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Table 2 R.Y Tracts in Contig "23" of Chromosome 22 (22,998,450 nt)

From: The over-representation of binary DNA tracts in seven sequenced chromosomes

 

No. of Tracts

No of Bases

 

Bases GE

Length

R

Y

Found(f)

Expected(e)

Difference

Found(f)

Expected(e)

f/e ratio

Ratio

1

2,275,282

2,278,327

4,553,609

5,749,613

-1,196,004

4,553,609

5,749,613

0.79

1.00

2

1,126,166

1,125,235

2,251,401

2,874,806

-623,405

4,502,802

5,749,612

0.78

1.07

3

641,092

640,661

1,281,753

1,437,403

-155,650

3,845,259

4,312,209

0.89

1.21

4

413,142

411,867

825,009

718,702

106,308

3,300,036

2,874,806

1.15

1.40

5

214,646

214,404

429,050

359,351

69,699

2,145,250

1,796,754

1.19

1.58

6

122,734

122,815

245,549

179,675

65,874

1,473,294

1,078,052

1.37

1.85

7

68,181

68,317

136,498

89,838

46,660

955,486

628,864

1.52

2.21

8

35,646

35,203

70,849

44,919

25,930

566,792

359,351

1.58

2.75

9

21,592

21,485

43,077

22,459

20,618

387,693

202,135

1.92

3.69

10

14,127

14,002

28,129

11,230

16,899

281,290

112,297

2.50

5.13

11

9,039

9,184

18,223

5614.9

12,608

200,453

61,763

3.25

7.32

12

6,173

6,081

12,254

2807.4

9,447

147,048

33,689

4.36

10.77

13

4,139

4,118

8,257

1403.7

6,853

107,341

18,248

5.88

16.27

14

2,834

2,811

5,645

701.9

4,943

79,030

9,826.0

8.04

25.27

15

1,982

2,082

4,064

350.9

3,713

60,960

5,263.9

11.58

40.35

16

1,394

1,539

2,933

175.5

2,758

46,928

2,807.4

16.72

65.73

17

1,131

1,093

2,224

87.7

2,136

37,808

1,491.5

25.35

109.3

18

913

932

1,845

43.9

1,801

33,210

789.6

42.06

184.4

19

710

695

1,405

21.9

1,383

26,695

416.7

64.06

312.5

20

568

568

1,136

11.0

1,125

22,720

219.3

103.6

537.3

21

480

478

958

5.5

953

20,118

115.2

174.7

931.5

22

405

369

774

2.7

771

17,028

60.3

282.3

1,622

23

305

339

644

1.4

643

14,812

31.5

469.8

2,851

24

302

292

594

0.7

593

14,256

16.5

866.6

5,041

25

277

251

528

0.343

528

13,200

8.6

1,540

8,896

26

220

222

442

0.171

442

11,492

4.5

2,579

15,706

27

194

202

396

8.57E-02

396

10,692

2.3

4,622

27,896

28

156

173

329

4.28E-02

329

9,212

1.2

7,680

49,564

29

121

162

283

2.14E-02

283

8,207

0.6

13,213

88,656

30

121

141

262

1.07E-02

262

7,860

3.21E-01

24,464

159,233

31

89

117

206

5.35E-03

206

6,386

1.66E-01

38,470

285,578

32

92

78

170

2.68E-03

170

5,440

8.57E-02

63,495

517,709

33

83

80

163

1.34E-03

163

5,379

4.42E-02

121,761

945,205

34

61

57

118

6.69E-04

118

4,012

2.28E-02

176,291

1,721,595

35

60

57

117

3.35E-04

117

4,095

1.17E-02

349,595

3,181,047

36

38

47

85

1.67E-04

85

3,060

6.02E-03

507,958

5,859,445

37

48

44

92

8.37E-05

92

3,404

3.10E-03

1.10E+06

1.09E+07

38

35

38

73

4.18E-05

73

2,774

1.59E-03

1.74E+06

2.03E+07

39

43

47

90

2.09E-05

90

3,510

8.16E-04

4.30E+06

3.78E+07

40

30

27

57

1.05E-05

57

2,280

4.18E-04

5.45E+06

6.97E+07

31 – 40

579

592

1,171a

1.07E-02a

1,171

40,340a

3.42E-01b

5.45E+06

6.97E+07b

41 – 50

161

168

329

1.04E-05

329

14,669

4.39E-04

2.25E+09

4.22E+10

51 – 60

74

66

140

1.02E-08

140

7,643

5.30E-07

6.02E+11

2.92E+13

61 – 70

43

28

71

9.97E-12

71

4,647

6.18E-10

6.16E+14

2.24E+16

71 – 80

24

22

46

9.72E-15

46

3,445

6.99E-13

4.21E+17

1.78E+19

81 – 90

21

21

42

9.51E-18

42

3,603

7.79E-16

4.31E+20

1.41E+22

92 – 100

14

14

28

4.63E-21

28

2,675

4.31E-19

2.20E+23

2.26E+25

101 – 110

13

18

31

9.06E-24

31

3,280

0.00c

0.00c

0.00c

111 – 120

3

7

10

8.24E-27

10

1,142

0

0.00

0.00

121 – 130

7

5

12

8.56E-30

12

1,509

0

0.00

0.00

131 – 140

3

10

13

5.92E-33

13

1,746

0

0.00

0.00

141 – 150

6

10

16

0.00c

16

2,319

0

0.00

0.00

151 – 158

3

2

5

0.00

5

774

0

0.00

0.00

161 – 170

0

6

6

0.00

6

999

0

0.00

0.00

171 – 178

5

3

8

0.00

8

1,398

0

0.00

0.00

181 – 200

3

6

9

0.00

9

1,711

0

0.00

0.00

202 – 218

6

2

8

0.00

8

1,666

0

0.00

0.00

224

0

2

2

0.00

2

448

0

0.00

0.00

226

0

1

1

0.00

1

226

0

0.00

0.00

229

1

0

1

0.00

1

229

0

0.00

0.00

230

0

1

1

0.00

1

230

0

0.00

0.00

237

1

0

1

0.00

1

237

0

0.00

0.00

241

0

1

1

0.00

1

241

0

0.00

0.00

250

0

1

1

0.00

1

250

0

0.00

0.00

270

0

1

1

0.00

1

270

0

0.00

0.00

308

0

2

2

0.00

2

616

0

0.00

0.00

318

0

1

1

0.00

1

318

0

0.00

0.00

325

0

1

1

0.00

1

325

0

0.00

0.00

367

1

0

1

0.00

1

367

0

0.00

0.00

  1. a. Found and Expected for the range of lengths b. From here, the ratios are for the last in the range, e.g. for l = 40 in the 31–40 range. c. From here, values are not computable with single precision in our setup.