q/vWwN+eJquoQ52Vc7RRh0i/VfeP1voPv+LykFKox0QPkSXVmnimH9ONWus79WRm0+OgDHtbQjVVx+3zY7rrXB7TldMhN9JQH1xUp17QFa90emqA8hGINoiR65DOn3YIq0JNOfVE7WenFBGm4+jLKWA7PJyeNK4Io+diSQzI0RADXh1/TO8hc3vm9Nrz+hw7m2Dh7orw+xzZHNmZRUHZsQZ6an21imty/GxPjLEseQQngyTancs9ptmslLN6LS+5qUwngtZQFjZ4kZiojTRLAr893jjykMPLriohqCOT04meqCOC4Ggfry6ILsVjd1QtfwVN1b4m+on8TGk8qv6mOf3ksVzhOLXLdLc3q9PdZFNarPBY4agbU6H0ZItPZXJvmBlDB8cYx/QiTmkHaKe/fIWuIRGAE8PvXa2Al5OMqEkoUacXHY3gkWgSaPQVpALkk9FOpftnyKAvL4GQG3WL7hzIYeIuZuxfv/CLX158pV3q51aFC8cUzkRjvFRyi0KCsizDVQjhKDr22GNVTPtQbuQPrF8bRq2w7WdJanHLdUumXWbC9YPEdrx2q9FTdmwjEVnw75/48DlP6Kl7OidKdpB/EIpAlQyH31OF1ZKF6/7SfgXR6RLsUuJ784M/GTMm24s6AnOf3OIeN4/hquzCvYTHHcJbTVM3f4b2BpuMeYqmvzqA6fEKHIp7HvEKgxxQr5jgMVwRSksFxFt3loroFZ5PA45JRpwOHOoWMUxdNSl/muC7UAGnhdpLlIfpAfGEJ8S7Ojcwm/VbIZnZjNmylVvf95F/c7xePyo4t9CyUeofd8ohPQPVQw899KijjjrssEWD9Q7+TWX9IRTn9JGWJGBQSnZsn1j3wIa192/Yvnto+84hwzAAkBVHjO7Zcvzhi3/3i39zDWaT/j2ZSYhrR/XAVRdz3/wTTdbhYyJUAfw/9iBIDtWCxNG9TwtF1ZuqJoMHBSuE9aom8PCx8wP+0Pkj02Kmh/vS9CcPf6sJsU1dQVM3M4cef8AxnVMVlyjShVQsDi6Z7ufPErXoFHAoIddE4gHRwyuQ4kIFHA9RN1RyOq2HVPKUP2UM/TnSwSczTMBBRpBJmv9UBsyChipZK2Uve837xhpRX/+c855ywXlPOgtaRStnO4fZ1k1bNz+4dWTP0OjEeLvR9KNw+9YHYUIgrn2uzDnl5CcDDUq2PdDfu3jhosMPn7fwEFYpUWIXXzqy8YG1q1fcMbJj4ytf9Ox3v+UF6ML7K7qYmqZupmpc/5leij9f3oeQrtvHHgQVooCDmgPYoW5BqG8DzzVwIG/ADtWg9AqepmX7zxOhhtIuH05TaYGmpzv9OWhfDiGivHVuZxDNeOCYnntV/9N5FGXrtMkUz6oO+7HTJEuRcovQkxxDwDHV4YMsJb0dwlPtbxI48GbKp8pCZwSEzGN6+Yg50hkn/QhaEsqh1WmRGSbiEh3g0NGSxjHUkOW6WLO5KFeNvgE2PMIuuWTVnctWrlu/PSMRKtQBPyKH3ZLBCkkRPcX3sKvtebBoCpnkMuZFYdnCchzLsc8+9+zFh8x/2lMW1its14PJgkF7sMpctQhN5XSqpJrwTNUByZh61ZFPODzR1fNYSMfz2P0DGmj/rsrXpP0IQjTTsZ5yhVcq48iY+vuYiIJ0DkMhmiruFD20T9o35/A/Pa2pe3UzldMZQY9L4NCNR2/wn8YP6abThACAv6ZtHtLJUBS6B9M0CRyq6wZp3wo4psQbhMfgU66mUIngl5aNP4zAnzrTCi8QXJUDZHBJ31LRpcgmgdHS4hIUrBWzi3689Lal92zc/GCSZLNmHdJowJONVInncySOTlON6AFCkIp6Pv0axm3LEpZpcKgTeZoXWaFMlFQmtXp5eHjbi5/39Je94CknH00Do/BSFpQZlb2pkqKYCmeRUV06JE351NW1b03+Zdov/9OBgzQOnT7pU+pmcowIGcMDlUPK21QD/UXqNNwUUbGm6CHvNHV8qCQeQdVVC2+RmckObZ8ID2B6PAAHWmOSLUCToxiMRXHkOB7ehkli2yU8CpO4YjvaJ34+1qsSzyyj5dVwcZh7JSQIFtSiAimEnChTRfEoSOUHt3hLz/ADcYB7IygMpkiV9qAXa0Njhmftj8KoKyjw40rZgYex0ZHB/h6895sT5VpvwcwECgaTAskWMkcuhJUJFjD2w18sv+Sa21c/sN20q6VK7/hEs1yum8KemGigPtySJ2DmkAgZqdI6cD/Q1797aE+tUo3TxLHsMI4MARAEnEn9zQTcwxvliht5AT0laY3vXDKn59zTT/z7d7x68SzmFiwJU6+EGpBxFtkmdfUFuY4odPhLFVbihXqM+4dc8V+/xW9cspxOOkNYPImjyHXdNE0ti/LWbDZrtZqK9OGUxWnbplNX7UyaScrQ2mgkxK+0OyLUNm6pgShVKuRDcvLnr1MNpEk1NFFCn9LkOhWCYEC0etfwx6plTycqZUI3iAW1pJGLHnfsX9QzSF1mAM1s4JhqSNVGqkkM9MP6jqVZZpqWZDzMUtt0wECg/S0tqidPaZWPR4BDDYumTRPm0kaRjBNbgltU86uotZgpjsBfODylB0kiM+CLgd6cwgA7IP+uRVyDwNoTBVdX3Cudgr6+5qpPtu3evWvBnNlhGLueR0ypvQIiC04AZrLla9rvfN+/DrXzwQVHrt+0y3Iqfb2zWu2GYwvOc5Nb6CzTOEuy2ChgtCAfdpxGru0FkY/KKYwcT7JcKkyD3xyOilAAa0hFEpYdRVHVMx2eR+O7M3/07NNP+Mpn/2FuL3271qLaSDMgiwHIsGTOkXPkE0UgINLQo0gXEPmnSpl2RXnJT8H8iJaxQ+CpjEqXM/Kcc1Rggp+2bWfUrJODTQ8l6FRpnMYGrwhB3+NGcsAgWjTX8UBZ0jErHpmExcdMU/GAEJUmRDh1r2+QKC19KzLXKuKiBdh0DRu206Q3lQvCDtXlKNIxz5T1+49b4CiUWg7GA/eEElLBG5EsuQL+94tRNGUpHT2BmCfG0UvTEzS4km1gB66KCVRFEjPQE5BOSlcvlHqyZSDkzZAJWykmao5XRdIpiL5qQjQZBA9yELGKR5MXeAIH/wWwEF7xA1eDOurYYK99+4UrHtgZ8Trz+vLCcys9cZS1Wk3B4nLFQnqADGGYsshwbzkmYCKMA0TV01dvN33EKNOcW9A0aOxGkB2D1NEd0ygjjJ0wyGzLNWRmyKTXFRWbje968JP/8o7Xv/woKAWS8iQRQCl7NikqKndRTMABuY0lwaUQBAQg5B0lnX4lgDboLXlTT1ot1lulr9QZahZZor9OEs/Dg0clxEHSqozBRpsi9EoE0DC1pgukqvu91b5fhCBTNBUlYptOU89xM9wYHazX1AmP0ia+TNoTzd5e8JDiGYI0FJci0DF3geP/gnTD46rFj+46gwL0G0xkcNoDltBzFhXszru3vO+DF2YGmQDq2V+8ckgQOuQ4CG1TmGZeK1kvfsEz3/TmZ7qTYg+eIKHW+QCBE0gDwe+pR5AlHkMic7b0rvVf/9YPtu4ct916WggItmOlBo0jcMSiOR4BEEOWxvVKuV5x9+x88FlPf+oH3/f2ngrJFfkg4EhJLabxCrI+ABzf/smN3/7x70Z9NjD/iJ17mrIwBwfmRnEgs9B2eAhdJY4rlQq0fej8htFpd0jjcccdt2HDhizLoFA4niWNCEoM8BWZhm6iyucAC0pePfSjPM0cXphJkLRGF88Z/NF3Pnj4fMpFhrrmKd0QptEUzz/+01d27m6PjYWScpiH0oeF5Lp2FACYaGaIam3atVauDI2O9NbqMCddyy64MdDb9/5/eOvTz5xjkKWpFLxJXWPq5iGEIrWiwHZLjZb88le/e/PtqwteijPDh7ZCGhQ1CrWPahaqOPzeT1OlQyoKdUFNQTtjRx55uOvZ1Wp1oK9v/vz5hxH199eoORFQs0qzNT5YrULvSOLAcVwVHR7DCzU6CDmC5xlB4lOf+lTndmaSbkvdPIrwQD0zeAZ9UQjqt4Ea6PE5+/YPfr9phy9NtGepMEuP4Vo2nB7TqTnlvolWYFhuux34UfjSFz4JKejWJvHVmZjMiuo0JrNB+VJwAN+Cbdnu//zXl+4aCRCtNKpZga7fK0yvEJVcVKWJa6UQZTgD94YzPNqy3Oq2HSNRYj7xtEPjjEHfRb8NyYcFRbvLDI57cL9T7m+02tt37U6isOTaJnruNMjSwLEsdNe0HYX+QGqKXEpYJDKTQEJk7vDDDt+5Yyd+lkulvr6eIPDJOKFl7HRVfSISKxAtN7J6xTJZVDKz/h77ta98zrlnzIFloo152CgKKYHUxtAY+/mvLts1FI4087iwY8MOJA1aSuEYogphZqKUi32uWWGPt1NuldsxizPR8DNcjz3mqFOOHnAEFCAaooXBAsjAlZJ7lK5ZGjTSYDn8D5fdsfK+LVFq5WbVsCpSeLmgqlYpekgUTopSAfcXeGCfa8FraCwKJcqMo+GosRivbN89sWu4tXXH2L1rNy9ddu9Nt99102333XjbGu701Pp6XWXneo4HnPSDrOyVp/GssugIpx+lSAckPV6BAw8UcHAaISCG5qzZZt/49k9HfDPM3SS3kpz/5au0mn7WDDLLq4SxHBicg6h37Np63AlnLp5fRoqUjHKdfIAoK1rd0EQcQb0So01OO4flTbfew53enFejzLS9niDKktxMpBkVSM6JpR1T6qLg3ngzNO1Ktdo7MtJ8YMNW21t84gn96KGQroAVgbs8o4jpKyhGT59z7rkn+m22eeP6qufI2G+P74HOEoZJGMSe7ZRcL/KDJIpt0yKkywsLlSPz+XPnbdv6IHK5aP6CubPn7t41bBQCWoXISVXQIELam4xYERaymaejp5962Nve/KKXv+goCygG9Qd9KHKlpmEAHLBTIDPXXL88SBxm1s1Sv+mVctPKuJVCWckEDVvmFgyj6VdpuG65Xuuba5iu5fVwy9s90tqycd3rX3q+q4FSEdQiAAcwUP98CFGlcyOG7SbZtTeu3jMShtJGPTO7EiUsLsxUCqSFK2pY3YsY1f7wdn+0q7SVQ3vhCSLB1czo3GfB7bLp1oRdlYYTphw8M9FOx8bbt9125003LjfEwOFHDMCmg+oDVM9iZtI4MEjxDXEHbqhV1MNJXj6A6fEKHPgFXhOkjU6Ofl16xZ3X3bQ8swdzUTOEZ1Dv9xeuzPT6Zy+MM55k+XijXeQ5h0Qbeb3mnXX6EVNa5j7AQSnqPOhH+E1TrmDlVsh2j2aXXX0TdA1peH7MBfoxkxIi1QZaBrovEw6dYZkZTp6bPT2zwyAtlethmN133wPHHH36QL+pviwNJIQRptaSkFDhP09Tds5Zh7/xtc9YMO/INGgOVOzhXTsXLTlidLRZyNy17dD3hcHr1ZqkYzegggFTi9mDg3t27cbPw5YsqZTq27aM8dwTuc1zE2VVpYMOkfX3e4N9zktf9rQPvO8Nr3rpE48+pMdCmdLQEdSZFvBCSg6yZI628x/++Hdbtk9IXgM+poYNOwHGS5xLaEyuqyvfM1TBp64Q7CRnjVbcaIdJxm2vUq72G7l/3CEDRyyehSRgYQEvoHoAOLTS8XBCPSMHfsKEya6+7r7hCTSdl9G4JBQEl5luYQLLHC5cwJOhnqjM7G3xv3A1PYNXVUuVlINiiFcUWxAVaW7larcgfDLu5MzOUi5TPj7q33br8tUrd/b1LVm4wLU4g9qmCoCGUzYhcajOO0h3DQc6zWzgIImZvKEr/UYDKEcqND2gMQ6aHGDf+M7FW3e3o6Kc5naeAwTQjf6Fa1YUrVY7jhOvVKlUK5I+FZ/nebp544Y3ve6ZJHvK6dSJcIenlAd9Rz8g5CTcYBebTbSdn/3qsjARXrkvY+gAaQxX5oUsDJkbSA6JSnUFL3leaWx01HZchE8yWar2XH3N5c951lOFxRwyMmjQntQpMox5FkETpl324LslCyvPuuCkl77w7LPPeapluTu274R9BfUmTmSpDDO83GyMm5xwwxD5rDkDIyO02GPx/DkwBHbtHIPWQIY/me40FgK1BObJ7371yZe+6Jwnn7JwTs2MgnbFKsJsqGY5dOYospeHMBFSZIPxXaPFN7/9v0nRlxuVtBBRksSwqpCeA13HyVKD6rYAlO1ztW1IGhqMV+u9qC0/iCzLzlOYRfK0U45H1UHnAZJB1SB1iSqYhm6VwNEwBWUYyhGZKoxGPwz2uz8uXb95d264QK4wQe3CaEXb0X/8oNmjHDlRmem0dY7WQOXrK+ocz9E8uKKB8E95wFtOP6iJOpHpIKagNf5pRgcIGJyWzUEnRPxJhG4GJbLW3P/AmnUPlMvzFh7SC+CgVlOuw657uYd4Rv08oAm5nNkEIdVqK3gIbaascvzCbVxEbRQPb2XBNu1m1935QGb3o2ek77I/NmexrCTSqsfQtcapzISbGZXc7I+l95uL11HkkC/V7mnUoqEMGlRUUwoAqlw5Gl+kbyNBAnHXbjYrbrnkVYI4MkzJBDrHzOAZp2MxEtNILCO2GTkT/Xnil0tOVmSwcYRbmvBjP7U/8W/fGmvSQYHAnVYEUVVjhFnumAJGgpezUs5cTuufkNyJR7v/8KYTFw0Ytp23wkhUets5m7d4vltyISiWZRZuEPNWRKLLbTszuZ/lTcn83ApOOeO4lGXNtl/2SofMGZjjsbk2qzEG63xOqWIyp2JCEXAUKkrLBnAFyFLM2G/+dFsz6kmy3jRzUTmOU5Ts1CyiAvgNAEGNoG4fds3ROxsF2iaJQ5ZLgEyWxClz/nDthgdbrI0aAI4kTZaHMFeoVgG4VAlwEG1oXkrdkcxW0Imyu45tOTZURC4sYSLi3GS5aaQW005ytfzGKmihGOepAO6hOczIEAnuBfmUAAOrkPDPjdQQeBUJHnAeKoebgAvleGQYITdT05acAzvSFHYygESYTqkWS7OVMLtn9s5W+sXv/uibP7mhDbWIsVD1bkmMxqQwrDAlLehF3mcAzYxc/llCv9C5w19tlSjKDceifgrsbLIrr1kNtTmGrkGTtOijHpND5yIKKYoMHRr6Mwh6aliSOZK5t966bGJC9X6UZG55rpQwrjO19kdlhR7rG0SVGHQwqEIZuuouRaOMGqcw8LbjuHL6Xlm/OjecWNKwNmwZ/uJXfoRgkJVSqY8+/srMPIo7hVdABmFAuwqWQTDwurfCLPTVlgkpIkEy0RNmUPuTJIplGyY/iT5yDY0nDywo2laeFoFpQ31AKAvWTV9PFfiEXt9hsUNSp4VT/0V58jDxBRMTaQgJv2vlhsyoSeaRSEJtoYLQ0QTIkp7IQGnw/LFcofs0E+f620fwG+XlNnIBnabTRYBwURWOkis2UMXXwEF6gPKAsJNErQnLixAd+gatVSH/2qnApILoetSv0BF0/FBMFAM1mYHWTAxACRywkEoHU03hFvQnFYPSZihMnKZRlmeGnQsH6DHUCG5dvuoP16yDJzQirsA1+MMV2AGAU6nMAHocAMcjFYFklBgVnTX+ouf6058ucd2p0yP2gybZjrhBcz9RYdxzz8otD6L/nkqLRv1hMuj3fyNCDkbHGvdv2PLlb1yKpNFV0Qr0XPASbTWjxCkzdFHCw3HFfX8frTzR4wIQJygaMktM00zTFFLhuS6yDp1bX4Ep6CmllF7JgTUAb0EQPKTqIEj7lJN0bjNn0HmcVat3rbl/nRrLpLrR0jaNHvbgLxEk+IqrroJEhoBlKpbJTDKOppEu+Z+r+Q5QPzKpVqXlKkI5iLFySIg2wlGKhWFC85h8RWnpIWPl9oLPZE6IyISEAwJCrxGcW3C2sJ1UGvev2/Sr3/xxeILOa0CRTNOOwaAsz2RCEcwQ+nPVPeNoWrXT0gK0Og1mCnbHsqH1Gzc77p9bO/RnSLMdWGOK0P/7cbr0juXU89GaaHQeJn219W9NBS/Xe8ab4R8vu/4nv16GHME8yGGtALlgKKGvo5lfkiq0q1DAgX5sYKAPSEHmiEzBniWXtrEBRwAQ1Wq1r68H2gcAw0JdEWaA1wuoGZVKxbEscHsYhho4Hl48Jb9GnmSOU4V+4Rj88iuvh5JOMz70EtWyr4zvPyHptWvX3rO6aTtGLqFFQULVQjGFj1OOSP+Z3k5/mRBGVRVdgRQ0JKxAhHCEE44AUxSgqLd4rk0rDR/Twnbc9LSBHVBqTGhdtC0RMAEFynC9SpaL7duHLrn0FiSOFwhiO8SZGR1Q+f9YW/93hNI+Tmiq9RRRH1gUXNikPv7h0issu2QYIk3xa3+L3GFLkGIFukE/Yzvly6+6IUiJk2nADG1OHch+ce1+Ew1WCmdo3A9T+5e/vebmO8YMk4UpTfRSsUTKeMiMGA5mDjhaIEMZmz17tlYoAAvAkmqtTMOiLLdNc9bA4OzBWTBGELnjOEATYdKcBaBEwuA2Chvas2kODAzoDEynjnoFhd9xgRpRYbQztvSOu11apIDXkhZadeoLkobI6HZ/CZmJ0+zqa25CM+TMYRwQtlefx0PVPBS/evDXkkIHVK5WK3BDAEEFpEEYclDrCD4IJjopTSGIckr16ATR74mAdTKNs1gWWZLJOMmZ8Ey7kqT8iitvQNahdETQG9UYKRQTGnyfIdgxrZAzl1Tno0mBuGo8QbsdYF5v2saW3nlPracHqAHlvOPvsREZJ4iaeAiRadSg+MEihuWs2bBx2T1D8GOXOHoTmgVAu+/Ny9+ACmg6Wf+shUEq9ozEn//K9zY8SKyOUlHK1MPjNqYbZBUqSAH7gc2fN0egkxYc0gC1ol6vQpMAlAhh9PTW1YYxApFatSwgAtA5UlJPhvcM+b6fJIlpid7e+qMwilJvaAYU0mZcc83dY2NtmPtInEx9GsGh99OFer/gA3Ubp4ntencsu7sRQLag9zuwo+jdZJxq4+Hkj/2ue1VNHSL5B0agpDqTepgJjk+OhtDYN/lHvnRSitMe6jTBD2kcEt1KIYVlctPMci5zURhulPIt24Z27qT5vliVJpWZZaupshlCU+WcsTSNZ1SjaiKGppErxi6/+vpWmKDNUllYlt6p9tcRMRnqC2KA7juRhlfp/ePlV08EJLRkGJE1ix7pb0hgRmF7zCrbpYHh8WRkPL/w8z+c8NXQK61EB+ECt3fE0OJscLAfKgWscnBwUeQlx6XFR3kGqwQ4ghIBUKFuwGxB9651E8/zgtBHR5jR9ClZMCr9SZrUJEDcFJLUO5pP+eOl15l2Nc0mJzqVU76mGknZU/tDSNqy3Z17Ji67egVwCMlCa8qA04om2ZeKpyLv/N4P0oOalKtpGaMxXWIfwWJuxLgXcJB/RiPlerychlcJGnSASdVDER4SN6pXgAMwDBBJWDYe58wsOB0gb3DnupuWw5/j0o5HQ+gJOtWGM4FmPnDsJd321PxosiCm/rcVsZtvv6dU62uHULx5qVTSXveDCtpFQixCqDHJXgUPUzk4b/G1N922a5ha24+U5795faLnM0fH/DBhs+YfFkt33ZahT174S7CmnqCFBHQ8gkjIwL+sUqLhAdqXkqW5pFnPPKP1KDJPoUinaYz/jmWW6bAAwzaFV3IGB/qBHdBG9E72jKYMUTZUwkMJKTRbmcnZ8Bi7b80W06xACAzo9bTnbVIMSKLgVNXtJyEDhjCTjF959a3IRAzxMhnpTspSIvkk20FVO/3YzyTIP82SdNCWoAdllIQaRixYyI3QZAFuYBHCiQIP4RJRaChR818KINRMmR49V5khQmy0Uj5NkyQGAsskY3SwPIf95wnLu+mWpfCL3KcZYS/8J2mHjQ58mirkTCXVaiAt0lpW6M5wCDjufaC5c2RcwgKP0UsJtJ/2/WgEEYJ8EbMaRqa2RUyXFWW4kOVeAIOqPSMNX3L34suuBtOVK3+VWPw1hM7LlIUZxHkkxUQ727xz9NNf/C0KNh6DMx2aBKWc0lJN+EZu58/jaRbnRVYquabJ+/p68zyzbTuN4lq1Cl52LDtTMyxZEtF6tFwODPTZtjk2NsLQuwrjCU94gk57OmnWmWiHpaoZpOz3v7+ZsVJOK2IzBnPdyIpJU0X51d7pJ6o3DMOenh7TNBuNhuu6f0ZTy4psotmu1PrXrNv64HYCb2AHjTYQkQLYuYXEKsmdIjWz8xcJsi2BcXQ4AeWWJmvVVGtcZI1apZDJcJ6NlK0wT0ZYNl6yIrsI83DcMqL+mmvzXGax54g0jggjpikaU1Rk0kFVqnlWFJxzk1aMQSMumFcqAzXgnYZNVZs5/08a8f8pzXjgAE22FDXB1B3aAfJ83c137hltR6lRrvejzXK8n9QnH0LAC7AamBhtDMOeZhkIPqYYmjQOdNWaLXLGW0HaDnOr1HP78lWp2hxBxkEn/b8hge2AHDAQmKB1GVA9tuwYWXrP2l9fthzWRiOFdebRkgtZ0DowJUu4HHrIYpkmaRLJLBkdGYLuANVDCA6gBD4qfSRHAVBkgf43CqCG5FkCBQ0VAmMhkzCGHoEgAF7FQz23Q3bbHasMUQ2CvFSp5kgedgoEkoCWZnrUwCERMCKOY1Tynj178LNcLpMFpYctHongH2aUHxWJNC+5cilBkRY23SLwgR+qUVRh9TIKooeaV49EFBVpGRrgdEAoEVAl4qOPXHDqyYeec8Yx55x+9NlnHPnkM48994zjzjz1yNNPPmLJ/J7G6PawNTQxsqMKs0+m9Wp5Gl6gpNpswVVVGy0J0EQWtPbYaDVRA5EacwOwKM0DFuQjM+cBSDMmo49IaIN9RbXT/PrPUJNdf8vSIGOhZLZTzsAhUy34SKQnKUHgbIgTnkCudNODFO934gcnpAXnbrmwSvdv2LJ6TYQuM0nVeo6/cZXKlNZZ4AYcb6IvK5XBfNt3Ny768e/vWjviWOWUWTDQYFvnKILKPOySI486AhoHdAdXHUA0Z84cFNa2rDRODHX0hpZeS5jqQNK0VqmgpFBPaJFYFABQKKLppHpXTRD61WvG19y/NZF2ITxhukmGusBj0vyVF9SJrpZcA3SlUkElo6pJ8UElP7qQZ7k0bTuKcmZV/nj59RNtEkYFM4h5chbrUUP/ZaKBGKpMAhFkEYUyaEIq/si/vOsLn371N770zq//x7u++OnXf/2Lb/7G51/31Qtf9bUvvvEPv/jE2ru+f+GnPnjWaccXmd+cGPHbE8qOI120E+9ewhNddlxVbRCk0voO329TZ1NAP1OPGZeTYzcHPukizWxSrYEOs7N2EIQL5P7WOzbuHp6o1AdgWEKJTxLaJUWvH4nQtWYQmgRqqoH+UCu6uiecZAZKB/WFn5AaAan1qq0ok9y5+JLL8Q5J/B8Q+iYHAACrIvaRX9ODnlEznZ6t21v/8ZUfNFM2NF7YLrAj4Y6ZpSHxpcFm9ffJNHVtE0pTybFnzxooMjqJT8oUogsBLsCzWQY9CzKMDnDx4oUAEZQbNgWezJtDKrSqBlXZ00jBA7v8imstuxZF3PXqMewiAlz6vORDfavtrdAgUL31eh3pos4BHH+mXdAiiCXnluXWH9wxsnwlDE+ajFCNrKLXja7a/a8iWs1FCgKt3eBQHGgChWXtsVFINWWLDmqkU5iAuEXGygYb2ZPh/rwzez/5kbfP7quwLJo3awAVq6NT7AI26TgjR+XqOV31tqPdZJVKqVavEIyrzGvUEns13AOdkN2ZTXsZBp0bNR4cmp7+XHH19SkzLbfKhJORKk7aYMfzwwhMjCu6QYAFQESfHEOm6ZRpY5CpQhErziiE3QySIEa3X7n+ptsbLeY4ZK38TQkFswS3LcPkMB/CKG6FcZswsbC5NbBtR/SWt3+lp9dA92x7dpwFpkvFQocGE0TmKXCh2Wziqg0Qk9P6x3q1ptdxQJjpnB7oITQO0heGPsI6lvA8Z/Zsnb6ih5VxaILdeusyz+vlvBRGktH2OUSopmUnxUVdiXQ9j46OooZR28gMUOPPaBzwDwQyuAN9yC31XnntTYTlk22ipW7a7aPG82gEcFDTrHqRqKAlXvhT5K5teAaBRUUwoKa+r5p0P6/PhAIWttjhi9nzn/O0xQsGt23ewMnGUUrHJKk7ZNSEamgoawUegE/0oQYjlXk0e3Y/pQUrBfkmANYZmCrbAU0zI5ePifblme172Kr71ma54ccppz3RJs2HPTqDttvtarUKqx5dIrpB+CQVGrF2eJ5GN1BZWhBgtBvCmmj7XqWe5kY7CK+65i5wwGMaj/t/ozxJizThRupYhrDJFgAk5oVbqc/bPZru2BV88avXgQmRTWFZBSleNBBgW4LOHlVsCiadPTjABYPQIsJ6vQYzBY89z9PrzdXyjWjbtm2oB2gHEGyU6xEZReP0TTffOTYRtIPUdqsT44HnlUzbhAkwNdwAokkHtQMFMIQaLpfLqF6oM4BmIIjW7B5OiMGybZqjMSzAtFPqWbb8nk3bIipEJ3FV1E6rdoyOx05KveCEGrTuC1cAMqkGNDUqAQQEJ0XW5jIqksiCP9I+ModHAJHBGo1C91TdsdE9ixbO6wy87CWEJkUGEZJKQ8O4IHhQo7BGFsXtQw9bjDDILzo0yjWyPj2CA5sekR9mLHX6N6LLL7+KNrQWIkklEwJ3fwY1QBCS448//rjjjoOcoCeEZy1XIART1bQPZ4C1bKds2qUsLxyvfPllV+qnf1NC+eizKDRyGVs2cz3LBB6YwjDtIOaW3ee4g7/5/RXf/u6VaoIxT2ghS54khA6AAMhnpVJpNBpz5syBJQL9omCyXC5BhtGx12o1iDH8oODwPDY+GoYBqqGgJ50MPJz8mF1y2eXlShWABpPQtOyMNpftJcKtaYSEUNUvetGLANPaKsTDqap+OCE/QlgGN9OMxWk+3mhdfd31nXegaUmpKB49o49MChxoT4rGDjg6xAj1TKeykgKQ0dkZQlpqeg2GR+yPWiLTGwjTlB19+OKKZ48M7aSCdswc5KpTZsROE7JKicBbGoolb0AROXvOwBlnPkHnnxhTh3hIZR3ANOOBg5oTf6gBAPBoTTqdGO4Pl13n0FdUS8LyoAlEUZDGEXUopC7S9LtaDgg92KQTa/K8WirOfMIRZ5x65GDdMYvCM13Xcm1TT4/peQG1VXJyeDVNknq1An0eT7JcLL933eYh5tMKHniAIqA80RWsjCewkREDGAe9Dc3/EYdR56YXCz6c3fGk49RgAQ2aUQwG98oVGFwQdRolpa8cJHEYJVGcpdKxyzv3jAu39ts/Xf3z318fMSeg4z95nLCBnrrD8jiYEEW6Y+tmUphNC3aCkXEPfSg0LC69qiUcOogQCDJ33hxAAN6naWbwxFYfIYJOPZk3Khop14ztHkmW3bPJqw7YrhuEjVmze9utCYSC0OV0yjE6707ZlalYsKRdNpO/e/WSBXP7Si5qkzQPRvMvnZJS5EhLhUGNh0Eb6QgT6pXwoxilu/2OlSppNI1unSlC9jqt8xiJhDkXPLeoZil7JLh6tAJQltH6WzwAU4FZoNeh7XKnXKGSMzODPWixNQ+s3zM2Vunv17tu4RBF51BTVT8ovjQUMAEzUSj1JS2DZUcdecipx/drFZVGcShheFG/ZwLtX0UfaISWVi2V5kmsjEMnDHkrYHfdGw2PozN06ASqQkhZlFzLc/Mia1ksQVcL/dMkbdoKWpKnlmcKnu5+8fPmPuO8RTLY5uRp0oqM1EijVHUXaHHa/SkNOu0BT2ADm1mc+Q1XMMhtkLHehUd96aLfh5xFtH4i0uqotlwVnwlpCPyVdGCd3k6SoRuDU+UAgxGzKrVWtwhECPiSkjP0QCPYjWeGCBGr6ZlWGVlCzDYXUDtcMFwSmRZ3K+WxIB6OiotvuOu3t62KWBlC6VbYU5801wgmBiuWw+L28M5ayYNKkhTCLhwRsUqphML0DnpR2oSqlcVFpULYJKyKW6pU+0kMID1UFeD5HNiYQs9CqWPG/vu71yxYcu7QWBClfrXHaLW3CyN1bS+N7ZI72A5YIqEKlSCYjluRScyT0XNOXjSvhz359KMcEbTbu007M6Do8FROwofe827m5HrLlTho0WxPETm1mp+KjQ+GN94+QkPROU/btDKNZbTESjUT6rPD0np4W9OkID+cDJFDywJ2oOYzoCpHmdS6NYkGJJwTWYY4LcN2wyxUSkO50bbQCuC8PW22ZvPO6qz5TVnEphlxIyxkrLcucckKmuqWli1K1YI7WZrThDdilLFZxO9/79t9NZpODW/JrEhV90Q8PSOoU8szl7IMoppzEwCCJuC2B8d+96erJfPo4Az6zAcpw6ozIaTHvePCcAarptwweyp9tOomjs4968Saw+YOssMPGSzZwjbNklue3ozUJxEHEo7gjw1ZzVI413WZsEda0dah1s428QGMB+ppqLsiXlF8S99GIAfBoCWVtNyQujhSjDvxP5So79WOSOmweMTVoeF6rI0kA+UCiqHwpZLbajWSTM6eu4g79aV3P/DHa5Y9MEofI0EUCLl4/jy/3Wg2RuYM9C6cPw+GBY2yQkgT4BsllMg4LxJk0DShawCMIU+WHwbliplCkyLY02mSZ+h2wmRD4+y+9buHxjIgmLA4dBPOKTq16qmc0bE0NIiRyESPHDmC2yw6/4zjS4ydeOxiy4jrNZg2dJAQFRLo2MFNAlClkQGqclreAM1EJmEaM9Nu+cXSO9caaqOsVaYxbGYaEE8VcC/9ect0ighT6D/6fNRIRkMzQA7DNJwaqg6WXoQ+gpkJug2rmhhivMW8mgPjBmx3yRX3Xn/Lndv2jGbUMZAxg5aAjqX0JnJoqyBq79i5VebRrP4qi5qpP3r0kvnPf8b5s3pYjzpAEIHQPLQFEIV9bHk+EEi30wymTsdCXRKd2YOKHxljN1x/ky6akvVOK+In5E2dquKkXPgxzT7ajsnyNE2C5zzz6eDBus1OOflEsiYgTOiA9K61yZk2Lag6KggEWBM9hW27MMJbLX/L1gfvXLYNGQCqkA/iQBXmIQTx2EvwvrcJOlETKZlRIEWOWEp5UxxJB98ZYPFO/0wrEYw8KzLP87hhNSb8NObCqK6798Fvf+vHOwAmakV8mIArOR3ng/QF/MeOZyNCyiZwwIAehjeCq62x5TKNOziOA0OoWit3+JnKRlYOglC9Mnbn8i0Pbt/pB5FBOzs7s9d63kRPmuDWMQXti8lT9MCCy76q99TzngApf8IJpdn9fSXbLehoZhgLNLhAKr3avU57OtB6kDykhcSo9+cyzR3bQ0PfdvsdjRYLIbsoC9UQfdhSVZ7O6ENpnyrfhwopMsnp6OKMZ8qCNRNhpoazduP2pSuC2+6euGX5tltXjC5dOXbrXTtvvWf4gR3NS65d97mvXvx3b/mPb3/3xxPNcNbgHFi1QAnKi1o/quUfeTYMOdDvLJjrFvGexsiGsh1VzOikI+Z/6n0v7VUTNBZT55JJ6LCWyjspOTOCFDvOZDIFOAxNZpiOR5DP2A03rw5S2jfU8aG4CwTuoR6b2RHNITgqFEsTP4ubA72lJ56yhMxQxs48/QkFehojAZyoT/pRhzAp1JOtSk9gV9CWMKjVNOdQ8PHx1m233gGNmTge2if8alBT2KbzQKyFC3RZZIbEniJ9JEKEAua33usNECHpUPESqFFA3BFewCvu8cT3/XK17rqliXEfGR/sX5RE9jXXLPv9H66BNHs1Rmemuy78+GG7UoERkEJlKCApSKoogH2IhYYh6bMSybx5tPrDFHgiAAE2Z52VFiTANH+J5KOcXQOAVitahG0lWRomMVQsYRH6QKErJK0c4ei/mSx5lsVhKgYnHLtk/iApgRWTnXHKKRKgQ998oIMwaMQnp+FJ2INqFz5S4YybtMOGNijSPgDLcizb2bl76MabN9AxyahN0oNU1kijnGygx0qoSbIHtaFEGimHPWgl3LnwS9/64Cc+/48f+ew/feSL//ChL7z7g194z798Gdc3vfsjF375O5dedfvGB0cK7tVqg0DLbdu2U6UQ2sH2Uc1EWwVRE2xibFsS7O6tweyaqJjhe976yn/5pxehi1IjNLlZpIbMBPKuWWF/s///H8144FBcQ2vxUPMGFEjJrrz2BtuBUa3fkRo/1SBgR+GVYHUbllfyapZtJGFTGNFpJx81W33uCO7kEwZn9VdMC+p24JYsGqogQ0GDEsWBCMEZ6F0hUBC2NIWiLrxyDWyzcvX9W7b44GS4DCnDL6wAygmFpYwiI1p3eARSCAVHvToBBang6uQYAg5iR+ANdekKOIjTFH9qjYO8AxGynPX0zfKcnomxuDVRVCsLfvHrq3/02xUQiVnzD41z6FkJgOawo5DDJEnbwAhYWhmtOicLA/gAKISmUEO50V1K6Ti2PvNZ5Q8ELyYqGvlYt6G5YtVay3VN2odGijryA3UFATOZZEkkBAekZGkiisS1ISBhnraf+bSzUckyJOx4+nnn5HEE7cLKaZRaAaWe46AaoIFG6BKmRXZTKumrtIWRJAmn0w3NSy6/muY8kCS8K30jg+2J+phUDx8LUU1y+l4CaXDoBTjtWks4aRx2dXZk1MKiJzFnBUa/zwZDMTcwZo3G3kRit/KSn1rj7WyincAoW7zwELAEsq6gDjVF/IZ64AKYCCPF5HL86EMHPvb+d77x5WfVLQZLzZaJkfo8CUmnoqDITaeKZwQ9GhPPFEJrQyDp40EkrgbbPcLWrN/sRzBaOkWDrFIPoAiMaHAzSmDVkEJuFEkWT9RLxZPPOBHsB4fYIDMnHX8YuvBchvSpkL1Nqh2IooNQdaYSJYPS4Thl2/KGh5u33bmCpkCJKdXBXIhREUEGEXKlnSb99pFaQYuQWlmgAkCfpyVG6h0eULFwowoH0MzdsptmMbADWIbMCO6ywjV5tRWw//7uz25fzgZmL4KZ1o6CJs0EMcvmUexDt6rXaIyDrAwYCOrcbrVkFGqIjOMQNxWPthQjYcIPhKRTV8n4X3b3fSMNP0llnKWw+mAEWYQyncWgiAcKCwAgjX2agcniLGoP9tfOO/sU9MkWUCZT1kpvj40SZBmJHM1rdEhDNVJDGblp51CzoIMURRjGZD6a9r33P7DpQUYb3RVgkSNU7dTy/hBQmKZLqPehzsHIDUEHo2dswpfN2AgLr525LelFrBqyanXWYYXTnxQls9xf653jONUoTCfGGgRBpCOpwYpJUwVam+MYUGlf/IJnfu0rn3juBUeUbWbTzFJDLQNDjwN/lAeVkb8q+/8/0SOx7EwjNDY4DFwDdeOyq27z41x9iJDGI/Gn043DKbYHQ4OzIScyjgoZeVYyf7B0+smHoQ+1chi8GcDgKU86TWZNS0D7BtNTd64JcjsputTCNPaPTsWywTMx1BjhFIZ97Q237xwhT9QL0iH75BNyiSviMXJSHxSDUneHGy39k6QjBxE0UBxgxJxDDRAFumPaxw2+hBqiBgLogG4qplIIciZNh/SjdtCI07RarXtupdVKe3oX7tjT/t73L9sxNIEc2q63ZduWMGT1ejnPE9gPs2ZBhyB2N02YCdzkor+nd6SpzHVId5bMmTuLco/cgMtVZSC/oxPs5qV354ZNs0fqU9UGaSY8VlVLoAyviJRGNxIHqkEamaI447QTeipM8Kjs0se0HZOdetIxnsVpSRtqk1Q5ukKSoXDQFyN4FsYx7C9l+xQwgSCNtKwi5xDs319yNbRBOAUYBoBL3e4HURUrjEK3v6+qAqPIRcVz27NLVcMu0bmITsVwqsNNGLemtEppbk204mYzgKJSK9cI3wu93V/XEcCD9jF/+lP/duUfv/5P735Ofw8LA+pmkFeHjneghlTtrJhT88BDR3gPXJrxwIH+KI7oREC48Ta7+NKrJEdb9+uxKjSP5gniYWpPstthdzuQFZk5Rtpbs+bPriyezxxOEyVVm7SI0087xOJJtWQZSvtV6YD0TQeDOgMctLPDxa8oTKCoOm511b2bRscTYg/o3R0dn9QToIOq684TEHRjiq1jlUxRJ348V2Y/2FGVhA6PSQCPAtCT0/CHoQYR1ZolijuMfGj0XsWtVD2Zx8Njw7A4enr6JlrJ4kOPu/mOezZu3i4cr1SuDg0NVTxW76miKkqu6aIPNOn7kJZFW1Et2+zv792zBwXETyPPktmDA5B+lSXac4sevhmy4bF01X0bcu5YDm2KJ4wpCgAWEoVH16W17qTGpAlAybFR20nZs0879URVjXTwEKBFZuzYYw73bIGganENzTcph/qjG2BrGIa2TatX9cnsiFmYFkwL061ecvV1QI0go6YnowYVJ9Vu0/0h1DBVKWkKuKFhFSXO4Bkps4jlCTImZZjEbVh2UeJ75RL0nShO4zQDovX29nqel0QxQmmnP51JMRPIiU988sJXvvGLP/r53X5AX8DGI3UKndI0qDZVGH2q0oxZbk40c3L6KKSQHR0vnT5xy50bJ/yUWV6jHeApNaTqTzpeiUsgCCGXaRHHaLp2c8SQ7ec988lQG2VIH+ZAJwfgGKiyc04/yWTQ/QNEomV+n5rS+ksB3dok/QWahldC6CQtTK/3D5ddTz0h2BlpI3u0Xd0m9iBCNBCyTmST3VMnejV4oexjcJYg277slqMwLDvmYF9lVn/FyOOq56ZBYmTc4k4SMouDk3vb7cB2nExGcRakRZgbkesBAljTb+bcbAWyXOkzoG445YlWu1KtImuDgwNRFGoeb/tN9OUnHEOHR0AGZs8aDP3UtZ00DstlD7XgKn/IrRpPZa7H/nDJle3YqNZnJRmJt7YjTM5LjgvNhepESkiUviZJXKmWwqD5zAuOUyUnLQH/BWfPf+5JaeJDK4Hqrj4iQfs4NHzQShYjR/GCMAQG0Yp5mcMIShK8spJCNKP80mu2ogKRJdRVlkLT2Xv6HontXyLSEWCZSfpyhIWaIuCAwQaXWSzpKXFR+IZsmKzhmH5/PXfMsNUcdWksWNimaDcnHNWyFgxf1SWgk0KsIKSOSgioS/N2D4X/9T8/f80bPvP9n94NzDUQNfojZtNx7UBr5BOdgy18VBrK8pdzfUBQh4NnLqGFTPRn1Fxs6V2r94y1s8KGzpGrAbNp2EHaND3J06oHBdSCBC5eOM+xxQknHg0lV0CfhjznPIrY2AQ76ohDc5n1VKGCUiBK6dG6A/0cV6jXhghidtsdK4Ym6Dw46lsTiATSJ6AhnlLeyDuxCDE8Pe7EjHtKDIS38GkJc2JsHGEFL4456tBXv/JF9RL3myOz+nodwWWU9fX0x7Hcs2vPQP8cFQrBAV/KeFbiB8GjcVQDjG2jnrKUzCvwPHR6jz4QlwEmEBA9OVkryB7qoKBt71AdkjQGGiDr8+fPhR+8haxTiSTbM8qW3XMftypNP1ErSh5K6L31J/7JMEzjIAgajfELnvY010QMqFELxj0lRzoGO/b4Y3pgwJCKoTQO9R2WyftOhagbcigiYshpNZ0V5+KWO+5BR41coZgmhLBTk0TUozwGgloHJ+gKEFFfeSgSk8VF3LBZ5InA5S2naFpyjKdDZjY6uy6MtBH7Iy7PeqvuxNhQ2G5Bs+pEN40U00AtdWRR4k7/aCP/+a8u+9DHL7r8hk2FA/3KSgsrSsEZRiiTgmWmK1DgmUKP0Oozi0hWlIgOT0Bi7/FTdBkepENpCWg9MpuV8HeIDp2GXRHH4+PjzebESU84uXcWdXZgs4w6QWa5rKeHPef5F0CaRkfHUUU0MKHGJgiGpqJSpilhEjEI0kKvAdvDFFbl/g07lt+9U31nB7F5hAhqByQRcTYc7fhS3K6fKB7rUCcB3/dNtbt/oK8naE8YRfTKlxzywuc/JQnGLCMyoTVF7SyMS5bjeVUS8E55taqfFbSWCbJHxhR0GGhGSIi6NMiG2rs9b+7cildB/AhmcYNmT2lzMC0/rVbLNDwhM0HPs8MOO4xiRtzQwdQnpm++ffXGLbtMuwpTBbKsMRA5UPVDOj88J1B+gqhUKtXrvbhalvWMZzyjGbGAFLsyracikGPcZmc96axGqwGk0OvxVRWjcjoE7Jt8oo04ODXFZHoZc268bfludXQjbeCnSthPUjNWBlQlAmeCTlFkVi7NIj72sPlnnnzEuU88+tzTjjjv9MPPO23Jk05ZfN5phx61qHzOKYeefMRch/uiCJOo0dtTcVxAscrzNOTqZLVw49SReSlm3uYdjcuvX/bzi6++bul2ALYUdsSsjFlJTmNhnS5lhtAMyuqjUpSQtF157co9Y81K7yBUTjUyCk5Q4qokHN40X/X19IC1aR0R4xNB8Pq3vD6nZcYsESzIWSNmQUKa9OxBdujhx9R6+mmsQuECBf6LBDXBrZtO7U+XXYskI5hNtq0WXRIhCpWFTlQkEpRxxTCaZ1Q+cYWkCEG6LpT5cslO4/b4yA7YUG94zZOe96yzZDIctXb3VO08DWEa16u1iM7Y7xAJ2WQ8avQWyEEIQk/yAqoFXjdbbLB3wHEcEzDAGMAiy9Dp0dwUJHywv79Mok7GAfSF+YMeXtHiUoqApOHSy67hZimhE3agKSi80GIzSZDGebPnlUvVPM2H9gxPTDRmzZpzzHFWyaUR1oQkn5aBoJ4tk5117lE0vEo5nHK6TlBiqjCFHWilTI9foh0lNAMYFtyGgnnDrQ/gKe36RSiant1fombR+qkeDuMssYrkw+9/x+c//fqvffYtX/r0m7/+7+/45hff89V/feO3Pvumn33z3V+/8GU//p93fvwD73jhs8/rKZlR1EQPRBaTcqQQTTYxKEmgeooM2GRWemYvrvYvWHX/g1/8+veX3zeGNrMsL0cdwKqkolIZVfFnAO0t4Ywm8MsfLr1C2GW7VPfBkiZaAjyH0pEQThHa1Yep3Q6SnPUPzp9zyGE989hEwVqM0cQjlAOP5TbNNY7GbGDeoYYodSZElVMRdmpMM7j+C85WKIArD+O8Uhu8Y9mKe9eGnXOztJ2CbJDjepuleqG1FVDnJ0jHA1ev1yWshSBsTozVq25P3YHf/gr70PtfcsoJ81g2VrKzWtkM2xOtsQk6dIcGSgUtJkBsheqToT7Rmi6eyxgGA/GlQXYKCfMuJMVj5DXNAGumKSSNArJyxYGRUqtVgBpAE9I6MnouaXqFsg81avPWdOW9ay23CliEAqIKQzodwQc56sORgaGh4ZiOODZdtzR//sJzzj43TalgkAxULwDaz+iAZVQ7MPqJZ53V0RDpiuCIVaivnKA4IFUnkzWD/6jnJONpLkr1gT9dfhWUJVqfBrkjpWH/CIaZBF4qzZHAixBK8iKNWi2kjQbUi7WAnYo7SEMoM9ZrsuedP/i6lz/psCVzZOz39fUqOEM8SvkjQjyUWykT1KRhihA1mxUZdyfCYsO2oZ//5rLdLdKVIlJzHWQ9bDU7SDkTaC/LzlACO3oe276L3b9ug7C9KJFBGAmLPn2Ot2Bl1Y0oplZkOnapUp5ox0MT7Y0P7nzWiz/0ktd//IIX/vMTzv/nJz/zU096+kePP/1t5z///S98xcdgP0cp+FGJYoeh/3J1hTHSc+Isv/6GG/Ezg8BZVqFG0hVPTLIVXOe2E6diuI5yBArDEGhQqZT8dsMURU/da4UUeFYPe8Nrn/3EUw8b3r0xCScqZbeQKXpMFZ4YT2lbBCJK6riAAZVneA3WhHhbdA6H0Zzwyx7NIOrUARNJQl+jy7I4jumMDPyRaQY1w1YHGglmqL9El11xJYN9DhGxSvSFIUIKQmdEPlkSijZLc9eBIeUCTXfuGr7h5lte+rKPPvN5H3vuiz559lPe+/Rnv/dFL/vEBc/9xFnn/OPLXvefF//hUjL0KIMaNZB/OBtoqGqJagt/pma40JxRmiaSl6s9q1evu/c+v9O60Gc6d4+JELlEL6/S7FQhhSfscKyi4nTWBKLonvp6nEtn+aRWGuIGaHLYfHbOmae4Dmu1xym4akR9VYSKkGXPKoospR1VDCZJK0ozw6n1zrv25juuu2EFgAPqIJpGMG5C69mfzP//S522nsEEJjLYxRf/CZ1rmhdoG2jeqVaspxFYUjUqD6PYKddst2yX65WBObvH29tHm8OhDI1qYFSMyiyrNsuX5kgjHG8l0rDUdtgOTxFNYYfqnaZ0DTgVP30+w4/TcrV+2x13Nv3OoR6GWiqm2IKEiu73oUdoBd9vcc4r1bLjWGHUDoMWV4s+EpmecfLc17/2eUccNjsKxl3TgKmijg7VXb2GDEsv9MBPaA2QNzoMFywKLMjV+XSSDfYNuLYHxcIWdGIwQAoZDZPQhE5i22EYQDCRjaqagtGFh2yMjrPbbr+jVKkmWcZh9cBNJ9LL9J1RLldpppw+vSBzWYRBHASRH2SNgDcDU/KedmgGERCvNDYRHH3siZMmIZIi1KCF9mr5OeIk7CDc167TFMJ00eJBmHLTufzyq1Vm9btHqMxHI9VkqKAcDuCnW1Mvxs1SOp8ZKlwS0NqZIpP0FYO4zYqWadJ3Euhwn4SdeNzhlYoH2FXxoQ6RW5U/RYAj0wS2wqJEN0BHJbmlMtThtOBBJC+/8jrYxQ4wQ2lqgHJVvplB+1HL/0fUYY+9t9MePPQReBoCEjP22z9dWa31Qx8vWWU0AJRw5ZtkW7Gdkl40D9mcCUx30zL8oDk+NnHU0SdFifDKA8KrNIKkEUC2nKywS9XBOKXPIwBrOhsfKQpEqK3QzoDrJI+gGiG3uClcT0RJkBvuxq1jN96+NuXKrOc5hBocpb7lg18wf6gHV6ADQhenRYOOmUNUYOhqrRSlfqPdsB0vz0QUpnWXkqkJjq7vGece+YZXPb+vxxgeXm9wX9CHawGZkAMFGbpZDYIMpT0DufJCZFkGa8HgZtmwPI+299KuV+SgVnNq1RIpV7ZVrpieK9JE5Blt3qtVPNgyiC6IaPyYloPsaIWpleRGFgW2OliE4ElVBGoJSapCFTKPIU5I26uUK7UKFJhybz3jpp8w4dasUg21nTBzYM68ZitotUOYl1pLUnMcBn31F5hN86NTYERn/Ba0QpgqzXNcWziNifaswQU337Zs3CdI13PD2rdSgOBoZQZVqXpIzEDUiRF5haZDIVV/oNQOWp4LZ0zKP0eEBeVGmIVpG2inPArxxHENxwYWOLAmK1UYMWAMJKVTV0kr1AtD3zJpQzZqI4ijgoajzTDOaj0D96y41w/IdxQxWJOUB9p6Tzk58OkAyyUaFDVPjKdvocfRWjtqjYJlNBJNLoV9jNfoDQrmM/aTS1eOhqwVFH2VWe1Rv1TYNm03JEmmLoUkiggcJIq8ZNsZ+o1svOxkFccZ2TFatfrSkFZz2S56B0m9aO7kaeGZRS4BATkMYMiHFFnBk4LTB77IqckaaPudrl6TkSTpbgGx4tWxVvX2FeOhYOPQg1gqRQOMKYoEva2ZeUI6ikUgDPBMVgKiErlj5J6RE6akRmA4mRRGIk0hemyzFw8BGR5D9GRsv/T5T3j5i84ZGJQTrY25mDBMiR4YVlKSIROZJQrHkUXWYimzDSuWjUK06XssMDu8PvR45RLSGItT+gLh7MGaTOmTUtCX4myo1mMN7wFEzsngzyCkA6Z4Lq2y+M1ly43qES1Z4VbJ4m07b0G88B5iT9vD0HWjuriqKJYIAZwC/PoZT2OWBUWS2gBME/ZPI4qsspdbxjgMMddB0ZWY2XQ6hpoTtXNpFzFNcBBs0y4VhUqZipxENAtT9BjzBxaNDLeGx/w/XXMnsiJdR+GkYhhUN7cN7jHUozpWfArdNHXajk7xQW1xWzIbplleUKJ57tABYMQ/9C1oA5ZmwuIJYLHEe29WzL22goplq+7KDRnFTW7EhhFRx0DcCwhC+5KzrVKW0U5I04aKxGQBLKR+KJaZYZnX3nin/sSUcABWhNw6bwc+HXjwphBh6hbYAacfqM6NnGUrDVl1EGD3pSvvZ1bZdCrNRlBxKtAqYdjrEfjppGdVKRgc3UHyYVWji3bRwOB+SRs5ISZWAQMWz1UY4gHVi8KRKU9ThmokQs19gNRIgdIXKDvSdgzb5r4v3crcpcvWP7CZcW7BQsgJ5eABoZA3cDGFUlMJ0JAhvETqNColQmT40EFhlDp9B98pSBOhEtPvlKVBXjLZ61/7gmc8/XTPSaolI45aKAxUJM8rV8pV3/fHxobQH1KayKOBjj6h8Q1WBHE+0ZZzBpht0oHmyIdlGv19dSSQQfCLqFyx/SDPEseEHQMFniZQqXjr1rNte/yxNp2NDIxxTZjldJCaahk9zEI700Cq25+sf5SULCYLgpkZdspxtWBgwAGkyQHzkHU1wIFqVZWKC+JD54/4AUtUMnqqrAncUD0URRqngQ80MzNmLV95Xwv2nUpVJ1wQ0RX3HErfIxMpdzo5XQL9FDlJ0T8paOBOmb7uZdgF7cb1pFGLmAWuQyp+znYPN6I4058W1VnHn05HQqXGDWJVP+kJvOiC4MoNLsIwpiVrqCE8fbQ8HpA0WaQDmFTdqxsSKPWDDtpVXM7Y1h3F0tvvgqFr2W7Lb7vox6DZQwgmRZ0ER8VBrEkqu+paHpujgUYKrlmRSM1WTDqdLSLyoH9Bq0DeIMCWZa3fuPGmm1bgIWzcznwH+SDpQN6USvxYaSotUsZdZtGUB+uvGG941SvPP+fMieFdJYs5PI/9ZtBqQh02oUlzm1tkKCFLCAi80up3FEUTE2P9A0zK1KRziGkuc+6sQeSvyKHK5QP9hoSKwHJYfaCyg/AkrzffumxoZLQdhGoPDe09o8NIqSNX6y80kZAQUkwOslgcfW/uKVdheSkvSpJ5eeHluDInp1EkGkiiKQk1nwGXwU7ieSqU2UBZ7sjz3lqgT9bqg0hzyy7ZTmn5itWbHgyU6JFpA38FWp7aH90B7B+CJU1TNwrp4CNVioyErkSL3g0j5VYCx9yAdBrSs4Kc+Znly1pMkyrU2HDrt7Kf/2LFVVfd3mzJWn02lCTVxIpoNQocVBUwIdoaj1S1kCNzTNWSAVxut6G4KIIf7WYIoQAzgpToCvA6OJXqN5PohqAdsJtuXrprzxgD/xVCoo1ouyRBBoE7rhSM+jHVWlCBtULx2B0SQ9LTGJdOiyDRn+QDZEblja7E5FmSwVIolSpQUEte5drrb4BIFeivKDbqyuiqPHecDv7otFdYFNEadiCBxaKQvkV6+AL3Da96yeGL5xpJW4YNF/BhGWEUCNMu13vDREK+yUxHHw0ZUVTIPIljKFSFTGk1aAEDO6pXykhHDTMY8/qZbXGo6tRnQ+xURnG96+6VYZwagiYXE9K/IW26CHtRQ6kGGjj0qb9TCKKxA5Dh0HZCQAZ0flgkhU0qFSGREmM1TqlQI08JRyhSHfckIXKqQ6gctuemuSyEaZjunrHmDTffqfPBoVDSFTGmhTIqlfmCFB5a1cQnXOZ0PiMZQeiI1HkcZmZ467YOL1ud37WGLV0V3b7Sv2NV847VY3euDH7+6zXf+s6dn//y9Z/+t//51W+uDmOnr2/R6JivVNRJlqA6USvxSGWhH5Oz43oMi2aaaX82VK2MNCJViQo19EloM4F0OQ8kQvVNigqMVE5soHpmVD4YQoEACMo+6jhh7KprbymX+/PcjNLUK5fiLGZgBabO6VTMooRfr8nBD7Qf3T9Gp+oHcehuBnfU05IjXu+0Nxz5m4QEGMGuQ99YwK9yrb5p87bl926zWZlEBZ4RipBCL5HEDXztB8G35fBAHeZV8WiVPNjwxKPrH37v22dVrbg1XLHyBXMGCpm1Ax9gmkBqYLVBbkgyAB05VCGhjsxAbCWXziqFqSHTRKsliA2aM64uzJhC0qfGlEGGjK5a4z+w6cEcoR0Xl5Q+0wI9CvF0ioXiq5Yh1OjYYuRoTsrILRpK0Ga/mi2GFE1CM5Kl5lXqAZwSYMIObahQ7U8jipPgmRlhHAnLjKWMMhkjW3b1sqtvDNTQGN7DgXWooWg/McCRlrHoKPYleEdb0DATehpSeWgthpUY3r9/6b//6SOfe8c/X/j37//suz/4hX/4l6+858Nfecc/f/5b3/vj939y2Z8uveOulVuHhlNh9dnuQBCihnVZQAooKFpqZeSWmFDZJp2sqT4MoIgqqlZrlAkYsZRvsNnkUr0DnqjNZgKhgwFQ6K6Dxp4NsCJjK+7ds27d1mp1MMvNJJXqK0QhrUgkVNHtR5o0hFrzHK4KhqbY8i84Go9jEbTXKexQwgD7RQGF4gmVSqexkQC6kUqlOtaYELYVxXHG+FVX0TeE0M2qAiDUJGPtJ2po8pPEK8OMoqEfGxmQrIjY+U+c9ebXveSweb2NkW3+xBCN9aEK0K3R1ARpDSg3qQ/ADwM2BohYeN6cWTBSABMokswSxMhyCaZWDE4DPpDk2XPn4DFyfu11N4+OtiEb9JUTFVtOK8emD+ZRDUMYUEJEjjKi0hAPHLRAQSajss7ohp6rCaZMFIW66oOC9S4b2tuGiqVRUapRFRVVlWpE5Sgu/AEE0vY0My14qd7/wKZdy++m79FqomUR5CuD0qHWu1IkBO4Ugx6RUW1H4kpbqHUoFFC1lFWqD6bMCaUdsXJQVAJWD40+v6iOh0Arr9wzb/b8I61S39Boe6Id9fQOdkxRihSEkpKNojIAmnqu64cc8SUzFi1YSH8oR/QdChplniGELB9gRBXZuVVEjEIPaBBO0iAX+I5GqRm6l8uvgSHgxeBMGpimGXP63DH4j1Y5kSAQKbwgu4Vips+Cmix8jE4wXxgRgnC1nUVFR5ChTB4CDsUZHQe+JGcImtSwLIhWjI5TWLfdsWL7KH20UHnScKM7Frj9IwTICtqWQecCx8he5wQ6iO8bXnHKq1/y7HkDlZGhLRaXtVpFnYtB5+4hoAILWnwOPQJSBMLDWbNmyYR2WdG2d8AA9ZjGYF9/RqKUwhC0HXPBokNQ7KFRdvMty3NuQ5hpFAQZIXzg3OgAh5IEPKLmUfIJOEhRb8JABfpUjSwwiwgozI22Ccd8OKsI4aiqCzQKnf0Np/BaVTW65Yfwp8Y0RbZtR1CU1OlBqFzJHGHXLr3ixjCmM6RBhJIkr8gsmSD78BQRoqJKQG7RlkpF0m2D9iWdSNIRk2Zc2JlZjpjTlmZkuFHhOLWBdlZs2r57554R0ylXe/vQxDGdCf3IhJKQQ/LU5WjIIB4yDQPu8EMXww/gGwlDKVR+KVcHPu3bMAcC7dvC+KWyCJ0T3R4IXQTwnDSKls/uWH5ftTbYbCUFbQC14jRB+0v0lhSG5EujBoUjmUY/kJqsbRXNx+pYyyzA9BDRWB+io2KDsUrTe0hA942AJOIGvMRzWYyNTgwMDERJ6HrlWLLtu+iDzErpgBMAGKWT6+LsL+We4zb9hizSsuPlaQxrpdfjsNmcgr30Bac/+4Jz6iUOqwDYEdEXSeiwcuTQEGp6GlnNc5gswBR0xJ7nqcPHGWCO6pnMQmPRwoUWQFjNpuR55nilpGAr792yZduQ49YMAYkixhc29aJqi5xyJBUqDlQzaRloiFAYbWE0yfGmacA1bDZhG2O4OgVc0ynaTtFyct8pArsAjsBFVp6aeU7KEklyR/lXgkeyrXtsPELKrVYjlYBgEcVyohmVqoM33rIsiFmY6KqGd9VE1FYkkJQ3ikijQ4dQL7RsBFeFfdqhIJBjmA/CdmmbIreB+OiZDMcZbzdrvT09s/pgBYZZRDqEQUdDqZ6gQyqHSIhu97Iw3YFToFvRYW60XoUVc2bTa1XImYEXU9Qp0oFCurZV406RvkUHgrZphwEtWlJC+KcrbhudCKOYuW5Zqg+1mTS3mJummaa08Lunp4dzMwgi9E62KdI4cEwpw9112x8oJx4bN6JdTj6Kn71uiJ8Pd04BXm9X7YylvoxDmxsmrGnTCjsLzDShyTutjuQtISrlcpJErmsHccRtt7d/3ncu+jnetiDeJS/J0iSLvZIzPj5e9so64F8kPSqhiRZlkuqVWzSASUm7FpMxrUZ/398/+5RjDzWyVuKP91RdThNMZJvkRZamSalUAmTg586dO4XB2u2gUkMVkcVRr/WmCfrq3LZclGLTpg2lspvl0nZoHOTKq26Bl6ygtSJIN5PoYGmoFdWOQiNIkdMJXUAjvIOhlKftKNg9Z46TZ7tFPuRZ43m2vRf6frrdYcMu2+OxUZeNecVYKZ8o5Q0vb5YN35HNPhcImEi/VffKo5t39lb7dZEVIV972RWgVqmWhcnjOAZA2w59tjbNrV/+5nq3ROzhlst+EECIoY7QjhsNFQRwKhKl8QHDgVCmNGlxjQSCdJb/wOVZaplUkiQOoGZBnc2LuAAgOjIufD9teTUzkYgf6m9sWgRM5AihVD7V8DAczf0R2iGpxCgytJhpJHkaZFH7xS98lmcRaqDaAGaqVmcMkbHauT1QiCRB99+4wx9qC5YxVKspaBTadCG1sFM+/MkfXnvLvdKcmzIPfKDOfSHgp/CM+LjilWIoIVFcrZSCVrNWr2TB8EVf++jCud6cflIKIQS6waOEefbeJ1NXjVBhyn7561U//Onvdu2J6/0L4oK7nhck7UKNfdBnNGjpFQwYqNZ01j3ywQ0XvbFMgyJrlZyo5hnf+Mrnjj6ULb0r+8jHLmzGhVPvG/N99OeSlCT0e1BTkXfoDWTAFzxmIiHtNXUcZjlZePbpC7/2xVfZNPKiGZMYDjlUkoA7qi6o4+u3xbVB5yWv++TusYS7PbSi2aoDaQ078P02zx3TsHs976RjF33tiy/45c+vX7X87q9+5f0XXXTHilUrv/Kfb//QR7+eR8mXv/KB93z44tvvvrfpj335i5858cjyG17zwTSrx0Y5MC0YFcgerDUncyyJnllyixauQoUBJlpmUXJyGYzM7rO/9h+fPGqJakg1jI0b2BCoI2S7k39ST4gAR+jeoagEKfvgR390z6pttb5FSVYaG5+guWxa8QUdTflUpSejigxGHTcUSagX5MfN22cfMfCNL/89muLjn/3dVTfdaZVQCUAzgS5EaRwqEtX1EwYWtMdWYQqiIsbppELXqRTVVVm6yo/OLCVNgzlKPaE36qoUFvxFligtCuUIshkN2yyEjFKZRmWr6K3yuL3zPz774bPPmEXfhyvwECVKgHC2WZ2M8ICmAy2LaBjtiPbJnBAsBfDTJ0vg1j6QLluxXgIyyBIGobn0oCOFgq4oIHkxjTe5toNeJ03CsmMM9jgLZ3uz63pooONKjPXatBbzER1Ugh6LPemJx3k8762WSq6Nvsj3/UmOIubo8KMiBcQAL4U5NI4owsSYaGVXXrMUj5KUDvVFLmEGeF4pTaH4/9VNoA0ElRGld8SRPHShU3LZf/z7x3rLhp37rgH1JqBN30iuXOImfWEASbba7ShlvX0DfkCzP16p2vQjyl7G5s5bhKiEJUzH9KreaWeWl929e7yR5IWTMwuQSOnRYnZabE7lNgroMgIBhIWfgia+UnSqTzjliGOW0PawLMsttT0MVV2ZrFXUub6WC3IlXA36iao+6pB5QXN4y/p17YlG0GypkqJ01KpTjqSe9r/rMWwqu3pOy8xW3rthzQN0DB998k4IPaeCOp/0o52mDsMoaQcs0CsUSpWLlJHOADm6B+1o7BaOVg/jCqjSQ79qAEU5FUrnFqBGfQBt9qPVHOi+Ar8BgKigj2Pt4d0bn/G0s4EapG6kUcmC4YeqMwVHJc0MmqrEA4eg/oIfO0SsSY6EhJYO6L6AsVtvv3t0LHbcPhqmowfoEGh4knyrTkBwW22UEvSxnEK6NgvD8TNPP2HBIH3RA3xUZLnaVy5xD85GWC0J069o1zRKipQdsUhA8Xc4azcmoMjoboXYTt90iNIlk4nAIwV2cPTvjmdZ5YJ7N92ybMyH/kzHVaIQSZLkEjq06sb2j3SNUFodp9SNyG+VXdpcHjbzk45yPvCPb3Zy35S+Z9FSNHR6gAwaUEzSMEp6+wccizXavlupAy8KYc+atwh6HDe9ufMXNlq0uK4NcAR6CPa/v/y9V+7Nmdv50BTNcVBtk6qFrhWyVaS50vxpABY4kkSQ0+c+43wtrFbehqIk8iiNIkFfTsU1ENBTgKsZBIscrf1ElYW0AO2Nr71g4dyBetlNgtbcuXMK2n6mFAHFA5NdOsRPC612aAd6xQorysR1tyzDIyBjLFk7imUOHKSFfIhEAR9Vl2IiREQF0gCoH3XS2kuFWhqrWUtf8WzKh4YeeopXCKp+ThG80VYG6LzCkLWKY1tQOMZdHi1Z2P+2t7wMjQVGUdaKKh8xLepMZ+9ApwMtl1ACqZ2U0y2yl9R5Jwb4YKLNbl26UsDqps4MBJahIKojouYCD3FmQT8kBRNqR5JUqw6A4xkXnIu3CANXNnmP51QsoX+6xiM4h+U9rlGyiprDnvPU84o0kHFAa5QQfYc0r6jcKoIcgzmhwGcFFB7YMCY3S5yXtmzdc+edSbXGghj9M9kzUDfQSyv22g96FN/cLXtFHqO0/TU+OhS84IIjXvuK53q0s0YODPSZphgfH88y9J9GmqaWQ2fztP0IfTHtKpG8UqfRhCCR0D4qVRanGewOYZp3rWWr7l1nu3U1kaQTR5H1XDWuhaAP2qUyT7IssVDlucySeO6s/uOOmiszKBF5j205LAV497s0zEiLt+GAYgYTNE2sBmXphDRZ9Qwo7AM9zLboS9eZDFvtcZXiFHWqXakDaFrd1SsgI+lH+5ul6qwrrrttxIfNaDPbDVPoeDBiIaGEO+SmSMk8AY9Sn3BDEex12j+kG3ojqY7TPjSHPom2/CsHwCJjEz1Nhzr8ALzDIzqXAFUCfaxWsWXSaDd3HnvMog9/6J0LZrMgiHgeeyaSgH8jjaEbabCdAXQAwpuqdF2X+KXbA02YgXXpoEo06MpVwxs3bQdwqDMv8QhmIjExAtEvam8jz2jmg6ZYIKDgaZMtnD/r5JP60Kx0FjYYCe/ATzk6V5mlcUHfFMkecoXWncYT0cQw2vOFz39K1bV7q9V2q4kYNFQpN5lDVZnU65ISQLFmNNtZ0PcaJU8LcdMtS1sB8je5lIIWIoDzdPjHSFRGhIS4dR5oUsVutiY4o4Xac2eVoFa/561Pe+ZTn9QYHYnjGP0eBNs0zR46AM1Yv2FjAgNtcJbrlRHWLpUtDxYDc7zK6HgLNwAXt1yyvdKVV91e75sVoxiErp0ZaNXJk7EAV8AUMAtZJGkW2yZ1sCY3Tj/llIEaK5FmB5950Jyw1CwUKoLkHMXQNafsOXLqQ/CwRS28Zuz8p5wtrKx3sAKFB7pMR+apyJQ8ap4qn1qcFoMog4KeKNE1c+7cv3Hb0mW5FLZdKtE+aICjnqGdRsQiyAQNjaEfUEu/1KJVwhFyaku0WtKKqxrppOXzcIZyUz/VmYOdiR5koAMfhB0gih81SYpe0Hxwy8Y8j558zmmvfNlzzz59AdAiDkZdmHYs89tN+LYtjwqvYzjgSXzqU5/q3B4QRNyUU+WhYie7dV2V9LEUE/ieFeyb/3Px+q1jOa/HKTEGql7DPHEksQR1BTQjCdUPCCBjIRJTJM9/wdPPOXkhbGmwkgHxpd5OCbFBKqJ6Mvlw6mrkppl5rmuoE22uv2ndRDMOUlauVdMcvEjLMVSPB9bRay/RucUGYAaCBa0D2TaoT6WhFsceGxmZM3vxqtWrE5lz9IfCznADrwR1xGq0QFt1nLQOivaPI3pTLVDJFs6vP+uC45Wqj/fIm8LQKSaDZh75lYobRm3bRFnQw5GGcOjhR2/cEWwbHg6iVqlcMs0SdBwZZ+3maByKO++49YF166Oo/5rrbntgw+ZmVLrxhhuidnuiWbll+coJGvUodu7chSIG7dTkVagBkme5SAwjFkVuSzqULGUhLeYwzDiKK+VKErb7au573vGGwR6yRGCkMKC2U6W+OudxK7ZgNNJ331COyZbVJeGpH7W4ZaPkA/MP+83FlyeF8CNUJtCKfKDUuJIJSTWgAIjm1xEFOnzVWGAOBhswNm1npNmIZTYyMUGfzjbtLEPNKu2g45nmagEZZIcYwKaO9UU5omQ0QqlqVhoHHI1f44bAAqylrGCwGSU6xUsqj8SEiFnnElf0GxklXGQDvZWnPeWsv3vtS888bRDaVpZG1TKYV6VJ57Q5lHanNujvAU4d2TxACLWoR5Vwvw9qgKDVk/5Ks/Q33nyL46BzkugUFWqQjKkQhP1qUg3ogEbOPTN3WFwGbyT+0885A52mlCxNaPhaBSGCekO/qMFIgrWxTAsniX+IDeAHT7hgZ515Mi8iz8wSvwFhhpJuquxCitQKsQguo88pgtstk+wQbnNhcZgrzDbt7du3r1mzznE8Ukrpa2YiC2FcFAgOMaBI1L0+swMxm+i9KZUEegQYTNUE2VXg1E7laA5TV5e+t2aW3FqrFcCShr/meLJwHvvEJ16waN5AnkW1Ujnwm+Mjw8gat71Lr7rpupvvHmlmF195wy3LV2wbHv3pL3874acbH9zz2S9+pdEKAbvQuprNdhyl1XpdHX2cCSZN2mSCd8A4Amtoczb6dORPhqaRon56SvYpxzObAyvRIBbJOJomZ0kzdGseII9DAtUzcgS2cJBJ07GB6tR3L5xrzJ9dqbpIMBC0WpxMEq1i6B4C5aX1Z1RhaHE1bqF6e4BCkuSLFh9+841Lm+MBLEszs6wc8kmanfJAGA2HCqcr1apWLtRkFi0BoxvtlEyTUz/xnN6i4HrWloBE2W/0Ezd0CCopPLgC/Kw8s/PUzuOBSlFEuxfO9t72dy/9l/c+77QTPE+t1i1ZpsNFy2+R5Qi41EvIprj9gKcDazq2ACMqO0WQnKruRDuF3MyyUbtf/84ffnnxDbFRG2sVXrUvSkK0q+I3NDKdD6p6A4CJtDnUygiGZRKMvPylz/yXf3l5yaLhfRoen+JcsA7YopM63egEaXEk8RbiBb9akTRTycZa7BnPeRd3e5koZeAZ4id4A8KQ5kyyQ7tvPWlAjkhNVZyqUlLjiCp6MB/+ENrAMxJVn1miBJW6C/lB30U+C5Z5jlWk0rF4a2LoaU858zOfflnVpvyDWZX8TCMK+wgEJJtg7KZV7Ktf/ebqe9cuXHhEs52MDI8vWbKk2RrXkVDaJHo0owpcsNDjU0GQCESFPKgqRU1YnSfqfCCUS+RUzEQGlmsBDePAtzkPm8Of/8xHnnbO7L4SbRclgi2jG0jDnX6IW5pAVRWMRKhEDAaR6eYxjEvm/PIPN3/289/36gvbEoJN6mfHMykdFA9lCUTVRVeqVvID0tOoVOO60jukmoPKShiEO9JSM8MMeSU3oEHAI+EDxUW+p8IBU4hITVGLxEoJ9F7yrLorFUSHAKaBUEfqDFOFcalh+BdccOLZZ5xw1hkn9KolO6gMWxD2K8AEH6roSa+BNUS3VFeU/wOdDjTgQH1PAYf6TblDI+HK45ztHGl94zs/veraO5nT3wqKcrUnyUOaECUln3otoIZi9Jyjr0YHKEPHyipO8fznPOWtb36R58ITGhsNhsZGpCS6SKHDHOpGpZkpcwnAAU9gGTpYAWEaLfb2d396eCz2Q2TJUb2T5iG9yQJWlCmLEq54iNjVvgw4KgPulXzih3qjujiQWsEBD/RDCQNkADcASnREZhw2vJLN8uRJ55z5oQ+8uq/KSkiN/OKPziyFo+IgrP4FUjGD0FM3aX8o+81v7/neRT9p+HG9Z1YQpnSEhOshiJpLRsZUVHS4BpKmOpkinTO6kmSCdPaUqFAd5iXPQZ8Zx2HQbs3qq5Y9/oV/++gTjgdEK4CjkAo4QCg+Amrt0ESpU6oEOgxAIxgdfWw5WUITUs51t6/4wn/8eLiRScvLYFrSWk/VGqqkUxlQeEH5ISggIuuDKkeRzjL90AnQLRIjA0U9AaeZKQNwoL+hltKVoKLq5AmJqkgIPpS6wZ0Mdhbeat2H9FYFZNyx3DylsNCUliyae9zxRx537JELF9QWLaCxHsQBB1Ejw4YyrG0b3fQg6jBUXSk3E+hABA7cwGgkNsFvXZvqEVgONb3q/t27hv1638KWXzglM5djgBSSVVqoZ6JnIMuXvNP5fDLxBc9cK180f9asvgpiAnCoPk770fw3RXpOB0mCNXCjc4JcWOAw8BR+L71npx/QtKVpQYQRnBhRXZE1YibFZxSQwuLN5L3yOkWUbkcSO6TlgR4R5+NtLr2SFTQbti2S2K+W3ZNOWAgwdZAP+KJqmWI7/FYyqX+BdMyK9WmQmGZp2X1rNo83AterwnzIC5HSlhcFb5R53NNP9JWp4WhViAjFocioUB1ZVdfJfOKeS6gJwrYdM8uSSskeH9193lkLaLMH+YZ/lUkdiP6ozQKU31gBB+7Q21vwAsDICul6WcqSnLlQL+9YsX28mZZ7aioPnVgUUcc+nfb+JHmOaZGF8jwtyD6kMIIIRbAyC3BA9/RwL3Do1iHUp7TJA5kqjAPFqNKUuqHrTWtAJxy3gHoYNdqhtAkivIC5BpZLk5xW5drqC6MII2mqnmLQBLDWvyjmzrMDnA444FASC5oEDpCqyiBCL89t19HiQiCS0U15kslVs3euIHjDG+gAWi1EbBJ6dRxWXTp4gpp6bxvpFKcimPo5RTyVRpwaSF0nPZXQ9FbeN85ONkDTIwJpbyD4nIpH01RY+AkTBlVD3+N5kASmybNE9rik8qqwupPUpIDjIURsLXNY0UnklKvMdCFxeQod3uqcMazMNE36r1TKGJwmxIgoHnKdIh0E0DIZGSFau8V6KywK07IHnUO3FQSMwkGmYd1TphDSCCfTgTfoPuQrK3ITOlYexrJwrX4lmvukOEV4/mcI1qUOp5B9H3pI/jUQU3ST9fBQmnqOG7W2FYCH2B/iHdEiDoJnda/ahbJP6m2SCFpJRNP01GK40lx9CrClQNp8Q6CHM8GBTQcWcIAgD4otqEJ136t6RSKdUTSIJhr0oCmSybpWJgHC4qr96BspyaqEF920ql2JJm/wWAdS1gndq190r3zkiRqXFQn6aHRQtueHqbBgRpAXHZUmHSHp54ogk5PxdiIDwYP2hqLhCj+SPjLbiWlKA8IfAChySzvlNId1ohGcDs7SHiZ968DTieLTQfQPEHmJEuTcMQwOybRoIGhvQB3VQ+JBJ4xsqLQIllSKFO+k9076eARxiJPcskgB7yjhFL3OAEjbD/SShq7o+RRwAHZKGvXSLLYsqo1W5NOJyqyCp1rP11GpktCNbir8nfYE105+1B+6qPqkROmBuuo7HXqf8j+c9n2l/OZgJygduKq2pXR1XDpahEhlmmXQWeh7/RZNbeG9QnjygupEUKE2w07LlUpI5Yho32QPXDrQgIMaQ2VoclBKXUHgDPo+CExOGg+zaOwOT/F6KgTxL13BhHgJwdReIujq1E7Mb8uemkBg3WKaJjlAp6MEBLfUEasbvM5C0ipppVaHtFd91c2v1XilHyGbWh7AEIArUmunYgchXuRc+QQPIcMSBdUlBU3PmrKFaXIxZ9KxHTo3J88tE/YR9ZFTRJ50Jjr3U5F1bujbBEUhhJ2xPIpT4dg0qTGJrVMBdTzIG96BJ1RwnUMdz1S0IBVID1hQCNoWZJIwoOxqhIpD72hU6nXlGaTxv4M4nIKjVgAcKn4Cjs4Jr2HkCxtZRV4QBM9p/4YB4Ffz2p32pSxNXSli/NfZVYRsIX6FXfih2oUIDUr3cHrEaTIYPYAmBKceUsuQN2p//FftNBn3VA1oBYtIDaniD11pPwyAQnGailcRPKQJjfYiNhSdPtqrUIMip1bQRMkpmvw7A+hABA4Q2g93yNlUc4HUakU1SYpbVDYsQxizurJxJQehBOMSn6W0/ip3HfpGIUVS0KebHHRfk40z2Vp7U1APNHBMuk60+jVgJYuT0HFgwlPy9EKzI121J0hOqBgRPITE1GmaNLWq30Is6VQb2j8Bn3RFQIc8IzIixXDqPpeZYYjOB1lUaDxGXlG2jt/JJKfSRo82DaYmn6nt8VzQETF4AS5GFgWhD36Rogx/cJQwUEMhLsWhQ5MfjR06TkWd3pKC0mu0CkqoZllllgj8IT900cCNwOpRR3EEIqgnMc1uULR4DJUKUkQpRzEdKw91DooJHfaR0B7cycSnQ4ZOglBCZZmW04BUdORbZW6yNnRw3d5oqanGUr4Zj5R+hIcQaURF4NnJa4cQAPHgGTotvZKm82LvDUgVkhYcwoJGFMgamk49pFSmRZikSZJkFTpmXkWgAYo8IBWQDnOg0wEKHGgs2JPImWp5InS8FlTTPOLUemAJ1K8+zFK91m1DDkwA4SKmVCfZuGkio7ioVsr7NLPyPBX/ZKod6mg78AKuNNDSDIxMeqeRB2Gr5IEjpvJFHK/YUQ2MQ65hvVPfCD9gQQsyNV3U4UMwmvWkHNLSVQT3HoFXdAAkAkbNIU7MgToPnoOCQh987xCC6ULr8BBFCC9+KlJJIUvqN3T6dhxZrgMuRdpwU/0d3lPJdGwkNJ3nlB6e6isRCjWZT/UEb5AYKroVsrLLaAm5egOTjtaP2oBXyqrOJMqhd+JJg56jEtRgt0oMjWjwtp965Y4yBf9qAntfDtDUyYwi3COWKV+Tr/TfTro6rFYN9sajqgXPcKVhWtzhCbJPjQXXCdRJgaIC6dLtzY+KskM6tqk61aQgi0aAwa/K6otRWego7E6EhBeT+VTojJRBiEW/P6BpBmRREyQXV5ObwuBZHNNCUrQV+EawdsFiQV+Nhty0kyCWPh5A8xUCCknbspNqFU0U06Qp+DyFkoxGyv0WnXODF6PNEHG1M/rSQitnCBxwcg3JIs5aCAeAEqwZomG549UTkk3CBeVwAwcVFFdUJm5qYeQVrJIxry3NRkpakXYqeeanZpo7jJWTEAJT3tsEmh1B+gaJqL4NCGmWWCui47abETFXqEz88SYVI1Af3J7Ow/v8UkIVJrTdy3HdWFIVjPoZHuIG5dVyAqfZFpwdpEoU4RRHR3Ge0rQpa7Ujig3IpBQ/ZAZuLGT0RSGPZnxRrbqYGaePpyB+3PtqpxlRztO2+mhSh0w6fzRHXwDoJ+S1XQceG22VGaiHenULHOoBgabcJDWa9HKsQePfum4TgKM6lzyAiFJ7M5h5o+r7rAUEF47sJO2mRWtYdFyo4YSJiSDNlLXR7qpy8LOBqgNvSEpiAk2AVKCxdQISFtANuKBIM9liIi4MFFc22jFqabjBEmhWgoVgJ0TI2WhEO10QIeoKnAC2Q0l9/ECREzym6PdpvgOYDrjB0U7FTU7Hg4N1RSo9XKap79KnnMG8QHLYAvbyByZ+/L+/FVz+8z+/veQUFQcMEiZps2xBfZ4MqvZZqNFG+plHCffQz5uQkIl24lVsYtmALV+x8Rf/+9tV9661rVKr5dfrvU8//7wzTjr2WRcciQaGfQpmgytyaZEVrOtNMaCaz9NcDoZHRsOY7d6T//QXv1x97/2bH9yapqnjOPVq+YmnnvSaV7zs+KN70BOiF4TOQWYv4pgM3rlRBB6ErnHJ5TcuvXvV2ESrr38wlVEQjQ7O6gvb6RGHH1P2Ks999pPLDn0tSeUDEk2baNRYidpeQco/8ajtUl2ANzdsGf/Fr3430faJ6alyc5ML2m+XZtWyl6WxxY2PffR91QoDOEOPIPsO0g3PZBRQ/ylhCwKjGbt3zbbfXXLN7lYx0fBF5ldt0V9z+2rlwcHBhYsPOeSwo+bNsy0oVwmr2so+yfMiifOSh9qmtWFTTgkhsu4n7DOf/XYaZ8+94GlPe/IxdH4w1CNoLqpa6KL9qwviQzzf+8FVq9dsaPixYbqOW3a8WhCmPbX66MhOdOwL5/WP7dnKZPDGN77qxOMXqSoiQtgpwhOqCYU7Qcx+ffFNd65YAzSJ00wIUcikUnbD9lit5IbhRN3j73nna2f31UpelYKipslwywpJ3ZIhTPrEJkMB6WCf733vsvs37UShoixttobnLxg07WLBgnmHLzl08bxFcwZ7BuqkEEEB81thrQb2QrcgmUBfgk7oQKcDEjgm+yWdMzSF/ovezg9bZa8MpTiOU8f2Wgn7wKd/fNVNt3uW8YLnPu0jH3gpQkJcZB67NAYI9lak+rROtHo9EpkSVpAWSWEIm91424YLP/elrTt2Vys9g7PnTEw0oygquxUjT3rLnsXl5z934RFH1hAGIuRBkLLcNDsjcFPcDKJuBLJrsEsv3fXFL36xXKqMTox7tlOrV2WajAztXrhgXrvZPO3kEz7wvrfNHmSW3dkhOllKzdLIJ51dk0EyBLvox3+66Mf/GyZFvXcwSn0mSVHy7FrYjizh9tZrr3rli1/2sifR987JCIpRTmU00K4KZAw/gI+ICQ7d8m3Ldn780xcOj4wXhlWtVuMkrHiu32ywPJ3d3+e3x+fMqvzqlxfB7giSpGLbaR47dKRIgNoGVKO3TVV+UeIbl6360Ec+15QA2DkVkfHEF4mfRj59VtY0jzzmpHPOfdILX3h2b4lWWdFHEKhnzqRF5kDnVBXEgrhUy0CNAuZe8Ix3jI2Mv/edb3v3Wy+QvrQrBm08U/WLSiHjRVUOfkcpofO/f/7rN9263LA8bpVj2KSpmcsKHXSS+JE/NtDrsqwh0+bXvvTvZ55xuA4M0rWsE4fDna4iaJ0f+9QP/3DZNbPmLAzC2PM8mcUmz4LGqIvqzCNHhD//4X/MHaz3VgapkjVwaE1WHYncpp1+PVDvENs/v/9r19+0zK3Ad89oY3dPn9dqj6Sxn2eFY7lvet2bzjjlCaed3E9rXhBShqaF1ALT6VUsfKDTgalxqN4NpK+qeaG94lYW0jDMGOLOaUL01rt2veN9X6z2z29N7DGN5Kc/+s9DFhAyuOrEDWI1ikEhEW7gaIAzAAvTxw3NUgy54mzZyt1f/cZ/b9u2Z9a8+c94xjPOOuuM2bNZ1WPDI+z3v738O9/6r8Xz5x1+xJJv/OdHwPnQKC1OnbDO1/R84gLWbzB20U/W/uCi7zuW6Outv/99/3Tc0aU8YT11tuzOkV//4n/vvXeVY9svf/lL3/HWp4LraDqCbCyEnkRIikpA0KAggP7rol//768vOfbEU1/4kpeDwSplo2S76x94MGwlN1x946qV9xx66JyvffXfD11YgsahBh1hVyngUCeSESEBGGKSVnIsWzny/g9/MpHi79/zj4cdcXgcBfVaqTU+6lhFT70yNLRtfGzH8571FISHeo5OMC1ixxAZnUBUCG5z2odBGUNW775/83ve+4nMnPvq17z5lGOW5P6YbI8G7da2HTvuX7/xtuUryrXe5z732e/7hxdUYOskzE4DUbbpEL4p4IBDRBB2g4/QYSXs6c96bxRkb37Ny//hbeflYW6Xc5rbVF7hETaGqiLqp3Xo1et2Do/5lfoAgANoeNsdq/5w6c2Vcs+nP/E+KDt+a/dgjyXjibNOOwwBVQwggD/9RY2jmKgjicrJqHJgJ3zoEz+86bZ7nv6s5z35/KeWKwLqjyMKAfQ0pedwmYwvWVyulWzbQO+Fn/S9UIrXQJWkyKcvEy4qWeEi8g9/9Ad3373myKOPf8WrXwpQSGR7z/CDY2ND69ZuWHPvWjTf6ac88V1vfcuJx5TQeSRBUCqhQACc0owAjgNtdyxI8cZDKSNkR2PTHgrTT4TpsAmfffM7v9uydeyCpz83aPpJGI0OjT/lycfSCL/um9BFIqjWdEH4S5KKP/lYw3dKZbzZPcw+/4Wv3bv6/kMPPeJT//rxp567oOKyukf8BJA5/+wjnvXs5259cPMb/+41c2bVETSN87Jr0E5d8J7CC7pSzOSgb9+6avxL//XVpr/nRS9++je+8va5c63eMqtXCMsOXVx6/nPPKHv8kCX973rni2BTDY/41TKkkaRC2T5gHVzheEob5wTM4KXLVq6874FFhx71d68/b9GC2qzZtbkDpcVL5h55xIJjjznnvtVr169fN2f2wKknH468KGsFV2TfpFgpygYrfChrtpQmt0Z3j17y+z9aBnvFS1/8xJO8+QP2vAFjXn9pyfwyZGywp3bisYcBXCFRqj+lDbAoFu3QNUROH1pA78gjKFzc2D3UuP76WxHrq1/+8ief6h65qHrs4bNPOHbhmWced/qZT3Kr/bcvW7523bpKdc7Jxy+wEQWiMtVuYqXvUd5AyK6gExNoCoWxr3/rd16pdsShS84641DTMLhQ3yVR9oAavaRf1B/AyMslstTbW12yqL9/0JvVLxYurKx9YMutd9zUau35t0+8eP4ctmhxZeHs0uJ5PXE26vCEs0DQ4BWwVZ+lntK0nMSTyI4j03SFZFdffnVjdPhpTz7n+c9YsHCQze/nS+aIJbPtOVV38aBTMnlfvabOEuEFeAA5Qc5QEMNMshgNZvGKwRwaEOXs8svvH9o1fsj82W9/4xMWz3eXzK8dd+TC0046+rzzzj75xNOvv+bGPbuGtm7d9pxnn0kfOneticaI58KCBmoofDuw6YDLopabvXfkwMk0JBBHEeQBmOx4pH7csHTTldfd5Ljida857V3veEOe+TffeM3aNb4JFutEoUBjmgPTRfSZZe7W6eSrJGdr1226557Vrlt++5vfcuQhamIQiqaa6qiLADdHHlL/0hc+NHugCjxCZZVhAtHBICpjlICKWZH+e8fdt2/a+sAhh8374HtfAv/qTAqWhmERRywObZa/4VXP+cd3vSFNoJ2wWQNlYj6KGDHiqh2hVgabGyU1oarMcuxqqxmjyHiEdxAwz2aVMlt0CNvy4M6enoGjjjoGkDMZXNPkTZGwPCYQpdEUGHFGmBYwHYRVJWtIO2XUNcKiXKb1dGHDp5lkWBg+ZIxzNQFKu4cybuRU9IpJO4kQax6ltiHtIoRlhaqDGpA0KYeDfez1r3/KWU86RzjuHy69FJHTp5WRAcg7daoqsx2i9Ol7nmo8MoE+6ZaSPKdGsmHyQ7yhOmgH5EEjEOYAfBzOizT2lHKF8uApMmDI9qL5A5UyoTrqy6VrVLCoYgK41ES4wmi1EwrgRfWsMpOriXoFSwbzw3j77j0K4GgOS/c7UUI3wCncI3I93dZBDZBkluUo5Z18Q4vEHZTToBWwsOmk6mNcsPFU81VMduwxc9797ncjpqV33HX3qhbqmirFcmjnpIrvwKcpPjtgCaihmhZ5pa3MNPKPWt60k/3yD1cUJr/g6U88ZB674PzqsUf382Lkj7+7aGQ0BOPoTgrt2DmghcPyziTLWkmA5jGF7cNITtiq1WvKXnn+7LnnnzNHpLQpZdCDNRMawVjZjQSbECxttdqL5/WC58GjhEpGnqexgjOdMeVoCpYyeeONNy9adMhZZ5y9bSc6NJaFxL511/IsYUO1zdOs3YoaExXbhnBATAnjcjW8SvMLaikUHRVjuia6NYa+KGgXMrPbLXnP3ez+DWzZ6uZd9wxffePu2+6IP/Lhn3JhH33MCcccR5/nmCRd8slbu5aKkhS1yLSagjXtWXFlYVpd8m///au//9R1b/3479796Yvf86kfv+vTF/39p7+8PaTC9JYqsJSMnJesKnQOlkGJhxA7NiuJjFQOOIvOEaya0razpGYmHvpZPEeKWRvwgeRdwc488/SBWf3bdu4YVdMpVDskUUCKlDIGR/WGxpQFk0ANgqSeGiwit1IGkMC/MOmEYbS6oA+GQ4eChGlHM9p0NgiywVgNIKdk0jGM0V2jUZOOg6yoA8Srlusi27Q4tcKKGpM95LIay8osc5gs52mJmbXMrkDxAF7mPQvGeHX5ppHX/MNP3/rh377pfT99x0d+9v5//8UnvnrRLfcOjSQsKWRRaCNyGtFJa/RBKbgkz5B51IBlC88WvQ59qxqVUzfp/FqAN/JWNtmLXnBqpVwzLeeuu1eipK2ElUr9iFebUQc+HcC5JMZSRDe0JMG0yQqMUmK9ZSvX3XDr0iVHHPnhD7141xD5euc7354V2Q233Lx2/YZ258sa5BTRNmdAAFq3Vq4nLG0nqWOxksvuu+8+z/PmzZuHRGgJk5rndV1LwLQAMydhmqU91UqYqg8DKPKbTfqwqkYKAguSiCnatmmbxZyqW10yj3rvsseiOFKj7okBvV/GZtktV2vUJdFXB1VoXOFAdEMtQmlBsQ6ZZTJwPrr9B9at//SnLnzbW//xg+/7p09+/MPf+M+vvv+f37ts2bJ3vONd3/iv99BOVxV6ku0AauovPXTakVDCSvWWMyuRRjuK12/cdPsdd9xy2+23Lr39juXLblt6+8rVq2CjpSnpU7EvZSTpDjVIX581KTzsPDyIaTEkKE+RVyNoT7geaSAxCsJZpa8CDERvj3wcfsiSiaGxLIy3bRnCz+GJUWRA55PyQqPUiBTByIAk0IGyE4a7h3ZBP1CffyevqImO/jgZUlUROWED1AqZKMMK2JMAOMRAfU7Z7VX1x4KAioPgeUTrbwkpCHoUhmkHxcFx9VobZCWiY1K4H4TrNz6wYfOGBx5Yt+Leu2+5/carb7jq5qU3jfljjkOKBocdAkIaCIaqQK5wT2cPgqAKEdiBZAr7umiHDWQlz6HIIBOk7yDZFEorp+OgOIdBJiR6LJSBokE1qMgPeDoAc6maVMsktGTiEPCnmRQW8NjPmOUxP2df/to3a339x5908sq12aato7fdPZGJ2pxDTsrsWV/99i9zuzMPT9gheRxIdUgHKdhwaMWSDd2CWvzkk08en5jYtGkT7qFGw3ihBX+GSboy1GS7Wpgl8IawRJTSilSItFeukulEpK/IHlgFb2nobuHAomw8ouWI8M1YM864Y6IHjGRAaVsoD1nAMi4KxK8zoaMBITzAC/AGwYIweaoIBbISVuvW2WeddPoTjj3zCcedftLRxxy68PQnnDh7sPe///u/Pvf5S4RFoIAEkf3JyBC1SkqyUuFCVfbUcKuVNGZ7eTVvfPBtL//ef3zkN//z+a998p++/bl/+e4XPv7jr12YhxJ4GqS5UxFxHlH9EyfDklBIAH0BZVWrWpDJ2AiZze1qtZXKcbWUpsnYniwNkKyaut60en2vWYa2s3jOLOSlp7dX4ZcFQJLILIcBRSeAQ8+iT7sANSLYbv2OLYoC1ac2okCJV3Wyj0M1QnSRFTCGMOgIOPhMqRvnUsRB0dszJ4ioUkslss+SzOfAXsSjKoRudJxIElGpgWjkpVywXjxp7p7jZW96ydP+68L3feVTf3/RVz7yva99+Ftf+uD3vvmJU48dRGTQmNA6hOwqEqplxEnYZVocPQON2tJoDtU855bLql5bsAaauuQOx0moEIqGW1LatxnTiiQqP9RLZSYTf8wIOjDzicpXjuCDuATtFIQkiJChtGA//clNtm2HoX/ZZZe8+13v+dhHP/Gvn7rwH977/s0P7ogzY9vO0W9fdC0tPUI3o6C9BHUVRjaYvYMdaGoqOd4uXDS/3lNDE/7x8gegRzolNu6TR+71+omZwn5XWWnFDN3bWCOM0pzTemhka5LULTGQopOPO4FLY+ktt+/eRcm4jhnmZsbKhtmfsVIrgk/YLkzYhlcRfmMy3GR8xITKUfekGDsvYs6zU044+gP//PxvfvmdX//8B77y2Q/+55fe87nPvOsdb3+L6zkrVt695gFSnnVck9gxqXRAmTdh/lCf7FqwxdIsmkhawycdtfiko9mpx4rzz5h3zikLzjjxkBMPX1T3UFsoKVV4qULHkSaRL2GsOxYdtIdI1ThRZ/Uqz9tBi+aMuQdRQQ4I5kwL6EB1m7CVy+4a27H75KOPoZEBdPu0SgGIS70B/aL8qSzndDwXKgBmYLvVyGVI55iiSvCIigA/BKRKQ5lkCZgEOQ0pUBTKZERYJJoladAKmhNN4AV8qUqNc5ryQFj1Wz2iK3xzUnkK6CSoHEAQcoabTAqaZQmfeELt9BPrTzxh8MyTDz31xGOOWLJksNZHIz5qeT1FgrTxG7aHipaOti2QF7JnERueIX9BQHYxVDDUGGlbJrQbwnfYMpddsXpsbMy1reOPPRL5RzRZ1NmNOSMI9XcA0r65AlfBfhbESBWHNcbYZX/6g2nIFz7nGa98yYve8LqXvfZVL33es572shc/793vePOTzz3Db4/fcN3VwHagN6ABjUkEpR/dVAprhTl0FinNVdqcnXjCsYsOWbht9/Yf//xn6zbRfGpqsbGINTOY9gNS2Ou2jHzms9+8//5NiKan7qGL+PMT2C9/xUv7BnrXrtvwwx/8jnZ6KjYaazI/4rIwHafyv7+8+sMf/8qGzeOAJ6/6CPWv+BCZpB6R7vOkSKOKZ9ZcegJCGHBnXw875siFQXN82+aNsd+Gz33iQmF1ROBFl5gVfSU4GCZYqVyu9vbkXNCAH2oXtaREswXFHho1EAv3LdgqeMxstyTUfhnDNOmTkGojRkJyzSplzwF+i3IaQZopdaTm0Rs2NMx+9IPrb77hxlrVe9YznkYfu4JYklCh0LghfV953EuQ35INZ9ZrNK9Mj9QaOUUI9FCyLPr0FngCokyRq/hkGvf1Vmyz0BJIk/cwUYlxEJFCHE24oXvKsmF1lBqSZxgtTr1en2u7/TSFQ1notKApBCxLvO+oXhqw8I7ioB/CtumIWvVlX031ulcqu9xwfF+nQAyJKypn+W2bv/G1/wzarXOfdObJJw3oOd2cDkmcMXQATseiNVCNqEO6oStuYQjSsZYsSdjPf3Hx5VdcvnDBws98+h+fes6Ss0499ImnHnrCiUece9aRJ52wcP7cI+5advvObVtq1d5TTzoMTZVn1B1RIxsQwIjOqrccaLjoQNGv1qpGLO2dO3dv27Hjhltv3rytWaMPkXuQu+Wrtn7nhz//2n9+/b577926acPLXvhsatfCsKFxEMsojqGcUv50XsE0mSFMp3Lv6tU7du665qqVUs7Kkv7FC9nwHrZ8+a7Pf/6/r7z62h07d6ZFdubZJyMV4kGKR11VZIgKt7hKyIPBli1fjdgWLVz4pLOfmCasalEQOCRZr7LLLrs1z5NnPvP8+XNpE7qaGYB8QgOAPKlapAVUMi04bB8827J94oqrr/YjaDHWxk2jK1dtX37Xpnvv27pixfoVK+5fc9+6u5bdcfoTTxboSfWZu8iBIZIoFJadAUrwmz6MRau5HtwxfOklV8gM6FHasG7nXXevvW/N+ltuvevyS2/47a8uvu7q66uV8qtf8bKXvOTJnovi5JYBQxA1REJtKfWPcqgGKOjMPaUHfut/fgbhP/6ow8445RiXqjk1CBJ07YKmaopISr2VlvIjVJssvXPlins3xnH41rc8D/Fyde6s6v/hDSVSAXFRNYUaJN6ik4rpDTLkR+ya6+7auHm7YXpbtqTLlu1Ytgz18+Ddd229++7Nd9298Z677lu8cBAQYQkLfAVcIw2W4kRMtAAMdaVsDhYn7IYbV27evBlolCXmHcvWLb9r3R23r7zjztW/+MVv/vd/fxH70ZPOPus97377nEEqYRhklZKIE9/srAw50OmAWwCG3IC9dMsqSQThF9dyvvaBne//yCd2D0+88jWvf+c7XwTP0DehTMA8hjmiJe2HP7n8Rz/4fr1a/sLn//2kY+YTY+YsaLZL1RIpujnsatga5kQztKGNCxZIduvSjd/47+9u2vqgaTsDAwPNZrPVapVcx7aMHs9YNH/2hz/4z1XPmTdYQ2z02QRi5sm8UUbVhlxSiEld37gtverK63/y41+VnZ7GRNDXOyeJoKfQaHxv3W0Fu5/3/Kf943tfB4ZO/LDfUwObIGJlcqoG6EoDLpx95/u/AqudceY5//bpfwJXgq2QODxEEUnLW9524eo1K176sud9+ENvVJVGn0eg75OiYKhF/C5CyF6uJgSRyVvu3PCpz3xpbKwthGPabgG2TmMAq4B1YhSulVdc+dMffYdOSytYHEUOzBsYCXEsLCdOM8el5flwMANvX7bmX//1C0G71Ns/N/BhvzfRBP9fe+8BIEdx7I335M27l++Uc0YSQkQRRBYiB5NMMhiTMbYxNhkbG7AxOJOMTc5ggskZCQQSCghllPPlu82T5/+r7t29k8D2e9/33v8TwqXR3GxPdXV1d1V1VU9Pj+vBs6JHWWNGjj/04EOmHT45meJOATl/CMzQh1UwaoaIPmhRKFrUAIYpsc4CO2TaaYahnXXaiRefe6yBglxT+DtlQBUrZ5bPWdGoASfIAWOGChfgsade++M9T8NteOONe6KgSja0CJPio8ukiFhKS4BGJhoUWSA68Xz6FA7aJ51nt/76wbfe/SgSScFTQDTkO3bgw2cBOkyDJ7PMg3/7ZZ+GRDKSgCh5Tnm7Bcl1vZzrw4iG+bJRtbWD/fb3j3/w/ix0QENddWtHM0y3rARGxDAtiiu/c/a5kyaOnzA+hfrDO/adXDIBWuAC595V3kFhxzIcghU0nph14pOHAOpkxwlUTVm8bN07782IJaunHnJYfYOeybG6GFTID4VIdYGHDO2d7htvvJHJdB9+8EF9+zQlImQ4zHwxFIWK4r7vFQpKNEY+pSrnbKbolGtti7ds+cqXXn1j/oLPXRdypg4YMGi/vSbtM3nklN2GQKPJAPHD9zzofIlZSBwBTSuACAxH2vUNvhp981b2zFOvLFm0ZvGiFdFIEnXZZfyoQUMaTj51Wt9GlrOsqIFhXTIgJcgpgGwQnQU12/M0RZk9d/Gnc+Y3NvU/6qgDcd9AHj59QcOsyl597fPVa1cNGtznyCP34maH3lURSx4Eg65kglWblJfWQW9sNV9//X16jhlocClgWiAAckDz//TaceBoUuHM00+KQGtBjuYkPJmP6qgj9Ih21FMkHkiwrZ35l19+3yrEJQnam5NkW1Nd4NckU3379B/Yf3D/vjJ/ek0dg+jDDTJoVY+25+EhP70cjDMa0EAzisnsvz38sqbI48cO22fSCLRL4FqSKlRTQKm1+ZkVi1Y4RIajYlvmLlg9e/4qxwsuvGAaR7JkZtGcKXUZfweEtwkqQY83CFxYNDeA5aAvVKFeb72/eNWqTXArHTQkn6yQZZouR5Tme47kZ0/51v71NbGQhuiLOqLcZS6TLMezVQWGlTY5x0g2c9aqlcvX+1agayHYU42Cz8AwlNr6usFDBg0aEEUEB4CNL+TtBC3oIYNCrfEfw/HfBcEKumMbw4FUSez1q2ayRT0UxigFPeBopMmWZYYMWuSLlM50oSpJT21xCzVzTBbjL4AREcLAIA4B4Tqn0NCYKdoBPf2jm9ArG4fL6L15yKVNs4lh6KJJr3t1dGTra+Iorkirg+F8c962NRygYLJs0THjWo2Qb8RWCKI9yJVMqm4Y9DjZD4oRXXZYRmN6hCVLcY4AEkYCGIdcrhCPxfEbXCNK4I6VH+OzCLQZM6+kadHCFvCP0R7AF0RCF6GtXEnIBtHClyKZsxhqB54yRXpIDCWhLdSgVbwwALQEihyilVB0YVq0hyg1ouCPGlG2HJu+DUDfASHyRb7FiSgIBxDBD9wbeFFoEfykLrDpFTtJsmXJplGbWhQOPgZ7GA5RWdhCuQALzudi6AugvAsCO69TWIMmB3XRzgJK147jaZriOj2GI1tgepjcz0iEkGwnJzErXHq0iy6rtEnJcIA7BCho3QCqTruiJQuuq6oU2opxiGORjAEEE+BNF41WbhgCbjj4jK9c9NC/YU0lH7mQp3cXSDh4ibhdtEj0dJ2owXKaRRaPiYIc183TB1YUev2SE92hYYc1HPSXdxsfXgFlFYXLixEDmmEj5iBvvzuRiFpQUB6AIEQEuniYgrOYbLdND5a+RAcSgSjdtLWwbnuOrGpIoCy0dNKPh6mXTZgMPhqAKj0q47okihdSTF9yg/CTkiNZCAaxzUewgk9aifxGwQzCghCHfIFF+bYalp/T4Lgyr+CaVWpTz0ZVAKLJKUEEi8VwiB5tIE+hYEfEHqTM9TEaypBHeoFVN0oSSQM78UbeAK80HAj6Dd3wArQUxm2t4Pq6KluwQbwxkEuoBH4IrwInpKDWsJjkxEOcbVcj90XiYQusM8wC5c3bVghlc6BntbAEUD5ODmWjaCQWciyV4s2Fn24R6I7rqSptrUR7Z9EhWg4tSc9xskV6qgUlpmVd5AuhT4FA9Pi5AnSNrAgPYDjy+WI0EoZDKkHtVOpHNAhKh2vGV5dTg8BTkmVuOJCR11TUAsYnYF18YlSHydDVBD165zO8gjPg4h6wwQgCQ9RPtBhNnEEqBBJAch0nH0i+Rh9FV214aQq9IEu5fJr3xTgHD1flDYbWAPOgJipmFa1IWHPsoqZjMOB8blPZHRR2fMOBVCRwKNsOOvEpD47Ao2VKxIEEqDEJN0Bg9/QuoKen6cAQwaNcAYJCGcrjSUWpBTOiDM4jBxrde6iCE4lWkAh+IP+QVEgaPdvnQH/hG3MEIeGQn+12GAJOGR3A6fcwQYD6IqXHge/leKPUSt6S4eDUcFCziB+iNIEn6JZz03ND+iswuAfBSxc/KQcuecbetpKgwp8gRT+3GZDFH/5MVAynJcNBl4SOnkUzSlxLeZNxY8hrSr8q5HvDVySW2SPgTQGHQiQAmToCGL0NB8yKQntloCAwS50F7eYNhdoSfV4GWrdUXd4+PS3fq4KlDuUMEI5obQCEgGoNUePlVnIAkAAkziFnUmBSWinvjgw7luEA8KYvtVy51ysShqRymwqNIgT0usiBg3cOVxJxtU1HAUp9wy9L2am/cfBkTgQ3hE/LkREWCSbKBVcI9CT3cFciSKPcPwGB30OsMhlBwJWzRLmSSFDGJ5a4coGtSlPgV5mn3lBK24ZOGcqqUJbaUiNwre7Z03QbCmXDIYB+0E+hVKX6coZwQuNzbcedSgYBvfmsGA5uNfhFOYFOoFn51VPTXvCViZQHvPF74E3UC4AE0BE2i5qrnAqcysAD4Ai8fF52xciIAwA0tE+p6B7DSoaDSua5cJfWlHEU/CHjBQ+Dp9OQhj/8TDQ5fQFoLp6lV9KODDui4ahAuX8F9L4GiI5BIgQBriT/iY6mdhfXZXHsDcAtdxdHErKFXud0RAKdIUDcgoAsPW+gtC8T+wog6iVKvAAwxmWXtE5wxcc9uqATAejiED9LhoNDxc/6auC1+yei1ps28dMbSshI5f53T915CvEWKbG6DWxHpeSm+bR+WygeAPYCGVEAzqBTtr8VwLUo/UsMbw+9DehXMPPPgDB7FYi+7M22oFOiJtCoAcRRgd680TUo4AAGJwV5EL7eNlUQpWxTFieJsuCBwqPBLeRCm9AqM2QtG1yRBWhlOwv4t42zY8DXyHAAtvvJYRv2uVhQz5TkY7tuEH2Fs0jmzkRlsOV36MRvEgUoJ5zTbcb2fwMgDXqiAHGAIqkBTxI0cSkwBRpkBmeRuI3hwP9eP3uA253emATbcCiIAUT524LgBwAscY1D5MAFuKnM6uMnyArk7aCUyMMuWpfJTYY4UKbIDlLA4IkV8rgpDgGVixLHvcrCLeQlhK9k4J9Cpe4AzlUFKnR4osDDGUflToUfgLjuSeH+ESThy+kl+MqyYFXFVpU6tx3cQBAgRQgeACm49R/D8X8LldYstSSHUk+UW7X0kzd37w77l1A28iQAPIEbDpGAU5lmpVQhuBIMRymh3Ov/HLYroJIRFz1ke52RDpLbWYFKjba3DviJW6W7fNSqIJTTK2QrUCmulIgs5Vw9MTqHEk7vzGVOvhpAB3nEa15CJXD0zi5KL/dRiX7PmW5y4Al81gNQshdlFSWoVPPLsP2tMk3BTA+UihCAIipliwtx7imRw3Y/gYMUkVi6VSm9XEEAbhEmbuEQhhUAc1y2DpRX3BLuHtwT7o/w7HSzRHyHhq+L4RAgbomGLaNVhBLwr1u8xzukE7Jtj/7llgAGEit4JZn+l/BlIgK+Ml1Q+2eGQ8A2d8kHLtccf3GI8AxZeikDgCgTogjIeTm96ZRhu7IApXCdrvgZ8CWcEgiCQP5KBjh7pZSeOSN+4FZPRQDcOeGGQ+AgxuGFl0LPr+S8BNvf4sEoMgmvhxcKKNEBCPNUFhsAl4ry3S+ByN4bgFrCBh1OSrTPV2CiJYVbAQSDEMrMcAq4S9NzvIP+Yzj+B6BHFITQ9/wuAa0rFRc9zV3pkq+EXrrHvWuCHn3bttMFaoUeeSViJCTiouTts1SKhRfAFwUAHzhKb1dZXHFM3MUBAqIorjUl6KG/HXD/AufSElUAJ0V7Dv4Lw8H5EfE2Eqg4hF48Iy9C3OCqVgLQoraCQANERkGc06tAT4Yyq2VSBEAV2KQ5Arii4m4pnbRFNAH94lSIPTIcAc0Xc8NRulsqWLRVb/hyCuXAfwRgPYajVzX4f1FK2XCgFFqST6REgZwTAfiLX4QmOBFQmhAloOat4JSmSypAOLz6/M1patTt7lIDOHx3EmSnjxOLO/hRZmCHhh3NcAhpoLk3fkVdIs49DYp7PYag1/NHADBEbeiC3yjlKSNR9/bKS9MZPRIGEPMbAgOo0Gn6eBJJMxJKtCgjLnuP1YIfmq73bZIGX+UvMYjIn2cmZMpPXHEeSgM70hD9kvzSL57g8erSYzzKQ00hhBXy7XFuQZk22EAmhYSev6tbzg7yvDRUBNrPJZuT4RcKf2uHX3NtqjxyrlwjL9kxeNcckbNd1jGiIEoQT215dUTmXo1KqYTB30WhvXc4EU4BlwKZE4YFFEYQBeI2p+aSHgFHVpHqckYxFnOSlQJ6gyBeOQMEg/hLcQHngZfW04HoTY5ClUI9YFc9j+wvAKa5Qg3AEXju8k8OogpA6y2EoolKtyrAHz9XZojFmXjgZzrEvDLy0uNbQU4UuePDDmg4aMT2yu0IgJpyJcRNrh4A9FOpgX3KIaCsvRz+SaV6qHLgb3N8RU9VEkCGrIagXBYdwJdyEABZYXkSBy8OfYYaOBbTpMCxJfr+q9i8DqrE6eCkQvhkWhALcgEUhauNrlg62Qha/YqhkZs1/v6U2yXbqhbVGH83O825SiqmzDXd5YuvkB0HQGGOTrP5QAQBHI6bC6sRNZAd2nHDth1XCsVhb4KCS7vqIS9QeYmM3jexHc8P6/RqWkm/qQx699umpU/0OjqYwigJ7YRbZRf5+lEAJbPAtqSIliZaUowWqnBT6gRGpdVAEHUEk/wXiAS0Rs0Po5/TLi3d0wJbZa6mFFwrKb7s9NWAItCOlTMKgBEokrz4GhgsSnLRCxIGbVRLZdNqMJfWiKGVgE4LypFIGTn0plaG3p1e4R/tApYqv0rArVQPlH94fFUykEGJiisl0xBSkSshAiibm67tCe+QsCMaDpyFAcYVAI0K4aMmRRIxW7Ia/C70s5S6Q4AkFWhJoa+7FisWaLcsDHb0DA73YDW4usB2wB9ACpQNZxxgX+g8Rnogx7miWjAbuGXTi5YYPzWN7+MBUhisVZbFJTD5S2/I6Pm0Qj7M16XSq++0VRFppFmk5c2OTWitnSw1kG7JGf6cKMGLoY8t0CNYOC4uvKUiUxxaLavw9YuQaZhxEIeIw1xAJ6HEkQixDs10oZ/AQXEOYYIy7gITxaFo2iSNsSLfnZ7WnHNkS+xmpNLCfrNArwMADXZFVSiL67E871c7R5u1xvl+Ww6fwv4vQgCjwPfwydmsuoFFNVO0kMVChvDCUE+P/DXgqDzIwwX//78CsATU3byXUXES6nJlqOn4QCjsBAwHPKz/GI7/Q0Cr0pLyskbxhhVraeg/B8gV+r3i5EHAxWi3g4Dv+lom5y5dueS119jWzQlVLrqmLwc+LdCWFZ/etIQxgYi4sm8rgSN7sH1Rm1VZUm0RAUywOernFF/1ghAgHvWLttSZw6gp61qnX0inmO+7NZYckdWi5FuWFbYDQ1F9WZFj4S7Ns207FWghenPNk2XZLpqJZMSxi1beiofqTLOYc7Yq4Yik11uer4dNB+CFNNlQXCsaQojkwRjnAilr27BSEVWPQOkdC56D5dsW2lrVXCew845hq7QdR1iVDckqYminSMNjgWEYgWVHJC0Sgg+hWrmCk7dgUr1IyA6rWcWJevIgx1BMu9kryGG0i9KS6zRrI5lMZkyqSUrnVcevqqvdUOx2ZUU1VZmW1fxXIRTSzUAy9ejQAw9QDzkAtgMiBBmHCULkApmBWtLHGaSSjao8fP7fAMgneRXcKKAsHLznyYZQgEmclTAJgRsM3PqP4fjvA3jhoTk1OVloYTh4B5QwSh0ACcAB4DMEOwqAZfKriy6b8cm7v/uTunZ9nSoHkutInqOr9L4lrAbQSJgQo/iuDJ/cha0Me1KVq1SbiuO6LWE/p7NoLNHV1q5bftwIQ/8NBS6H3GVnzZQMmxAuuH7BggzSZhiBIvsewvSM6reoDpS5fxD2O7NuthCLxTryxdqmupatG0YOH9ndbrd3tkWrWSSV2NRqe0xK1ciOY3lOWGWqme+OwK12XUlXXcNw4AVICn0c0fEk19IkWHTPpk5RNKZrnh51dMj+1mxLOBkxkStieCHdD4KYEjI70hFXYpYD6QI/MCW26nczL82cgsainto37elukNclT6X3F5FYqI92ZtJN6M+uvGw6yXjChg1mcliLSSJg+y8A7IPrBt1ukEvEJ59xevV3TmGpZEkhywpM6srtR57vykXRFs/7vwEoWRBHQdxqEMCxIDkR01jiAF7ZcPQW9R0ZdrRQhdoRDJGLV25StDI1MToeR4VZ3ta4h+YG5g4C6HWrWIhaLps1f+YtdzQ0dzTAgQ/sHNyGkILhWhhB2YefCv/fg+2AJ+5Q+KCEJDViYVR3MyHFjWhZ00pJoQFeiDn+ej+Xl1lEM+B3+OlstR5JSbrv0+fqJEMrFovpTFckFiuqQadiq0zq66gRB20jBeFIIRbqKGTDSpBN52LRBgWGzO9K57PJ2mFe4OO6kMlITigRjmu+I8keRvecaxUQduiGIlNM4RcLkmMmE1HHs03XQhgTVWNR+P45hBS5WHXI0fwuy0xLQTdtpqXWBiHFdDWmxhQ9YnsFq5A2fC+hI9g3Xce1g/qqWj9vBr6fSCVa29vThVzD8EFrzA7f9WpzQb+a+m4nn2nvHKgnFMe3JFdo1H8F4M3FtViXx1oi4Qlnnxo9/8wgbOR8KSzrtB+xkB9cYHCCVBkMjfW/DShHlClEGCeSZ+HmcCkogZBncXwdYMcyHGAFfYrGFF0MQDOiiTEsiKXb9HhR3BDTnBi/VQTfOwqAW3qx3bTYRwvev/rGQZ2ZWstWJBvSX9RpZwjBu8r3KZYpKoPho09je4qkyppiewgf3EQ4qE3ayUjc12Mr2jo6urJD62pHDxlc309L1LKM2T3v847la5nj5ZjbpdixIU0jxoxONPVlttmWb1u9aLGzYE2jFK5JpLp8pzkWGrvH5NRF5y/+wY9C9QMl2e/euELWVJbqU11fJ9mtOpNCSkpHM1u5tatXpHNZX1UjVTWDhg2rHjIYLdy9Yvm6pUukfCEsBVHNkHypO1MwTb+2pmlA3z4blnwWiRm1Y0f41Yl0yPAD2W8rpIyY5wfdLa3FtZsRqSlDa/uOHRKrr2KK3vr5yi8WLVcsN6TpGavYf9jAIXvsxpKRtlxH28bNW2bMh7kJUpGwogyP1LSvWSMrDvU9zSCi6//NmSZBbb+gaFsixrizTq+67DtuKJLzgrASNYBTUV8IGboqTNt18C77XwRuB3xeMj0gA5DLyQ/ODJ/pABI/yCHiODs+7FiGA+0LK4BDGA4caEdhnnV4IRiZ0fgQEQDO1MY09ygmQXYEgGzSrr2Wzd79+KWrrh9esJO2FQurSkju9Ex66EehCs148LEGHgfkRvN8WUFQwFSp4FrojvqUN7hh8O9vcV95/eM7HounqibeeBmbPJ6+o49mCCn0Dbvn3pz78hv5fH7oQXv0O+NwNmIoy/msK82SMluxpu2+FwvzV8AraXXt1r7VU046nvUf8I+f/+zo2+9gwwZtuv2WD2d/fOqv72DjR7NCG3/uESaZbdnc+dwLM19988ADD0ocfAgbMpAlo2Sgs2n2xeplv78nWN+csFg8nthi21s0Nnz6wQO+dcKHZ587dFDfpu9fzMaOpPfGJY1taGb9BjBJWnbvX1Z/MveAg/eLn34ki0r0tQJJZ3m/5dHn1732ESsUGyaMHHTmKWz0MKg7HCra8uzRl56//4FwMj7trLNYJLrsyUel5k0RVzweRov9mzMkRA8CJ6Rv0bXhpxxXdel3PCPc4ThRLYWxhz99pafXCk1Cyl18UUyMpnn/twC9DCGFDw3maJsOSqvMcfD7sBqQY3h6hIBrPkbSrR0ddqw9R0WT4cybk85oX435OhQy4DvN0U6PfAOY8lmC2++7MmL84P/9mb4N6Vi0Y09rW/PMmXW6Glh5KzBNeBK0rimAgEB4FS+AwYYwYXxmrqK4suormitLRQ/V0uMpubE2fsTUjUuWF9e1TT7oEHbsIVvnfvrCzXcseuGVLUuXDtt3KuszZNOHH3aG5N1/eCEbPWjOk0+teODp9R982K9PnTxhYjSd37pilZ8xA11fK3mjLr/Ee/n1JatXjzn2SFaT6np/ZmdHx8ijjoKl+uKhB1e98I9V73+49cOPI5s3v//O29WDB448+WQ2aix7971nfv3rjTM/HJZKsl13q0umlHUb25avMWAdEol8KhLfa3zVlD22/P3vmfb2WEhZNnPG/Jdf37zw85WrVw0d0I/pkU/fezsbVXY762QW09/47Z1v3ne/07K1/0H7xcZPaP9gTqa1a9ef3cT69/n8ltte/9sDKz+cNXbCRDZm7OoPZrghfeSPvs805e2HH6yVNd31YU5pC9R/d8Yf+nSbJhcC1jhyhD55kqzJEdqFROUPdRAXemhxegwkwenzdOaGAk/2nH/Rp/83ZwkSi0jL8+SAP04LEAjSXDhi1fJSQbGvQyDTzmrkfnAV+BqYDjJyOw5IAS1uMHwWClgkYNHAj/iu7jqS5dCMY8aiz1HkbfpaAY6cQ0fWhPe+o5yzRVZwWd6BU5DUtHSmUwprQYi+CIOmVj3VcLWIrYUcQ3PCihtWMCAquhZIUaYiTtE1zTDCTtGiL5M5bjSZbGvFuIgwwli2cs3GzS1VtszemfvFaRflfnJjOJ/pt9cQ1j+Wf/Lvmcdfic1aOHDVlvevu5WtWcNOOGBFsMXUcqpuDR3Vh8mFFbNnRv0ik/IMBbe1NeQKtPeqpq79+8vh+curvtiYf3NG17OvDLXsviOb2MRB7IlHljz2zNiWQtOyjW/f8mv2zJNs+YJNzSuq60OhiF/MNruF9tqExnLt4Y624ZK0ZcbMNa+8llq/oW3mh3uPGMxqU+tv+w1bsmLfg3ZnDZH1t/028vbcXbucjW+/9+6j97KUt8t+u4Ri7PPrf9r246u1Tz4fuynTuHwjmzGLGaxhVFOLmmFKlnVt7puK6b6v+tJ/8aCFXqpSLFqGI0VdjXXZrNuXCirrtkl4chYz86yYZ7k8y+ZDZi5ULLAMjn/Sm/8j54xDRxoHeIDoQmKF3DqsI0uiUnRYSwfLFeGoSgX6fMbXAmCnuQO1gwB4oYbjjUdRKzfJnsvcYM2rr29Ysizb0hrTDV2Gn+GSz+e7qqyQ21+Ocv+fny3LMkw7kc20LVncaCiSZfq+XV1VVciYmqeEHVXlc30Y+EwVbivGIvq0R8yI2C59tN2WZTcUjk4a1XDHdfl3Ziz+7dNjx+4Su+UHLKza//hg67xF2VVfBM3t0tbuzoQy4upvNx4zbfMNf9jw6swRoaquznYzqY075wR2xtFzf/7L0KyVGFbHXno269t/9e1/3lrM73nrtdrYcYWrbt6wcs2om37MdhlbuPlWuaXdCcXDirbhk9nd4WDUT8+LHHHEhu/f0vzu3FpPC8dDW9WcVhu2zLyay48M1zh5p9lztyRCEy89KzX98A1HfzuRya/3bL1PU3M2P/aA/euvuNz5x+srnnhrTaZl7LVnDz1ymnn5r7a8/bESVbfUh5r3H3H8xZe6T7z7+bNvdLW0pYxIlRGSDK1h3PDIpRewdNtDV/8oF1MveewJtnDVrB9dW++xEATgX7Z55ezJvhrVJT3clbGiA4eoo4ZtsS3LCTRDxy1HcS01QJwYs2lMt2jvSEn3+NT7v6P8f3aWAviSquxLDtwMeDi03A9OhbANsmXbWjhCH+QNGZOm7FO3zz60nkXXyp+126FhBzMcBOTC8wthNfgHiZ1gwQMPL/14Tte6jVXhSERVHRsK6UsKLbmELJSes+0AZ13XQ67bwFhu4/q+iYiV7izaxdqqaq/gGq4Kd0Pl82G26sNweLLD/EzAnEgkkve8gkx79sp6qHbCmAE3X7Xu4acLf58jSVrk6H0GHnEwq+5LW/q5Hfac+ZsfeW3+ooV73fS9vkcdsfKym4OVm5npFLOZqprqAUfsxy4+dfEffp9/b6GTLe77wJ82PPlE2+uzzHh44h03RCdOaLvihvmfzt/7tz9P7DmZtbXRlJISZo696NJLN2U7x5536oCjT2i9+k62aEMobRacfLZKajE7YhE97vk1aS/dmVX6NLY1pOpPnd53+qEfH3d6dVcub7nVo4avkuxDrrmG1fd/6/zLmjLqVsXq85OTxx55NDv3FvejxW5MXZsMuvYdvc9117FHXvvs/seNsN7lmfFRA3c59gh2wD5s7mfNz762evXqlph/wm9/x5ZtnH/dDUnJ132xWSqk4t+cXZm1F0wjXp3tMoNYtdensd20ob30PDhwXMV1FU/1/YRFjq2lIHThlhrx8L/s0//js+KT4QADYIwe/8k+rAYNeLQ/o00fodP0tGWqyfiB06aNO/wwlkrQx8S32dh9B4UdznCIsA8XPN6D2eY7eMJ2dGbY2g30PVX6DoLHrCK1r4oOcbl1R1W4w/L/9gxIZ+nHunWfPP2EYebDkmfblu95ESWsu2rIUTREuLT6ixU0H4ZDUXJwU+J6tOC63VJgSRhyIvUTxvS55bqOR59e//DbZtZcW68H1Ymx/Yb2GT2sYdo+rL6OLW6e/ec/9Z2+T7+jj2q9/ncbZ8yL+uSlb7UyUy8+h50y/ZWrr6putRurqgb/8sZPfvCD1Jq2bkPb8883S6NHb/7BjQsXLJx232/lfo1zb78tki0UXa0qEpnz2ivRfg0H/ejS6C67rbrud/l5y6s92XaKmbjH4opr5uR8cQCL2KaTM8IbY/q4753eePxR70w/ZkigqUXWoQcN3zq86bxzvD8+Pv/5txOenq+N1Fx45MBp050zbsp/vMSLGRsSgXPQxD1+/AP2+FsfPfRYTgsOOOnI0PlnsXR7YdYnH/79H4VF62vra7bG2bceeoAtWzf7Jz+tccyQJ95M//fgyoobiSlGwnO1YZP3ZgcdwKIxUllaPePR4lcYDMiX+Kwf1BPeKs64+S/69P/mDNfDQwGwI7wUCqVItgnABr2SoxQtsyix6mHDWEMt30MbHgdQd3TYsQwHWEG74iweX6GTxbyzBqeeFkQ7tIAapgSGQ+Wrc4HqApFf/LPO+//zTGaOFj6xOfPe++UvpbbmfomoKgf5fF5R4LLKsB3kGJOI+5YKw+FJmgP3qd4LeUWrIMOn1dRQpG7XceFfXhW8+faMPz1ZG62WBtQvX7U6UmQwKl0R7bQfX8EmTXrtumv1RPTgH13JXnnvo7se7tvhQjNXDo9Nu+NnrLrmucu/b7WkTzxyujFp4pxbb+vTYa1Odx/w51+zXcevuuzq5k1b973z12xgnwdPOb7GdlVTj0laXKH1Y/3PPGHMiSexN2d/8rcnCxu2sMDxktKUg/ZhkvPJ2+/W+FpVoqa96Gzw7P3OP6fmuGPfPu74YYphbenoSup7PXAbq62fd8zFA/zoxq5us09iyGlHNJ5yKrv9oaV/fz1QZWtArTN17J6XX8Iefu21J58cdcIhg084knWbH9z+2+wXG6pUPWpENxc6s02xUx+8t/DaW+8++OCwto6aIvyw/xLAgzD1UDdCWy26x6mnsXPOZPQVORgIlT9/YyXDYXPNFB9Wo0nqL/Xj/9QZIJa9oiBhMsSZbvF3+IgxMiu+LNlyYNpeEl1B2Ds67FgsorXRuTjj4PZZ9ZjmMsViiq2GnXDUV1RHVSxDsxQtL2kZOQj0EPkg4cgOccYR0emVL0iGEQ5LIZlmcM2ID4ml0QcxCkZxT7F82ZIkHPRZfXIz4D/Zmh6EDDmsSWH6rllHnl4xSVWPPfHEMVddd+xRJzb1GyAxrT5ezQIDghZTQtLmNGstsN33HHXgfm2pSEcqMuHwQxkQPvgs0sVcTzYOn154b6bXnrO78iFPYeFq5odU3TBh2ja1Myk8Ytz4cZP32n3XPSeMHD9xn/0901/y3hzWnGO77109dlSmMVm954RDzzgtcvHFkb32q4oks53ZQtaUArUqWlUTSjFTUk3ZLQQ52x2/22Q2cDBbvCxqBk5rd78+jYHttn62grWl2YFTQntPyPZv6I4Ye049mLnKwpmzcnlz8HfOZrU1c1/5hx5LjB4zbszo8RMmTmKSls8Xma9E6vukolX0uFrSA6b/V86Sr8YkXadlHxKLGCyisJhKX6NOGiweYpGQq0eCUIzckGjcDscR1dDPf92n/zdnHFGdDtivED8MfuBC5+8fSehS3VMNWw6ZzFD0hHgou+PDDvYJSOgbPDg+Nih8x1uYax2iRGt7ZMWG3yEpgaq68Mo1XVIQO8oSva0CUYaV+X9/pi8kInR22IatzXMWptL5lOWFTEfzeKSLukn0Mhk5FjTqOaov6V5ILaoRP+wyrRCOZLRQVpL9ZFXymOMKS1bMm/VZQ7w6OnGSPGly41FHDvv2SUNOmEZfeXnro88fes5at3WEpEiTxkWmTen73RP6njItPmYcW7im+77ncis2NAwf1PeIQ9c+/IjelY5bdjgZT+27D+xadt6c5o724UcezRqq++89umrqvpHd9zUm78ZGDajNpZs/WzNCj7Nhg2sO33/U6cc0Tj+ADR/AFi8xn33BW7W5vx8JFzzLchAf9h89mg0eav39pQTEPxlq3GM8G9pUnDVbWbFZt+0OJ5sP7Gw+M7hPPTtoj6rD9+13yjGDD57KGvo4Dz2zZcanYwYMTkyeACPbZ/ex/Y88qPqg/cP77iONHJlYvaq5s23sUcexrbkNDzwZUzVfUlw4ZrL2b8+QGsXxKRYJh1Ljx+iTRnuRcE7VbAazgkGIukkOVGp+mHBF8ujdOwUd99W9+T9wpm/QoBQItXhTEN4EjQr0cBYGQqOdjB2ELJrKIDr05Sce2HwNYMd7qoIoBSC8DtGEgkGX0Zd2wvSKKJA8q6gYBtnsr4LeU1RfCbi1HWyH2RvhnxHZHigLvE+bFWw2Y/b7t9xes3HrQE3VJcdyi0VabUKDCcW5tIDD8RByB6rBUm7ei0P0mZSJaRnmF227akC/oKm6O5uTs053R5eWTI3dfXLd0EGsOtbVsWnFrDnask2xvFedTC1r3hAbP7Ru7wnKsL6OZatftLS+N99Y3VZVU9V07gls1OBPrvxJH1UL5+1O1wnvvbtaW7Vp8YKi6VSPnJiRvVhDyMuk67JafSSGolYtWxF3wh3ZXGhE312nTc1pXj6frZPkj595Ibapvb8crVMj+YLFamvX20W5X1P/fk2tH38q2XkvFXarIonh/Qtb27MffDZ+4LDV6da6kUOXb9m8RbLHHHdEuL5+8NDRwcaW9fM+2zD7s/5SBLY/OXFkZ0xuli3Lc1O+Wu9pkY582+atrUFh1LDh+qYOtzOTKXT7lXmBfzoalxDoWX7ALE1ujoeGnXpczfnnerFYgekm8xP81X96YwUHZEwGGsmUIZzcL09ucrnrSRHd+98E5BWcCQnCL5RFP3wWFIqSEaVU+tS1AoOBZA/2hjC+BrDjPVXpzY7oq94p4rrSh9uKVAURqfgtztuBEAXcAjLPTIs4MQ7Q93EEMSDwJGHB0I8l0j2CI/A47UqRdNel4cM06aPvM2e/dvMvBliWlG6vSUSKxTx3pBXdNfgcB02L2nx5h+5qqqdCoAPZhxNCM/w0A8Js/s0kGdzB1EiSJ9G2NMSVzOC/xJzA8GgpLfCLipzX5aKhyTCliG5MN+6y6upEEp5C3z4rn38FmIbnIbupyo6MQZB2LbAUuMeKx9/NJW+H5pgxNEKVaN6QHjfQVjpUR3j+hsdCLjNoblEGN45Erp5F+1n4amCBaxpRwaFMqhu1wbRnqT4o4HBkuahqGHsVH9XELUsLfAM1pDFfoYcaEs0CYGjWvUCDt8B8B80hBYYL4vSTdxlxglJw3rZXqS9Ez6E1oHdMibQxJ1OrjjvxuLrzLmbhqOWYRiROk5ToUdGpZEIcOH6ICxTe+3xRKdl0+kFESSoohSpUTieLD0ACGgpdz38RY8RPRRAqALaBtl065akkiQtOhqBy8XWAHfBx7H8L0Is4AKLz6Cx+9wZK5VDpGiFCfFoVIkHzryrNwPb0JT0/45eQsUp2DkDCHVAice8RAiLNvxsG1TM99smnL955Z8pM2+0tsaju2LYuRRXfMBwDtgBC6SqOpRUxluquLkEtSDTFlDt3aUGY5I5+EHGwEEBhS4zgjhKIB3yEyW2KUnSDQIFXT99J9V0ofhAJqSHDMIseiNPKRVrnTnWiCjPFk+BIk/OMFHpVMKAYCsRIo4kBpPPnWqXa05IE/KTfyMZrLfN1E7bq4Fr1ZP7oUWC7SIdJomULtEZSln0NfrviK2TqFAsBJ/LCY4fZkXEmyrBHMD38aSU9s/T4Y0uqHciiUNGz/FxhCUAI1FT8AmcYDs/Tslpg1amjjzhsyCnfZVU1tKeJESbDQfXjBGinviJ/xCIowlrz3uwBgQrY5hYZfbFtF3gGnV78CA57A93feWEnNBxfhm26kFcXsubxpzbc/4B0INaFOvOhC7/5wF4RHPEchFPBbZEM4Ds7AUiYxF0L9xxmUDS1fstnr73ShCG3uz2SMNDGGOAUT9PgcXDD4SiOqVtQfeaH6eOFxAcICashakRnepkFQJYNQGe+kshXApiDkokhnmAFZBUWhL7qqqA2fuBZtmnajhmJxoHDsyAjMc8VHwMs8FE8aKLapHu0ZRnd7m0qqVYCSL05ULn0k5DAP71oD6641SDDQa3BrQadYQXoNwwEzAQ8DpgDuFo4gxoOcqWILDccosLCdtA5EPYAlkUg4Ga5NXq4IgAJ8WRE8jWPxWzUwM/E7NSoEdHJhzDdKDKLtiWgV1TKu6Ci62gxMlHmkw0g2NtwgBqOLxmOksfBXTPRROCEkngVOAiJELAtlzsbfN0NB4ALDYd/b/VFXblyovM9/ht50P/bGA6uSRXBEQMsz4U0URww+PQKboky6K5jMyXNVJ2xJBDbuugJi52n19KgohjRaUqM+zXIplB4QGUHBv9KEyhw4j2Go1QqP/N60SjHV6wQAv7wRS6l0sE5HAmkIxQRW4vCFHnMc6hmAugurxO9NQNSwOEqUyLID6Tz3ToJrQdwS4Bgif8UnIAI0UeuMg0iwu2SOIg9rvaoPld+erOsVCjO3JUX6QBC5llEiws0vsKPfhL0YoyUVlABlDn0aK0gLyLNH140eIpcpCf2FIqCUdgOGgaoSRBPUg/yLscByhXiIqVCnFeQQ1kShPkBiPQerip5AFSbnRe+9oZj264qCxAB784vV46UDQeqTbaDHGluNWjoAzLhI41oiQdjJXcDieSjCvpIR2jMt/DHXSEgJEyey4wuPkKlMDoROh+dIHjQVZkvKACWIIhE8pSBUykXaEjhc/AEvepS0hzOliw+HYC7vRAIaHAvA6wIAAncdypl740vUrYDIHBTAhDnCuAncSUoiHLoGgrpcPXDf7pfqghXfrIaQrao8sSDyMf/EnnxE8jiQtQaaFQWv6RO4bYA5woybuGazsAs5xXVQSJooFPR5lqRfstxRF6i2zhJanV0qEKOgkvBC1LpwH1e+vYgqAMD9Mv8C0L/Bfhvon/NYCc2HBxKOlMGYMNw0IiEUYhMAzcctNGvkNuSZpMwQfrIR6V5eAAUpPTlIdyDCeg1DJJolCQPIUOeIyVQAoY+2rfYdjTNwminwF2n+UWEDChMTFWidFgPiDL36FE0p0PqQjMeFV2iEnhxNEtK8wnbVooXDQpIxj/yNHwP3Yp8qkTToSC1nXcPIPq9gBC+Co0AzcrriCCC/pRbCkBTKryVRC1w5l0ATIpiyGRxleZRCSHgHq+bUPQSMh/zAXSmYITP5lCJPJfmi21l8ZOfe5VeAtERIooh9ebbN8tFYtcL0eQnbVrKX0GlFhKGgy8Dc3kMghNlJbvPeSAUkcShUhw99qA2KwuZwPjKBhMgGvhfIHytYWcwHKK3AUIQS6kESK5IAAek44A+y7TglBsOTWYqerdkICSLB7HIpdL3tfh8AAEZDtwSRYV69rxHThJlUSgJogutgD1wYTlsihQ0LVA0mxYRkDwaGP/EVIIki1hFCBbnUtARU55QpwoInHIC6QkSxE9x5hltmwqmzTU4iEiEMIkrMMtVseTgixsE5VoQgsgguBBQQhK/+WhPKb29EhgOAmgjYdHGxZwiEUJJgodyKRWyAig7koSHJQ4ANB+OAA+mREGcQBlBFCN+AsQ9nAUemV9xgyZ60YTcdPEGsEAPrYMfxCq6EnzbfN91OEtIJv+wMjDwfUjFJdETJEuGQ3SPKLiHO4G7LVA5X5W+c0Cl4l9LEH1TBtHHSCure69O46kVqEgERI0Chm2MJ+VFGikT/vTKxnMQcKnqSRdtWGpJyCVdKTbJom9Bs2A1sgHOsBkY5mwWWJTu2yBfoRHQo0RxlECUQAfkFQe8clE+wh9YJZx5SjkRBpDiLZrXwC26xzMDfPqkAVWQD7uVI0AWeusU/ACBNrzgiZwUKFAiDB8UDAcY57zTC4d80pimjmnHCRHs0eQMblFBFgtMnpE2UuWY/ABZOoPnXomEIFJwxsFnq4kOKsgv6JqS6RLsUWUxzHEE/KAD9fLpH0cAGpw8VD5jmTa1Ny+XVxy2SWKOzE1/AM8OwwMNHlwQuDngEoM2wHCCMxkgOugWrsVBKaV6lM8i5ZsJX2/D8S/AgzhiEHEoJCnSwm46TGgE/pBHTtJgB5BB6nsb0glnAT8Q+9IrVcgkd6UhrZTuIBeTMoU8soBcJgOdJ+Xt6iK8fMEUsgXFA3IWZaFRZdeHCkUMW9IKVCDtyJ+2LKLgmNwXhptDc5i0UhoSn7Fkk2mBrnmKEmiKp8m+LuMcGHbWkfywFBiSAw/IoDkOTS44ngn+FZYLmK3InqLzFQkoCY444hVycDxZA0vAynetl6W8IluundUkX5NdXEssx6w2JuWYn8ZZdjOa7BStNLlBBr1ECM7IzOmgyr/aoqpM1l3EEbLsoJUU5qi0MQ4sSZdZDFAVJbCtHEMBPmqiMlVHInAQEOBAeSb0G2WjVzDI6yydz1EuTSnYDk0o88ODk6JpTFdN17PBPaqCjHlEK7LkosV0pwDXAKGi7KJTmW7nbZ+cCfgR9LU0sjksCBuKoiBaK1L3oKvJm7B8VrBor5RCnjZNSTPFZIx/qwENkWeZvInGK/pAQ31l9DgKz2SpRfGTPEiShZIUoQrAy+TJvqEEpNs2ThzwG8c3AL7eoYpgHZ3G7R9GFVyKrhSjiQoJgEJ1ZfkSU4mFDXr1RYLQs2LaLIQiNUBqaWWNdczMsUQM5iav0cIExCkx6A1ECtIaisDtheNbdJitsRgLNLNA3+kAwZb2fEND1HZdXVXzWRaKkotNZsnPQynSti3rVc0mvbhgOaxeY0ZghjBAu15XlxmvrScpNNnnn61NZ7oKxeKY0aP69auh7cyhMLxK3d0skaCnNYYBg8V0g4XDfPqA/BcG2Ycbjmv8SGh8hhKDPsyTGoZKpG0W11nI96FSnqSmi34oTCMnlKW9Ld2vLsmDJq+YzYcTqZzp5WyUpXmB5zrFqB7J57PxaNxxbV0NYTAHPxYMCN9vGTqLa/q+Cm9lEEynM/XJmGNlQwZ9espjWsYMjBCp7LLlzRs3bshn0zXJ6IjhQwcPaNiwsWNA/xpwUumqTKEgSVIcdYM2mzaIUPRIRpnKWrumbcumjflc96iRQyeOH6hqrKOtWFsbzhVYFF3DWEcn9XI0Tj2Ln5miE9fkiKq4GWp56Dw9y5JhsGHoiGmFXqlXMt2sOq6Sn8UfqpleB0xMSI7nC0Y0zAMTDBeoG2cpEtIxErV1sE8XLSqaJkacsSOHjR1Zh0THdBIxjfNblkj+o9flTgg7reFwHF9W+A61AfvpNXfOXbBUC8cOm7r/Ty49ARF0xi7ooRC81bzDjj/6++muXH11/OmnfpdKwEAUbN9T5eTsT5p/etXNmqH+/BdX7bFnXwwzOTsT0+tMkx09/cLOjtxDj9w3bnykK2NWJWjpxt/++uZDDz42ea9dr7n6soZqkrgcXGtZ+uUfX3j1jRlTdp/8mxtPl7NePAK5tZmm2xJ7a2b33x5/Yv3mze3t7TKGSVkaMGjgDTf8ePRIBq+mu4tddNGvXcffuHFzU1OfYsGqTsrdrfMTceWKn9y43wHjb/jVo889//dB/fr+/je3De8bjWosB/pxBerakmVHHHNmPlfoV1vzyEP3JevYA08sfPiJ51avXdu3sba+Kt6ydmVtIgLXYe8p+9x08wULVgRXXX9zId/xwSu/hwECwCTBUt5z173vvvXu0Ucfe8ZZp992211vvP4uU414qk6S4SopXd3thlKorw0xv/jc049EaQWsY7mSolIA+Pny7BPPPD/r49mFYk7XFVX24KNM3X/fn/7k4nTGP+GEE5ii/Piqq6Yfuif6TCjYki9ar7vm2kxX5qabbjpwv9F/f2Xxnfc8n7flQj4di+hy4PRtqj/pxGNPOHbY7Hn5G2/4WUdnJllVi65OVdd3p/NtmzemQn59VfTbp3zr6KP2uPO2GZ8tXJzJbQqnZHgnmVw6m3WSNcmTTzn61G8d9NiDc99/a0a2fevxx+37wyuPpYkPOgzLMQyVnXTi1e3trfFU8OOfXLr/lEng7cknP3j+hdfSxXxHd4dZyKbikZpU9NSTjj/r9KPJcamoEU3ZkDyKhJ3VcHCN+9pC717ZrodUTcsVLAqWJZYuejkraOsyFyxehaESKVooAquRdtgHHy4L5HhV3eBAjkYT8ELlYuApciRvsY9nL/KCiGmrMz5ZgFG9yCRNj6UdRwsxR8KQHnvg0eco9tHok4wY/LvSjhGuq041wTQ4DjkCuiwtXZF5+41Pixn1g7fnrV3FyGpArsjZZm++2XL7HXctXLR48NCBP7nu6nO/953d9prcleu+9AdXfTjPgXVLVbM1mzatb2mZtPc+I3aZMHTsuKZBQw86ePqEXfeqaxwMb6Ez4yaqBjS3mXff9wTGYSIsKygX1vDFV+ZkrPDwMXsHSqK2nmxq1lYcJT560r4HHH5in4FjDj3qxH2mHjZ2/O7xVBOYz5nSptZ8MYhcfvWfuywiBeuja2zg0PF5S47GG+DsjBw1Ya8pB+039XAwsLU109yWm7LfIZN23XP4sLF9mgaE+FsWlg0Hh2Yjcxa7+75HXnxlRt9Bu5xw8ndP/vb39p06LVbV9Pb7My+85JqqlPznvzxku/qf7n54QxtNSxbRgCb7YObnnZng0Gkn7rff6Flzt/7kupvau7uPO+mkiy67fPoxRw8aNmTD1o1/vOdPDz21IFUdHTtx3OS9d999yt7heGzDlq3V9fWHHjH9oIMOmjhxYk1Tn2gt64S30p7rP273vsMn9B08bve9Dzl02vGDhozrO2BkOMosNbJsQ0vOVhcuWZcuouvRdArYQAO+8MqKbF6yAwN1jCTq0NTvf7zs3vsfWbepbe99D7zwku+fefa5B0w9pFC0b73lV3/5y+P07aptQfymHtlJgfr46w4wfmWrgf4qdRacaw2RSWkuz/CUiKyEPv1s6Vvvrzz8sOECD0bkuRffbOnI+56lSSZ6X4HTIiGa0dZsaH75tff1SE0m3/3OB7NPOO3Apnp6JclXaM9T6FJt45D7Hni8pinygx+cCMHC4OzJEcfXVyxeGdGITnfGCSe0BZ8uatvc3dg03Lfy77z28cQL9ibmVHpf78FHn9myddOlF02/8LtHZfNBNDqQscm/vvPuJ595tnP9O9rEaZrCGuMdiWTNg384TdQK3qGMKElnrkaDY7otHwtX69GaBbMXbd7IhvZjqTBzIP4ee/yh55PxpvVrNybcLeAb3Rzxu+TilgMPnnzVZfvipxGwMH8sSvE8Y3E5E5O6o0py4dzFzz394Zln7EuPLWW2YtFqM+d5ZiC77PSTp5xx2hQ0XXsX+2zu56oRvuOWUxCxwUNxEUyBPS9I6gaZUZd1NbM1K9aNGTbuFzdc2NhIHSSzvZpbTvvjnbdP2nUX2Jgh/ZPHHXn8U08//9d7nr7h+pNRu49ndz7y16cGDBhwxsknA+HFZ18a1r/P6WeddvyJI9GeGusnsT2fefbVRZ99etwB/Zoa2V2/PAtkwc89f/MfefyZEw854pxv7ws2Cjbf3hq3km3hJvuntxzfVMcQBZFfAGubZck4mUVmtPUdnJSy2uIV6996f86RR+yBxpCYIWvsg48+a+006xr7dnUXPTncmWdLV65zWOiMs8889/w9bY+FEeow9vADfZYumn/AAQfo5UjlmwNfb4/jnwGC04JlQYUgPaRySkjSI5P22j9V2/ft92YhHXLTaQYdXc7W1vTwMbtV1fanbaP4U8nufAG5ln2x1nEUDFB77H2QL4U++pScjna7QJu/6CyWrIcXM2X/Q//+8ut3/Pkp6LCmsfq+wzJZa8iIkTQF4LF4QsP58aeeSlTX/frOKxBpv/Hee+k8Z09hXQ5b2bq1cXC/7513VODYhlRwinmdsat/eNEvrr/y9BOmwTWBent2tr1lPbLA0EBSDYklw/TUAvE5eq6+rq6rvSseTVhF+523ZsoBbbHuWvBlVuqaMe3wo2AFa5Jx0KG8qq+prDoVw7XvMR2mrc3W0FKI0guwNWYiasSiYUUOvfb6jAXz8qhp4LO+TQOGDByUy2QNDQ4U7fULn7y2Ched69cuBalilp7AIEoKbM+3cpLvqNwqd3d25bszBfzron2XaCqTsdo6dvuvfnzGqdPQmFGdnX/eyZMnT37t5dc+/DDr2OypJ5+LReIXXXDhoIH0cJkmWAN3xaIFNMvMWKbdhvKfc9L063506bDGqijzYRADxBWMVYWkoNBV7GwGZmAWqnQLd1Fc1mpv6V6fc2g6E43gwLMqsvowGRE0dUSx0l2tsMuOZ8xftAwZfKZlfHddM3tvxuzapkF1jQO1SMqX9UiUwSktOMGsOfPXbaVH3pZPBZzznSNvuun6IUP6wsH8psFOaTioUmHDMHSaRs/ZLBxL6eHE2ImTFSP23sxZK1YWMECEQ9KjTz69ev2WXSfvbTqyHkpmC/TpkmS01mT+E0+/ULD9aUeMPPqYwzo60489/jQkP6HTN+Rb2zFKK+mMee65F0HsXnzplXWbbYyxbe1pm8mb2zfLEEzyCPynX32trdBx4FEHNw5nQ3cd1WF3vf7phwWddSneqmzbVjnrVsXo00yeHopEQ+EotAsaNX36EfB9YHRoBZnaIGmNDzz26QOPfHjPA5/+4a43X/rHh7Ewq0pRPVUtUFR/yr57xOLGC88/DbOHgCIUZs88+4QnubtOHm9Ewi0daZAC87YUzTv6nIUr//zQ/Hv+OuPPf3njuZfe7ErTt1ACjRU8zQ4ijQNGfPus8xYvXfbLW2/NFGgdhutbK1ctr61LutANDMeGWHbJ4ik/laKGxugN84EUVbf1SOA6XTTFqLNJu1YdfMj+q9cs/+75l190yd1PPf3p2k20ZsYkQsx2PZiXmip28inHR2PGb35z27PPLZ4x891DDz1oyr71QEDfHXrY/ps3b3jz9Y/OO/vmO37z8pJFzdkMjQk1qZpiQS0WxMs69Fqv56SqUsMSsUFRg/oIDlngFuAXVMWSfRoGvvHiB4/e/+6D9778xhNvffD3j5MWC1ss5rJqORb2tf2mHDJ02Og33nz3wwXzA6ZGZPWjWQvhnE6bdlx9/QBNjyAeyZgshWh2yIjV6zZddPH1F19x17vvrQf/gHiMXoT/0u4O3Art1LCTGQ4IMGpEZxcqyFhIpfdFLMvs6GwdM6ppr32nKJHUe58shIGwffb6a+8NHjjo7DOGSn7ec3KxCI3D0LHPlmxYsWbzyF126TOI7boX6z90aFuHvXDZFiErdbWsvWNzVY0+bXp4n/12zxXy551/heMzI1atReNGMgkKOf4IeNa8+ZJh7LbnBF1hBx+2X84xH37mBQx7CCbWta9TQmzYiKFgU4Okm+zaq26/5trf/PBHv/3RT/52//0zkAUehGSHFD921933PfHE40898tjzTz81Y8a7YlkT/CbmO2Fd22fvCUOG929uTb//SXPeYx98sr4rm1MU6ZD9jVBIjsWqZYyQLsvnM4Fkr12z/PFHHnn22Wcewfn5Z+d+Np8YQGyly4VCQdeUs7897rCD9+rqbLvl1sdNBCCRGi2UTBdyYsU8vADg5y2WzrTrOlqLPlGiQ21oBQepikqv+PnpdA724cKLTr/i8nOra4zlS+Y+9ODdF3zvvG99+1JEARj/wyqtVENXHXLAkClT9jSt4j333YvWuOiSo8IazWeD8sH7j77rT7/bfe+JK9Yu+8err930i9uOPf7i6296tL2D7KMeokrpYVov1trR6nh23iz4YAGhlxdEVS2pMN+0zXT6yUcefu2l51949um7//S7u3/3e1liOt+vL9udQWWSqejY8WPRmKvXNBcYa8mwBx9+XNakaUcNcIJCc1s7gqREiB2478Dzv3vOhPGjOtqb161Zfduvb99z7zOuvvb+5aty1NPwVfkh3jzAgUvATqZdvWFnqBqkhas06lKyGlJAr0PCb4d0YkRSWbEqpmQ6u87/3v7dHvv7O5+05dizLyzTldj+e+1Wn4Tj2qyyDskvkXjp5U+ZXjNq8viPl7FFa1i8Nl6wYp98tKFQXjwZSG2WuxYC8pMfnLjr5ImKXHvFD18yXcOTQ51ZD0MqTEOL3fXpp1/Ew41RhS1ZaNcmDTNfXLveWtsCXWOG5jdGwt0bNtHKpYD2uJv/yYdvv/XqspXrPpj1xdJlm2SPxWQW9mivxPvu/c1df7j2j7f+6L47fn7RZd8rUI3dECqYK+qB4nrdJ55ynJEYfM9Drzsam7lwgeXL5373PMthqpd2bMkPaB1GKumrfuu0gyc8/tBvb/n5T+676/Zf/PzHu+05SJbgkfiK0m0WO+JhD0HBL248r6E2/NHMj/58z9xsMRqrGWoymgAu0n4BRYk5GNhdB0FJCi0WQnuBHUlhAUwL9BgEjFQyhtBmQCO74LtTX3n+9j/cfuN3Tv9W/6aGzk77htseveOv7yIHugZRBkKGW3/+HYzqshE567xzojFKj9CMBkVk++4z7He/u+Lld+7/7hWnj99zohJN/e2Rly684neIJixYT511FElNk01S1lqnRbsRAzpQXVl2+baiGnN1Zv/4iu/++rarb7vj2oefu/+Xf/plEV6PQutQ/JBqMTNd2HrBRbsFkvznPz1azLEFczvaO7oPP3JK/wHM8dtglw0tBNcPkc5uE5J/vOPMRx686+qfXjF1/wMS8bpXXvvwmmvvWL3eQ3CL0QIhkUueYhEeFdkOmD8x1OyMgOb9GgP6BSIooNxHECiqFPoMYxekEJG5XUhbuc7quFGXYOMn7dranZs5q+3ttz5ABH7SMYdCj1UpE9IdONIYsnIF9v67s1Ut9Pb7b1z6/csuuuziRYvnKyz87FOv5tP8RUvGGuuSEYNmHHJOcN0116hy+PPPlj355OOaoSaTddyQ6X/967O+kyx2S9dcedXNN1z3m1tvScZr25u9xx97F7LeVD2wfX1Ltr0bQ5/PB99XX39x7mfvHnfKt6VwFdNj9CAZMbceyeYKu4xNDh7Zd889+k+a2LemthG+iMcKGGBT4RpDjoQ17YD9htY1DtiwKfPerO7X35phOvZhhw5KaayYy4ZobQmtRpF9V1d8Qw36NrID9uo3amTThAlj4+G46RVgu2LhSMSIeBZ9hrkhHvr+pRc11vV54flX581f3tqasflDIvpMFPMKfg7Nm4imNDnOF9mJYRaAaigIrtARoi9MkxrfkNnkyQMuOPeIu/50y6mnnIkx/pVXZ6INHdsCMdSkO81CId2yrIED+9M8q0crywx0BQI/+G6OXZeIHH30lF/e8r37/3rLsSeesm7jlqef+wDuAtoZURvOppXnT3KoXBWuiBSSGD0gd4teIhwfNmjIhDF9dhk/st+gpv5DB0shmuECx3ASE1WpWFSKhNnJJxxXk2p445X1r7z0djwWOeqog9q7WCqlhDQ109kBQ4a6VXGjNmqoNnWf/j/+0bcef+y3hx4yffWaje99MAs+Ha81Tmgn0BYN0PN354Ovt+H4J1AyJiIah+xGQprsOyFuR753zqlOrv3h++5ePG/O4YdOHTKIXGzbLOYpgKYg/K3XF0Kgx40aPP3gKd/+1lEnHHPo6aceO27UkFxXx4fvL4ZIZjoRxRuqH/E9ltKkAXXKXb+/Oh4OnGJbpmOz5NJ+7PkiW/hJcyhoOuuUC84+7fyjDz/2sKlHfPfMixpSQ2a/v8ItsNH9G+sSA1qb08+8trrdYXkMgBHWzdhHny/aku20DMmSaFDNyYEd1jGEFSQa6zMOfXYDHoTCjGQowpxQMSNZBQ9D92EH75fpbPvLHx7r3modM+3QCNdy8JnPWXChXZ/lCw6tPIg1IAgCwF1XKeTRWFClMs22IzbcFyvclaZWOuSAkcceeZRnO18sXRoyjPraJggKLdBkkYicAoLkK4ikaAKVbnh86Sy9dQLnBaqDDsjk/Vtuu/OJp96EP2WorL2TlPyEY/fzbTPb2Q7e6MNaSgiOYS08PsVXJce3UUUWUrTurjQM3YcffvTDH94aWOhApiAgYqy+iiUihiIVw2EvGi3JLpgJy6mo0kd1GxSfL2qjvX/4rIMf0tUEY1HoL+ef1VTLMMe5InFYzDMzB4vo+C47eOoUxbcfe/gvs2e9N3xw311GhBqrmGMWEAD1a6xDxi9Wbbz2ut9+MnsdikMwFA3RNyrqa5OxqFHIwVkruaI4ZCoHf3dmqwHghvprDl/ZQTRzRsugeSe6lmvnXTNrFyNjh7A9dhm5fNmSPvXx0048xiywWITF4qFCNocOt132/LOP1aVCJx518P5Th0O7QACaMLRx0Nb1S1978bmTjh5Xl4TseMViNqywtInhjvXvw84/79inn32is9N0rdaozt58YXGmtdCnrv/pJw+IpwYIlgp5tuDj0e+9996LTy86+5xdTjnhmCeee+bXv7lDN35QH/FbW1s/XrR+xaqNVfU1tu+hUBTdnsko0cTfnpmlKmakKKkwAq6Uz7Wccvb+DTV9ujs6MUDXpWi12blnjfjzbzu7WpSGqtozTz0CA266i4XVEF9jz22E5+cz2bmz57o5xc5bOiyp7vp+98hdRh548G6uKWmKoSk6aod20AL2nbMnmEXvrw89rOl+prNFYbugIcWuFmilfKZDlhSJnl4jEaYMmkhLs8EzrnB++OFHZs36ZO7cxXPnLdtl/KQJE3dbu9q98893K4F5xKEHwMujSY5Ahs+iGGzLxlWJ2sbALbZsCQ3uE6pJ1W7d0v7ggw9uas1859s/PPCQo3YZMzEaiS9fsvTDGW/VVoWm7D0OkRpKcT0YHXSHlO+2sx0WQifLpC+TBDClqIWi57OFD2d8/MWysJlrixpGWEvajjlqwvDJuw/o09gfVk4OzFSY7T6udtzoIe++NX9Av4EnHH0ErE7BZsV0R+AUbKugsuStv7x55fKNy5YsOfL4o+sa+lYnGtpau9995/VkIrzLuNGwidxkkNXgNgNQth04ykk7E+wMhuMrwXdcxYC+MLjZ1fFw//rqBKSG1jSzqXuO3bRyQWNVYpdRMR0DGWPZdGdVKgHkubNXFtJtkXjk0AOGOzaZHl+2bdM84pD+D91ndrZsmf/x8r0mj4oafmDbcMqrQhjVaJXn2aeO/mJFYsmS9ZFwKyR53py3fKdj+rRdE3Ee+DpWPGwkomzatFGbN81ZOP9d5ZxdLrxgsi833/W3Z++8/c9SoSUWi1lK/ciRE4uuipABXBUslkzUyHro3j/eHw4FEVeRCm5EUWprw/tNHZmK9lFYob5a98yc61YjGPneecc//+xrB+xzQL96ls2z2hSTvFyqOpHJIfRhUUOJGOqyxZ9vXdei+aoSeK6VLprtUzsPGDd+N5lJA/s2SX4RptZzgrZOq7YxdOih45csG7hp07rA7aBJBz68AxzLGz64TlHiMJp6BIYVhkMAbAeuyXxcdNHZRjj57LMvzZ079603Z8TiVaoSsjz3yCMOvvj8k0LAgEErer7vq7o2YlhfN5D71lcPbDICm23c2NJ/cMMNN93w1HOvvPrWnBef+/urL/wDKmjlc1XVkZNOOHTXcfTkBZyiNUApoisNNalEJIIfiFSgvlbA8nl4VZJj595/981Mpjkeke1CXpOjqq4cZR4+avSAfK7bd3JOsR25YAEP3nfy5pWbhgzrP37MYEhCgj5pIMXCslXo8tzk4w/cd+ONv/l07mf33v0HIxSrTjamuwtRI37EYUccdtAw8re4e8uBGxB4YuVG2Snha7/kXIxvQqBpLopedeI/qB8leJWqxuYt+GLj1papB+6n0ftTrFBga9c2x+PJ/gPCNBPO2PyFGzEa7zNlTGent3r1SmjV7pNH447p+ooKHab1R3PmLC1kMhPGTairDs+ZvSFVFes3oDqW4PLPnyzk7OKSpQvrUrWDBg1buWzThg3N0w6bzOkDxbThc0upzg5pyZLVisz22XcY7nQX2daO4KOPPsq0r6mva4xXj9h7/0E5i7zoQY1k1D/+JJusibdmt4D+gJqmQle2vbmlqio8Zlw/mLwVy83u7szgkTU1VdQA+QJbtmjLxIl9VJ2HaQGb8+mGnJWdst9YNElzR6G1pauzI6dKsWQkHjhOyJByufZ4Mjp6l75g8b2PWmsSkb3H0UIP/KSvuYOmyRYsWDZ61LD6Kg38QCccx1M05e13Pgkk/cCDJvGdSq3ytDIOFEvTHLlCEItIHd2seWtm1sdz4VlEI8mhIwf3HVDdv4FFkAnUaZaYpnjen/N5Om8eevAeLMvXVsGay6ylq5CsiSxZ0fXZgiXtrR2JRKJfY8Mu40f1Q9hE7yIWNYqWAMbyL7asX9s+YsT4gfDt+NtJFvpMZYuX++lcMRyRLScT0v1CNmtoYQh8Y9/ahobI5q3gras2Lo0cnuJ02CefrIzGEuPGNaC5HI998cVmxDJjxgyKR2GIzWQ0tGjJ+oyV/2zh57YZRCOpffbYd0C/eCyGgSdIpTDKOPyhHACeKr0eQ5fUJDxt54Kd0XAgSuHzo7iBABZ+B78kzEzGq4or8GYxLIbCJLq2z7q63ZpaeqkKw3xIL3V0Np1PxKMIDDzIQuBBk5Mx2qAcolrIMgTYQAJ+0S7EkxGE8cIA2b4ZltWWto7G2gZ6ddJnplPQtKKmSfzpquY4hqbRjj7w9l3XDod1cOUGLlQYIlZ0EjBt4Mpy8yFZ1mQoEO0T4jPXdHN6oBUydqqmCgVZfEMJetEONsmxQ5relemoSiS7urpqqmpM08JFv6Y+RJzXPe8WDTXMG6VUQavIIhicuXUAAj0U8BkwdIvv0C+ztrQdjuuyynI5P6TLUY3HfQE5ULDFqC+CFCTwEkBD0AZhClgo1evZGwQxGgZkGZEj/BbYBY8ZMBkoEog6/row59SPPlMteuIrDAq9++u6IZXcRtBFWa5JC0lw36PXApDDtj1LVwyf76ABBKCJLZdNz5eVMFw28E9TQir48TWFaZw3y3fzRVvXI6gUOEJSJpOLJWKgQE+Cec/CLmPUwTADyHQVYrGIBjxOPW95uqKAT5I3FAqpKE1siFlXAErlWz2BIXHsdLAzGA4AiQPvwpLhQLrlyuh8SXaKdiArKqQGaJB105EMmjmzTVePqNTP0AGMkPkgFpVyWSsZN1zLMgzNd0xZ0+hTckGAaD7dna9ORX3E5BLcYAs+djwZzuayoYghK9Db7ng8TkE/rQtVfGgPPRZxFHqPHOS9gmVGjAhEz3YCVYmAR0iz7zmea+uk/znCkhpQJZ9lJBnjPVkN5qqmlQ/R7F7g25Ksx8BPrmBHw6ga5LQL4ukFuiYZZN+YjarkrGLCaKBaUYqfd2xdi0JtbTATaJKkaLLsgYrCstmiEZLQMkAzA1OTdFJtl3ZuzuZykWSMlMQ2ozq9HRvGIM9Xc3o2UxCgQcFkP1vMR8O0Er/cAz29AY674MxHIhQMBvSNKuSFNZE1ZmbzCYOe9dDh2X4o8MkMSAEMCqkcpZuO70fJobCDTFhCA8F5DCIqtVTg+vyrzA6oIj9cKycIfE9W1bDjmL5XiIRCluOrGgwB2SPbDWCrhQl1fFsnc0wlw4u0TCce0hzL1gy9WLRCYQOOBvoQzgOaCIavWASqF4sotukZhlK03EBlKrdlQIANxUiD0SiZUPjcBoqADUUWdAufHkOiOHY62GkNB4HwOyAFFaAMLseDetCAQCMnT4ZMY6RFFwPbtoq6JvN8ci7vh6OQV991i1B0g+biPNsBAhLlomWHDai1nM7n49EUDWuyStaDgEZVn3bnIEwuPhC2Aoa9ouV7rhyLxsCL7DCJTESRRK2geQ5T4uDQofk92i+HT0MpcL3BAu1YBdtgQlEcKRrDrwwvJWbTyIzCsjrpmu569HqKSm/JkolI5+gFeU0iP4E3kWTms6FYtLOjrbqmumjn4PbHwhi3YTNQIuIcPQjI1YISAb3oWFEtwVxfh956vmXmDGoQJ1PsioarJBaVAloqkssVEwmaQ+pOd6eSfGUrWKadydyQoULKcC2RNqFJbDXQuZbBVCiebMKph7baRTOiJ8nDR1Mp9CAJKDJt5eGBcxjHbDoDytQBvoVGhuHgMwtgUvaCAMYiQi+NmFwoMDYYFjwSeCNkd5GCxnZk2j8EmVQPRfuwuGSJqB+LjiRJRkjPFqxoxACrMAowefmCFY8YZsENh8lWuZ4rqWhibiU4UHtzDohn8IsLnkyHuEZ6BXsngq+34QCAewiFsA3UQVQbkhKewG1HT7ehL2FWoE78mkYWkgZhOwAY0zA0gVTZEdBtE5GOAffVdR2DohggIjuGIdcNPFWKOR4G7BBtX+XBjyAp7Ggza+to9aQb5LkJgZyHi0WSPLgnXpBJxeM8EdZCw+hNDxt9VvDg4xgUloB/2af5TjlEa+Y5Z66ZgYMTKCk1TBWiNAgvqXTW0CXbkmC8PLeoqHJ3riUZq5ZYzLJ8ePUYFH1fVmUVTkUh60Qjmm/CuFlaDBpO8m9Zjk7+F4JzVKoIBZMY2NNs17QlGnOhYwqtAsEYjwGYKwOt2sBoD82zUGkzqyej/KECTbK40ShXMDArS0XTioQN5PBcX5Jl0OrsTieqoo5dDCthMhDQzsBxw/S9FVQn8BwNRpZWcQWOpmX5mI2mRGOJPuQmA0ODA74qulsomghxImGab4WhCGk2v2XAfxG7aaCe2bwtKbALVFO4gSE5Qig0wNCzN96WhJcpFGLRiMkdKziMwIFFIDGhhzWeEQY5B7aXixvPwqFkNejMewsgRiyRTiXthLAzGI4KlPpomy7ctufIcCAJd7nhAJChoGEDkDetMJ82gN3AWdNIkTvbWbKKZDZXMGM0K4CBqxvKITM9Z2OISxA+4g6QgYNdpKkTlAilKlrdMQMDr2FapckIDr7lZ+BRh41E4EWglPQBA42sEQByDbMmeQWIuEVrF+DXE7OabIHDjG2oCLxz9PwYJdJMBJdfBFnhMAZC2isIg2Q65yqyGo5QiE6RBTwp+vgb7f5XmnSQWTFnhhMhWMyubvpWkeO4yTisQ44KC0Jm0dMiYTIPHB3NRHMYDsOga5tMVoJA9h3PhF2zvSAs652trLa21M6tbfn6+ijMDxgr0sZqPn9eK+khcu/Rnnw6JFBRAWQgs+6DXXCHNlMCSwFPiAw9yQtH07z3aG9DPvdcKLKaJM1B6ORr0BaCmUwulYKZo9ZAy8NQAmDhwIhv0gRzoooVCwFMBlwl1AW04QGGYAgDVkyjZDuW0t2AdWYoCC3aYM8N8xkxgGmSRVAUyyoWq+LcgUIL0k2QR1UA4vxVIKROnHdS2BkNhwDqNqgBiWYpRQAkjsYIXHD0Uh4IgWzZrqqrEE0armkpNdxvtnUz+3zh2rauZXVNqRFDR/QfVJvgr17i9sxZX0S1JjjRttWVTCYLuUDDOJnrGDGuqbaGLV253LdC0Gol0FPVta1bm/sO7DNkkMbz+kXfmffxaiOUCmTXkQJb1VzXriL/oegWs0NHDtaqEitWb5btmsa6cL9aKvHN2WsT0T6KBfsR+G4RFdO1hOdaE3ZNZrNs8eeb4ZXss19/cqDgIvF9i+cuaFmzZm3zxq2DmgYduv+utdW8rjAffDszUmmNrV/H2lq37LVHH7SKY5shPbRqbbq1s1MywoiJNPhBstbe2lETi4Gwlc/vvc9gOGrvvLewprZ2/Pi+YvFGscDCUTZ33pq1a1d3d3f26d9n5KgRQwY38PIINmzsWLt27fCRI+obEtA+v4jYilyZzz5fmnG9wUOH1qcismdrtGcYQLdk7cMVW7szrCbUEFHkUAiGI99YH62pZeIVdrS/6PpikS1e1P7ZwhUS0wcPGTB4WFWfRj3Ko074OOs2pDdtyejhhGQYXfn2qurQ0CG1EdgXWF54KyZbtOoLPRwdPaKv6TLySDgUCvTApatr6x67jaIvzdHaXpTnuq6p0kQVCt9WqChlGyDpK13unPC1Nxy9oXdN0G2i87Y7iy7nnSr6XmSSaHJBo60603kvBLlj7PMlWz78cOmrLyzauKG5pgEmyO5sLRxz3LGXXTa9upZ1trELL/hD86ZiKBwuWlt0Q8plvJqaKi/I3XzbVXvukfzFrQ++/epnihLXVL+1o7Wpob47kx08YOjJpx99zDFDZn6y+GfX/cFxFNf3wlXVXXBRLLNGd91sZ3UscdDhB33vipOvvOHuT2esP/6ow394+YGazk7+zu8WLV7dL6VoQQ6DdCFvyV4cns7fX7y3vS17zU/v3LR1y6xP7+3MsGSCzZ6Tv/svv9u4eV02C33rk21JR1X1vDNPO/74/RMpPmuqsK4CbU142aU3b16//rzvnHL5JYfCBDgWu/vu959+7qXuvBtNVCsGvHo58D01sHPdnfGI+qtf3TZ5D+Wgw36qaMYzz/4MjkQsyubPbf79H3+Xy2fWbljbt2/ffD4Pt+Hkk089bNrhgwZE0dC//f2Tr77y+siRI2+66eqGGtJbcI6mv/KnNy9bs+WnP71mr0n9FXrZ36KZAtnodNRrbn/4k0+XF9qyEppJdqMxxXfz+0zZ7dijp++950iHuyFvvbns/r8+0trSpeoRy3ThoRnx4MTjjz/rWwdqMrMt9vIrbz/55OsbmrsiqWSm2B1LydFwZEjD6HNOP2PfPeLtnf4Z3z0PNnTq/tN/8tNv5QosDrPA2LKlnZdfdkng5+74zfV77zbZtWSf3rF2PaeoaOTjENCAJEQIVqPktFYAN4Qt4ZK2E4Jy0003lS53OkDnodvEWQCuXepwEboivdzd4rus9B0PZjoyIoLOLLvrL4/9/fnXVDlyznlnHPOtg6rrkumM8+m8z1ra87vvOSaehIK919ZuTtp98rAxTfV9UtU1Vf0HNdb1rdp9z11r6pQnnn5rzSpz10n7TTvqkHETRg4YMhAD6ZxPV3R0pXfZbRc9LHems/36D6qpaUxUNa3a3B2KRPeYOKaprnr04LGTdt+z35Cql9+ak+sM7bvXfntMSmI8/NP9b0hKaLcJg+prY30H9OnXd8CA/kNT1clvnbLnpi3Fhx54td+gISeduo9m0Os211x/z9KVC8ZMGHXgtEOOPvbYIUOGzZv36SefzKxvqh01bnARAZck0Y41s5rfeW8Ok4yursxxx04hPZBYOqvagTpw8Mj6fkM3bGrtSufGjd+lT1MtxvP+AxonTtqlroH96Z6X8gX3oksOh0XLFtnPbr592apVTf36n3Pe+RN322PYqLELF38xf+ESxUhOmjwM5viTuZuXrdiwubkrYNEhQwcj2kKMgGjo8adfWf5FyxHTT+zfFEIEQa/KoyckzZGlR5//eNHSdRddcM7EXUcNHzlo/K67dHS0zZk7r6srd9Ch+2oaW7OWPfLYUwsWLpq85+7HnnjM2PEjmgY1Ll65bPmqdboxZNz4Gj3EZn78+fsfzR0wbPSwseMSDbWJung2X5y/YMXaNTBwA4ePSiXqhr717kftHebUgw9KpUhC8kX2hz8+sHTJ0ksuvWD64QdCSDRZQjUtu6DRi8ClWIb7reLA/x6PAxSEVME4i/1Md07bAY/jaw4ePwh8fiBGFluGcUsAABnlSURBVIfT61xJKQYBRkOTX/t0sgPfDHycPc8lnKwbZILg6XdW7jrtwt2PuWxpZ9ARBG38WG0GR19w04gDT3pzSWtrEIw/5Ee7HX7LK3MCXAuE9vIFjlN/+LO9pt92271rNlqllHXF4KTvPTpo8kV/ff291sBd79vI2B0E/5idGXHEjadd/xx+5oKgUAjas0TzqCtuGr3/9XfetxQ8I33UIVcOO/hq0EnzA0wicVM3VeeNDzeMHH/lXgfd2BkEIPuLe+ePPuDas2/64xoUGgTLfaL2/uetBx595hEnnTrj848zgQ06K6zg6MvvHXbQDcde8MTgyZc/+9Ym0MxyslttqvVaM/jOdc8ccMovX5qdaXGJVRztHpW+95HfmXToecDZYgc3/OGZkXudcMG1f0L1RVutzgUvzemcNP2KvU+49sNVwQY3uPZPc8Yedv2QKT+aeOh1dz7wKQrqtKkKl11/115HXjVzSZBBZ6D1bTewsp5Pt8684cVxJ9363Gdb1nH+cSxu8/Y+9nvD9zp18aag2wu+f8MT46ac+6NbnljRQeXiaAmC373yUXLysbsdc/XaPHH7y3seH3/od3/37KL1qA4YC4JlQXDrE/MaJ558+KmXtvJqXvzzx8dM/eFZVz6yBdUJgkdeXzL58AtPveAXaAe0/LqWTS6kyguKBTAFUeHihjP9IfkB434AlnvEDAduOAEEitJ3SuixlDsNVKokLP129h4/aUgrHQK3lMNxHYwVCL1Nhy1avKJoySccf1KfKqAFGstqLBc2vN/86qo3XntqtzF1yO4FhVy+zaeHEaWhx+SDDf2HL6eGCqbleK7En43ABY+EWDyZCBkRgybog5jk67zsqOb7riPJ1BkYzsIqS0aIPV2Xae2DU4SPhNjJhhxKNAcA+hjDEZ+DbCLJMhaLp+LxREo2lLZCc0SSMCzbLjvjjFNDtJCKJSQiO35c3d33/O7Bh/46aZfJAV/MtWZt66pVXzT2adj/oAOjqernX31bjJYSgyZYYCBqsEJ+a2vrmlDY1BRaCAcOdZk8hYKdLnpZXBgaS6fTihY7cOo03M3kiUIiyvbevWrwoGEd7V2tHUU0qaLTJmZDh47NF8wnn31u3qI041PCnYVga2u3aTKrwLtEUZhGj7FApAteUCaDhDBfpZZzWH2trIfiric3NhHyihUrVVWddtiBDdXUPj7/NNtJ0/cZMWw0YqVslpk+q6qtYZLd3LIOrII8zlHGDj5w0oAB/Zpb2myH5sp/dPlpfZua3nvvvXmfd6YL7J6/PGjZ7iWXXJLLw8so9qtvAGm0pxGOOrQ+jBPqgW1+lCSJp25zY6eDSk2/voAqlGoheguHSPryAfGCrkKXaOUEZBOqSiv8RG5fkgKbptZJGZYvW8M8fcrk/XWbJV0p5scNT0m6zsBkuJF2pWRWljWm+obV6DtvfPzU04vv+OOL9zz0xtvvzAEhIo4/TpUURBLJ2jR/Adz02OPPzF22dKWhxKbsuidMhEZlZ8GMpri2J+cLtFoZHjH4gdNOTCl6JBnzAhdKhZ8euFCTc+d1z/+sffHnzsqV7sYtRBk6CZvioz5yUBupQa2+WLY0FYsOG1ALwwHvu4bZCW4++tUkUhHakxADBpic9c4n6ZbmM0877rSTGxzJmbt4xdZOerKjM6lap8eZwKmORgPLidO+3ywiIZCw0Iy49p1EMU+PklDTd994J6bU1cX6Ab82ily2aOGYqsR0tuaLucAP/DZdDg6cOnX6kft3Z5uvv+UOeicYmqxXx6sTmmahAKDxR6SKzV8bSCWMqMbWfbH5o9nrFi3pXPJ523U3PtLRZu4z5WC0RsFinR0tIT3Ye7cGO08vtSWYHEGhjO0+bJLVlelqNmHj0p2ZiObXJ6QUf7Ib8WnfwMENrKk2pSux5Ys2JgPWEGJXXnZWbV3y+ht/fd8DbzmKccQx0yfskqqKsqQOg+kpio9QxUH7KvTQt2wVSmKF4Ycf9GNb2aMFpYS4MwIquBOC6NmvPjBmoPMhmJUzJfNFBLoqqfTADxCLxeAaOKYn2TTxBfUIKUaY7jvFogXtSsTZ1s0bs7lujFQPPvjky6+899DDT7z73ge4BR8VzZqK1DZvab3vvvvOPPPKg6efcdSRpz/00EPhUOi+e25Kxsh4WXZGY4FVLEALQ6FIJByD5rheIci7EFJwkS0U2zpaZVmORolFWTFsX77xhpt/etXVGA+vvvraV1552+a7h5qOVTTzW7dutvkGNvFItL21Q2wjAPPk5wsKrWt3dTgwVC4tzKDdku9/aMzokftO6WO57IQTjvMD6d77/+G5kAkFThZQQSqs6hHd2LpxM0gh0WAaPXUyma4mw6FkF7eJHmwbtE0xclmhMEUUZxfhIDS4ttnethGFRuNyJtvtmMUrf3D0xIlj2rszd/z+7W7YDtOXFPg1HfQwFZWEm4/AgF96TjGX7X7s4Seu+enNl11y1XXX/HLO7IXV1Y03/+JclGGEWHtnW2dXOzATUepBhRSVyS7zrSAZi0qShGFAkQ3XtbMZBFhkOOKoG3/s3dRQF4km5EB1iyyqsl1G1++3714dnZnnX3xN1fVLLz8epIBJDgnZMvhGrpAXHL2AV5cOAmKCn3sfOyuU6vwfQMAKqcAYCqUBhEOypgWWW8QoRquHaQ2ns7lrS1u+xQhr8A1ImqRsv0E1J3/76Bt/8ZM//PlXv/jVdedfdA7yahLRCOlyVTKy28Rxp5x43CnfOv6sM08eMWJQW8vme+56busWeocqpidyZj4SjmiaAb13HQedoSkhiRZbEQ+xcCSVSGqa5jq0jxniZUORTjrhiFNOOfK0U46ZPu2AMWMGGaXVrn5ddVVTYyO9jcG0dHc+Hk4gwLFpAlJVIimc8y59RAZsw9mA5//3lz6qb2psaGrcsNFdsMBOJCOxeOiz+fNpHQQ9qJZo70Jaz9YdCcUHDBiMLI7vYmiF0RHrQZLJZFWC9AnojU1N3Tk7EmcZ2/dZCMXBa8gXLJ+pDU390LKaYURikWQqHg2xC7/7nap4dMZ7b//j+VV9GmoynR1NDfXEGbpAkVB98YZIKGzoun7yqWf89vd/+MOf/nzrr2479LDD8sXc9KMuK/CNhRLVVQ19mnCNAASAM2JMdNaWli0+ojNDh5tghBOyCtOXRFSCEjImMYyLdDbbme6GxUNdHJuWxlx+6cmNDTXRsHbiCceG+eqvHt1ABfgvLhr/AYJvtuHoJQgKvc7A9YonR8JKIde14oulEMEt7VZHrugyrbqqX6CG07YJwwHBlTW1tbNt+Ohhu0+Kjx5q7Dd52MC+9cgLtSoUWVvrVpW5u00afe5Z+178nRPP//Zxf7jzR4MHNS36fJ6ZtUOk8KrOF5siznCKBRuuB4HKZ1qIjXg07rt2IZ+Di6Qq+BkuZDsvOu+QC8877vuXHvX9S6dPnTIMZeUtJ6wrmzetNfN5+PhgoK6mrra2fsnnOY3PDiAJSqWF5Ob2/MoNeVCHn//oY0/Al5k379Mf/vAH19/wk6effKx564bOjrZXXvrU59+BpnGfVklY6e4shnYUFJLDSANjcMFs00x3dgABNnKvffZZu2FNIPtFh4V1mCcPhcJLWrt+s+X5o8aMzXusraNdkr3udJtpst12qf3+xec7hfSLzz65aP6cWFhr3rqJWr+0JM+HkuPIZdK+54wYMWLS+OiI4cZuE0NX/vCwxn6N0WR03rzunMXqm+qdwJ8zj+Yv0CM4cny35+bWrdQOimS7rKs7l8mYihoO85kmmC0w3N7NFi1ZLKts7Pj+MC6oKcxlbZJt3rA6l+nYfdfx9AFvYqUCFHFw5v4DJfjmGY7t+p+/sYLDx0gJR9k2kYZGGTVyCEb6f7zw/JZ2lqozwrEwZGntlsxFF1935FHfnjlrOZkYORYOpVSF1ilgKAPADJiuj/EyThuRR2Ix2TG7Tf59I9OjyL86GfLsfDbTZhZYNpONaPRaPqQykQgl4vT2qgc26BEerXE0czmzmFdlON20ANSzEQKYUGDfs7kDQhYKhyZ7uuLX1yTsYi7M9wA97JCDO9s7nnr8mbxJWw1Bo7pM9smC9Vdde+P1N928oZlt2GLDkUmlkr+67Rd//P3tN9907S03X3fBud9WmD3z/ZkUmsssnyXz0b9P3+pkitqITwuCO8Qj8AhqqlJoM1r/ydiESeNgNR5+7GEEHUiIahF4Gp/OMzdu2lyVqu7bpyaqMMMwwhFV1bxYiOYyDj1g0Hlnndq+ZV26rbmpvkqVHAozUCXX9T0P9dU1loiFqpNoH/J/6OUYWmLD1q7+ArpdVR1FyojRw1o72l99880M/0osFR1lTzw9ryPdOmzksNp6MgeqbkTj1X5AbyF3ZsmAtnSxRx5/Yf2mtaPGjohFadUpoh4EXyg/ZkiG5KiBFSm/JE10xcGlAik4/wcA3Cn8pgFJREkaKqAoGNd9TZccP5Bl6cCp+8yfv+Cddz668MLrpx9xRH1TatPm1fMXzl60aM1+Bxx8wD6jyBYUHFVxnn7iyXfeitt+EQiNtWHdyV55+eX9+ta6FiL0FuYXE1zoZSilC8Ohq5K9ZeP6KXv1lVi1bRVCumoVs8Vch5XvhKsRBR5fYRSVWUiFG2TX18WhABbsS2CGVdo+O0ysMgQ3NMepymFNhl8i0ye0TdyFmTjl5D3mzVn04cwPfvjD9fvuu++Q4cMWL14866NPFi/94uyzz+7byH71m2c6u1pPPuTUfXavhybkiqFYmI0eNvX1Zx9e9PlnC+auH7/7wATpLOvoaMvlu5PJOIqkYdfzE3EZ5qOjvdm0cjrsi82OPebAl597f/XKpVf+8M4Juw4JhaVsxr7/vlfravsffczhdbW8vak52pmflxDGIBry2LmnH9DevPWjjz5aNH92Q92PwUYA64hYSKGX79G8jlno7midNfODpZ8l0ul0LBlbs/aLkBZ4SjB2BC0fPeH4o5o3rXv77bdg18aNHpOHw+Wzu+/9S01d/ZFHHFxNLwPAsEqFbO6NV1/fuG5DOtOt6+qaNava2pv3m7LX6aedSGELutsPpIB2NkuEZJhqt5CR/DpuyIhCyWIEsN8igvwPEHyDDSiJsziLRsAVOQu6TLMdjTXs5BOP+vZpJ3V3Zx548JE77/jjo488s27N1vPOveiaq64CaiHHquKRwLFmz/zg7Vdf+XzunJVLlqxasmzh3AVbNzfDoXCtDPyLsE6TrQqzIiyIqiwV1+NR+c9/vCPXTc9vQkaE/GTF79+Yqq+JWPmCRy/MsiJ3UnTV8+x0S/N6+CxwMeJhiHjWzMPvoCXQsRAiIYu27bPdiKHZxa5+Tal8MRc4Tr8m9r3vnX7wQVPmzZ0DRbrxhp/dc/d9mzdvvuiCC6645ETXY6/844VU1Dj5hCNh06ClNWE610bYvnuMR3A088MZuSyN8+AlHFJwdLRt0WTmuKahkUKZRZaIqn2bql2XdsqqibKrrrxk1Ij+Wzauvf/e+x556NEXn3+poab6pOOOOv3kKaAMg6gEZkNNSPEyrk3qh6aw8uzHl51anwj3q6/OdnfAMElwrmBUaIaYPsgUwOZG9TdffvGZxx95+/UXn37sb7NnvhMPBc8+cX93mh47TRpVffopx48dOWzG++898Le/PfzgI488/ODoUYPOOfOkqftPQCmFPDNUqSaZbNu6ddaMGZ/N/XTp5wvNfObQA/e/8geXHLDncENiGCoC5sD1gLujKW5IoblUVFZIhzAZ4gp/cJTTv+mwUy05/2+AqDTOJAg+jYDMzRZy4UgUCttKW28kobqAlSv9zxcvQ3Det1/DiJGDB/YPIdH16c2xWbO2xBJJuCpFM2vZuXg87JhZ1XN3HT/WMNhnCzcbel2qSq9qhD0quszRGH1PYNbMtU0N4ZEjG0EHQyxK8VT20rsrhg8fMqa/5hW7InoVJLRbYqs3txTa5f4NtQMbib+n3lg8fPjwSUMM2TNpNSN/y42GTJrqc1Ys7wokf+yuNZpigCjNU2hs4dLNi5euRMQzePDg0SNH9GmkWQSYNatQyOcyY8cOCvExVCzfzuU9yZfWLt8QDhsjxjUVHXLjt7Z4nW3tY8Y0RMPwTh3YwIIpGbo045PVelTddcJAEAQaNC2fYws+W9HW1dzR2TKg3/BdxuyKECBZxa2GxDY0t7dsyQzs029Io57N5CLxGFWfseXLOxQ5GNS/FiEMvXcrkduR92RVVz5egAaM+aZtyGp3rqtf/8YBAyKKTG/xJegBVA/Mmbt22YrVKtNGjxkRi2sjhtUiUfTRlq1sy+ZmiT6DrcLm1dZVRWMIgkQ+6nzDNRVFtRxm+vLSFatR8MD+fasTKuwd+XUIbugMQ1IyH/+xHAK+gYZDGAQuB5Wq06viEGOaEIS8BYxeRRM3/3XrbCtFPjnapWueEXaBBikQK/DyQpJP2zmQ+uIABr9AcMH322DQeI1ZUmBATAucIeQiJ4jsgFzkPyPIgYyCLZ6d2w562R5Ogi/B+5YxSNJ9/NyWf6ATO+ULgOAWPzkz/J1AlAqaCv3FQcn8UJiDYAvsBMxAM4mNBTl7uKTtNkpAtHgTg5j4yVPEJeFTKu4Th4TGCxBc8V6gJyuorOgPAHqCVtwIOlTZElDeXrUjFI5WLq0MAkOcxb1eGAptQSLuaaK+Asp8IqMoB7lEg22T/ZsM3zTDATkQosCHrErVuchieOEJ9AZW5e2DsuAQkHZuk1CRIoicuIVBzgAlerYBEBOdRBx2AANeCMEQybegjQugSRScQCMBGNI12qlHRypMCfSHT1MijnBA2qF4gtEKJHEAKDsd9AteBr02Rm+XwgPgtwm2wwU1nAFlAwcWQRsool4wGCqQAvoSHjnvPJGQFf4pJn4ZDgKZb/MDUmAYdUXAxNsTnAjqaIFyqVRXeDJEX7Q5WgPnbVwG4oky9hgOEAcBpOniZWZBltBARzCM//hNe3zx69JvvuIKabyJkUo3ekGFDuGgEmXMco8LagBqn+3yChAUvvHwDTQcYlyBYPDXMwElMarcEgu+SmIkxEoAlzOAOANE/t6J5K3wC56VPx2VyXCYyC2RS8F3pwFRJApl4x+r9PgIpzALYyAN4FxzOAkNhcrcHDj00IbpwBPFCgDzQpT5egr4LpwPPh9LuaB0JRUVWFQyv+D2Agdo8QsxtAawWRowArkIb8mnb9rTY2puOHJ84lVnAYIKmqT1aDcth6jTQpeyqRLUcRZM4kwp3C7DjQGQ5gN4O1QAOLSLGPHDDUXJHIDb0hWgQgdowjmCF0B1LlWwVBTRpx3DKLeYntiuIDqL4LRSCEcuXZfQBeI2eQWUbnzTQbTXNxtIONAOlYNkgw6a0qOzuMZBgkgHhJ4f0CbaXVIc/GMegUZoBFBaBzl5++KEML9EnJODAggjBSCfgs930vIqbnoIDVjQM4mUs4TJgwUOuCfO4kIAeemlWIl74EAmF4T/pIOXInJAYcRRUQsRw/dMCfK7ZNC42RI/cQA4BmeRV5srMLUMv0sKyY8SskDn1yUcgUanHsBP7jTx23QP/ytsi7s8uWw1BCpAnMt/CAWAUqigMj1A6UblgqcTP7gWrVIyPeIWb8YSwP6Io4fIf4DDN87jEM48f5jANQK15zLBTxBNAcJAlH6UoPfPrxQjTgpCxuUuDyIyCyORZjQEZdgaSCZ+ynzXiYBv80s6Q8LKyXOWOJRLQDrRLWsWTFlFygl6McL1oURB2BpxEyk9ZDlOGYS2bwP8o9KUI8+/lm/weU8VBkKiaAv6BqeJuzNgSEZLuhJ+oq1QFJkMToPXpYcx/Kg0JnAEL2R5+S3KSAefqanwQzFaDwUCfkswLEiVoGLsxAW3GjDepOs8secsoFIELihLxUyX8grgZhTlVLDxu4SzDbVvLnzTWgEdXznK0COIJC509LYakBchhOKi8hOwXQo/c6shHIqSp8BJCQ+lAnzwpJGZbgq/BGfhlXDdEjyIdFDk3g2lkzCDLq8APU/B7zKnvEYiV2mgrBTK0flRRuZFSGrlCMQFQNSlDMDjCeIvgi/4GZwSERJjNTFJQHikbB5VAWcvoBbgDhvhiIPwha4SiLJKPFE6LnGgGFhSrsZgGPWtWFVk3+7gZEGn4uaQzit0poMXQRatcgg6ghS1lchWYoGg51Kki4OT5qf/AAe04H+gLB29W0MIC85SkUk5eqaBAVb2SZeFvMluICEYsXCmXb65wtLLbZQJ2WAaviRnVIQAQb0M+FVS+F44pWteHv3EXUg9jIXnky9gwXXC0WuUBnZ59pZMBr/mFMRMJT/ERn80gSIOcCkOch6QghKARyS3GfPpgmgiHCt7CmQQwBgFEwR86OY0cS5NbULh+QXnvwyCB05xG6hUowyiJkShTLbsRnwFlCwOP3hLUqHiEFAhv03RlVz8x3Z8Eggm/gNfhm0a6xsA28lTGSrCRPrJ7yJFHGUJhmbxIRRnUrHydeluLwUWxFQoHv/FoSSbFZrQt7LKleBLLAngOlCaN+HX9J//AvCCKuXyX/zES+lNsPf1V4AgUSJEefEHAzI5FLAO5cyc5x764i+/KRLLwJNwEgfuVUb+bTEr1/yCo1KW3ihlQHov2I5I6afAoTM5W7zJ+SFsSu9z2SHjGXoIEHAuegExVLos4f8HBHxj13EAKiLxJejdJKUntUKetssiSFEihBIY5XxIx+CNBKjftlCiBJqAXncrJfDwXFz2JAqgn1RiuZQSlLSXCuUXX7rdGwTJ7VB6Q8lIUUHwU0Cwosm8ssKqCiriRgm/57IMHJ/uCPbKuXr+bpMXUM7Oo70ycB5K0Dv9fwq2YYE4E2xToWV+SvC/UfrXFRj7/wDNYtITqlLAMAAAAABJRU5ErkJggg0KDQo8IURPQ1RZUEUgaHRtbCBQVUJMSUMgIi0vL1czQy8vRFREIFhIVE1MIDEuMCBUcmFuc2l0aW9uYWwvL0VOIiAiaHR0cDovL3d3dy53My5vcmcvVFIveGh0bWwxL0RURC94aHRtbDEtdHJhbnNpdGlvbmFsLmR0ZCI+DQoNCjxodG1sIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hodG1sIj4NCjxoZWFkPjx0aXRsZT4NCg0KPC90aXRsZT48L2hlYWQ+DQo8Ym9keT4NCiAgICA8Zm9ybSBuYW1lPSJmb3JtMSIgbWV0aG9kPSJwb3N0IiBhY3Rpb249IlJlbmRlckltYWdlLmFzcHg/ZG93bmxvYWQ9MSZhbXA7dHlwZT1wbmciIGlkPSJmb3JtMSI+DQo8ZGl2Pg0KPGlucHV0IHR5cGU9ImhpZGRlbiIgbmFtZT0iX19WSUVXU1RBVEUiIGlkPSJfX1ZJRVdTVEFURSIgdmFsdWU9Ii93RVBEd1VMTFRFMk1UWTJPRGN5TWpsa1pHZzZJYTZ1T2dvNW50UXJWT2JERElmRGdudkgiIC8+DQo8L2Rpdj4NCg0KPGRpdj4NCg0KCTxpbnB1dCB0eXBlPSJoaWRkZW4iIG5hbWU9Il9fVklFV1NUQVRFR0VORVJBVE9SIiBpZD0iX19WSUVXU1RBVEVHRU5FUkFUT1IiIHZhbHVlPSI0QkIzNTUzNyIgLz4NCjwvZGl2Pg0KICAgIDxkaXY+ICAgICAgICANCiAgICA8L2Rpdj4NCiAgICA8L2Zvcm0+DQo8L2JvZHk+DQo8L2h0bWw+DQo= MARK_4:

K) La inversión de capital en toda clase de sociedades comerciales.

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