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0.000000 R=199 G=178 B=153 CMYK PROCESS 19.433890 25.613794 37.805751 8.786144 R=153 G=134 B=117 CMYK PROCESS 32.046998 36.505681 44.626534 24.036011 R=115 G=99 B=87 CMYK PROCESS 41.376361 44.504461 50.563818 40.598151 R=83 G=71 B=65 CMYK PROCESS 50.225067 51.473254 52.748913 55.489433 R=198 G=156 B=109 CMYK PROCESS 15.646601 35.449758 57.277787 12.866406 R=166 G=124 B=82 CMYK PROCESS 22.088960 43.149459 64.565498 25.711450 R=140 G=98 B=57 CMYK PROCESS 25.622949 49.384296 73.260087 38.626686 R=117 G=76 B=36 CMYK PROCESS 28.479436 55.281907 81.420612 50.618750 R=96 G=56 B=19 CMYK PROCESS 30.780497 62.508583 86.895549 61.541158 R=66 G=33 B=11 CMYK PROCESS 36.935988 69.890893 80.163270 75.835812 Cold 1 C=56 M=0 Y=20 K=0 CMYK PROCESS 57.799643 0.000000 22.586404 0.000000 C=51 M=43 Y=0 K=0 CMYK PROCESS 55.034709 44.321352 0.000000 0.000000 C=26 M=41 Y=0 K=0 CMYK PROCESS 31.494620 43.408865 0.000000 0.000000 Grays 1 R=0 G=0 B=0 CMYK PROCESS 77.740139 67.855340 58.373386 94.311434 R=26 G=26 B=26 CMYK PROCESS 70.601964 60.653085 56.099790 82.717627 R=51 G=51 B=51 CMYK PROCESS 63.854426 53.676659 51.305407 67.852288 R=77 G=77 B=77 CMYK PROCESS 56.899363 47.437245 45.859462 52.449834 R=102 G=102 B=102 CMYK PROCESS 50.597388 41.419089 40.411991 38.687724 R=128 G=128 B=128 CMYK PROCESS 43.906307 35.297167 34.799725 26.334018 R=153 G=153 B=153 CMYK PROCESS 37.158769 29.098952 29.239336 16.427863 R=179 G=179 B=179 CMYK PROCESS 29.712367 22.207980 22.882429 8.294804 R=204 G=204 B=204 CMYK PROCESS 21.179521 15.313953 16.247806 3.067063 R=230 G=230 B=230 CMYK PROCESS 11.126878 7.846189 8.615243 0.115969 R=242 G=242 B=242 CMYK PROCESS 5.658045 3.967346 4.382391 0.000000 Adobe PDF library 10.01 endstream endobj 210 0 obj << /Metadata 211 0 R >> endobj 211 0 obj << /Length 53069 /Subtype /XML /Type /Metadata >> stream application/postscript Basic RGB Adobe Illustrator CC 2015 (Windows) 2019-08-11T10:03:58+05:30 2019-08-11T10:03:58+05:30 2019-08-11T10:03:58+05:30 212 256 JPEG 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Acrobat Distiller 10.1.10 (Windows) Strong conflict-free connection coloring (number),Characterization,Cubic graph application/pdf doi:10.1016/j.amc.2019.124639 Elsevier Inc. Applied Mathematics and Computation, 364 (2020) 124639. doi:10.1016/j.amc.2019.124639 Strong conflict-free connection coloring (number) Characterization Cubic graph Strong conflict-free connection of graphs Meng Ji Xueliang Li uuid:fd8cfc10-4791-4a8b-8025-00abb91efa0c uuid:45b15474-f34e-4046-bece-4909e6789399 journal © 2019 Elsevier Inc. All rights reserved. Applied Mathematics and Computation 0096-3003 364 10.1016/j.amc.2019.124639 https://doi.org/10.1016/j.amc.2019.124639 124639 124639 1 January 2020 2020-01-01 2010-04-23 true 10.1016/j.amc.2019.124639 noindex sciencedirect.com elsevier.com sciencedirect.com elsevier.com VoR true 2010-04-23 10.1016/j.amc.2019.124639 sciencedirect.com elsevier.com True endstream endobj xref 0 489 0000000000 65535 f 0000193767 00000 n 0000194111 00000 n 0000218035 00000 n 0000218233 00000 n 0000218377 00000 n 0000218521 00000 n 0000218664 00000 n 0000218808 00000 n 0000218952 00000 n 0000219096 00000 n 0000219240 00000 n 0000219384 00000 n 0000219527 00000 n 0000219671 00000 n 0000219815 00000 n 0000219960 00000 n 0000220105 00000 n 0000220249 00000 n 0000220393 00000 n 0000220539 00000 n 0000220683 00000 n 0000220829 00000 n 0000220975 00000 n 0000221118 00000 n 0000221262 00000 n 0000221482 00000 n 0000245666 00000 n 0000245878 00000 n 0000246021 00000 n 0000246162 00000 n 0000246459 00000 n 0000277663 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