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)
Technical Report:
July 9, 2019
Page 8 of 8
The content of this PDF file is in accordance with the original issued reports for reference only.
This Test Report cannot be reproduced, except in full, without prior written permission of the company.
APPENDIX
List of Phthalates:
No. Name of Analytes CAS-No. No. Name of Analytes CAS-No.
1 Butyl benzyl phthalate (BBP) 85-68-7 21 diisooctyl phthalate (DIOP) 27554-26-3
2 Dibutyl phthalate (DBP) 84-74-2 22
di(4-methyl-2-pentyl) phthalate
(BMPP)
146-50-9
3 Di-2-ethylhexyl phthalate (DEHP) 117-81-7 23 butyl octyl phthalate (BOP) 84-78-6
4 Di-n-octyl phthalate (DNOP) 117-84-0 24
bis(2-ethoxyethyl) phthalate
(BEEP)
605-54-9
5 Di-iso-nonyl phthalate (DINP) 28553-12-0 25
diheptyl phthalate (DHePp)
3648-21-3
6 Di-iso-decyl phthalate (DIDP) 26761-40-0 26
diphenyl phthalate (DPhP)
84-62-8
7 Di-isobutyl phthalate (DIBP) 84-69-5 27
dibenzyl phthalate (DBzP)
523-31-9
8 Di-n-hexyl phthalate (DnHP) 84-75-3 28
diundecyl phthalate (DUP)
3648-20-2
9 Dimethylphthalate (DMP) 131-11-3 29
diisopropy phthalate (DIPRP)
605-45-8
10 Bis (2-methyloxyethyl) phthalate 117-82-8 30 diallyl phthalate (DAP) 131-17-9
11 Diisopentyl phthalate 605-50-5 31 n-Octyl n-decyl phthalate (ODP) 119-07-3
12 Di-n-pentyl phthalate 131-18-0 32 Butyl cyclohexyl phthalate (BCP) 84-64-0
13
Di-isoheptyl phthalate (DIHP)
71888-89-6 33 Ditridecyl phthalate (DTDP) 119-06-2
14
Di-C7-11-branched Alkyl
phthalates
(DHNUP)
68515-42-4 34 Monobutyl phthalate (MBP) 131-70-4
15
1,2-Benzenedicarboxylic acid,
dipentylester, branched and
linear
84777-06-0 35 Diisohexyl phthalate (DIHxP) 71850-09-4
16
N-pentyl-iso-pentyl phthalate
(NPIPP)
776297-69-9 36
hexyl 2-ethylhexylphthtalate
(HEHP)
75673-16-4
17
Diethyl phthalate (DEP)
84-66-2 37
bis(2-n-butoxyethyl) phthalate
(BBEP)
117-83-9
18 di-n-propyl phthalate (DPRP) 131-16-8 38
di-(2-Propylheptyl)phthalate
53306-54-0
19 dicyclohexyl phthalate (DCHP) 84-61-7 39
1,2-Benzenedicarboxylic acid,
dihexyl ester, branched and linear
68515-50-4
20 dinonyl phthalate (DNP) 84-76-4 40
1,2-benzenedicarboxylic acid, di-
C6-10-alkyl esters; 1,2-
benzenedicarboxylic
acid, mixed decyl and hexyl and
octyl diesters with ≥ 0.3% of
dihexyl phthalate (EC No. 201-
559-5)
68515-51-5;
68648-93-1
List of Polynuclear Aromatic Hydrocarbons:
No. Name of Analytes CAS-No. No. Name of Analytes CAS-No.
1 Naphthalene 91-20-3 13 Dibenzo (a,h) anthracene 53-70-3
2 Acenaphthylene 208-96-8 14 Benzo (g,h,i) perylene 191-24-2
3 Acenaphthene 83-32-9 15 Benzo (b) fluoranthene 205-99-2
4 Fluorene 86-73-7 16 Benzo (k) fluoranthene 207-08-9
5 Phenanthrene 85-01-8 17 Benzo (j) fluoranthene 205-82-3
6 Antracene 120-12-7 18 Benzo (e) pyrene 192-97-2
7 Fluoranthene 206-44-0 19 Cyclopenta (c,d) pyrene 27208-37-3
8 Pyrene 129-00-0 20 Dibenzo (a,e) pyrene 192-65-4
9 Benzo (a) anthracene 56-55-3 21 Dibenzo (a,h) pyrene 189-64-0
10 Chrysene 218-01-9 22 Dibenzo (a,i) pyrene 189-55-9
11 Benzo (a) pyrene 50-32-8 23 Dibenzo (a,l) pyrene 191-30-0
12 Indeno (1,2,3-cd) pyrene 193-39-5 24 1-Methylpyrene 2381-21-7