| Literature DB >> 24456987 |
Milena Rondón-Lagos, Ludovica Verdun Di Cantogno, Caterina Marchiò, Nelson Rangel, Cesar Payan-Gomez, Patrizia Gugliotta, Cristina Botta, Gianni Bussolati, Sandra R Ramírez-Clavijo, Barbara Pasini, Anna Sapino1.
Abstract
BACKGROUND: The MCF7 (ER+/HER2-), T47D (ER+/HER2-), BT474 (ER+/HER2+) and SKBR3 (ER-/HER2+) breast cancer cell lines are widely used in breast cancer research as paradigms of the luminal and HER2 phenotypes. Although they have been subjected to cytogenetic analysis, their chromosomal abnormalities have not been carefully characterized, and their differential cytogenetic profiles have not yet been established. In addition, techniques such as comparative genomic hybridization (CGH), microarray-based CGH and multiplex ligation-dependent probe amplification (MLPA) have described specific regions of gains, losses and amplifications of these cell lines; however, these techniques cannot detect balanced chromosomal rearrangements (e.g., translocations or inversions) or low frequency mosaicism.Entities:
Year: 2014 PMID: 24456987 PMCID: PMC3914704 DOI: 10.1186/1755-8166-7-8
Source DB: PubMed Journal: Mol Cytogenet ISSN: 1755-8166 Impact factor: 2.009
Figure 1Distribution of numerical and structural aberrations across the four breast cancer cell lines. der = derivative chromosome; del = deletion; dup = duplication; add = additional material of unknown origin; dic = dicentric chromosome.
Figure 2Hierarchical cluster analysis of the presence or absence of chromosomal aberrations observed in 26 MCF7 metaphases. Each column refers to a metaphase (M) and each row to a chromosomal abnormality. Grey indicates the presence of each abnormality, and white indicates their absence. The cluster number is indicated by vertical color bars. Cluster 1: red bar, cluster 2: blue bar, cluster 3: green bar and cluster 4: purple bar.
G-Banding and M-FISH karyotypes of all breast cancer cell lines studied
| 76 ~ 88 < 4n>,-X[11],-Xx2[8],-Xx3[4],der(X)t(X;15)(p11.2;q21)[16], | |
| der(X)t(X;15)(p11.2;q21)x2[3],der(X)dup(X)(q21qter)[5],-1[22]-1x2[2], der(1)t(1;21)t(9;21)[22],-2[13],-2x2[2],der(2)t(2;3)(q34;?)[19],-3[2], | |
| +3[17],del(3)(p14)[22],der(3)t(3;11)(p14;q13)[3],-4[12],-4x2[4], | |
| +5[2],-5[13],+6[9],+6x2[8],+6x3[4],add(6)(q27)[2],del(6)(q25)[4], | |
| del(6)(q25)x2[8], der(6)t(6;17;16)(q25;q21;?)[26], | |
| +7[26],der(7)t(1;7)(?;p15)[23],der(7)t(1;7)(?;p15)x2[2], del(7)(q11.2)[4],dup(7)(p13p15)[7],dup(7)(p13p15)x2[5],dup(7)(p13p15)x3[11],dup(7)(p14p15)[5],dup(7)(p14p15)x2[2],der(7)t(7;7)(p15;?)[19], der(7)t(7;7)(p15;?)[2],-8[8], -8x2[12],der(8)t(8;15)(p11;?)[26],+9[3] | |
| -9[7],-9x2[2],der(9)t(8;9)(q13;p22)[22],-10[6],-10x2[10],-10x3[3], | |
| der(10)t(7;10)(?;p14)[9],der(10)t(7;10)(?;p14)x2[12],-11[14], | |
| -11x2[12],del(11)(q23)[2],-12[15],-12x2[4],+12[2], | |
| del(12)(p11.2)(5),del(12)(q24)[11],der(12)t(8,12)(q11;p11)[15], | |
| -13[12],-13x2[10],-13x3[2],-14[3],+14[14],-15[12],-15x2[10], | |
| -15x3[3],-16[3],+16[16],der(16)t(8;16)(q?;q11.2)[8],der(16)t(8;16)(q?;q11.2) x2[17]der(16)t(16;19)(q21;?)[2],+17[11],+17x2[10],+17x3[5],der(17)t(8;17)t(1;8)[21],der(17)t(8;17)t(1;8)x2[5],der(17)t(17;19)(p11.1;p12)x2[17],-18[4], | |
| -18x2[14],-18x3[5],-18x4[3],-19[7],-19x2[15],-19x3[4], | |
| der(19)t(12;19)(q13;p13.3)[21],der(19)t(12;19)(q13;p13.3)x2[2],-20[2], | |
| -20x2[5],-20x3[11],-20x4[8],der(20)t(7;20)t(1;7)t(1;7)[21],+21[5],+21x2[2],-21[14],-21x2[2],+22[12],+22x2[3],-22[3],-22x2[2],add(22)(q13)[4][cp26] | |
| 57 ~ 66 < 3n>,X,-X[24],der(X)t(X;6)(q12;p11)[24],-1[19],-2[22], | |
| -3[5],del(3)(p11)[2],del(3)(p14)[2],del(3)(p21)[2],del(3)(q13)[6],del(3)(q22)[3], | |
| der(3)ins(3;5)(p14;q13q31)[2],der(3)del(3)(p13)del(3)(q13q25)ins(3;5)(q13;q13q31)[2], | |
| -4[19],-5[2],+5[3],-6[17],+7[3],del(7)(p21)[3],del(7)(p13p14)[5], del(7)(p13p14)x2[10],del(7)(p13p15)[8],der(7)t(7;15)(q21;q13)[3],dup(7)(p13p14)[2],+8[12],der(8;14)(q10;q10)x2[24],-9[11],-9x2[9],-10[11],-10x2[10],del(10)(p10)[3], der(10)t(3;10)(q?;q24)del(10)(p11.2)[14],der(10)t(3;10)(q?;q24)del(10)(p11.2)x2[10],+11[9],+11x2[7],+11x3[2],der(11)t(11;17)(q23;q?)t(9;17)(q?12;?)[2],-12[2],+12[6],+12x2[4], | |
| del(12)(p12)[6],del(12)(q24.1)[5],del(12)(q24.1)x2[3],der(12)del(12)(p12)del(12)(q24)[4], | |
| der(12)t(12;13)(p12;q22)[10],der(12)t(12;16)(p11.2;?)[11],-13[16],-13x2[4],+14[3],+14x2[13], | |
| +14x3[3],-15[6],-15x2[18],-16[2],der(16)t(1;16)(q12;q12)dup(1)(q21q43)[24], | |
| dic(9;17)t(9;17)(p12;p13)[13],dic(9;17)t(9;17)(p12;p13)x2[11],-18[17],-18x2[4],-19[18], | |
| +20[9],+20x2[3],der(20)t(10;20)(q21;q13.3)[15],der(20)t(10;20)(q21;q13.3)x2[9],der(20)del(20)(p11)t(10;20)(q21;q13.3)[10],+21[10],+21x2[6],-21[2], -22[14][cp24] | |
| 65 ~ 106 < 4n>,X,-X[9],-Xx2[5],-Xx3[4],der(X)t(X;17)(q13;q11q12)del(X)(p21) | |
| [9],der(X)t(X;18;X;12)[2],del(X)(q22)[14],-1[6],-1x2[2],+1[3],del(1)(p36.1)[6], -2[7],+2[7],der(2)t(1;2;7;20)(?;q31;?;?)[18],+3[12],-3[3],del(3)(p11.2)[7], | |
| del(3)(p14)[2],del(3)(q11.2)[6],del(3)(q11.2)x2[8],del(3)(q21)[4],del(3)(q13)[2], | |
| -4[8],-4x2[9],+4[2],-5[9],-5x2[9],+6[11],+6x3[3],-6[3], | |
| del(6)(q13)[3],del(6)(q21)[3],der(6)t(6;7)(q25;q31)[7],der(6)t(6;7)(q25;q31)x2[16],+7[4],+7x2[6],+7x3[9],+7x4[3],der(7)t(7;20)(p13;?)[5], der(7)t(1;7)(?;q11.2)[9], | |
| del(7)(q11.2)[7],del(7)(q11.2)x2[3],del(7)(q11.2)x3[3],der(7)t(7;14)(p13;p11.2)[4],-8[10], -9[7],-9x2[4],-9x3[2],der(9)t(3;9)(q33;?)[3],+10[6],-10[5], | |
| der(10)t(10;16;19)(q25;?;?)[11],i(10)(q10)[4],+11[9],+11x2[2],-11[3], | |
| der(11)t(8;11)(q21.1;p15)[2],der(11)t(8;17)(q21.1;q11q12)t(11;17)(p15;q11q12)[8],der(11)t(8;17)(q21.1;q11q12)t(11;17)(p15;q11q12)x2[12],der(11)t(8;17)(q21.1;q11q12)t(11;17)(p15;q11q12)x3[3],der(11)t(11;17)(q?14;?)t(8;17)(?;q?11.2)[13], der(11)t(11;17)(q?14;q?11.2)[9],+12[8], | |
| +12x2[5],del(12)(p11.1)[2],der(12)t(5;12)(q23;q23)[17],der(12)t(5;12)(q23;q23)x2[2],der(12)del(12)(p12)del(12)(q24)[3],-13[7],+13[6],+13x2[3],+13x4[2], | |
| der(13)t(13;17)(q10;q11q12)t(13;17)(q10;q11q12) | |
| [8],der(13)t(13;17)(q10;q11q12)t(13;17)(q10;q11q12)x2[12],+14[11], +14x2[3],+14x3[2],der(14)t(14;1;14)(q31;?;?)[6],der(14)t(14;1;14)(q31;?;?)x2[5], | |
| der(14)t(14;1;14)(q31;?;?)x3[9],der(14)t(14;1;14)(q31;?;?)x4[3], | |
| add(14)(p11.2)[2],der(14;14)(q10;q10)[3],der(14;14)(q10;q10)x2[16],-15[6],-15x2[9], -15x3[6],+16[7],+16x2[6],+16x3[3],-16[2],der(16)t(X;16)(q22;q24)[10], | |
| +17[16], der(17)t(6;17)(?;p13)t(15;17)(q11.2;q25)[22],-18[10],-18x2[4],-18x3[2],-19[6], | |
| -19x2[5],+19[5],-20[6],-20x2[6],+20[3],+20x3[2],der(20)t(19;20)(?;q10)[4], | |
| der(20)t(19;20)(?;q10)x2[5],+21[2],-21x2[11],-21x3[3],-22[2],-22x2[5],-22x3[2],-22x4[12], | |
| der(22)t(16;22)(q12;p11.2)[5][cp23] | |
| 76 ~ 83 < 4n>,XXX,-X[19],der(X)t(X;17)(q21;q?21)[15], der(X)t(X;8;17)(q13;q?21;?)[6],+1[8],+1x3[5],add(1)(p36.3)[4], | |
| del(1)(p13)[11],del(1)(p13)x2[6],del(1)(p34)[4],del(1)(p22)[9],del(1)(p36.1)[2], der(1)t(1;4)(q12;q12)[6],-2[6],-2x2[8],-2x3[3],der(2)t(2;6)(p13;?)[5],-3[10],-3x2[6],-4[8], | |
| -4x2[8],-4x3[3],der(4;14)t(4;14)(p11;p11.1)[3],-5[8], | |
| -5x2[8],-5x3[2],der(5)ins(5;15)(p13;q12q22)[6],-6[4],-6x2[12], | |
| -6x3[2],der(6)t(6;14;17)(q21;?;q11q12)del(6)(p23)[8],+7x2[8],+7x3[10], | |
| del(7)(q22)[12],del(7)(q32)[3],dup(7)(p14p15)[2],-8[6],+8[8], | |
| der(8)t(8;21)(?;?)t(8;21)(p23;?)t(8;21)(q24;?)[11],der(8)t(8;21)(?;?)t(8;21)(p23;?)t(8;21) | |
| (q24;?)x2[8],der(8)dup(8)(?)t(8;8)(?;p23)t(8;17)(q24;?)t(11;17)(?;?)[4], | |
| der(8;14)t(8;14)(p11.1;p11.1)[15],-9[9],-9x2[7],-10[4],-10x2[13],-10x3[2],+11[2],-11[7], | |
| add(11)(p15)[4],add(11)(q25)[2],-12[6],-12x2[5],+12[3],der(12)t(11;12)(p?;p12)[4], | |
| der(12)t(5;12)(q23;q23)[10],der(12)t(5;12)(q23;q23)x2[4],-13[6],-13x2[8], | |
| -13x3[3],der(13;13)(q11.2;q11.2)[16],-14[6],-14x2[4], | |
| der(14;14)(q11.2;q11.2)[18],-15[10],-15x2[7], dic(15;21)(p11.1;p11.1)[3], | |
| +16[4],-16[7],-17[3],+17[9],der(17;17)t(17;17)(q25;?)dup(17)(q22q25)t(17;20)(?;?)[5], | |
| der(17;17)t(17;17)(q25;?)dup(17)(q22q25)t(17;20)(?;?)x2[7], der(17;17)t(17;17)(q25;?)dup(17)(q22q25)t(17;20)(?;?)x3[7],del(17)(p11.2)[7], | |
| der(17)t(8;17)(q12;?)dup(17)(?)[19],der(17)t(8;17)(?;q25)dup(17) | |
| (q22q25)[5],der(17)t(8;17)(?;q25)dup(17)(q22q25)x2[2],der(17)t(8;13;14;17;21)(?;q?;q?;q11q12;?)[8],der(17)t(3;8;13;17;20)(?;?;q12;?p;?)[12],der(17)t(3;8;13;17;20)(?;?;q12;?p;?)x2[2],-18[3],-18x2[11],-18x3[5],der(18)t(18;22)(p11.2;?)[12],-19[4],-19x2[7],-20[8],-20x2[4], | |
| -20x3[7],-21[6],-21x2[3],-22[9],-22x2[4],+22[2],der(22)t(19,22)(q?;q13)[5][cp19] |
The number of metaphases analyzed is reported in brackets at the end of each karyotype. Additionally, the frequency of each rearrangement identified is described in brackets.
Figure 3G-Banding and molecular cytogenetic results of four breast cancer cell lines. A-B) G-banded and M-FISH karyotype of a representative metaphase of MCF7 cells. C-D) G-banded and M-FISH karyotype of a representative metaphase of T47D cells. E-F) G-banded and M-FISH karyotype of a representative metaphase of BT474 cells. G-H) G-banded and M-FISH karyotype of a representative metaphase of SKBR3 cells.
Figure 4Hierarchical cluster analysis of the presence or absence of chromosomal aberrations observed in 24 T47D metaphases. Each column refers to a metaphase (M) and each row to a chromosomal abnormality. Grey indicates the presence of each abnormality, and white indicates their absence. The cluster number is indicated by vertical color bars. Cluster 1: red bar, cluster 2: blue bar and cluster 3: green bar.
Figure 5Hierarchical cluster analysis of the presence or absence of chromosomal aberrations observed in 23 BT474 metaphases. Each column refers to a metaphase (M) and each row to a chromosomal abnormality. Grey indicates the presence of each abnormality, and white indicates their absence. The cluster number is indicated by vertical color bars. Cluster 1: red bar and cluster 2: blue bar.
Figure 6Hierarchical cluster analysis of the presence or absence of chromosomal aberrations observed in 19 SKBR3 metaphases. Each column refers to a metaphase (M) and each row to a chromosomal abnormality. Grey indicates the presence of each abnormality, and white indicates their absence. The cluster number is indicated by vertical color bars. Cluster 1: red bar, cluster 2: blue bar and cluster 3: green bar.
Figure 7Hierarchical cluster analysis of the percentage of chromosomal aberrations observed in four breast cancer cell lines. Clustering stratifies cell lines into five groups. The first cluster was characterized by the presence of numerical chromosomal abnormalities (aneuploidies) that were common to the four cell lines (ER+, ER-, HER2+, HER2-). The other clusters comprised cell type-specific chromosomal abnormalities. The gradient color indicates percentage of chromosomal abnormalities present in each cell line.
Figure 8Cluster dendrogram derived from cytogenetic analysis of the four breast cancer cell lines. These analyses confirmed the greater similarities between T47D and BT474 cell lines and between these two cell lines and the SKBR3. MCF7 cells demonstrate a chromosomal pattern that was markedly different from those of previous cells.
Comparison of selected chromosomal aberrations detected in MCF7, T47D, BT474 and SKBR3 cell lines in previous studies and in our G-banding and M-FISH results
| MCF7 | NR | NR | dup(X)(?;qter) | der(1)t(X;1) | der(X)dup(X)(q21qter) |
| | NR | NR | NR | NR | der(6)t(6;17;16)(q25;q21;?) |
| | NR | der(17)t(17;20)(q25;?)t(1;20)t(1;3or7) | NR | der(?)t(11;1;17;19;17) | der(17)t(17;19)(p11.1;p12) |
| | NR | NR | NR | der(?)t(17;1;19;17;20) | der(17)t(8;17)t(1;8) |
| T47D | der(8)t(8;14) | der(8)t(8;14)(p21;q21) | _ | der(8)t(8;14) | der(8;14)(q10;q10) |
| | der(9)t(9;17) | der(9)t(9;17)(p12;q?11) | _ | NR | dic(9;17)t(9;17)(p12;p13) |
| | der(10)t(10;20) | der(20)t(10;20)(q21;q13) | _ | NR | der(20)t(10;20)(q21;q13.3) |
| BT474 | der(6)t(6;7)(q21;q21) | _ | der(6)t(6;7)(q25;?) | _ | der(6)t(6;7)(q25;q31) |
| | NR | _ | der(11)t(8;11;??)(?;p15;?) | _ | der(11)t(8;17;11)(q21.1;?;p15) |
| | NR | _ | NR | _ | der(11)t(11;17)(q?14;q?11.2) |
| | i(13q) | _ | der(13;13)(q10;q10) | _ | der(13)t(13;17;13)(q10;?;q10) |
| | der(14)t(14;?)(q32,?) | _ | der(14)t(1;14;X)(?;q31;?) | _ | der(14)t(14;1;14)(q31;?;?) |
| SKBR3 | NR | _ | NR | der(8)t(8;21) | der(8)t(8;21)(?;?)t(8;21)(p23;?)t(8;21)(q24;?) |
| | NR | _ | NR | NR | der(8)dup(8)(?)t(8;8)(?;p23)t(8;17)(q24;?)t(11;17)(?;?) |
| | NR | _ | NR | der(?)t(8;14) | der(8;14)t(8;14)(p11.1;p11.1) |
| | NR | _ | NR | NR | der(17)t(8;17)(q12;?)dup(17)(?) |
| | NR | _ | NR | der(?)t(20;19;8;17) | der(17;17)t(17;17)(q25;?)dup(17)(q22q25)t(17;20)(?;?) |
| | NR | _ | NR | der(8?)t(13;3;8;3;8;13) | der(17)t(8;13;14;17;21)(?;q?;q?;q11q12;?) |
| | NR | _ | NR | der(?)t(20;3;8;17;19;8;3;13) | der(17)t(3;8;13;17;20)(?;?;q12;?p;?) |
| | NR | _ | NR | NR | der(17)t(8;17)(?;q25)dup(17)(q22q25) |
| NR | _ | NR | der(?)t(19;22) | der(22)t(19,22)(q?;q13) |
Abbreviations: NR, not reported. Dashes indicate that no information was available.