Diagonal 24x24x24 magic cube (Composite 2)

 

The first grid consists of 8x diagonal 12x12x12 magic cube and the second grid consists of the numbedrs 0 up to 7. See below the construction of level 1

 

 

Take 1x number from first grid with 8x diagonal 12x12x12 magic cube [level 1]

109

1655

76

1635

88

1624

757

1007

724

987

736

976

109

1655

76

1635

88

1624

757

1007

724

987

736

976

1599

156

1561

170

1575

126

951

804

913

818

927

774

1599

156

1561

170

1575

126

951

804

913

818

927

774

140

1686

52

1662

53

1594

788

1038

700

1014

701

946

140

1686

52

1662

53

1594

788

1038

700

1014

701

946

1587

1578

182

1563

139

138

939

930

830

915

787

786

1587

1578

182

1563

139

138

939

930

830

915

787

786

1648

40

1660

65

1688

86

1000

688

1012

713

1040

734

1648

40

1660

65

1688

86

1000

688

1012

713

1040

734

104

72

1656

92

1644

1619

752

720

1008

740

996

971

104

72

1656

92

1644

1619

752

720

1008

740

996

971

1189

575

1156

555

1168

544

1405

359

1372

339

1384

328

1189

575

1156

555

1168

544

1405

359

1372

339

1384

328

519

1236

481

1250

495

1206

303

1452

265

1466

279

1422

519

1236

481

1250

495

1206

303

1452

265

1466

279

1422

1220

606

1132

582

1133

514

1436

390

1348

366

1349

298

1220

606

1132

582

1133

514

1436

390

1348

366

1349

298

507

498

1262

483

1219

1218

291

282

1478

267

1435

1434

507

498

1262

483

1219

1218

291

282

1478

267

1435

1434

568

1120

580

1145

608

1166

352

1336

364

1361

392

1382

568

1120

580

1145

608

1166

352

1336

364

1361

392

1382

1184

1152

576

1172

564

539

1400

1368

360

1388

348

323

1184

1152

576

1172

564

539

1400

1368

360

1388

348

323

109

1655

76

1635

88

1624

757

1007

724

987

736

976

109

1655

76

1635

88

1624

757

1007

724

987

736

976

1599

156

1561

170

1575

126

951

804

913

818

927

774

1599

156

1561

170

1575

126

951

804

913

818

927

774

140

1686

52

1662

53

1594

788

1038

700

1014

701

946

140

1686

52

1662

53

1594

788

1038

700

1014

701

946

1587

1578

182

1563

139

138

939

930

830

915

787

786

1587

1578

182

1563

139

138

939

930

830

915

787

786

1648

40

1660

65

1688

86

1000

688

1012

713

1040

734

1648

40

1660

65

1688

86

1000

688

1012

713

1040

734

104

72

1656

92

1644

1619

752

720

1008

740

996

971

104

72

1656

92

1644

1619

752

720

1008

740

996

971

1189

575

1156

555

1168

544

1405

359

1372

339

1384

328

1189

575

1156

555

1168

544

1405

359

1372

339

1384

328

519

1236

481

1250

495

1206

303

1452

265

1466

279

1422

519

1236

481

1250

495

1206

303

1452

265

1466

279

1422

1220

606

1132

582

1133

514

1436

390

1348

366

1349

298

1220

606

1132

582

1133

514

1436

390

1348

366

1349

298

507

498

1262

483

1219

1218

291

282

1478

267

1435

1434

507

498

1262

483

1219

1218

291

282

1478

267

1435

1434

568

1120

580

1145

608

1166

352

1336

364

1361

392

1382

568

1120

580

1145

608

1166

352

1336

364

1361

392

1382

1184

1152

576

1172

564

539

1400

1368

360

1388

348

323

1184

1152

576

1172

564

539

1400

1368

360

1388

348

323

 

 

+1728 x number from second grid with number 0 up to 7 [level 1]

0

7

0

7

0

7

0

7

0

7

0

7

3

4

3

4

3

4

3

4

3

4

3

4

7

0

7

0

7

0

7

0

7

0

7

0

4

3

4

3

4

3

4

3

4

3

4

3

0

7

0

7

0

7

0

7

0

7

0

7

3

4

3

4

3

4

3

4

3

4

3

4

7

7

0

7

0

0

7

7

0

7

0

0

4

4

3

4

3

3

4

4

3

4

3

3

7

0

7

0

7

0

7

0

7

0

7

0

4

3

4

3

4

3

4

3

4

3

4

3

0

0

7

0

7

7

0

0

7

0

7

7

3

3

4

3

4

4

3

3

4

3

4

4

0

7

0

7

0

7

0

7

0

7

0

7

3

4

3

4

3

4

3

4

3

4

3

4

7

0

7

0

7

0

7

0

7

0

7

0

4

3

4

3

4

3

4

3

4

3

4

3

0

7

0

7

0

7

0

7

0

7

0

7

3

4

3

4

3

4

3

4

3

4

3

4

7

7

0

7

0

0

7

7

0

7

0

0

4

4

3

4

3

3

4

4

3

4

3

3

7

0

7

0

7

0

7

0

7

0

7

0

4

3

4

3

4

3

4

3

4

3

4

3

0

0

7

0

7

7

0

0

7

0

7

7

3

3

4

3

4

4

3

3

4

3

4

4

5

2

5

2

5

2

5

2

5

2

5

2

6

1

6

1

6

1

6

1

6

1

6

1

2

5

2

5

2

5

2

5

2

5

2

5

1

6

1

6

1

6

1

6

1

6

1

6

5

2

5

2

5

2

5

2

5

2

5

2

6

1

6

1

6

1

6

1

6

1

6

1

2

2

5

2

5

5

2

2

5

2

5

5

1

1

6

1

6

6

1

1

6

1

6

6

2

5

2

5

2

5

2

5

2

5

2

5

1

6

1

6

1

6

1

6

1

6

1

6

5

5

2

5

2

2

5

5

2

5

2

2

6

6

1

6

1

1

6

6

1

6

1

1

5

2

5

2

5

2

5

2

5

2

5

2

6

1

6

1

6

1

6

1

6

1

6

1

2

5

2

5

2

5

2

5

2

5

2

5

1

6

1

6

1

6

1

6

1

6

1

6

5

2

5

2

5

2

5

2

5

2

5

2

6

1

6

1

6

1

6

1

6

1

6

1

2

2

5

2

5

5

2

2

5

2

5

5

1

1

6

1

6

6

1

1

6

1

6

6

2

5

2

5

2

5

2

5

2

5

2

5

1

6

1

6

1

6

1

6

1

6

1

6

5

5

2

5

2

2

5

5

2

5

2

2

6

6

1

6

1

1

6

6

1

6

1

1

 

 

= Diagonal 24x24x24 magic cube [level 1]

109

13751

76

13731

88

13720

757

13103

724

13083

736

13072

5293

8567

5260

8547

5272

8536

5941

7919

5908

7899

5920

7888

13695

156

13657

170

13671

126

13047

804

13009

818

13023

774

8511

5340

8473

5354

8487

5310

7863

5988

7825

6002

7839

5958

140

13782

52

13758

53

13690

788

13134

700

13110

701

13042

5324

8598

5236

8574

5237

8506

5972

7950

5884

7926

5885

7858

13683

13674

182

13659

139

138

13035

13026

830

13011

787

786

8499

8490

5366

8475

5323

5322

7851

7842

6014

7827

5971

5970

13744

40

13756

65

13784

86

13096

688

13108

713

13136

734

8560

5224

8572

5249

8600

5270

7912

5872

7924

5897

7952

5918

104

72

13752

92

13740

13715

752

720

13104

740

13092

13067

5288

5256

8568

5276

8556

8531

5936

5904

7920

5924

7908

7883

1189

12671

1156

12651

1168

12640

1405

12455

1372

12435

1384

12424

6373

7487

6340

7467

6352

7456

6589

7271

6556

7251

6568

7240

12615

1236

12577

1250

12591

1206

12399

1452

12361

1466

12375

1422

7431

6420

7393

6434

7407

6390

7215

6636

7177

6650

7191

6606

1220

12702

1132

12678

1133

12610

1436

12486

1348

12462

1349

12394

6404

7518

6316

7494

6317

7426

6620

7302

6532

7278

6533

7210

12603

12594

1262

12579

1219

1218

12387

12378

1478

12363

1435

1434

7419

7410

6446

7395

6403

6402

7203

7194

6662

7179

6619

6618

12664

1120

12676

1145

12704

1166

12448

1336

12460

1361

12488

1382

7480

6304

7492

6329

7520

6350

7264

6520

7276

6545

7304

6566

1184

1152

12672

1172

12660

12635

1400

1368

12456

1388

12444

12419

6368

6336

7488

6356

7476

7451

6584

6552

7272

6572

7260

7235

8749

5111

8716

5091

8728

5080

9397

4463

9364

4443

9376

4432

10477

3383

10444

3363

10456

3352

11125

2735

11092

2715

11104

2704

5055

8796

5017

8810

5031

8766

4407

9444

4369

9458

4383

9414

3327

10524

3289

10538

3303

10494

2679

11172

2641

11186

2655

11142

8780

5142

8692

5118

8693

5050

9428

4494

9340

4470

9341

4402

10508

3414

10420

3390

10421

3322

11156

2766

11068

2742

11069

2674

5043

5034

8822

5019

8779

8778

4395

4386

9470

4371

9427

9426

3315

3306

10550

3291

10507

10506

2667

2658

11198

2643

11155

11154

5104

8680

5116

8705

5144

8726

4456

9328

4468

9353

4496

9374

3376

10408

3388

10433

3416

10454

2728

11056

2740

11081

2768

11102

8744

8712

5112

8732

5100

5075

9392

9360

4464

9380

4452

4427

10472

10440

3384

10460

3372

3347

11120

11088

2736

11108

2724

2699

9829

4031

9796

4011

9808

4000

10045

3815

10012

3795

10024

3784

11557

2303

11524

2283

11536

2272

11773

2087

11740

2067

11752

2056

3975

9876

3937

9890

3951

9846

3759

10092

3721

10106

3735

10062

2247

11604

2209

11618

2223

11574

2031

11820

1993

11834

2007

11790

9860

4062

9772

4038

9773

3970

10076

3846

9988

3822

9989

3754

11588

2334

11500

2310

11501

2242

11804

2118

11716

2094

11717

2026

3963

3954

9902

3939

9859

9858

3747

3738

10118

3723

10075

10074

2235

2226

11630

2211

11587

11586

2019

2010

11846

1995

11803

11802

4024

9760

4036

9785

4064

9806

3808

9976

3820

10001

3848

10022

2296

11488

2308

11513

2336

11534

2080

11704

2092

11729

2120

11750

9824

9792

4032

9812

4020

3995

10040

10008

3816

10028

3804

3779

11552

11520

2304

11540

2292

2267

11768

11736

2088

11756

2076

2051

 

 

N.B.: This diagonal 24x24x24 magic cube consists of 8 proportional diagonal 12x12x12 magic cubes and in each level 1/4 rows/columns/diagonals and through the levels 1/2 pillars and 1/4 diagonals and 1/4 space diagonals give the magic sum.

 

See in the download below the construction of all levels, check if all formulas give the correct magic sum and check if all numbers are in the magic cube.

 

With method composite 2 you use a magic cube to construct a 2x (or 3x or 4x or ...) as big magic cube. See on this website the construction of:

12x12x12 (diagonal)16x16x16 (Nasik)20x20x20 (diagonal)24x24x24 (diagonal),

32x32x32 (Nasik)

 

Download
24x24x24, Diagonal (C2).xlsx
Microsoft Excel werkblad 921.7 KB