3-bit Walsh permutation/matrix columns/inverses

This is like the big table in 3-bit Walsh permutation/matrix columns, but (apart from the first row) the transforms are made not with binary matrices, but with inverses of binary matrices.
The non-zero entries are in the same places as in the corresponding binary matrix, but some entries are negative 1s.

cc cs cp t main positive negative
&0 neut. &0 neut. 3 37 124


241

124

412

214

421

142
2+2 &1 P 4 26 134


341

134

413

314

431

143
2+2 &1 P 4 26 125


251

125

512

215

521

152
2+2 &1 P 4 25 234


243

324

432

234

423

342
2+2 &1 P 4 25 126


261

126

612

216

621

162
2+2 &1 P 4 23 245


245

524

452

254

425

542
2+2 &1 P 4 23 146


641

164

416

614

461

146
2+2 &2 R 5a 11 247


247

724

472

274

427

742
2+2 &2 R 5a 12 147


741

174

417

714

471

147
2+2 &2 R 5a 14 127


271

127

712

217

721

172
2+2 &3 F 5a 37 135


351

135

513

315

531

153
2+2 &3 F 5a 37 236


263

326

632

236

623

362
2+2 &3 F 5a 37 456


645

564

456

654

465

546
2+4 &4 BA 5 5b 12 156


651

165

516

615

561

156
2+4 &4 BA 5 5b 14 136


361

136

613

316

631

163
2+4 &4 BA 5 5b 14 235


253

325

532

235

523

352
2+4 &4 BA 5 5b 11 256


265

526

652

256

625

562
2+4 &4 BA 5 5b 12 345


345

534

453

354

435

543
2+4 &4 BA 5 5b 11 346


643

364

436

634

463

346
2+4 &5 BA 6 6 23 157


751

175

517

715

571

157
2+4 &5 BA 6 6 25 137


371

137

713

317

731

173
2+4 &5 BA 6 6 23 267


267

726

672

276

627

762
2+4 &5 BA 6 6 26 237


273

327

732

237

723

372
2+4 &5 BA 6 6 25 467


647

764

476

674

467

746
2+4 &5 BA 6 6 26 457


745

574

457

754

475

547
7a &6 S +7 11 357


537

753

375

573

357

735
7a &6 S +7 12 367


736

673

367

763

376

637
7a &6 S +7 14 567


576

657

765

567

756

675