https://www.avient.com/sites/default/files/2023-07/AVNT Q2 2023 Earnings Presentation%5B70%5D.pdf
GUIDANCE
( T O TA L C O M PA N Y )
8
15.4%
15.9%
Guidance Actual
Adjusted EBITDA Margin %
Better-than-expected margins
driven by:
• Favorable mix - strong
demand for composite
applications
• Raw material deflation
Q2 EBITDA BRIDGE
( T O TA L C O M PA N Y )
9
($ millions)
CAI:
Price / Mix 7)
Deflation 11)
SEM:
Price / Mix 2)
Deflation 6)
Net Price Benefit 26)
Wage and Energy Inflation (10)
Cost Reductions 13)
FX (2)
Q2 2023 Actual $131)
Adjusted
EBITDA
Q2 2022 Pro Forma $ 172)
Demand (68) • Demand conditions vs.
Avient reflects 2023 adjusted EBITDA guidance of $525M and estimated run-rate CAPEX of $110M.
2023E (%)
23
79
90
84 83
76
73
88
82
77
74 72
67
57
20
A
vi
e
n
t
K
W
R
P
P
G
F
U
L
A
V
Y
R
P
M
F
M
C
C
E
H
X
L
E
C
L
A
S
H
H
U
N
E
M
N
S
C
L
Avient Specialty
Formulators
Other Specialty /
Chemical Companies
MULTI PL E EX PANSION
Source: Peer data per Bloomberg as of July 21, 2023
Note: Avient reflects 2023 adjusted EBITDA guidance of $525M and closing share price of $40.93.
Avient 2011 and 2018 valuations reflect trailing 12 months EBITDA at December 31 of the respective years.
24
EV / 2023E EBITDA
Historic Multiple
6.5
8.3
10.3
14.4
13.6 13.6
12.4
9.0
20.2
18.2
11.5
10.6
9.7 9.6
8.7 8.3
A
vi
e
n
t
(2
0
1
1
)
A
vi
e
n
t
(2
0
1
8
)
A
vi
e
n
t
(2
0
2
3
)
R
P
M
P
P
G
K
W
R
A
V
Y
F
U
L
E
C
L
H
X
L
F
M
C
A
S
H
S
C
L
C
E
H
U
N
E
M
N
Avient Specialty
Formulators
Other Specialty /
Chemical Companies
SEGMENT DATA
U.S. & Canada
40%
EMEA
37%
Asia
18%
Latin America
5%
2022 PRO FORMA SEGMENT, END MARKET AND GEOGRAPHY
GEOGRAPHY REVENUESEGMENT FINANCIALS
Consumer
20%
Packaging
24%
Industrial
15%
Building and
Construction
10%
Telecommunications
4%
Energy
4%
Defense
6%
END MARKET REVENUE
$2,355M $402M
$1,300M $272M
Sales EBITDA
Specialty Engineered Materials
Color Additives and Inks
$592M$3,653M
(1)
Transportation
9%
Healthcare
8%
26
(1) Total company sales and adjusted EBITDA of $3,653M and $592M, respectively, include intercompany sales eliminations and corporate costs
2 0 2 2 R E V E N U E | $ 2 . 4 B I L L I O N
US & Canada
34%
EMEA
38%
Asia
20%
Latin America
8%
END MARKET REGION
27
Packaging
34%
Consumer
21%
Healthcare
8%
Industrial
15%
Transportation
8%
Building &
Construction
11%
Telecommunications
1% Energy
2%
COLOR , AD DI TI VES & INKS
2 0 2 2 P R O F O R M A R E V E N U E | $ 1 . 3 B I L L I O N
US & Canada
52%
EMEA
35%
Asia
13%
28
Packaging
5%
Consumer
19%
Healthcare
8%Industrial
16%
Transportation
10%
Telecommunications
10%
Energy
9% Defense
15%
Building &
Construction
8%
END MARKET REGION
SPEC IA LTY ENGI NEER ED MATERI ALS
Packaging
32%
Consumer
27%
Healthcare
8%
Industrial
14%
Building &
Construction
5%
Telecommunications
3%
Energy
1% Defense
1%
Asia
(18% of sales)
Transportation
9%
2 0 2 2 P R O F O R M A AV I E N T R E G I O N A L S A L E S
Packaging
27%
Consumer
14%
Healthcare
5%
Industrial
17%
Building &
Construction
10%
Energy
5%
Defense
8%
EMEA
(37% of sales)Transportation
11%
Packaging
13%
Consumer
24%
Healthcare
12%
Industrial
15%
Building &
Construction
13%
Energy
5%
Defense
5%
US &
Canada
(40% of sales)
Transportation
7%
Packaging
56%
Consumer
23%
Healthcare
4%
Industrial
7%
Building &
Construction
4%
Telecommunications
1%
LATAM
(5% of sales)
Transportation
5%
Telecommunications
3%
Telecommunications
6%
29
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.
https://www.avient.com/sites/default/files/2022-08/Avient Candidates Data Privacy Notice Final - Polish.pdf
W rozpatrywanie podania
zaangaąowani są członkowie odpowiedzialnego działu w USA (Avient Corporation) oraz – standardowo –
działu HR w Kanadzie (PolyOne Canada, Inc.).
Kandydat moąe
równieą usunąą swój profil kandydata.
9.
Data wejącia w ąycie: 1 sierpnia 2020 r.
https://www.avient.com/news/avient-introduces-new-water-based-digital-hybrid-printing-solution-accelerated-cure-time
September 9, 2024
CLEVELAND – September 9, 2024 – Avient Corporation, a premier provider of specialized and sustainable materials solutions and services, today announced the addition of MagnaPrint™ Hybrid Fusion Vibrant White to its MagnaColours™ portfolio of inks for the textile industry.
https://www.avient.com/news/avient-announces-new-cesa-unify-a4r-polyolefin-compatibilizer-fakuma-2023
October 9, 2023
FRIEDRICHSHAFEN, Germany – October 9, 2023 – Avient Corporation, a premier provider of specialized and sustainable material solutions and services, today announced the launch of Cesa™ Unify™ A4R, a compatibilizer additive developed to enhance and support the use of recycled polyolefins.
https://www.avient.com/news/avient-expands-production-nymax-rec-recycled-nylon-formulations-istanbul
January 9, 2025
ISTANBUL, Turkey – January 9, 2025 – Avient Corporation, an innovator of materials solutions, today announced that production of its Nymax™ REC Recycled Nylon Formulations is expanding to Istanbul, Turkey.
https://www.avient.com/sites/default/files/2020-10/luxury-closures-gravi-tech-design-guide-2.0-application-specific.pdf
The wall thickness (W)
for ribs and bosses should be 75% of the nominal
wall ( .75W) .
The outside round should be the inside radius
plus wall thickness (IR + W) .
Unfortunately, this method
only has limited durability and has a minimum
amount of assembly repeatability .2
FIGURE 19 - Mechanical Fasteners
Design Guidlines
Potential high stress
due to wedging action
of screw head
Potential high stress
due to wedging action
of screw head
Poor DesignsPoor Designs Preferred DesignsPreferred Designs
Planned gap between added
bosses prevents excessive
bending of hosing as bosses
touch and go into compression
Planned gap between added
bosses prevents excessive
bending of hosing as bosses
touch and go into compression
Alternative recessed head
design avoids potentially
dangerous wedging action
Alternative recessed head
design avoids potentially
dangerous wedging action
Truss or Round Head ScrewTruss or Round Head Screw
Potential high bending
stress as bolt is tightened
Potential high bending
stress as bolt is tightened
Flat-head Screw
Standard Screw
Plastic Part
Metal Sub-frame
Shoulder Screw
Plastic
Part
Metal
Casting
FIGURE 20 - Mechanical fasteners design guidelines
F=
π × µ × DShaft 1engage × σH
W
I = D – 0.373 = 0.0002"
σH =
1 × W
DShaft
W + v
E( )
σH = = 200psi
0.002 × 1.998
0.375 1.998 + 0.4
450000( )
W = = 1.998
1 – 0.375
0.650( )
2
1 + 0.375
0.650( )
2
W = DShaft
ODHub
1 – ( )2
DShaft
ODHub
( )21 +
FIGURE 16 - Interference fit variable
F=
π × µ × DShaft 1engage × σH
W
I = D – 0.373 = 0.0002"
σH =
1 × W
DShaft
W + v
E( )
σH = = 200psi
0.002 × 1.998
0.375 1.998 + 0.4
450000( )
W = = 1.998
1 – 0.375
0.650( )
2
1 + 0.375
0.650( )
2
W = DShaft
ODHub
1 – ( )2
DShaft
ODHub
( )21 +
FIGURE 17 - Geometry factor variable
F=
π × µ × DShaft 1engage × σH
W
I = D – 0.373 = 0.0002"
σH =
1 × W
DShaft
W + v
E( )
σH = = 200psi
0.002 × 1.998
0.375 1.998 + 0.4
450000( )
W = = 1.998
1 – 0.375
0.650( )
2
1 + 0.375
0.650( )
2
W = DShaft
ODHub
1 – ( )2
DShaft
ODHub
( )21 +
FIGURE 18 - Hoop stress equation
F=
π × µ × DShaft 1engage × σH
W
I = D – 0.373 = 0.0002"
σH =
1 × W
DShaft
W + v
E( )
σH = = 200psi
0.002 × 1.998
0.375 1.998 + 0.4
450000( )
W = = 1.998
1 – 0.375
0.650( )
2
1 + 0.375
0.650( )
2
W = DShaft
ODHub
1 – ( )2
DShaft
ODHub
( )21 +
FIGURE 19 - Press fit pull-out force
.400
.500
.375
.373
.650
FIGURE 15 - Press fit example
Design Guide 13
ADHESIVE TYPES
A chart containing the various specific adhesive
types, with advantages and disadvantages of
both can be seen in the appendix .
https://www.avient.com/investor-center/investor-news/archives?page=35
December 9, 2015
https://www.avient.com/sites/default/files/2022-11/AVNT Q3 2022 Earnings Presentation - Website Final.pdf
Purchase price multiple rapidly declining on strength of
business and synergy capture
7
$133
$201
2019PF 2022E
7
Clariant Color EBITDA Growth
Purchase Price Multiple
10.8x
7.0x
6.4x
2019PF 2021 2022E w/ Full
Synergies
(1)
(1)
11.9%
16.3%
2019PF 2022E
EBITDA Margins
(1)
CLARIANT COLOR:
TRANSFORMATIONAL ACQUISITION
($ in millions)
(1) Financial information is pro forma to include a full year of Clariant Color business
SUNBELT PVC Resins DSS
20 Acquisitions
$4.8B Investment
$2.7B of Annual
Revenue
5 Divestments
$2.3B Proceeds
TPE
PP&S
HISTORI C SPECI AL IZATION THROUGH M& A
8
Distribution
DSM Protective
Materials
BOLT-ON AC QUI SITI ON HISTORY
9
Commercial
Resources
Operating Income
($ in millions)
Operating Margins
259
363
At Acquisition 2022E
$40
$139
At Acquisition 2022E
9%
22%
At Acquisition 2022E
Established Acquisitions
(> 7 years)
+ 40% + 248% + 1300 bps
I N V E S T T O G R O W
S P E C I A LT Y T R A N SF O R M ATI O N
T O D A Y
7%
46%
67%
86%
100%
0%
20%
40%
60%
80%
100%
2005 2010 2019 2021 2022 PF
%
o
f
A
d
ju
st
e
d
E
B
IT
D
A
• Commodity JVs
• Distribution
• Performance Products & Solutions
• Specialty Businesses
(1) Adjusted EBITDA is EBITDA excluding corporate costs and special items
(2) Pro forma for the acquisition of Dyneema® and divestiture of Distribution
(1
)
(2)
10
Healthcare
4%
Packaging
8%
Consumer
10%
Building &
Construction
43%
Industrial
15%
Transportation
14%
Energy
4%
Telecom.
2%
2006 2022 Pro Forma
Healthcare
8%
Packaging
23%
Consumer
21%
Building &
Construction
10%
Industrial
15%
Transportation
9%
Energy
4%
Telecom.
4%
Defense
6%
END MAR KET F OCUS ON LESS CYCL IC AL
I ND USTRI ES
11
14.8%
17.6%
21.0%
2018 2020 2022 PF
1.8%
2006
15.3%
16.2%
17.0%
2018PF 2020PF 2022E
CAI
2.7%
2006
SEM
SPEC IA LTY EBI TDA MA RGI N EX PANSION
12
• Portfolio transformation
accelerates growth in less
cyclical, higher margin end
markets
• Investments in our
composites platform
continue to drive margin
expansion
(1) (1)
(1) 2018 and 2020 financial information is pro forma to include a full year of Clariant Color acquisition
PORTFOLIO EVOLUTION OVER THE YEARS
13
Adj.
O P S )
16
Sales Adjusted EBITDA
$818
$823
2021 2022
+ 1%
Adjusted EPS
+ 8% - 3%
(in millions) (in millions)
(+ 9% excluding FX) (+ 18% excluding FX) (+ 5% excluding FX)
Q3 EBITDA BRIDGE
( P R O F O R M A T O TA L C O M PA N Y )
17
Price increases more than
offset raw material and
supply chain impacts
$ millions
CAI:
Price / Mix 68
Inflation (44)
SEM:
Price / Mix 41
Inflation (26)
Net Price Benefit 39
Wage and Energy Inflation (14)
Clariant Color Integration Synergies 6
Incentives, Other Employee Costs 14
FX (11)
Q3 2022 $137
Adjusted
EBITDA
Q3 2021 $ 142
Demand (39)
Q3 2022 SEGMENT PERFORMANCE
18
CAI
$587
$566
Sales
($ in millions)
$93 $93
EBITDA
SEM Pro Forma
$326 $319
Sales
$70
$62
EBITDA
(+ 4% excluding FX)
- 4% - 2%
(+ 5% excluding FX)
Flat
(+ 7% excluding FX)
- 11%
(- 7% excluding FX)
$500
$585
Cont.
Sales EBITDA
Specialty Engineered Materials
Color Additives and Inks
$585M$3,635M
(1)
Transportation
9%
Healthcare
8%
23
C O L O R , A D D I T I V E S & I N K S
2 0 2 2 R E V E N U E | $ 2 . 3 B I L L I O N
US & Canada
35%
EMEA
40%
Asia
20%
Latin America
5%
END MARKET REGION
24
Packaging
33%
Consumer
22%
Healthcare
9%
Industrial
15%
Transportation
8%
Building &
Construction
11%
Telecommunications
1% Energy
1%
Figures represent 2022 full year estimates
S P E C I A L T Y E N G I N E E R E D M A T E R I A L S
2 0 2 2 P R O F O R M A R E V E N U E | $ 1 . 3 B I L L I O N
END MARKET
US & Canada
50%
EMEA
35%
Asia
15%
REGION
25 Figures represent 2022 full year estimates
Packaging
5%
Consumer
19%
Healthcare
8%Industrial
16%
Transportation
10%
Telecommunications
10%
Energy
9%
Defense
15%
Building &
Construction
8%
Packaging
31%
Consumer
28%
Healthcare
8%
Industrial
13%
Building &
Construction
5%
Telecommunications
3%
Energy
2% Defense
1%
Asia
(20% of sales)
Transportation
9%
2 0 2 2 P R O F O R M A AV I E N T R E G I O N A L S A L E S
B Y E N D M A R K E T
Packaging
29%
Consumer
13%
Healthcare
5%
Industrial
17%
Building &
Construction
11%
Energy
5%
Defense
7%
EMEA
(35% of sales)
Transportation
10%
Packaging
14%
Consumer
23%
Healthcare
11%
Industrial
15%
Building &
Construction
12%
Energy
5%
Defense
7%
US &
Canada
(40% of sales)
Transportation
7%
Packaging
49%
Consumer
22%
Healthcare
8%
Industrial
9%
Building &
Construction
6%
Telecommunications
1%
LATAM
(5% of sales)
Transportation
5%
Telecommunications
3%
Telecommunications
6%
Figures represent 2022 full year estimates
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.
https://www.avient.com/sites/default/files/resources/ISO_13485_Certificate.pdf
FACILITY1_LINE4:
FACILITY1_LINE5:
FACILITY1_LINE6:
STANDARD: ISO 13485:2016
MANAGEMENT_TYPE2: The Quality Management System is applicable to:
DATE_LABEL_1TF:
DATE_VALUE_1TF:
DATE_LABEL_2TF:
DATE_VALUE_2TF:
DATE_LABEL_3TF: Certificate No:
DATE_VALUE_3TF: 54139
DATE_LABEL_4TF: Certification Date:
DATE_VALUE_4TF: 04 September 2019
DATE_LABEL_5TF: Effective Date:
DATE_VALUE_5TF: 01 September 2016
DATE_LABEL_6TF: Expiration Date:
DATE_VALUE_6TF: 01 September 2022
DATE_LABEL_7TF: Revision Date:
DATE_VALUE_7TF: 04 September 2019
MARK_3:
MARK_2:
SIGNATURE_NAME: Dominic Townsend, President
SIGNATURE_IMAGE: 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
AUDIT_COMPLIANCE:
MARK_1:
SCOPE_DESCRIPTION: DESIGN, COMPOUND AND SUPPLY OF THERMOPLASTICS FOR THE MEDICAL DEVICE INDUSTRY.
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:
https://www.avient.com/sites/default/files/2024-05/AVNT Q1 2024 Earnings Presentation_For_Website_w_non-GAAP_5_6_1.pdf
Q1 2023
( T O TA L C O M PA N Y )
$846 $829
Q1 23 Q1 24
$134
$143
Q1 23 Q1 24
17.3%
Sales Adjusted EBITDA
(in millions)
$0.63
$0.76
Q1 23 Q1 24
Adjusted EPS
(in millions)
+ 7% + 21%
Sales Adjusted EBITDA Adjusted EPS
6
- 2%
15.8%
+150 bps
*
*
* Adjusted EBITDA Margin %
Q1 2024 SEGMENT PERFORMANCE
( C O L O R S , A D D I T I V E S & I N K S )
$537
$515
Q1 23 Q1 24
$91
$97
Q1 23 Q1 24
18.8%
Sales Adjusted EBITDA
(in millions) (in millions)
+ 7%
Sales Adjusted EBITDA
7
- 4%
17.0%
+180 bps
*
*
* Adjusted EBITDA Margin %
• Year over year demand
continues to improve for the
segment but slowly due to
continued weakness in Europe
• Raw material deflation & cost
reduction actions primary drivers
of adjusted EBITDA growth and
margin expansion of +180 bps vs
Q1 2023
Q1 2024 SEGMENT PERFORMANCE
( S P E C I A LT Y E N G I N E E R E D M AT E R I A L S )
$310
$314
Q1 23 Q1 24
$64
$73
Q1 23 Q1 24
23.2%
Sales Adjusted EBITDA
(in millions) (in millions)
+ 14%
Sales Adjusted EBITDA
8
+ 1%
20.8%
+240 bps
*
*
* Adjusted EBITDA Margin %
• Sales growth in defense end
market offset by weaker
demand in telecommunications
end market
• Raw material deflation and
favorable mix impact from
defense sales primary drivers
of adjusted EBITDA growth and
margin expansion of +240 bps
vs Q1 2023
Q1 EBITDA BRIDGE
( T O TA L C O M PA N Y )
9
$ millions
CAI:
Price / Mix (1)
Deflation 16
SEM:
Price / Mix 4
Deflation 7
Net Price Benefit 26
Wage/Other Inflation (9)
FX (2)
Q1 2024 $143
Adjusted
EBITDA
Q1 2023 $ 134
Demand (6)
• Positive net price benefit:
o Favorable raw material
deflation in both segments
• Wage and other inflation more than
offset cost reductions/synergies
2 0 2 4 G U I D A N C E
FY 2024 GUIDANCE
Original Revised
Adjusted EBITDA $505 to $535 million $510 to $535 million
Adjusted EPS $2.40 to $2.65 $2.50 to $2.65
Interest Expense $105 to $110 million $105 million
Adjusted Effective Tax Rate 23% to 25% 23% to 25%
Capital Expenditures ~$140 million ~$140 million
11
Q2 2024: Adjusted EPS of $0.71
C E O “ T O P O F M I N D ”
F O C U S A R E A S
AREAS OF FOCUS
13
+7%
Drive Profitable Organic
Top-Line Growth with
Margin Expansion
Amplify Innovation Build Leadership & Talent
Pipeline
A P P E N D I X
16
Performance
Additives
15%
Pigments
13%
TiO2
9%
Dyestuffs
2%
Polyethylene
10%Nylon
5%
Polypropylene
4%
Styrenic Block
Copolymer
4%
Other Raw
Materials
38%
~40% hydrocarbon based
(Grey shaded materials are hydrocarbon based,
includes portion of “Other Raw Materials”)
Non-hydrocarbon
based materials
RA W MATERIAL BASKET
SEGMENT DATA
U.S. & 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%
18
(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
19
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%
20
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%
21
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.
Three Months Ended
March 31,
2024 2023
Reconciliation to Condensed Consolidated Statements of Income $ EPS $ EPS
Net income from continuing operations attributable to Avient shareholders $ 49.4 $ 0.54 $ 20.8 $ 0.23
Special items, after-tax 5.5 0.06 22.3 0.24
Amortization expense, after-tax 14.9 0.16 15.1 0.16
Adjusted net income / EPS $ 69.8 $ 0.76 $ 58.2 $ 0.63
Three Months Ended
March 31,
Reconciliation to EBITDA and Adjusted EBITDA: 2024 2023
Net income from continuing operations – GAAP $ 49.7 $ 21.3
Income tax expense 16.8 7.7
Interest expense, net 26.6 28.8
Depreciation and amortization 44.3 50.5
EBITDA from continuing operations 137.4 108.3
Special items, before tax 6.2 27.3
Depreciation and amortization included in special items (0.5) (1.8)
Adjusted EBITDA $ 143.1 $ 133.8
Adjusted EBITDA as a percent of sales 17.3 % 15.8 %
1
Three Months Ended
March 31,
2024 2023
Sales:
Color, Additives and Inks $ 515.3 $ 537.0
Specialty Engineered Materials 314.4 309.7
Corporate (0.7) (1.0)
Sales $ 829.0 $ 845.7
Operating income:
Color, Additives and Inks $ 74.8 $ 65.6
Specialty Engineered Materials 53.4 43.1
Corporate (34.2) (51.6)
Operating income $ 94.0 $ 57.1
Depreciation & amortization:
Color, Additives and Inks $ 21.9 $ 25.8
Specialty Engineered Materials 19.6 21.2
Corporate 2.8 3.5
Depreciation & amortization $ 44.3 $ 50.5
Earnings before interest, taxes, depreciation and amortization (EBITDA):
Color, Additives and Inks $ 96.7 $ 91.4
Specialty Engineered Materials 73.0 64.3
Corporate (31.4) (48.1)
Other (expense) income, net (0.9) 0.7
EBITDA from continuing operations 137.4 108.3
Special items, before tax 6.2 27.3
Depreciation and amortization included in special items (0.5) (1.8)
Adjusted EBITDA $ 143.1 $ 133.8
Adjusted EBITDA as a percent of sales:
Color, Additives and Inks 18.8 % 17.0 %
Specialty Engineered Materials 23.2 % 20.8 %
2
Year Ended
December 31, 2023
Sales:
Color, Additives and Inks $ 2,007.4
Specialty Engineered Materials 1,138.2
Corporate (2.8)
Sales $ 3,142.8
Operating income:
Color, Additives and Inks $ 259.9
Specialty Engineered Materials 142.5
Corporate (205.6)
Operating income $ 196.8
Depreciation & amortization:
Color, Additives and Inks $ 98.3
Specialty Engineered Materials 81.5
Corporate 9.0
Depreciation & amortization $ 188.8
Earnings before interest, taxes, depreciation and amortization (EBITDA):
Color, Additives and Inks $ 358.2
Specialty Engineered Materials 224.0
Corporate (196.6)
Other income, net 5.8
EBITDA from continuing operations 391.4
Special items, before tax 114.6
Interest expense included in special items (2.3)
Depreciation and amortization included in special items (1.9)
Adjusted EBITDA $ 501.8
3
AVNT Q1 2024 Earnings Presentation_For_Website_w_non-GAAP.pdf
Avient corporation�first quarter 2024 results and 2024 financial guidance
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Regional demand trends-total company�Q1 Sales vs PY (Excluding FX)
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2023 segment, end market and Geography
Color, Additives & Inks
Specialty Engineered Materials
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IR Deck - AVNT-2024.03.31 5.06 11AM v2 (002).pdf
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