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Journal of Heredity Advance Access originally published online on July 1, 2005
Journal of Heredity 2005 96(5):576-581; doi:10.1093/jhered/esi076
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Brief Communication

Inferences on the Role of Insertion in a Mutation Accumulation Experiment with Drosophila melanogaster Using RAPDs

C. Salgado, B. Nieto, M. A. Toro, C. López-Fanjul, and A. García-Dorado

From the Departamento de Producción Animal, Facultad de Veterinaria, Universidad Complutense, 28040 Madrid (Salgado and Nieto); and Departamento de Mejora Genética Animal, INIA, 28040 Madrid (Toro); and Departamento de Genética, Facultad de Biología, Universidad Complutense, 28040 Madrid (López-Fanjul and García-Dorado)

Address correspondence to A. García-Dorado at the address above, or e-mail: augardo{at}bio.ucm.es.


    Abstract
 Top
 Abstract
 Introduction
 Materials and Methods
 Results
 Discussion
 Appendix
 References
 
The genetic variability for RAPDs band pattern was studied in a set of 157 mutation accumulation (MA) lines of Drosophila melanogaster. These MA lines were derived from the same isogenic base population and subsequently maintained by full-sib mating during 132 generations. The ancestral pattern of the original isogenic base can be unambiguously established as the consensus pattern of the MA lines and, because these lines are expected to be homozygous, dominance for band pattern is not a concern. Only repeatable changes in band pattern were considered. The number of ancestral bands detected implies that nine-nucleotide targets are enough for repeatable PCR amplification. Compared with the ancestral pattern, one MA line lost one band and two MA lines gained a new one. These results can be accounted for by the insertion of transposable elements occurring at a rate 0.07 < i < 0.21 per whole haploid genome and generation. This range is typical for Drosophila and consistent with the previously observed mobility for the roo family, supporting the generality of previous estimates of spontaneous mutation rates for morphological and fitness traits based on these MA lines. The sequence of one of the new bands suggests that the Idefix family is also active in the lines.



    Introduction
 Top
 Abstract
 Introduction
 Materials and Methods
 Results
 Discussion
 Appendix
 References
 
The rate of occurrence and the nature of spontaneous mutations are of great evolutionary relevance, and an important effort has being devoted to its study from different methodological approaches. Pooling different Drosophila estimates, Keightley and Eyre-Walker (1999) inferred a 7.5 x 10–9 rate for electrophoretic band-morph mutation in enzymatic loci with an average length of 400 codons. Taking into account that about 30% of all the amino acid changes were detectable and that only about 2/3 of the base pair substitutions result in an amino acid change, gives a per nucleotide mutation rate u = 7.5 x 10–7/(2 x 400 x 0.3) = 3 x 10–9. Furthermore, in Drosophila melanogaster, insertion of transposable elements have been estimated to occur at a rate between 0.1 and 0.2 per haploid genome and generation (Maside et al. 2000; Nuzhdin and Mackay 1995).

Random amplification of polymorphic DNA (RAPD) by the polymerase chain reaction (PCR), using a single short oligonucleotide primer, provides a simple method to detect polymorphisms (Welsh and McClelland, 1990; Williams et al. 1990). Short DNA fragments are size-fractionated by agarose gel electrophoresis, and in our case, the ancestral band pattern of the original isogenic line is unambiguously established as the consensus pattern of the analyzed mutation accumulation (MA) lines. Thus, the technique allows the detection of mutations that induce repeatable modifications in band pattern (presence of a new band or absence of an ancestral one), either by a change in the target that is recognized by the primer or by rearrangement of sequences involving targets.

In this article, we report an analysis of the rate of mutation for RAPD markers in a set of D. melanogaster lines after 132 generations of MA. In previous studies, these lines have shown typical mutational variances for several morphological traits (see García-Dorado et al. 1999 and references therein), but the rate of mutational viability decline was substantially lower than that originally reported by Mukai and co-workers (Mukai et al. 1972; Chavarrías et al. 2001, García-Dorado and Caballero 2002). The nature of such difference is still a mater of debate, and it has been suggested that it could be due to different transposition rates (Keightley and Eyre-Walker 1999). However, insertions of TE of the roo family have occurred at a large per generation rate ie = 0.029 in the euchromatin of our MA lines (Masside et al. 2001), suggesting normal transposition rates in these lines. If, as the latter authors conclude, ~55% of the TE genome is located in the heterochromatine, the above value implies a rate i {approx} 0.065 for the whole haploid genome. Here we provide complementary information based on mutational changes on RAPD band patterns. This will contribute to the understanding of the molecular basis of spontaneous mutation and of the morphological and fitness genetic variability accumulated in our MA lines.


    Materials and Methods
 Top
 Abstract
 Introduction
 Materials and Methods
 Results
 Discussion
 Appendix
 References
 
MA Lines
Two hundred full-sib mating lines were derived from a D. melanogaster line isogenic for all chromosomes and carrying the recessive eye-color marker sepia (se) as an indicator against exogenous contamination (Caballero et al. 1991; Chavarrías et al. 2001). After 132 generations of spontaneous MA, 157 lines survived and were screened for RAPD mutations.

DNA Extraction and PCR Amplification
Homogenates were prepared by grinding a single female fly per line in 160 µl extraction buffer (10 mM Tris, 60 mM NaCl, 5% sucrose, 10 mM EDTA, pH 7.8). A second buffer (300 mM Tris, 1.25% SDS, 5% sucrose, 10 mM EDTA, pH 8) was added, and the mixture was incubated at 65°C with agitation for 30 min. After this, 60 µl of potassium acetate was added, the samples were kept for 20 min at –20°C and, subsequently, they were spun at 12,000 x g. The purified DNA was resuspended in 100 µl H2O (2 µl used in each reaction).

Total reaction volumes of 25 µl were used, containing 10 mM Tris, pH 8.3, 50 mM KCl, 2 mM MgCl2, 0.001% gelatin, 100 µM each dNTP (dATP, dCTP, dGTP, and dTTP), 5 pmol of a single 10-base primer, 25 ng genomic DNA, and 0.4 U of Taq-DNA polimerase (Dynazyme F-500L). This procedure was indicated by Williams et al. (1990).

The primers used in this study were Kit C and Kit F Operon oligonucleotides (except OPF7, OPF11, OPF12, OPF18, and OPF20). PCR reactions were conducted on a MJ Thermal Cycler (MJ Research). Amplification was performed according to the following program: 6 min at 94°C followed by 45 cycles of 1 min at 94°C, 1 min at 36°C, and 2 min at 72°C, with a final extension step of 6 min at 72°C. A fragment is generated by PCR when one double-strand DNA has the sequence matching the primer in both opposite strands (each in the appropriate matching orientation) within a distance that is readily amplifiable by PCR, say below about m = 2,000 pb (Erlich 1989). PCR products were visualized under UV light after electrophoresis on 1.5% agarose gels and staining with ethidium bromide. Ready-Load 100 bp DNA Ladder (Life Technologies) was used as a molecular size standard.

Drosophila RAPD fragments reproducibility in replicate reactions per individual has been tested by Pérez et al. (1998). They found a moderate repeatability of banding patterns and of homologous bands, which renders this technique suboptimal for measuring variability in segregating populations. However, our lines have a common isogenic origin, and the ancestral band pattern can be unambiguously established, so that permanent changes in the band pattern of a line caused by fixation of a new mutation can be reliably detected through repeated assays. Thus, we have only considered those band differences consistently present in two replicate assays. One of the two new bands detected corresponded to a line from which no material was available for further analysis. The other band was again obtained using the same RAPD technique, cloned using a TA cloning vector pCR2.1 and sequenced using an Applied Biosystems Automated DNA Sequencer.


    Results
 Top
 Abstract
 Introduction
 Materials and Methods
 Results
 Discussion
 Appendix
 References
 
A total of 35 (10-mer) oligonucleotide primers were used for genomic DNA amplification. On the whole, 190 ancestral bands were obtained. They were between 300 and 2,050 bp in size, with average length 929 bp, as expected for a technique detecting random fragments with length below a maximum m = 2,000 bp. An approximate expected length l = 1,000 will be used thereafter.

As shown in the Appendix, the observed number of bands is larger than expected from targets exactly matching the primer. This is in agreement with other empirical observations (Pérez et al. 1998). Thus we estimate the probability (p) of a matching sequence from the observed number of ancestral bands, which gives p = 3.99 x 10–6 in close agreement with that expected if one mismatch is allowed in a precise position (p = 1/49 = 3.81 x 10–6).

Out of 157 lines screened, three showed a band pattern that differed from the rest (Table 1). An extra band was present in lines 42 and 72 for the oligonucleotide OPC-04, and the absence of a band for oligonucleotide OPC-14 was observed in line 100.


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Table 1.. Differences among lines

 
Mutation Rate Estimates
Unfortunately, there is no way to obtain separate estimates for the rate of TE insertions (the prevailing transposition activity) and that of point mutation from the observed rates of band loss and gain. Thus, we will consider both processes separately.

Expectations from Point Mutation.
Because point mutation is assumed to be random and does not change genome size, it induces the same rates of band loss (du) and band gain (au) per gamete and generation, that is, au = du = 2rxu (see Appendix), where r is the number of relevant nucleotides in a target sequence, x is the number of ancestral bands detected, and u is the per nucleotide mutation rate. As explained, we will assume r = 9. Thus, for a mutation rate u = 3 x 10–9 (see Introduction) the rate is au = 10–5, so that we expect 0.21 bands lost and the same number of new bands in the set of 157 lines after 132 generations of mutation accumulation. Assuming that band gains and losses are independent and that the total number of changes is Poisson distributed, the probability of obtaining three or more changes through point mutations is 0.009.

Inferences on Transposition Activity from Band Loss.
The expected rate of band loss due to insertions occurring inside ancestral bands is

(see Appendix), where x = 190 is the number of ancestral bands detected, l is their average length (we use l = 1,000), and g is the length of the whole haploid genome (1.7 x 108; Drake et al. 1998). Thus, if the observed rate of band loss was caused by TE insertion within an ancestral band (di = 1/(157 x 132) = 4.82 x 10–5), it would suggest a rate i = 0.043 and, assuming that the number of bands lost is Poisson distributed, this result allows to reject ({alpha} < 0.05) a total insertion rate i ≥ 0.21 (ie ≥ 0.09 for the euchromatin).

Furthermore, using the i value observed for the roo family (ie = 0.029), the expected number of bands lost in the 157 lines after 132 generations is 157 x 132 x di = 1.51. Therefore, our observed number of bands lost (one) could be fully explained by TE insertions.

Inferences on Transposition Activity from New Bands.
The more direct way a new band can arise through transposition is the insertion close to a target of a TE including the complementary target. The probability of this event has been derived in the Appendix assuming that the presence of targets in the TE copies is random. This allows to compute an a priori expectation for this probability in the absence of precise information about the presence of targets for the 35 primers used in the extant TE copies. Thus, the average rate of accumulation of new bands per generation and primer is

where p is the probability that a random sequence is a direct target for the primer (p = 3.99 x 10–6, see Appendix). Note that the rate of band gain is different from that of band loss because we assume that new TE copies are inserted without parallel excision, thus encompassing an increase in genome size. The sequence of the new band in line 72 suggests that this band is not due to a reorganization of targets after TE insertion (see later discussion). Thus, assuming that only the new band in line 42 is due to that mechanism, we estimate a rate ai = 1/(132 x 157 x 35) = 1.38 x 10–6 of new bands per primer, line, and generation. Therefore, the a priori estimate of the insertion rate per gamete is

The sequence of the new band detected for line 72 using oligo OPC-04 was found to be a 569-bp fragment of the pol-protein of the Idefix LTR-retroelement (95% coincidence with the canonical element). In the canonical sequence of Idefix (AJ009736 [GenBank] ), the sequence matching the band was flanked by sets of nucleotides that were very similar to the nine-nucleotide targets required for PCR amplification using oligo OPC-04 (nucleotides matching are in boldface, and mismatches are in italics):

  • Sequence in Idefix: agcatcaac-band sequence-gtagatgcc
  • Sequence required for amplification: cgcatctac-band sequence-gtagatgcg
This coincidence is not enough to allow PCR amplification in the canonical element. However, it is large enough to strongly suggest that the band is not due to targets rearrangement, neither inside an element (Domínguez and Albornoz 2000) nor due to insertion of a fragment of an Idefix copy in the neighborhood of a new target. This new band seems to be caused by a mutation that involves single positions at the targets. Even so, it is unlikely that this is unrelated to transposable activity because, due to the high RNA mutation rate, the probability of point mutation when a new copy is inserted is several orders of magnitude larger than during regular replication. In addition, important heterogeneity can be found between TE copies, depending on the family and the population considered (Alonso-González et al. 2003). A BLAST search gives 12 sequences in the Drosophila genome that correspond to substantial fractions of the active Idefix TE. The coincidence of these sequences with the canonical Idefix sequence ranges from 93% to 99%. Thus, Idefix elements show considerable variability, and it is likely that some of the Idefix copies in our original MA genome had targets with a better matching to the OPC-04 primer than the canonical element, allowing PCR amplification after single base mutation. Therefore, it seems most probable that this new band is due to single point mutation indirectly caused by transposition activity.

Unfortunately, no flies or DNA were left to obtain the sequence for the new band in line 42. Interestingly, out of the 35 oligos used in this experiment, OPC-4 detected the two new bands found, both of them of similar estimated size according to their electrophoretic mobility. However, it is highly unlikely that both bands correspond to the same segment of Idefix if this requires the occurrence of the same point mutation in both lines.

Of course, the new band in line 42 could also be associated to the activity of other elements. We have found several transposable elements bearing the exact 9-nucleotide target for OPC-04 (mdg-1, s2, Cr1a, 1360, and mariner2 elements, see Release 3 transposons sequence in the BDGP Web site). In two cases (mdg-1 and 1360) these targets were placed near an extreme, so that a new band might be induced if they became close to another target after transposition, but mdg-1 seems to be inactive in these lines (Domínguez and Albornoz personal communication; Maside et al. 2001). On the other hand, the insertion rate reported for the roo family (Maside et al. 2001; ie = 0.029, i = 0.065) gives an a priori prediction of three expected new bands (number of new bands assumed to be Poisson distributed), and several roo sequences have targets matching the eight last 3' primer's positions (see transposon sequences in Release 3 in the DGBP Web site), so that it could be that some copy in our lines matched nine positions. Thus, both roo and 1360 TE families could be responsible for the gain of the band in line 42.


    Discussion
 Top
 Abstract
 Introduction
 Materials and Methods
 Results
 Discussion
 Appendix
 References
 
Point mutation occurring at a rate 3 x 10–9 per nucleotide is expected to cause 0.42 band changes on the whole. Therefore, it is unlikely to be responsible for the between line differences that we have detected in RAPD band patterns. Short deletions and insertions occur at a rate of about 10% and 3% the point mutation rate, respectively (Blumenstiel et al. 2002) and are expected to contribute substantially less than point mutations to these differences. However, band loss and gain can be convincingly accounted for by TE insertions.

Our observation of one band lost suggests a total insertion rate i = 0.043 (or about ie = 0.019 in the euchromantine), and is consistent with i up to 0.21 (ie = 0.09). The new band found in line 42 a priori suggests i = 0.022 (ie = 0.010) and is consistent with i up to 0.10 (ie = 0.045). Both observations are consistent with the insertion activity of the roo family (ie = 0.029) described in our lines by Maside et al. (2001). However, it should be noted that inferences from the rate of new band acquisition are subject to large sampling error, depending on the presence of appropriate targets in specific terminal fragments of the TE families that are active in the lines considered. Thus, we should be more confident on the information from band loss.

The precise origin of the new band in line 42 cannot be ascertained because the genetic material to obtain its sequence became unavailable. Elements of the 1360 TE family, whose mobility has not been previously studied in our lines, have been found to bear exact nine-nucleotide targets for OPC-04 in appropriate position to generate new bands after insertion, whereas several others, including roo, bear eight-nucleotide targets.

The new band in line 72 was sequenced and found to correspond to an inner fragment of the LTR retroelement Idefix, which was included in none of the studies already cited. It seems to be caused by mutation producing appropriate targets rather than to rearrangement of targets produced by insertion, but it is most likely associated with transposition activity that will increase the mutation rate within the TE sequence. Furthermore, it has been suggested that amplification could also depend on structural features (Pérez et al. 1998). Thus, even if nine matches are required on the average, fewer matches could occasionally be enough for amplification depending on the genomic location. Therefore, transposition could also induce a new band due to the insertion of a potential band into a location more accessible for amplification. In any case, the new band in line 72 suggests transposition activity involving the Idefix family.

Therefore, our results suggest an euchromatic haploid insertion rate about ie = 0.04 per haploid genome and generation, although it is consistent with rates up to 0.09. Considering that Maside et al. (2001) have described in the same lines a large insertion rate in the euchromatin due to roo activity (ie {approx} 0.029), and that at least the Idefix element seems also to be active, it seems reasonable to conclude that the true euchromatic insertion rate should be 0.03 < ie < 0.09 (0.07 < i < 0.21 for the whole genome).

In our MA lines, TE activity has been studied for 14 families (Domínguez and Albornoz 1996; Maside et al. 2001), but mobility was only found for the roo family (ie {approx} 0.029). By extrapolating the mobility of roo to the whole TE set, Maside et al. inferred a total insertion rate ie {approx} 0.09 in the euchromatine, although this extrapolation is subject to very important sampling error due to the dramatic between-family variability for TE activity. This inferred transposition rate (ie {approx} 0.09) is similar to the one reported by Maside et al. (2000) for chromosome II copies that had been maintained in the heterozygous condition through a Mukai-like design (ie = 0.10), and is somewhat smaller than the transposition rate reported by Nuzhdin and Mackay (1995, ie = 0.20). Our low rate of band loss suggests that those estimates must be taken as an upper limit.

Our MA lines have shown typical mutational variance for morphological traits (García-Dorado et al. 1999) but a small mutational viability decline, both in competitive and noncompetitive conditions (Chavarrías et al. 2001). In contrast, moderate viability declines have been observed in Fry et al. (1999) and Ohnishi (1977) MA experiments and large ones in the two classical MA experiments carried out by Mukai (1964; Mukai et al.1972). As a consequence, the classical Bateman-Mukai method (Mukai et al. 1972) gives a low rate of mildly deleterious mutation for our MA lines but higher ones for Mukai's experiments. The causes of these discrepancies are likely to remain unknown, but it has been argued that they could be spurious to some extent (García-Dorado et al. 1999), that they could be due to different transposition rates in the different genetic backgrounds (Keightley and Eyre-Walker 1999), and that the large decline in the former Mukai's experiment could have been due to accelerated transposition (García-Dorado and Caballero 2002). Our results corroborate that our MA lines show typical transposition rate, giving no support to concerns about the generality of their small mutational viability decline.


    Appendix
 Top
 Abstract
 Introduction
 Materials and Methods
 Results
 Discussion
 Appendix
 References
 
Assume that amplification of a fragment by PCR requires that a DNA strand includes the target for a primer in the appropriate orientation, and that the complementary strand has another target within a distance smaller than m = 2000 bp in the appropriate direction. This means that a particular single DNA strand must have the target and, at a distance smaller than 2,000 bp in direction 3' -> 5', it must also have the sequence complementary to that target (i.e., the properly oriented primer sequence if no mismatch is allowed). This holds symmetrically in the complementary strand in the opposite direction. Thus, to determine fragment formation only one strand must be considered.

The expected number of targets for a primer in a whole haploid genome (considering a single DNA strand) with a length of g bp is n = p x g, where p is the probability that a sequence randomly sampled in that genome is a target. For any given target, a band is obtained when the distance y to the next complementary target is below m = 2,000 nucleotides (for a related approach, see Clark and Lanigan 1993) and the distance z to the next direct target is smaller than y, both y and z being random variables exponentially distributed with mean 1/p. Thus, the expected number of bands per primer is

where F(y) is the cumulative density function of z (i.e, F(y) = P(z ≤ y)). Thus,

If the sequence is random with respect to the distribution of targets, a 10-nucleotide match is expect with probability 1/410 = 9.54 x 10–7. Considering g = 1.7 x 108 (Drake et al. 1998), this gives an expected total number of ancestral bands for the 35 primers analyzed x = 10.8, which is inconsistent with the empirically observed number (190). Thus, we will estimate p from the observed average number of ancestral bands per primer (190/35 = 5.43) as

This value is close to that expected if a target needs to match just nine nucleotides at some specified position (for example, the last nine nucleotides sequence of the primer), which would give a target probability p = (1/4)9 = 3.81 x 10–6. In the following, we will use p = 4 x 10–6.

Rates of Band Loss and Gain from TE Insertions
When a TE is inserted into an ancestral band, the fragment between the targets becomes too large to be amplified, and that band is lost. Thus, the rate of band loss due to TE insertion is

where i is the rate of TE insertion per gamete and generation.

Assume that elements of a TE family have the target for a primer at a distance of y nucleotides (y < m) of the appropriate extreme for inducing a new band after insertion. If one of these TE is inserted, the probability that the next complementary target is at a distance y < m is

Thus, this family will cause new bands at a rate, conditional to y, given by

where i is the insertion rate caused by this family. And the same occurs if the TE has the complementary target in the opposite extreme, which is inserted close enough to another target.

Therefore, assuming that the presence of targets in the whole set of elements for all TE families is random, the expected rate of new bands per primer due to TE insertions is

where iw stands for the whole probability of TE insertions in the genome. However, the rate will widely vary according to the actual presence and position of the target considered in the active TE family. When the position y of a target has been identified in a TE of a given family, and the estimated rate of new bands for this primer is assumed to be due to insertion of these TEs, the corresponding insertion rate can be estimated as

Rates of Band Loss and Gain from Point Mutation
A band will be lost when point mutation occurs in any nucleotide relevant to the recognition between the primer and the two targets flanking the fragment. Thus, the rate of band loss from point mutation per RAPD is

where r is the number of nucleotides relevant to the recognition of a target and u is the per nucleotide mutation rate. Because point mutation introduces random substitutions, it does not change the expected distribution of targets through the genome, nor the expected number of bands. Thus, the rate of new bands (au) should equal that of band loss (au = du).

We have used r = 9 by the reasons already given. Assuming r = 10 gives an even smaller contribution of point mutation to the observed results.


    Acknowledgments
 
We thank A. Domínguez by helpful discussion and C. López-Fernández and R. Linacero for their help in cloning a new band. This work was supported by grant BMC2002-00476 (Ministerio de Ciencia y Tecnología).


    Footnotes
 
Corresponding Editor: Ross MacIntyre

Received January 15, 2005
Accepted March 17, 2005


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 Top
 Abstract
 Introduction
 Materials and Methods
 Results
 Discussion
 Appendix
 References
 

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