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Самостоятельная контрольная работа №1

Номер варианта выбирается в зависимости от двух последних цифр в номере зачетки. Если две последние цифры в номере зачетки превышают число 30, то номер варианта определяется по остатку от деления этих цифр на число 30. Например, две последние цифры равны 48. Делим 48 на 30. Получается 1, а в остатке 18. Следовательно, нужно выполнять 18 вариант.

Задание 1. Для результатов измерений, представленных в табл. 1 в соответствии с номером варианта, провести оценку наличия грубых погрешностей и промахов, используя критерий Греббса (Смирнова). Определить являются ли минимальное и максимальное значения в результатах грубой погрешностью при уровнях значимости q равных 0,10; 0,05; 0,025 и 0,01.

Задание 2. Для результатов измерений, представленных в табл. 2 в соответствии с номером варианта, провести оценку наличия грубых погрешностей и промахов, используя критерий Шарлье. Определить являются ли минимальное и максимальное значения в результатах грубой погрешностью.

Задание 3. Для результатов измерений, представленных в табл. 3 в соответствии с номером варианта, провести оценку наличия грубых погрешностей и промахов, используя критерий Шовенэ. Определить являются ли минимальное и максимальное значения в результатах грубой погрешностью.

Задание 4. Для результатов измерений, представленных в табл. 4 в соответствии с номером варианта, провести оценку наличия грубых погрешностей и промахов, используя критерий Диксона при уровнях значимости q равных 0,10; 0,05; 0,02 и 0,01. Определить являются ли минимальное и максимальное значения в результатах грубой погрешностью.

Таблица 1

Номер

измерения

Варианты задания к критерию Греббса (Смирнова)

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

1

10,731

10,586

10,174

10,963

10,233

10,031

10,726

10,216

10,607

10,760

10,596

10,175

10,885

10,217

10,032

2

10,288

10,369

10,986

10,566

10,041

10,797

10,820

10,502

10,272

10,339

10,077

10,443

10,842

10,013

10,009

3

10,990

10,777

10,490

10,272

10,598

10,097

10,059

10,811

10,261

10,781

10,808

10,732

10,206

10,466

10,228

4

10,170

10,434

10,991

10,951

10,470

10,190

10,422

10,110

10,311

10,222

11,000

10,044

10,446

10,516

10,708

5

10,913

10,146

10,952

10,367

10,035

10,805

10,520

10,234

10,025

10,768

10,248

10,487

10,715

10,618

10,692

6

10,804

10,307

10,542

10,648

10,384

10,424

10,291

10,989

10,501

10,922

10,279

10,222

10,094

10,213

10,033

7

10,854

10,523

10,899

10,533

10,884

10,974

10,241

10,795

10,653

10,788

10,984

10,432

10,925

10,150

10,502

8

10,442

10,984

10,253

10,574

10,467

10,431

10,230

10,878

10,049

10,598

10,325

10,025

10,603

10,779

10,391

9

10,453

10,699

10,188

10,670

10,224

10,751

10,604

10,130

10,878

10,877

10,110

10,649

10,540

10,393

10,122

10

10,662

10,177

10,010

10,412

10,674

10,877

10,460

10,407

10,249

10,985

10,858

10,384

10,055

10,388

10,125

11

10,383

10,473

10,993

10,251

10,052

10,818

10,620

10,456

10,780

10,707

10,566

10,999

10,302

10,250

10,726

12

10,573

10,600

10,696

10,495

10,154

10,203

10,432

10,051

10,363

10,168

10,151

10,385

10,358

10,106

10,751

13

10,613

10,478

10,938

10,339

10,023

10,429

10,104

10,630

10,342

10,998

10,682

10,682

10,953

10,417

10,383

14

10,041

10,675

10,311

10,405

10,362

10,911

10,549

10,795

10,336

10,029

10,545

10,472

10,829

10,971

10,547

15

10,696

10,225

10,345

10,236

10,553

10,755

10,571

10,272

10,843

10,825

10,639

10,373

10,832

10,640

10,468

16

10,668

10,792

10,210

10,706

10,901

10,163

10,644

10,282

10,045

10,271

10,737

10,587

10,673

10,817

10,568

17

10,843

10,617

10,146

10,998

10,826

10,182

10,637

10,543

10,577

10,524

10,228

10,627

10,037

10,381

10,609

18

10,724

10,548

10,359

10,865

10,211

10,629

10,211

10,599

10,014

10,282

10,067

10,705

10,049

10,848

10,531

19

10,777

10,544

10,189

10,783

10,098

10,803

10,539

10,502

10,095

10,036

10,644

10,218

10,337

10,799

10,662

20

10,717

10,889

10,561

10,779

10,127

10,763

10,852

10,302

10,813

10,045

10,861

10,809

10,379

10,212

10,863

Продолжение таблицы 1

Номер

измерения

Варианты задания к критерию Греббса (Смирнова)

16

17

18

19

20

21

22

23

24

25

26

27

28

29

30

1

10,409

10,285

10,982

10,090

10,052

10,461

10,588

10,823

10,450

10,918

10,273

10,526

10,583

10,442

10,551

2

10,162

10,502

10,720

10,949

10,827

10,053

10,173

10,115

10,111

10,488

10,562

10,598

10,808

10,788

10,601

3

10,811

10,349

10,889

10,545

10,547

10,672

10,648

10,174

10,147

10,368

10,326

10,070

10,207

10,175

10,873

4

10,798

10,779

10,209

10,202

10,511

10,734

10,548

10,202

10,956

10,358

10,576

10,690

10,819

10,362

10,969

5

10,497

10,719

10,990

10,954

10,245

10,204

10,305

10,881

10,086

10,101

10,681

10,977

10,912

10,442

10,663

6

10,356

10,857

10,176

10,332

10,623

10,311

10,452

10,770

10,341

10,512

10,870

10,311

10,405

10,154

10,424

7

10,249

10,931

10,855

10,273

10,949

10,779

10,053

10,282

10,515

10,956

10,222

10,686

10,898

10,464

10,205

8

10,512

10,268

10,212

10,233

10,281

10,006

10,052

10,610

10,089

10,004

10,767

10,532

10,188

10,025

10,916

9

10,979

10,490

10,505

10,190

10,419

10,696

10,010

10,977

10,030

10,985

10,819

10,334

10,470

10,577

10,883

10

10,491

10,135

10,395

10,518

10,741

10,444

10,311

10,291

10,180

10,304

10,179

10,112

10,643

10,067

10,111

11

10,632

10,092

10,812

10,058

10,345

10,775

10,539

10,512

10,356

10,956

10,467

10,835

10,488

10,936

10,513

12

10,052

10,908

10,357

10,911

10,139

10,151

10,787

10,967

10,068

10,471

10,289

10,565

10,656

10,619

10,327

13

10,158

10,889

10,048

10,857

10,799

10,753

10,220

10,750

10,416

10,451

10,783

10,388

10,128

10,022

10,477

14

10,995

10,968

10,869

10,318

10,625

10,238

10,369

10,255

10,794

10,247

10,683

10,247

10,761

10,302

10,664

15

10,769

10,490

10,025

10,573

10,461

10,264

10,364

10,910

10,867

10,108

10,099

10,223

10,667

10,654

10,408

16

10,456

10,851

10,477

10,777

10,019

10,935

10,499

10,889

10,651

10,743

10,311

10,842

10,424

10,608

10,092

17

10,571

10,082

10,808

10,913

10,001

10,774

10,542

10,178

10,839

10,342

10,770

10,429

10,615

10,108

10,610

18

10,000

10,466

10,163

10,251

10,023

10,769

10,017

10,417

10,060

10,617

10,160

10,838

10,949

10,710

10,474

19

10,368

10,423

10,303

10,351

10,650

10,445

10,135

10,845

10,658

10,523

10,777

10,172

10,952

10,628

10,385

20

10,045

10,580

10,204

10,641

10,864

10,284

10,515

10,250

10,871

10,134

10,184

10,437

10,943

10,060

10,072

Таблица 2

Номер

измерения

Варианты задания к критерию Шарлье

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

1

150,136

150,955

150,692

150,524

150,863

150,892

150,710

150,741

150,778

150,642

150,934

150,213

150,708

150,048

150,649

2

150,660

150,731

150,055

150,571

150,654

150,780

150,297

150,652

150,029

150,603

150,905

150,229

150,970

150,987

150,603

3

150,808

150,269

150,105

150,776

150,662

150,398

150,405

150,979

150,426

150,803

150,425

150,226

150,647

150,852

150,509

4

150,547

150,116

150,456

150,877

150,795

150,381

150,008

150,938

150,987

150,473

150,732

150,471

150,076

150,353

150,695

5

150,904

150,251

150,185

150,477

150,716

150,414

150,717

150,782

150,069

150,601

150,101

150,096

150,494

150,921

150,577

6

150,605

150,288

150,964

150,925

150,957

150,332

150,120

150,858

150,684

150,590

150,631

150,012

150,669

150,171

150,377

7

150,828

150,134

150,425

150,754

150,066

150,977

150,074

150,729

150,851

150,238

150,371

150,960

150,279

150,669

150,388

8

150,269

150,302

150,195

150,550

150,827

150,725

150,255

150,008

150,860

150,243

150,962

150,198

150,470

150,303

150,657

9

150,846

150,590

150,979

150,995

150,076

150,671

150,014

150,063

150,643

150,636

150,343

150,302

150,292

150,087

150,659

10

150,967

150,290

150,493

150,030

150,133

150,729

150,369

150,342

150,741

150,312

150,795

150,398

150,656

150,574

150,199

11

150,503

150,529

150,094

150,886

150,728

150,942

150,714

150,150

150,051

150,125

150,785

150,040

150,707

150,905

150,352

12

150,857

150,137

150,179

150,341

150,588

150,936

150,104

150,071

150,643

150,965

150,910

150,493

150,088

150,849

150,156

13

150,302

150,750

150,449

150,459

150,894

150,863

150,862

150,245

150,793

150,052

150,984

150,668

150,806

150,800

150,869

14

150,020

150,747

150,771

150,918

150,774

150,220

150,023

150,240

150,364

150,937

150,750

150,427

150,402

150,462

150,053

15

150,946

150,474

150,270

150,890

150,977

150,358

150,505

150,175

150,291

150,299

150,670

150,278

150,411

150,707

150,774

16

150,521

150,631

150,610

150,277

150,655

150,036

150,214

150,375

150,798

150,317

150,062

150,780

150,192

150,421

150,664

17

150,697

150,581

150,812

150,497

150,000

150,254

150,114

150,737

150,257

150,673

150,113

150,394

150,265

150,846

150,379

18

150,755

150,577

150,770

150,300

150,807

150,328

150,053

150,379

150,775

150,240

150,752

150,472

150,641

150,916

150,925

19

150,310

150,218

150,361

150,745

150,332

150,167

150,795

150,040

150,175

150,432

150,663

150,461

150,633

150,738

150,854

20

150,146

150,666

150,817

150,751

150,016

150,926

150,409

150,198

150,205

150,334

150,385

150,828

150,452

150,605

150,535

Продолжение таблицы 2

Номер

измерения

Варианты задания к критерию Шарлье

16

17

18

19

20

21

22

23

24

25

26

27

28

29

30

1

150,997

150,611

150,430

150,361

150,322

150,656

150,768

150,540

150,796

150,727

150,002

150,837

150,404

150,908

150,910

2

150,056

150,735

150,708

150,665

150,211

150,156

150,021

150,720

150,002

150,703

150,879

150,888

150,069

150,446

150,968

3

150,076

150,436

150,467

150,209

150,154

150,807

150,604

150,771

150,342

150,405

150,683

150,100

150,725

150,236

150,550

4

150,034

150,812

150,392

150,220

150,690

150,387

150,525

150,396

150,269

150,952

150,498

150,985

150,820

150,615

150,551

5

150,758

150,494

150,635

150,809

150,708

150,975

150,997

150,041

150,625

150,852

150,524

150,913

150,951

150,456

150,393

6

150,011

150,154

150,599

150,932

150,132

150,863

150,535

150,779

150,010

150,200

150,977

150,608

150,465

150,849

150,980

7

150,101

150,634

150,387

150,830

150,473

150,095

150,719

150,197

150,588

150,956

150,486

150,638

150,290

150,639

150,280

8

150,471

150,243

150,867

150,005

150,643

150,147

150,289

150,832

150,742

150,202

150,916

150,165

150,801

150,229

150,408

9

150,945

150,501

150,236

150,535

150,093

150,306

150,207

150,744

150,542

150,832

150,417

150,088

150,331

150,594

150,840

10

150,541

150,320

150,248

150,396

150,460

150,633

150,925

150,639

150,724

150,372

150,291

150,394

150,427

150,164

150,645

11

150,668

150,887

150,642

150,203

150,900

150,651

150,233

150,302

150,321

150,415

150,466

150,991

150,884

150,738

150,018

12

150,810

150,412

150,069

150,846

150,749

150,169

150,726

150,865

150,476

150,978

150,872

150,244

150,582

150,867

150,293

13

150,354

150,215

150,909

150,818

150,880

150,621

150,997

150,126

150,571

150,675

150,855

150,199

150,493

150,555

150,928

14

150,041

150,483

150,457

150,085

150,395

150,879

150,724

150,370

150,112

150,328

150,932

150,941

150,705

150,864

150,539

15

150,190

150,737

150,050

150,590

150,628

150,873

150,657

150,672

150,929

150,041

150,887

150,016

150,904

150,317

150,793

16

150,830

150,668

150,572

150,329

150,953

150,616

150,549

150,992

150,858

150,063

150,374

150,621

150,802

150,428

150,538

17

150,853

150,095

150,461

150,146

150,679

150,508

150,306

150,986

150,154

150,120

150,389

150,638

150,448

150,456

150,915

18

150,208

150,160

150,415

150,307

150,476

150,667

150,101

150,337

150,337

150,271

150,425

150,001

150,426

150,068

150,017

19

150,885

150,952

150,887

150,719

150,364

150,093

150,626

150,161

150,006

150,754

150,731

150,926

150,938

150,904

150,748

20

150,072

150,708

150,895

150,459

150,950

150,069

150,415

150,317

150,751

150,173

150,758

150,953

150,640

150,160

150,025

Таблица 3

Номер

измерения

Варианты задания к критерию Шовенэ

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

1

25,138

25,038

25,855

25,773

25,497

25,516

25,842

25,127

25,611

25,336

25,739

25,240

25,197

25,769

25,575

2

25,303

25,269

25,876

25,580

25,895

25,365

25,966

25,346

25,703

25,213

25,693

25,457

25,947

25,176

25,669

3

25,915

25,731

25,037

25,199

25,895

25,900

25,895

25,038

25,301

25,317

25,799

25,978

25,078

25,899

25,612

4

25,349

25,600

25,722

25,981

25,389

25,125

25,792

25,255

25,279

25,514

25,345

25,607

25,548

25,633

25,815

5

25,731

25,830

25,927

25,481

25,711

25,642

25,738

25,845

25,679

25,746

25,257

25,342

25,079

25,113

25,202

6

25,883

25,714

25,796

25,864

25,694

25,011

25,737

25,475

25,560

25,154

25,146

25,025

25,005

25,181

25,202

7

25,906

25,363

25,203

25,366

25,459

25,210

25,963

25,513

25,907

25,376

25,483

25,380

25,077

25,706

25,293

8

25,930

25,296

25,278

25,076

25,763

25,514

25,021

25,241

25,813

25,790

25,706

25,430

25,090

25,821

25,299

9

25,642

25,216

25,149

25,857

25,454

25,174

25,261

25,331

25,537

25,405

25,686

25,584

25,404

25,379

25,834

10

25,698

25,230

25,292

25,147

25,056

25,790

25,534

25,989

25,396

25,450

25,380

25,825

25,455

25,494

25,407

11

25,726

25,504

25,258

25,518

25,097

25,368

25,654

25,698

25,167

25,549

25,282

25,522

25,886

25,950

25,464

12

25,059

25,507

25,623

25,778

25,239

25,177

25,669

25,427

25,042

25,628

25,416

25,573

25,507

25,750

25,297

13

25,843

25,005

25,941

25,910

25,205

25,847

25,020

25,908

25,115

25,233

25,681

25,350

25,508

25,320

25,422

14

25,954

25,936

25,027

25,919

25,289

25,676

25,371

25,060

25,945

25,767

25,092

25,373

25,133

25,237

25,588

15

25,466

25,548

25,869

25,164

25,793

25,325

25,525

25,079

25,740

25,846

25,206

25,709

25,044

25,999

25,817

16

25,893

25,048

25,582

25,620

25,680

25,894

25,189

25,590

25,794

25,512

25,127

25,784

25,202

25,756

25,992

17

25,473

25,395

25,905

25,132

25,706

25,044

25,857

25,095

25,482

25,022

25,328

25,690

25,044

25,422

25,610

18

25,121

25,716

25,854

25,795

25,140

25,544

25,576

25,667

25,471

25,979

25,088

25,486

25,239

25,978

25,251

19

25,691

25,123

25,348

25,353

25,480

25,318

25,961

25,750

25,164

25,073

25,154

25,476

25,750

25,049

25,649

20

25,425

25,461

25,087

25,452

25,840

25,086

25,402

25,496

25,454

25,515

25,962

25,067

25,856

25,853

25,065

Продолжение таблицы 3

Номер

измерения

Варианты задания к критерию Шовенэ

16

17

18

19

20

21

22

23

24

25

26

27

28

29

30

1

25,849

25,535

25,775

25,114

25,844

25,832

25,577

25,766

25,866

25,663

25,533

25,783

25,143

25,297

25,268

2

25,590

25,469

25,843

25,178

25,590

25,535

25,730

25,579

25,614

25,122

25,526

25,609

25,831

25,553

25,799

3

25,895

25,164

25,105

25,077

25,677

25,897

25,479

25,218

25,794

25,239

25,566

25,118

25,772

25,089

25,422

4

25,900

25,918

25,074

25,773

25,603

25,691

25,394

25,093

25,072

25,108

25,916

25,365

25,946

25,493

25,864

5

25,297

25,662

25,182

25,580

25,119

25,295

25,960

25,620

25,382

25,507

25,376

25,984

25,328

25,059

25,677

6

25,363

25,129

25,112

25,545

25,296

26,000

25,169

25,051

25,901

25,820

25,044

25,003

25,837

25,378

25,342

7

25,679

25,955

25,829

25,692

25,600

25,488

25,876

25,039

25,539

25,999

25,622

25,435

25,473

25,724

25,781

8

25,228

25,449

25,829

25,511

25,501

25,535

25,220

25,728

25,739

25,554

25,488

25,863

25,540

25,922

25,158

9

25,897

25,349

25,578

25,805

25,927

25,204

25,237

25,222

25,142

25,360

25,576

25,010

25,093

25,945

25,254

10

25,266

25,793

25,604

25,616

25,493

25,267

25,423

25,741

25,998

25,282

25,652

25,583

25,825

25,362

25,444

11

25,794

25,257

25,166

25,119

25,721

25,178

25,460

25,330

25,866

25,585

25,640

25,677

25,941

25,019

25,315

12

25,516

25,682

25,324

25,218

25,996

25,854

25,283

25,093

25,815

25,773

25,570

25,056

25,572

25,233

25,900

13

25,949

25,501

25,693

25,856

25,404

25,772

25,057

25,917

25,678

25,880

25,472

25,110

25,526

25,277

25,799

14

25,752

25,672

25,413

25,976

25,335

25,592

25,796

25,581

25,119

25,790

25,251

25,568

25,138

25,809

25,393

15

25,238

25,620

25,701

25,180

25,501

25,580

25,542

25,889

25,987

25,302

25,238

25,430

25,134

25,614

25,088

16

25,321

25,320

25,866

25,810

25,032

25,551

25,534

25,113

25,467

25,446

25,999

25,204

25,016

25,792

25,833

17

25,464

25,000

25,500

25,565

25,870

25,291

25,633

25,248

25,302

25,265

25,710

25,608

25,760

25,694

25,939

18

25,036

25,076

25,694

25,760

25,830

25,811

25,198

25,006

25,126

25,350

25,331

25,912

25,593

25,708

25,403

19

25,734

25,753

25,110

25,203

25,020

25,135

25,842

25,759

25,286

25,170

25,184

25,844

25,168

25,298

25,166

20

25,922

25,921

25,201

25,238

25,942

25,523

25,845

25,844

25,218

25,084

25,941

25,220

25,644

25,693

25,633

Таблица 4

Номер

измерения

Варианты задания к критерию Диксона

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

1

125,911

125,455

125,507

125,717

125,588

125,356

125,711

125,115

125,006

125,527

125,882

125,448

125,603

125,479

125,875

2

125,247

125,128

125,061

125,129

125,887

125,506

125,849

125,837

125,369

125,933

125,674

125,786

125,128

125,842

125,462

3

125,729

125,690

125,206

125,261

125,883

125,526

125,836

125,871

125,644

125,781

125,368

125,275

125,112

125,570

125,528

4

125,724

125,209

125,839

125,974

125,050

125,912

125,388

125,289

125,120

125,905

125,991

125,745

125,633

125,869

125,588

5

125,729

125,526

125,727

125,258

125,895

125,878

125,472

125,378

125,500

125,510

125,916

125,468

125,572

125,437

125,780

6

125,225

125,088

125,425

125,520

125,793

125,251

125,993

125,868

125,876

125,459

125,336

125,861

125,775

125,730

125,404

7

125,652

125,828

125,854

125,522

125,470

125,663

125,405

125,705

125,021

125,641

125,114

125,908

125,716

125,008

125,883

8

125,457

125,032

125,145

125,036

125,748

125,767

125,308

125,584

125,811

125,304

125,414

125,831

125,896

125,729

125,531

9

125,805

125,461

125,373

125,456

125,916

125,185

125,605

125,519

125,893

125,274

125,080

125,024

125,050

125,220

125,439

10

125,896

125,681

125,290

125,955

125,981

125,712

125,147

125,866

125,887

125,985

125,217

125,431

125,864

125,039

125,970

11

125,799

125,741

125,596

125,185

125,241

125,946

125,453

125,431

125,218

125,737

125,743

125,593

125,042

125,100

125,198

12

125,162

125,346

125,655

125,444

125,096

125,312

125,016

125,426

125,699

125,542

125,207

125,413

125,618

125,351

125,749

13

125,374

125,438

125,955

125,628

125,260

125,380

125,542

125,782

125,804

125,926

125,860

125,404

125,005

125,591

125,817

14

125,058

125,829

125,682

125,865

125,302

125,182

125,408

125,455

125,365

125,111

125,415

125,304

125,712

125,346

125,478

15

125,914

125,972

125,978

125,704

125,935

125,478

125,847

125,685

125,340

125,886

125,372

125,960

125,836

125,077

125,717

16

125,182

125,462

125,909

125,848

125,105

125,721

125,390

125,576

125,389

125,196

125,522

125,680

125,881

125,480

125,720

17

125,893

125,617

125,774

125,126

125,955

125,907

125,831

125,987

125,697

125,021

125,040

125,137

125,141

125,833

125,315

18

125,717

125,016

125,455

125,392

125,886

125,622

125,436

125,547

125,772

125,367

125,549

125,504

125,521

125,775

125,361

19

125,640

125,547

125,995

125,925

125,369

125,553

125,591

125,039

125,622

125,269

125,238

125,547

125,158

125,355

125,756

20

125,989

125,859

125,405

125,548

125,445

125,790

125,918

125,139

125,619

125,302

125,501

125,578

125,249

125,134

125,801

Продолжение таблицы 4

Номер

измерения

Варианты задания к критерию Диксона

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

1

125,655

125,422

125,793

125,811

125,903

125,303

125,072

125,498

125,697

125,197

125,316

125,269

125,302

125,828

125,947

2

125,998

125,328

125,291

125,815

125,447

125,915

125,327

125,932

125,069

125,502

125,937

125,869

125,696

125,084

125,716

3

125,106

125,773

125,236

125,252

125,594

125,872

125,197

125,551

125,312

125,473

125,173

125,611

125,137

125,376

125,836

4

125,506

125,872

125,428

125,239

125,967

125,153

125,410

125,260

125,635

125,695

125,126

125,890

125,760

125,310

125,407

5

125,759

125,979

125,169

125,417

125,194

125,185

125,629

125,245

125,200

125,085

125,543

125,314

125,176

125,511

125,181

6

125,736

125,056

125,181

125,521

125,396

125,586

125,033

125,499

125,526

125,515

125,577

125,052

125,812

125,812

125,174

7

125,819

125,503

125,645

125,405

125,218

125,677

125,203

125,757

125,058

125,367

125,115

125,692

125,574

125,953

125,409

8

125,211

125,991

125,254

125,727

125,259

125,754

125,319

125,156

125,205

125,684

125,845

125,288

125,341

125,233

125,208

9

125,050

125,077

125,413

125,318

125,069

125,748

125,965

125,248

125,747

125,980

125,644

125,584

125,216

125,384

125,233

10

125,510

125,952

125,349

125,845

125,237

125,881

125,418

125,260

125,760

125,541

125,966

125,884

125,337

125,511

125,649

11

125,600

125,425

125,775

125,581

125,743

125,826

125,977

125,218

125,966

125,268

125,416

125,263

125,660

125,970

125,856

12

125,400

125,477

125,987

125,802

125,312

125,756

125,775

125,799

125,922

125,424

125,478

125,622

125,560

125,726

125,153

13

125,410

125,872

125,571

125,253

125,717

125,972

125,010

125,796

125,603

125,986

125,518

125,267

125,417

125,803

125,726

14

125,664

125,340

125,530

125,659

125,201

125,413

125,535

125,970

125,504

125,478

125,504

125,004

125,983

125,585

125,392

15

125,938

125,681

125,148

125,191

125,657

125,832

125,919

125,414

125,400

125,645

125,944

125,844

125,617

125,407

125,810

16

125,710

125,674

125,541

125,598

125,417

125,491

125,090

125,086

125,950

125,877

125,252

125,120

125,436

125,743

125,999

17

125,243

125,650

125,416

125,548

125,651

125,530

125,830

125,844

125,131

125,097

125,785

125,043

125,654

125,521

125,430

18

125,843

125,086

125,032

125,979

125,446

125,508

125,901

125,054

125,865

125,928

125,810

125,677

125,916

125,049

125,061

19

125,229

125,214

125,955

125,683

125,929

125,821

125,193

125,297

125,235

125,279

125,263

125,429

125,680

125,016

125,024

20

125,147

125,424

125,417

125,652

125,324

125,270

125,488

125,754

125,823

125,797

125,625

125,255

125,719

125,907

125,545

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