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Focused Genetic Recombination of Bacteriophage T4 Initiated by Double-Strand Breaks
Victor Shcherbakova, Igor Granovskyb, Lidiya Pluginaa, Tamara Shcherbakovaa, Svetlana Sizovaa, Konstantin Pyatkovb, Michael Shlyapnikovb, and Olga Shubinaaa Institute of Problems of Chemical Physics, Russian Academy of Sciences, Chernogolovka, Moscow Region, 142432 Russia
b Skryabin Institute of Biochemistry and Physiology of Microorganisms, RAS Pushchino, Moscow Region, 142292 Russia
Corresponding author: Victor Shcherbakov, RAS Chernogolovka, Moscow Region, 142432 Russia., svp{at}icp.ac.ru (E-mail)
Communicating editor: G. R. SMITH
| ABSTRACT |
|---|
A model system for studying double-strand-break (DSB)-induced genetic recombination in vivo based on the ets1 segC
strain of bacteriophage T4 was developed. The ets1, a 66-bp DNA fragment of phage T2L containing the cleavage site for the T4 SegC site-specific endonuclease, was inserted into the proximal part of the T4 rIIB gene. Under segC+ conditions, the ets1 behaves as a recombination hotspot. Crosses of the ets1 against rII markers located to the left and to the right of ets1 gave similar results, thus demonstrating the equal and symmetrical initiation of recombination by either part of the broken chromosome. Frequency/distance relationships were studied in a series of two- and three-factor crosses with other rIIB and rIIA mutants (all segC+) separated from ets1 by 122100 bp. The observed relationships were readily interpretable in terms of the modified splice/patch coupling model. The advantages of this localized or focused recombination over that distributed along the chromosome, as a model for studying the recombination-replication pathway in T4 in vivo, are discussed.
DOUBLE-STRAND breaks (DSBs) in DNA and their repair are perceived now as a crossroads among a great variety of cell metabolic pathways, including maintenance of chromosomal stability, regulation of the cell cycle, immunoglobulin gene rearrangement, intron homing, recombination-dependent replication, repair of damaged replication forks, initiation of mitotic and meiotic recombination, and genetic recombination in prokaryotes (for reviews see ![]()
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Recombination analysis based on crosses between T4 rII mutants is a powerful tool for studying genetic processes in vivo. Present-day availability of DNA sequences for recombining markers and knowledge of the functional properties of the numerous enzymes and other proteins involved in DNA metabolism, reproduction of many elementary genetic processes, and DNA transactions in vitro make interpretation of the recombination data much more explicit than was possible in the "golden" times of classic molecular genetics. However, our experience in recombination analysis tells us that a lot of work still remains to be done before recombination data can be unambiguously interpreted in terms of physicochemistry and molecular biology. The obstacles that hamper the progress are the real complexity of the phenomenon: intertwining of recombination with other genetic processes, the multiplicity of the interconnected recombination pathways (![]()
What advantages are expected from this model system? First of all, we think that the focused recombination will be more amenable to statistical analysis. In the case of spontaneous recombination, we deal with a mixture of various randomly distributed recombination events differing in many respects: in the mechanisms of initiation, in their distribution along the chromosome, in the structure of recombination DNA intermediates, in enzymes involved, and so on. In other words, we study some statistically averaged resultant processes that are hard to correlate with definite molecular events. Much of the indefinability would be eliminated in the case of recombination initiated at a definite point, in fact, at a single point of the genome. Of course, a DSB may lead to more than one way of DNA transactions, and the markers applied to monitor recombination may influence the output of the process, but the total number of the variables would be significantly reduced. At least the initiating structure is of a defined nature, the DSB, and its location is known and is always the same.
An essential property that the recombination analysis must acquire in the case of fixed-point initiation is a time dimension. The principal approach in recombination analysis consists of studying correlations between recombination frequency and distance between the recombining markers. When the points of initiation are stochastically distributed along the chromosome, the distance coordinate has no explicit relation to time because none of the recombining markers has a fixed relation to the position of the points where recombination events are initiated. But if we monitor events initiated at a single point their progression along the chromosome, representing successive (i.e., time-dependent) elementary reactions or steps must be reflected in a distance dependence of the recombination: The closer the recombining marker is to a DSB, the earlier it is presumably involved in the processing. Such recombination analysis may help to reveal the time sequence of the elementary processes constituting the pathway.
We chose here SegC endonuclease to make DSBs at a unique site within the rII region. The segC gene is a member of bacteriophage T4 seg family (segA through segE) whose products share high homology in the first 100 amino acids and contain the GIY-YIG motif characteristic for intron-encoded homing endonucleases, although the seg genes are not located within introns (![]()
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We inserted a DNA fragment from the intergenic 56 region of T2L, ets1, containing the recognition site for the T4 SegC endonuclease, into the rIIB gene of the T4 segC
. The crosses of the phage T4 segC
ets1 against the T4 rII mutants bearing the segC+ allele were used to study genetic recombination initiated by DSBs within the ets1 sequence, i.e., within the rII region.
| MATERIALS AND METHODS |
|---|
Oligonucleotides:
Oligonucleotide primers sCs-up, 5'-CCTCCTGCTCCAGTAAGAAAAACTC-3' (complementary to T4 nucleotides 80,10580,129), and sCs-lo, 5'-CGAGAACAGCAATTCCTCCAGTG-3' (complementary to 80,86880,890), were designed to anneal sequences flanking the segC gene of phage T4 (GenBank accession no. GI: 11079640). Oligonucleotide primers rII-up, 5'-CGCCTCACTGCAGAAGCAGATGAAAT-3' (complementary to 622647), and rII-lo, 5'-TGCAATTCTTTTCTCTAGACATTCAGCA-3' (complementary to 167,755167,782), were designed to anneal to the rII region of T4. Oligonucleotide primers sccs-up, 5'-GACGTAATAAATTGAGAAGCTATGTGTATGAG-3' (complementary to 939966), and sccs-lo, 5'-CGGAATCATAACTTAATCCTGACATTTATGG-3' (complementary to 970996), were designed to anneal to the T2L 56 intergenic region (GI: 18463948). Oligonucleotide primers lacZb-up, 5'-GACGATTGAAAATGGTCTGCTGCTGC-3' (complementary to 364,497364,519), and lacZb-lo, 5'-CGGAGGTTAACGCCTCGAATCAGCAAC-3' (complementary to 364,461364,483), were designed to anneal to the lacZ ORF of Escherichia coli K-12 strain MG1655 (GI: 16127994). Nucleotides that are mismatched with the original sequences are italicized.
Plasmids:
Plasmid pUSC
(I. E. GRANOVSKY, F. A. KADYROV and V. M. KRYUKOV, unpublished data) was constructed by insertion of the T4 genome region 79,22081,310 bp, which includes the segC gene (80,18280,602 bp), into plasmid vector pUC18 (![]()
Bacteriophages:
The map, structure, and a source of rII strains used in this study are presented in Fig 1 and Table 1. The origin of most of the phages was described earlier (![]()
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|
Bacteria:
Most E. coli strains were described earlier (![]()
) and E. coli B(
), which are not permissive for rII mutants, were used to titrate rII+ recombinants and in complementation spot-tests. The amber suppressing
-lysogenic strain CR63(
h) was used to measure recombinants with amber phenotype. E. coli JM109 (![]()
, was used to derive segC mutants of T4. Genomic DNA of E. coli K-12 strain MG1655 (![]()
Media, bacterial culturing, and procedures for standard crosses:
These were essentially the same as described earlier (![]()
Standard cross procedure:
A sample of E. coli BB overnight culture was diluted 100-fold into Luria (L) broth and aerated at 37°. At a cell concentration 1 x 108/ml, the suspension was cooled to 0°, pelleted by centrifugation, and resuspended in cooled L broth to a density 4 x 108 cells/ml. To 0.5 ml of the cooled BB suspension, a mixture of phage parents in a volume of 0.5 ml (the multiplicity of each parent being 5) was added. The infected cells were incubated for 10 min at 33°, diluted 1000-fold into prewarmed L broth, incubated at the same temperature for another 80 min, and cell lysis was completed by adding 0.3 ml chloroform.
Determination of recombinant frequency and plating efficiency:
Recombinant frequencies were calculated by dividing the titer determined on a
-lysogenic host by the total lysate titer. The resulting frequencies were corrected for plating efficiency that was determined as follows. Phage strains with a genotype of the expected recombinant, e.g., wild type (an equal mixture of segC+ and segC
variants), were used to infect the standard culture of E. coli BB with a total multiplicity of 10. The infected cells were incubated and processed in the same way as those in the standard crosses. The lysates in a proper dilution were plated on the E. coli strain that was used for determining the total progeny titer in crosses, e.g., BB, and on the relevant
-lysogenic host, e.g., 594(
). The ratio of the titer on BB to that on 594(
) was then used as a plating efficiency quotient to correct the titers of the recombinants observed on the given
-lysogen. This rather complex procedure to measure plating efficiency was used because of our occasional observations that the phages in freshly made lysates may differ in the plating efficiency from those in permanent phage stocks. The phages segC+ and segC
may also differ somewhat in the plating efficiency despite the segC gene being nonessential for phage growth.
Correction for chance coincidence of two independent recombination events:
For three-factor crosses amN116 ets1 x i, where i designates a variable central marker, we corrected the measured frequencies of the wild-type (double-exchange) recombinants R3f for a chance coincidence of statistically independent events as substantiated by ![]()

where R1, R2, and R3 are the measured wild-type recombinant frequencies in crosses amN116 x i, i x ets1, and amN116 ets1 x i, respectively; F is the correction factor (![]()
R3 is an allowance for R3 value for chance coincidence of two statistically independent recombination events. R2 and R3 values are presented in Table 3 as R2f and R3f, respectively; R1 values were found not to differ significantly for 16 different i markers, and so the mean value 5.75% was used throughout.
|
|
Sequencing of rII mutants:
The relevant regions in rIIA and rIIB genes were amplified by PCR and the PCR products were purified using a QIAGEN (Valencia, CA) purification kit. The nucleotide sequences for rIIA and rIIB mutants were then determined by the dideoxy-sequencing method using a CycleReader DNA sequencing kit (MBI Fermentas).
Other methods for molecular cloning and gene engineering were as described by SAMBROOK et al. (1989).
Constructing T4 segC
mutants:
E. coli JM109, bearing plasmid pUSC
, was infected with T4D, and the phage progeny was plated on an E. coli JM109 lawn. The plaques were tested with a 32P-DNA probe for the deleted segment of segC, and those with negative response were selected. The presence of segC
was further confirmed by PCR analysis, in which the oligonucleotide primers sCs-up and sCs-lo complementary to the sequences flanking segC were used.
The selected strain T4 segC
was then used to construct a set of rII strains carrying segC
. For this, rII mutants were crossed with T4 segC
at a multiplicity of infection of 1 and 9 for rII and segC
, respectively. The lysates were plated on E. coli B, and selected r plaques were backcrossed to the original rII mutant and analyzed by PCR with the primers sCs-up and sCs-lo to identify segC
. The mutants amN116 (gene 39) and H17 (gene 52), bearing segC
, were obtained similarly by selecting the segC
strains that did not grow on E. coli B at 25°.
Constructing T4 strains bearing the cleavage site for SegC endonuclease:
To clone the rII region, a T4 DNA fragment 1768 bp long was amplified by PCR using the primers rII-up and rII-lo and inserted into the PstI-XbaI sites of the plasmid vector pUC18 resulting in the plasmid pUrIIB-18.
A T2L DNA fragment 66 bp long from the intergenic 56 region [named endonuclease target sequence (ets)], containing the cleavage site for SegC endonuclease (I. GRANOVSKY, F. KADYROV and V. KRYUKOV, unpublished data), was amplified by PCR, using primers sccs-up and sccs-lo, and placed in the plasmid pUrIIB-18 at a HincII site. This HincII restriction site is located 2298 bp from the beginning of the gene rIIA, or 108 bp from the beginning of the gene rIIB. The recombinant plasmid pUrIIets1, containing the ets sequence in one of two possible orientations, was selected and sequenced. The ets1 contains two in-frame termination codons, TGA and TAA; hence, a phage with this insertion was expected to have an rIIB mutant phenotype.
To construct phage strains with ets1, the plasmid pUrIIets1 was crossed with T4D segC
, and the progeny were plated on E. coli B. An r-type plaque was tested on E. coli B(
) for rII phenotype. The selected T4 strain was checked with PCR using the primers sccs-up and sccs-lo to confirm the presence of ets1. Analogously, the T4D insZ strain, containing an inert piece of E. coli gene lacZ 66 bp long in the same HincII site of the rIIB gene, insZ, was obtained. The insZ sequence also contains in frame two termination codons, TGA and TAA, and so the phage with insZ has rIIB phenotype.
| RESULTS |
|---|
DSB-stimulated recombination depends on both the ets1 sequence and segC function:
To check recombinogenic activity of the segC/ets1 system, the phage T4 ets1 and T4 insZ were crossed in different segC backgrounds against the double rII mutant amH72 b25 and the single mutants amH72 and b25. The ets1 is the SegC endonuclease cut site inserted in the rIIB gene and insZ is a neutral insertion in the same position and of the same length as ets1 (see Fig 1). The lysates were plated on E. coli strains BB and 594(
) to determine total progeny and wild-type recombinants, respectively. The results (Table 2) clearly show that in all the cases where DSBs were not expected to be produced because of the absence of either the SegC activity or its cleavage site, or both, the ordinary low recombinant frequencies were observed, the insertions ets1 and insZ giving similar results. (For an unknown reason, the crosses H72 b25 x insZ and b25 x insZ gave a twofold increase in recombinant frequencies in the absence of SegC endonuclease.) If, however, DSBs could be produced, the recombinant frequencies were drastically enhanced: >10-fold in the two-factor crosses and
70-fold in the three-factor cross. The more pronounced DSB effect for the double-exchange recombinants may be attributed to the fact that, in the absence of SegC endonuclease, ets1 must behave as an ordinary 66-bp-long insertion. Being a central marker, such insertions display very low apparent recombinant frequencies (see, e.g., cross H72 b25 x insZ) most probably originating from the chance coincidence of two single exchanges. Since ets1, under segC+ conditions, greatly enhances the frequencies of the single exchanges to the left and to the right of ets1 (see crosses H72 x ets1 and ets1 x b25), a probability for their chance coincidence must enhance as a product. Indeed, after correction of the observed double-exchange frequencies for chance coincidence of two independent recombination events (Table 2), the DSB-dependent enhancing effect becomes 500-fold. Besides, as is argued in the DISCUSSION, the high frequency of multiple-exchange recombinants is expected for the DSB-promoted process.
To check the efficiency of cleaving ets1, the wild-type T4 was crossed on E. coli BB with ets1 segC
or insZ segC
at a multiplicity of five particles of each parent per cell. The lysates were plated on E. coli B, on which r-type and wild-type plaques differ. It was found that r plaques account for <3% of the total progeny in the cross ets1 x wt (2.52 ± 0.31% for four independent determinations). Several of these r plaques were picked up at random and proved genetically and functionally to be ets1: They gave no recombination with the original ets1 and showed high recombination with the other rII mutants (H72 and b25). Thus, under conditions of standard cross,
5% of the ets1 alleles survive. Since ets1 has an rII phenotype, its incomplete cleavage does not hamper recombination analysis. In crosses insZ x wt, the particles with an r phenotype comprised about one-half of the total progeny (0.47 ± 0.06 for three independent determinations), proving that insZ is an inert insertion.
Distance dependence of DSB-initiated recombination:
In Fig 2, the frequency/distance relationships obtained in three series of crosses, FC47 x i, ets1 x i, and amN116 ets1 x i, are presented (see Table 3). The markers i (rIIB and rIIA point mutations located to the left of ets1, all segC+) were the same in all three series; FC47 is a rIIB frameshift mutation located 19 bp to the right of ets1. The series FC47 x i (Fig 2A) illustrates the distance dependence of the ordinary recombination (in the absence of ets1) between rII mutants in the same region of the chromosome where we monitor DSB-promoted recombination. The two-phase relationship, expected for recombination via patches and splices (![]()
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700 bp.
|
In the series ets1 x i (Fig 2B), all the i markers were segC+, whereas ets1 was segC
. Four distinct phases of the frequency/distance relationship could be readily discerned. The first one, 0 to
90 bp, demonstrates a very fast increase in the frequency as the distance increases. Then the frequencies level off at the value slightly <25% and virtually do not increase further until
350 bp (the second phase, "intermediate plateau"). In the third phase, the frequencies increase again, reaching the value
45% at the distance
800 bp. A further increase of the distance up to 2100 bp leads only to a limited, if any, increase in the frequency (the fourth phase, "final plateau").
The frequency/distance relationship for the double-exchange recombinants was studied in three-factor crosses amN116 ets1 x i (Fig 2C). The side marker amN116 is an amber mutation in the gene 39 located >4000 bp to the left of ets1. In these crosses, wild-type recombinants can arise only via double exchanges. This enables one to measure separately only patch-related recombinants. The side marker amN116 is located far enough from the i markers not to occur frequently in the same heteroduplex with i. The first three phases of the relationship are similar to those in two-factor crosses and they occupy the same positions: 090 bp, 90350 bp (intermediate plateau), and 350750 bp, respectively. But then a decline follows, the frequencies in crosses with the most distant central markers a3, a2, N35, and a6 falling to values lower than those obtained at a shorter distance. The differences between the frequency in the cross with N23 and those with N35 and a6 (4.22 ± 1.00 and 4.13 ± 1.02, respectively) are significant at P < 0.01 (by Student's t-criterion).
Leftward and rightward recombination:
To compare recombination to the left and to the right of ets1, we performed a symmetrical series of crosses amN116 ets1 x i and ets1 amH17 x i (Table 4), the markers i being mutations located to the left or to the right of ets1. The marker amH17 is an amber mutation in gene 52 located >4000 bp to the right of ets1. The couples of left and right i markers were chosen at approximately the same distances from ets1. Lysates from the crosses were plated on CR63 to measure total progeny titer. To measure recombinant titer, the lysates were plated on CR63(
h) and on 594(
). On CR63(
h), amber-type markers amN116 and amH17 are suppressed, hence the crosses are two-factor. The left and the right series gave largely the same frequency/distance relationships both in two-factor (Fig 3A) and three-factor (Fig 3B) crosses. So, the left and the right half-molecules must have an equal ability to initiate recombination. Comparison of these series of crosses with those presented in Fig 2 and Table 3 shows also that the conditions when one of the parents is a topoisomerase mutant (gene 39, in which amN116 is located) do not influence recombination.
|
|
| DISCUSSION |
|---|
Basic recombination model:
At least two types of pathway were suggested for DSB repair: double-strand-break repair (DSBR; ![]()
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We are also inclined to guide our analysis of DSB-initiated recombination in terms of the normal T4 recombination-replication pathway, more exactly in terms of a splice/patch coupling (SPC) model, which was presented by SHCHERBAKOV et al. (1992) to explain the results of the single-burst analysis of recombinant progeny in T4 multifactor crosses. Double and single exchanges were found to be highly correlated in T4 recombination, the observation having been interpreted as evidence for simultaneous formation of a splice/patch pair as primary recombination products.
A slightly modified version of the SPC model is adopted here to figure out possible consequences of double-strand breaks produced by the SegC endonuclease (Fig 4). The scheme illustrates interaction of two parental DNAs as in the cross ets1 x i (or j ets1 x i). DNA molecule 1, bearing the SegC cleavage site (ets1 molecule, thin lines), is cleaved in the middle of the ets1 insertion by T4 SegC endonuclease, producing ends with two-nucleotide 3' tails (I. GRANOVSKY, F. KADYROV and V. KRYUKOV, unpublished data). It is supposed that 5' strands are further resected to produce the extended recombinogenic 3' single-stranded ends. Exonucleases involved might be gp46/47 or RNAse H (![]()
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Intermediate 3 is shared by many modern models of recombination. It can be processed by different pathways. We favor here the transition of structure 3 to 4 via double-stranded branch migration, resulting in formation of a true Holliday junction. This step converts the process to the major recombination-replication pathway (![]()
5' exonuclease of T4 DNA polymerase (43Exo), a step inevitably followed by initiation of DNA replication directed (as shown here) to the right. The loading of a whole replication machine is supposed. It is known that 43Exo, after removing the nonpaired strand, excises complementary nucleotides (![]()
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The position corresponding to the site where the fragment ets1 has been inserted (ets+ allele) is marked with the vertical bar in all the structures. The position of the variable marker i and its i+ allele is not shown: It may happen at any place on the thick (i) or thin (i+) line of the scheme, respectively. In three-factor crosses, the ets1 molecule bears an additional marker j. If marker i occurs within the hybrid regions (HRs), the primary recombinant products will be heteroduplex heterozygotes (HHs). We do not distinguish parental and new synthesized strands to make the genetic consequences of the transformations more apparent.
For the crosses ets1 x i, four different distance-dependent outputs are expected as shown in Fig 4: (1) If the site i is within the part removed by 43Exo [zone 1 (z1)] no recombinant will be produced; (2) if the site i is within the part resected by a 5' exonuclease but not removed by 43Exo (z2), one HH and one parental progeny chromosome (i chromosome) will be produced; (3) if the site i happens within the region of double-stranded branch migration (z3), two HHs will be produced; and (4) if the site i is more distal than the distal border of the HR (z4), both strands of the splice-type molecule 7 or 8' will be recombinant (thin lines), while the patch-type product 7' or 8 will be parental (i type, thick lines). In the three-factor cross of a type j ets1 x i with the central marker i, the wild-type recombinants can arise only if i is within a patch, provided the HR does not extend to the side marker j.
According to the model in Fig 4, two populations of the HRs are expected: Longer HRs result from the combined contribution of the single-stranded branch migration and the double-stranded branch migration, whereas shorter HRs are produced only by the double-stranded branch migration. One long HR and one short HR arise simultaneously in each individual recombination event.
To make use of the model presented in Fig 4 for calculating the expected recombinant frequencies in the crosses, one must take into account some statistical complications. The primary patches and splices shown in Fig 4 may be replicated once or more to produce DNA molecules without HRs. Since only one-half of the HHs produce plaques when plated on a
-lysogenic host (![]()
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We assume here that the two parts of broken molecules with the single-stranded 3' ends act nonconcertedly and have an equal probability of initiating recombination replication. But since they have to search for homologous sequences in the adjacent segments of the unbroken chromosomes, the resulting events, in a statistical sense, are not independent but coupled.
In Fig 5, by taking into account this coupling, we illustrate the final expected genetic consequences of the interaction of DSB-promoted processes occurring to the left and to the right of the DSB. Since segC is a late T4 gene (![]()
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In Fig 5C, the recombination consequences of collisions of the left and right replication forks, leading to only limited (repair) DNA synthesis, are presented (all eight possible products are shown). This special case imitates the concerted action of the two parts of the broken DNA with limited DNA replication, resembling in this respect other DSBR models, e.g., the model of ![]()
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The probability for the marker i to occur within the zones 1, 2, 3, or 4 depends on the distance i-ets1. So, the schemes in Fig 5 enable one to deduce quantitative expectations for the recombinant frequencies depending on the distance of marker i from ets1. Ignoring inevitable statistical nonrandomness in formation of the different recombinant products, taking the probability for the fork collision (Fig 5C) to be low, and assuming the 48 recombinant products to arise with equal probability, the expected recombinant frequencies in two-factor crosses are zero within zone 1, 21% within zone 2, and 42% within zones 3 and 4. These values can be calculated from Fig 5 as follows. There are three heteroduplex and one wholly recombinant (thin lines) regions within zone 2 among the 12 chromosomes presented in Fig 5A and Fig B. Since only one of two HHs produces a plaque on a
-lysogenic host (![]()
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In three-factor crosses only patches produce wild-type recombinants, and so the expected frequencies are 10.5 and 21% within zones 2 and 3, respectively, while no double-exchange recombinants are expected if the middle marker is within zone 4 as a result of a single recombination event. If, however, the concerted action of the two parts of the broken DNA molecule (Fig 5C) is frequent, the expected values are somewhat higher: For two-factor crosses ets1 x i, we would expect 25% within zone 2 and 50% within zones 3 and 4.
Before embarking on the quantitative comparison of the experimental data to the model predictions, let us make one general note. The schemes in Fig 4 and Fig 5 were drawn assuming that all the events initiated by DSBs do not differ from each other by such physical parameters as the size of the resected and removed tracts and the length of HRs. In reality, these parameters are most probably stochastically distributed, and zones 14 likely differ in individual events and partially overlap.
Phase one:
The first phase in Fig 2B (090 bp) demonstrates a very abrupt increase of the recombinant frequency with distance. The interpretation in terms of the model in Fig 4 and Fig 5 looks rather easy: The closer the i+ allele is to the tip of the single-stranded end (i.e., to the position of the DSB), the more probable is its removal by 43Exo (i.e., its occurrence within zone 1) and the less is the probability for recombinant formation. Consequently, the first phase in the frequency/distance relationship (Fig 2B) reflects, according to our model, the probability for the i+ allele to be removed by 43Exo. Note that the recombinant frequencies at the shortest distances (the crosses with N24 and 375, Table 3) are especially small, and a huge jump of the frequency both in two- and three-factor crosses is observed when the distance increases only from 33 to 50 bp, a reminiscence (and a possible explanation) of the well-known 50-bp limit in the minimal homology required for recombination (see, e.g., ![]()
25 complementary nucleotides (see also ![]()
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Intermediate plateau:
Within the range of distances of 90350 bp, recombinant frequencies are virtually independent of the distance giving the intermediate plateau in the two-factor crosses ets1 x i at the value slightly <25%. This frequency is close to the 21% predicted for zone 2. Zone 2 in our model corresponds to the region of single-stranded branch migration, resulting in only one recombinant strand of four progeny DNA strands. If so, the median length of the 5' strand, resected during step a (Fig 4), appears to be
350 nucleotides. The transitional phase that follows after the intermediate plateau may reflect a length distribution of the resected tract.
Final plateau:
The final plateau in the recombinant frequencies (
45%), observed in two-factor crosses ets1 x i (Fig 2B), presumably corresponds to zones 3 and 4. Transition from the single-stranded branch migration to the double-stranded branch migration, as shown in Fig 4, explains well this phase in the frequency/distance relationship. This transition determines the formation of the four-stranded DNA complex, resolution of which gives two recombinant and two parental DNA strands in the primary recombinant products both within the HR zone 3 and out-of-HR zone 4 (instead of one recombinant strand and three parental strands within zone 2). The observed frequencies within the final plateau do not differ significantly from the expected 42%.
Double-exchange recombinants:
One of the predictions of the SPC model is the equal production of patches and splices. Correspondingly, we expect one-half as many recombinants in three-factor crosses with the central marker i as in two-factor crosses within zones 2 and 3 (Fig 4 and Fig 5). However, while running in parallel with the frequencies in two-factor crosses (Table 3 and Fig 2C), the frequencies in three-factor crosses are significantly lower than those predicted by the model: The mean frequency within the intermediate plateau is 6.2% instead of the expected 10.5%. One reason for this underestimation is purely statistical. We deal here with very high frequencies of recombinants, including very high frequencies of the double-exchange recombinants that arise from the patches. This implies a substantial contribution of multiple independent events to the observed recombinant frequencies. Indeed, the correction of the frequencies for the chance coincidence of two independent events (Table 3) gives frequencies that are in better congruence with the model predictions. ![]()
50% of the time.
As is seen in Fig 2C, the frequency of the double-exchange recombinants reaches its maximum value at a distance of
750 bp, the crosses at longer distances giving progressively lower frequencies. This pattern is quite conceivable if the double-exchange recombinants originate primarily from patch-type HRs and if the median length of the patches is
750 bp. The high apparent recombinant frequencies,
5%, in the crosses with N35 and a6, separated from ets1 by
2000 bp, may mean that the HRs of such length are produced with a low but appreciable frequency. The contribution of the ordinary (non-ets1-SegC-dependent) general recombination may account for only a small part of this value, not >1% (T. S. SHCHERBAKOVA, unpublished data).
Relation to general recombination:
A good quantitative agreement between the experimental data and the predictions of the SPC model was observed here. The measured frequencies in two-factor crosses would be in even better congruence with the predicted values (21 and 42% for the intermediate and the final plateau, respectively) if the contribution of general recombination (as determined, e.g., in the crosses FC47 x i, Table 3) is taken into account. Other events, such as collisions of replication forks (Fig 5C), may also positively contribute to the observed recombinant frequencies.
All the phenomenology observed here is satisfactorily explained in terms of the model, which earlier was suggested and substantiated for general genetic recombination in T4 bacteriophage (![]()
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700 bp) corresponds to the median length of the patches. This value is close to what we inferred from the three-factor crosses amN116 ets1 x i for recombination promoted by a DSB (Fig 2C). It is tempting to conclude that the recombination pathway operating in the DSB-initiated process is the same and probably the major pathway that operates in general genetic recombination. As we hoped from the very beginning, the recombination data obtained with this model system turned out to be much easier for interpretation in molecular terms than those related to recombination with stochastically distributed events.
About gene conversion:
The SPC model is related to the pathways that are known presently as break-induced replication (BIR). BIR is supposed to account for the very long tracts (up to the end of the chromosome arm) of mitotic gene conversions in yeast, whereas a common view of meiotic gene conversion is that it involves short conversion tracts, on average 12 kb (for review, see ![]()
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It is tempting to speculate that BIR-like pathways and those resulting in the short-tract gene conversions are variants of a common mechanism, differing, e.g., in the ability to form two Holliday junctions before starting DNA synthesis. A meaningful example of such a relationship may be the data by ![]()
system to study the repair of HO endonuclease-induced DSB in Saccharomyces cerevisiae. They observed short-tract gene conversions in wild-type (RAD51 RAD52) strains, but long-tract gene conversions, named BIR, in rad51
diploids. Relevantly, the pattern of recombination observed in crosses ets1 x i in the absence of UvsX protein (which, like Rad51 protein, is a T4 analog of RecA protein) agrees with the supposition that in a uvsX background the DSB initiated process occurs without transition to the double-stranded branch migration stage (V. P. SHCHERBAKOV, T. S. SHCHERBAKOVA, S. T. SIZOVA and L. A. PLUGINA, unpublished data).
From mechanistic and enzymatic points of view, the SPC model seems to be quite feasible for recombinational DSB repair in eukaryotes. All the enzymes that supposedly act in this pathway, including polymerase-associated proofreading exonucleases, are known in eukaryotes (![]()
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| FOOTNOTES |
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Sequence data from this article have been deposited with the EMBL/GenBank Data Libraries under accession nos. GI: 11079640, GI: 16127994, and GI: 18463948. ![]()
| ACKNOWLEDGMENTS |
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The authors thank Tanya Kolysheva for technical assistance in experiments. This work was supported by Russian Foundation for Basic Research grant 01-04-48794.
Manuscript received June 21, 2002; Accepted for publication July 2, 2002.
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