Types T-430: Filament Yarn.

T-Spray™ (quaternary ammonium) CavidCide® (Isopropanol) Cidex Plus® (Glutaraldehyde) Acceptable 90–100% Resilience HC Resilience HC Resilience HC Marginal 50–90% PC+PBT PC+PBT PC+ABS PC+PET PC+PBT Poor

E M O T I O N | I M A G I N AT I O N | I N S P I R AT I O N

Among other items, the notice must also include the nominee’s signed consent to serve as a Director if elected, and must set forth the name and address of, and the class, series and number of securities of the Company that are owned of record or beneficially by, the shareholder giving the notice and any shareholder associate (as defined in the Regulations), and, if applicable, a representation as to whether the shareholder giving the notice and any shareholder associate intends to solicit proxies from shareholders in support of the proposed nominee from holders of at least 67% of the voting power of the Company's capital stock entitled to vote on the election of directors. Khandpur held a series of roles with increasing responsibility, including Executive Vice President, Transportation & Electronics business group, from April 2019 to April 2021; Executive Vice President, Electronics & Energy business group, from July 2017 to March 2019; and Senior Vice President, Research & Development and Chief Technology Officer, from July 2014 to June 2017, among other roles. The affirmative vote of a majority of the common shares represented and voting, in person (including virtually) or by proxy, at any meeting of shareholders at which a quorum is present is required for action by shareholders on any matter, unless the vote of a greater number of shares or voting by classes or series is required under Ohio law.

This Sustainability Repor t captures our on-going progress in this impor tant work. We leveraged peer-to- peer learning through the “Ask the Expert” series, where global associates shared their expertise and personal perspectives in short videos. A summar y of the analysis can be found in the Index of this Sustainability Repor t, and full details are attached to our 2022 CDP Repor t.

In addition, PRIDE continued their mental health training series, which included training classes on topics such as mindfulness and suicide prevention. In this way, we also keep today’s waste from becoming tomorrow’s contamination. 0 ZERO Reportable Releases IN EXCESS OF PERMITTED LEVEL TO THE ENVIRONMENT SINCE 2013 0 10 20 30 40 50 60 Total Waste Intensity K g W a st e /M T P ro d u ct io n 0 6,500 13,000 19,500 26,000 2016 2017 2018 2019* 2020* Total Waste M e tr ic T o n s *To facilitate year over year comparisons, 2019 and 2020 metrics for Planet categories have been presented on a pro forma basis inclusive of the acquisition of the Clariant Masterbatch business. While Avient believes all information in this repor t is accurate, such information is made without any warranty or guarantee and shall establish no legal duty on the par t of Avient, its subsidiaries and affiliates.

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.

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: 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 MARK_4:

Cash-Settled Performance Units 30% Stock Appreciation Rights 35% Restricted Stock Units 35% 2019 Long-Term Incentive Plan Veh ic l es and Weigh t ing s COMPENSATION DISCUSSION AND ANALYSIS Cash-Settled Performance Units. EXECUTIVE COMPENSATION Exercise or Base Price of Option Awards (column (i)) Grant Date Fair Value of Stock and Option Awards (column (j)) Narrative Disclosure Relating to the 2019 Summary Compensation Table and the 2019 Grants of Plan-Based Awards Table EXECUTIVE COMPENSATION Outstanding Equity Awards at 2019 Fiscal Year-End Option Exercise Price ($) (e) Option Expiration Date (f) Market Value of Shares or Units of Stock That Have Not Vested ($) (h) Equity Incentive Plan Awards: Market or Payout Value of Unearned Shares, Units or Other Rights that Have Not Vested ($) (j) Name (a) Stock Awards Equity Incentive Plan Awards: Number of Securities Underlying Unexercised Unearned Options (#) (d) Equity Incentive Plan Awards: Number of Unearned Shares, Units or Other Rights that Have Not Vested (#) (i) Number of Shares or Units of Stock That Have Not Vested (#) (g) Number of Securities Underlying Unexercised Options (#) Unexercisable (c) Number of Securities Underlying Unexercised Options (#) Exercisable (b) Option Awardsp ( ) ( ) (j)( )( )( ) (g)( )( )( ) EXECUTIVE COMPENSATION Number of Securities Underlying Unexercised Options (#) Exercisable (column (b)) Number of Securities Underlying Unexercised Options (#) Unexercisable (column (c)) Equity Incentive Plan Awards: Number of Securities Underlying Unexercised Unearned Options (column (d)) Option Exercise Price (column (e)) EXECUTIVE COMPENSATION Option Expiration Date (column (f)) Number of Shares or Units of Stock That Have Not Vested (column (g)) Market Value of Shares or Units of Stock That Have Not Vested (column (h)) Equity Incentive Plan Awards: Number of Unearned Shares, Units or Other Rights That Have Not Vested (column (i)) Equity Incentive Plan Awards: Market or Payout Value of Unearned Shares, Units or Other Rights That Have Not Vested (column (j)) 2019 Option Exercises and Stock Vested Name (a) Option Awards Stock Awards Number of Shares Acquired on Exercise (#) (b) Value Realized on Exercise ($) (c) Number of Shares Acquired on Vesting (#) (d) Value Realized on Vesting ($) (e) Stock Awards (columns (d) and (e)) EXECUTIVE COMPENSATION 2019 Nonqualified Deferred Compensation Name Aggregate Executive Registrant Aggregate Aggregate Aggregate Balance at Contributions Contributions Earnings Withdrawals/ Balance at 12/31/2018 in Last FY in Last FY in Last FY Distributions Last FYE ($)(1) ($)(2) ($)(3) ($)(4) ($) ($)(1)(5) EXECUTIVE COMPENSATION Potential Payments Upon Termination or Change of Control Summary of Potential Payments Management Continuity Agreements EXECUTIVE COMPENSATION Executive Severance Plan Long-Term Incentive Awards Retirement Benefits EXECUTIVE COMPENSATION Payments and Benefits Upon Termination — As of the End of Fiscal Year 2019 Name Benefits and Payments Voluntary Termination ($) Retirement (1) t ($) Disabilitytt ($) Death ($) Involuntary Termination with Cause ($) Involuntary Termination without Cause ($) vo u ta yvo u ta y Termination without Cause or for Good Reason Following a Change of Control ($)( )( )( )( )y ( )( )( )y EXECUTIVE COMPENSATION CEO Pay Ratio Disclosure CEO Annual Total Compensation for 2019: $6,106,632 Median Employee Annual Total Compensation for 2019: $53,371 Ratio of CEO to Median Employee Annual Total Compensation for 2019: 114:1 How the Median Employee was Determined in 2017 EXECUTIVE COMPENSATION Compensation Committee Interlocks and Insider Participation Risk Assessment of the Compensation Programs Compensation Committee Report The Compensation Committee of the Board of Directors MISCELLANEOUS MISCELLANEOUS PROVISIONS Voting at the Meeting nott Shareholder Proposals MISCELLANEOUS Proxy Solicitation We will furnish without charge to each person from whom a proxy is being solicited, upon written request of any such person, a copy of the Annual Report on Form 10-K of the Company for the fiscal year ended December 31, 2019, as filed with the SEC, including the financial statements and schedules thereto. a) Section 5 Section 9 (b) (c) (d) Section 8 (e) (i) Person Outstanding Company Voting Securities (ii) Incumbent Board (iii) Business Combination (iv) (f) (g) Section 12 (h) (i) Section 13 (j) Section 10 Section 10 (k) (l) (m) (n) (o) Section 5 Section 9 (p) (q) (r) (s) (t) (u) Section 4 Section 9 (v) (w) Section 8 (x) Section 8 (y) Section 8 (z) (aa) (bb) Section 6 Section 9 (cc) Section 7 Section 9 (dd) Section 7 Section 9 (ee) (ff) (gg) Section 5 Section 9 (hh) 3.

KEY CHARACTERISTICS Formulated with bio-based resin and/or 10–50% filler from renewable plant sources, Maxxam BIO formulations: • Reduce product carbon footprint • Achieve equivalent performance to standard polyolefin formulations • Provide good stiffness, durability, impact resistance and UV stability • Deliver good surface finish and are easy to color • Enable customized performance characteristics depending on application need • Offer food contact compliance MARKETS AND APPLICATIONS Maxxam BIO formulations are suitable for use across many industries and applications where traditional polyolefin materials are used, including: • Transportation Interior Applications - Decorative profiles, trunk side liners, pillars, T-cup • Industrial - Structural parts, furniture • Consumer - Household goods, personal care items, packaging, office supplies, food contact applications • Electrical and Electronic – Housings, buttons, junction boxes SUSTAINABILITY BENEFITS • Formulated with bio-based resin and/or 10–50% natural filler • Utilize natural filler from renewable plant sources including olive seed based powder and cellulose fiber • Offer a lower product carbon footprint compared to traditional petroleum-based feedstock • Can be recycled at end of life PRODUCT BULLETIN CHARACTERISTICS UNITS Maxxam BIO MX5200-5036 Natural FD Maxxam BIO MX5200-5030 Natural FD Maxxam BIO MX5200-5030 Natural FD X1 Maxxam BIO MX5200-5001 RS HS Natural Maxxam BIO MX5200-5033 RS HS Natural Maxxam BIO MX5200-5034 RS HS Natural Maxxam BIO MX5200-5035 RS HS Natural Filler/Reinforcement Unfilled Unfilled Unfilled 30% Glass Fiber 10% Mineral 20% Mineral 30% Mineral Density (ISO 1183) g/cm 0.90 0.90 0.90 1.12 0.96 1.03 1.12 Tensile Modulus (ISO 527-1) @ 23°C MPa 1500 1000 1000 6400 1350 1650 2100 Tensile Stress (ISO 527-2) @ 23°C MPa 27.0 20.0 20.0 75.0 13.0 14.0 15.0 Tensile Strain at Break (ISO 527-2) @ 23°C % 5 50 50 3.0 50 37 18 Charpy Notched (ISO 179) kJ/m 5 20 25 10 12 10 10 CHARACTERISTICS UNITS Maxxam BIO MX5200-5023 RS HS HI Natural 70 Maxxam BIO MX5200-5025 RS HS Natural 70 Maxxam BIO MX5200-5004 RS HS Natural 70 Maxxam BIO MX5200-5003 RS Natural 70 Maxxam BIO MX5200-5009 RS HS Natural 70 Maxxam BIO MX5200-5024 RS HS Natural 70 Maxxam BIO MX5200-5022 RS HS Natural 70 Filler/Reinforcement 15% Olive Seed Based 25% Olive Seed Based 30% Olive Seed Based/ 10% Mineral 35% Olive Seed Based/ 5% Mineral 15% Olive Seed Based/ 17% Glass Fiber/ Mineral 20% Olive Seed Based/ 20% Glass/ Mineral 10% Olive Seed Based/ 20% Mineral Density (ISO 1183) g/ccm 1.00 1.15 1.10 1.07 1.09 1.25 1.10 Tensile Modulus (ISO 527-1) @ 23°C MPa 1750 2000 2700 2500 3800 3500 4100 Tensile Stress at Break (ISO 527-2) @ 23°C MPa 21.0 20.0 30.0 20.0 40.0 35.0 42.0 Tensile Strain at Break (ISO 527-2) @ 23°C % 24 5 3 5 3 4 2 Notched Izod (ISO 180) kJ/m 15 7 3 2 5 15 7 MAXXAM BIO POLYOLEFINS – BIO-BASED RESIN – TECHNICAL PERFORMANCE MAXXAM BIO POLYOLEFINS – OLIVE SEED BASED FILLER – TECHNICAL PERFORMANCE CHARACTERISTICS UNITS Maxxam BIO MX5200-5029 NF HI UV Black X1 Maxxam BIO MX5200-5032 NFS UV Natural Maxxam BIO MX5200-5020 NF/NFS UV Natural X1 Maxxam BIO MX5200-5016 NF Natural Filler/Reinforcement 10% Cellulose Fiber 20% Cellulose Fiber 30% Cellulose Fiber 40% Cellulose Fiber Density (ISO 1183) g/ccm 0.95 1.00 1.02 1.07 Tensile Modulus ISO 527-1) @ 23°C MPa 1550 1750 2640 3600 Tensile Stress at Break (ISO 527-2) @ 23°C MPa 33 30 48 55 Tensile Strain at Break (ISO 527-2) @ 23°C % 8 12 9 4 Charpy Notched Impact Strength (ISO 179/1eA) kJ/m2 5 6 5 5 Charpy Unnotched Impact Strength (ISO 179/1eU) kJ/m2 33 49 38 30 MAXXAM BIO POLYOLEFINS – CELLULOSE FIBER FILLER – TECHNICAL PERFORMANCE Copyright © 2023, Avient Corporation.