| Literature DB >> 33171981 |
Ivan Y Iourov1,2,3, Svetlana G Vorsanova1,2, Yuri B Yurov1,2, Maria A Zelenova1,2, Oxana S Kurinnaia1,2, Kirill S Vasin1,2, Sergei I Kutsev4.
Abstract
Mechanisms for somatic chromosomal mosaicism (SCM) and chromosomal instability (CIN) are not completely understood. During molecular karyotyping and bioinformatic analyses of children with neurodevelopmental disorders and congenital malformations (n = 612), we observed colocalization of regular chromosomal imbalances or copy number variations (CNV) with mosaic ones (n = 47 or 7.7%). Analyzing molecular karyotyping data and pathways affected by CNV burdens, we proposed a mechanism for SCM/CIN, which had been designated as "chromohelkosis" (from the Greek words chromosome ulceration/open wound). Briefly, structural chromosomal imbalances are likely to cause local instability ("wreckage") at the breakpoints, which results either in partial/whole chromosome loss (e.g., aneuploidy) or elongation of duplicated regions. Accordingly, a function for classical/alpha satellite DNA (protection from the wreckage towards the centromere) has been hypothesized. Since SCM and CIN are ubiquitously involved in development, homeostasis and disease (e.g., prenatal development, cancer, brain diseases, aging), we have metaphorically (ironically) designate the system explaining chromohelkosis contribution to SCM/CIN as the cytogenomic "theory of everything", similar to the homonymous theory in physics inasmuch as it might explain numerous phenomena in chromosome biology. Recognizing possible empirical and theoretical weaknesses of this "theory", we nevertheless believe that studies of chromohelkosis-like processes are required to understand structural variability and flexibility of the genome.Entities:
Keywords: aging; aneuploidy; chromosomal imbalances; chromosomal mosaicism; chromosome; chromosome instability; copy number variations; cytogenomics; disease; pathways
Year: 2020 PMID: 33171981 PMCID: PMC7664247 DOI: 10.3390/ijms21218328
Source DB: PubMed Journal: Int J Mol Sci ISSN: 1422-0067 Impact factor: 5.923
Figure 1SNP-array analysis of colocalized regular/mosaic chromosome imbalances in an individual (chromosomal loci suggested to be affected by chromohelkosis or chromohelkosis imbalances): (A) regular/mosaic deletions at 4q34.3q35.1; (B) regular/mosaic deletions at 7q11.23/7q11.22q21.11; (C) regular/mosaic duplications at 11p14.3. Dark red—regular deletions; light red—mosaic deletions; dark blue—regular duplication; light blue—mosaic duplication.
Colocalized regular/mosaic chromosome imbalances and copy number variations (CNV) marking chromosomal loci affected by chromohelkosis (chromohelkosis imbalances).
| Chromosomal Localization | Deletion (del)/Duplication (dup) | Genomic Localization 1 | Size (Mb), Regular | Size (Mb), Mosaic | Mosaicism | ||
|---|---|---|---|---|---|---|---|
| Regular | Mosaic | Regular | Mosaic | ||||
| 1p36.32 | 1p36.33p36.32 | Dup | 2,793,846–3,123,524 | 849,466–3,586,707 | 0.329 | 2.737 | 20 |
| 1p36.33 | 1p36.33p36.32 | Dup | 1,134,091–1,207,463 | 849,466–5,278,786 | 0.073 | 4.429 | 25 |
| 1q21.1q21.2 | 1p12q21.2 | Dup | 146,003,044–147,398,560 | 118,506,747–149,965,913 | 1.395 | 31.459 | 20 |
| 2p25.3 | 2p25.3 | Dup | 1,611,691–1,861,548 | 12,770–3,007,511 | 0.249 | 2.994 | 25 |
| 2q22.2 q22.3 | 2q22.1q23.3 | Del | 143,410,303–145,299,945 | 140,410,739–150,635,360 | 1.889 | 10.224 | 50 |
| 2q23.1q23.3 | 2q22.2q24.1 | Del | 148,851,963–151,316,465 | 143,753,727–155,408,790 | 2.464 | 11.655 | 40 |
| 2q23.1q23.3 | 2q22.2q24.1 | Del | 149,073,384–151,886,100 | 144,007,224–156,393,001 | 2.812 | 12.385 | 45 |
| 2q24.1 | 2q23.3q24.2 | Del | 155,684,576–157,919,431 | 151,497,654–162,200,234 | 2.234 | 10.702 | 35 |
| 3p26.1 | 3p26.3p26.1 | Dup | 4,311,166–7,256,278 | 2,788,170–8,587,443 | 2.945 | 5.799 | 40 |
| 3p26.3p26.2 | 3p26.3p26.1 | Dup | 1,839,722–3,372,758 | 61,891–4,693,249 | 1.533 | 4.631 | 60 |
| 3q26.2q26.31 | 3q26.1q26.31 | Del | 170,316,791–171,650,195 | 165,957,466–175,300,706 | 1.333 | 9.343 | 30 |
| 4q34.3q35.1 | 4q34.3q35.1 | Del | 179,568,373–183,377,810 | 178,503,425–184,251,370 | 3.809 | 5.747 | 55 |
| 5q35.2q35.3 | 5q35.1q35.3 | Del | 175,029,372–177,324,736 | 171,538,904–180,719,789 | 3.395 | 9.180 | 30 |
| 7p22.1p15.2 | 7p22.1p15.2 | Dup | 4,783,314–26,275,210 | 4,790,968–26,522,153 | 21.491 | 21.731 | 80 |
| 7p22.2p21.3 | 7p22.3p21.3 | Del | 3,235,409–7,970,015 | 43,360–8,320,635 | 4.734 | 8.277 | 20 |
| 7q11.23 | 7q11.22q21.11 | Del | 72,612,042–74,610,673 | 68,665,592–79,305,748 | 1.998 | 10.640 | 40 |
| 9p24.3 | 9p24.3p24.2 | Dup | 203,861–823,845 | 203,861–2,593,900 | 0.619 | 2.390 | 30 |
| 9p24.3 | 9p24.3 | Del | 203,861–410,357 | 203,861–1,074,830 | 0.206 | 0.870 | 25 |
| 9q22.31q22.33 | 9q22.31q22.33 | Del | 96,109,697–99,973,789 | 95,891,880–100,145,863 | 3.864 | 4.253 | 70 |
| 9q34.3 | 9q34.13q34.3 | Dup | 139,053,501–139,435,356 | 134,317,328–141,020,389 | 0.381 | 6.703 | 30 |
| 9q34.3 | 9q34.13q34.3 | Del | 139,784,913–141,020,389 | 135,282,452–141,020,389 | 1.235 | 5.737 | 40 |
| 10q21.1 | 10q11.23q21.1 | Dup | 53,156,807–57,931,080 | 52,693,425–58,936,553 | 4.774 | 6.243 | 75 |
| 10q23.1q23.2 | 10q23.1q23.2 | Del | 86,412,180–88,502,670 | 85,638,142–89,465,109 | 2.090 | 3.826 | 50 |
| 11p14.3 | 11p14.3 | Dup | 23,032,300–24,850,872 | 19,983,179–28,380,051 | 1.819 | 8.396 | 25 |
| 12q24.33 | 12q24.33 | Dup | 129,804,153–130,492,863 | 129,577,575–133,777,902 | 0.688 | 4.200 | 20 |
| 12q24.33 | 12q24.33 | Dup | 129,803,493–130,485,474 | 130,035,491–133,777,902 | 0.681 | 3.742 | 20 |
| 13q12.11 | 13q11q12.11 | Dup | 21,683,950–22,155,929 | 19,436,287–22,422,460 | 0.471 | 2.986 | 20 |
| 13q34 | 13q34 | Del | 114,085,478–115,107,733 | 110,963,086–115,107,733 | 1.022 | 4.144 | 40 |
| 14q32.2 | 14q32.13q32.2 | Dup | 99,153,952–101,024,454 | 95,563,168–100,095,249 | 1.870 | 4.532 | 20 |
| 15q11.2 | 15q11.2 | Dup | 22,770,421–23,082,328 | 22,770,421–25,083,880 | 0.311 | 2.313 | 20 |
| 15q11.2 | 15q11.2 | Dup | 22,770,421–23,288,350 | 22,770,421–25,318,376 | 0.517 | 2.547 | 25 |
| 15q11.2q13.1 | 15q11.2q13.1 | Del | 22,770,421–29,021,034 | 22,770,421–28,373,187 | 5.732 | 5.602 | 85 |
| 15q13.2q13.3 | 15q13.1q14 | Del | 30,913,573–32,914,239 | 28,394,840–36,544,674 | 2.518 | 8.149 | 25 |
| 16p11.2q11.2 | 16p11.2q12.1 | Dup | 32,038,693–46,463,769 | 34,448,198–51,124,520 | 14.425 | 16.676 | 20 |
| 16q23.1 | 16q22.3q23.3 | Dup | 77,496,014–78,916,839 | 73,357,720–82,335,001 | 1.420 | 8.977 | 30 |
| 16q24.3 | 16q24.2q24.3 | Del | 89,683,742–90,155,062 | 87,157,300–90,155,062 | 0.471 | 2.997 | 25 |
| 17p12 | 17p13.1p11.2 | Dup | 14,082,944–15,479,940 | 10,219,298–17,108,606 | 1.396 | 6.889 | 20 |
| 17p13.3 | 17p13.3p13.2 | Del | 525–1,323,904 | 525–4,375,742 | 1.323 | 4.375 | 40 |
| 17q25.3 | 17q25.3 | Del | 80,396,463–81,041,938 | 77,947,778–81,041,938 | 0.645 | 3.094 | 30 |
| 22q11.21 | 22q11.1q11.22 | Dup | 18,974,541–21,800,797 | 17,398,811–23,374,206 | 2.826 | 5.975 | 45 |
| 22q11.21 | 22q11.1q11.21 | Dup | 18,649,189–20,311,810 | 16,888,899–22,034,665 | 1.662 | 5.145 | 40 |
| 22q11.21 | 22q11.1q11.22 | Dup | 18,979,345–21,465,659 | 16,888,899–23,410,418 | 2.486 | 6.521 | 50 |
| 22q11.21 | 22q11.1q11.23 | Dup | 18,916,842–21,465,659 | 16,888,899–23,535,339 | 2.548 | 6.646 | 50 |
| 22q13.2q13.31 | 22q13.2q13.31 | Dup | 43,337,317–46,575,998 | 42,018,242–44,860,024 | 3.238 | 2.841 | 50 |
| Xp22.31 | Xp22.32p22.2 | Del | 6,784,550–7,495,395 | 4,931,788–9,634,138 | 0.710 | 4.702 | 25 |
| Xp21.1 | Xp21.1p11.4 | Del | 32,881,263–35,187,430 | 31,875,672–38,716,579 | 2.306 | 6.840 | 50 |
| Xq28 | Xq28 | Dup | 153,747,685–153,761,134 | 147,843,549–152,036,631 | 0.013 | 4.193 | 20 |
1 GRCh37/hg19. 2 mosaicism rates according to Chromosome Analysis Suite (ChAS) software (Affymetrix).
Figure 2Spectrum of chromohelkosis imbalances classified according to chromosome arms and recurrence at the same chromosomal locus, encompassing the same genomic region (del—deletion; dup—duplication). Two differently colored bars show number of chromohelkosis imbalances per chromosome. The scale of bar length is the same for all chromosomes, whereas the scale of chromosomes is conserved.
Figure 3Schematic depiction of chromohelkosis due to a deletion and suggested outcomes relevant to the cytogenomic “theory of everything” (discussed hereafter). Chromosomal imbalances or CNV manifesting as deletions are able to cause instability at the sequence level (GIN) at the breakpoints. Consequently, wreckage may occur through altered DNA damage response and reparation, which cause progressive loss of chromosomal DNA localized at the breakpoints. According to the theory, (centromeric) satellite DNA protects chromosomes from propagation of chromohelkosis in the same way as telomeres do. However, the protection may fail to initiate two scenarios: (i) the distal chromosome part is wrecked and lost, when telomeres are affected; as a result, somatic chromosome rearrangements are formed (on the right-hand side); (ii) the proximal chromosome part is wrecked and, if centromeric satellite DNA fails to protect the centromere, the whole chromosome is lost (i.e., aneuploidy/monosomy) (on the left-hand side). This cascade of CIN/GIN processes results in somatic mosaicism and CIN, which are mechanisms for cancer, infertility, brain diseases, aging, and, probably, other morbid conditions. To depict a biological basis of chromohelkosis, we have used parts of figures from our previous articles distributed under the terms of the Creative Commons Attribution License [28,39].