Table of Contents

Tractatus Logico-Philosophicus p. 1

Introduction pp. 3–58

1 1 p. 59

1.1 p. 60

1.11 p. 61

1.12 p. 62

1.13 p. 63

1.2 p. 64

1.21 p. 65

2 p. 66

2.01 p. 67

2.011 p. 68

2.012 p. 69

2.0121 p. 70

2.0122 p. 71

2.0123 p. 72

2.0124 p. 74

2.013 p. 75

2.0131 p. 76

2.014 p. 77

2.0141 p. 78

2.02 p. 79

2.0201 p. 80

2.021 p. 81

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2.022 p. 84

2.023 p. 85

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2.03 p. 97

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2.034 p. 101

2.04 p. 102

2.05 p. 103

2.06 p. 104

2.061 p. 105

2.062 p. 106

2.063 p. 107

2.1 p. 108

2.11 p. 109

2.12 p. 110

2.13 p. 111

2.131 p. 112

2.14 p. 113

2.141 p. 114

2.15 p. 115

2.151 p. 116

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2.172 p. 127

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2.174 p. 129

2.18 p. 130

2.181 p. 131

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2.19 p. 133

2.2 p. 134

2.201 p. 135

2.202 p. 136

2.203 p. 137

2.21 p. 138

2.22 p. 139

2.221 p. 140

2.222 p. 141

2.223 p. 142

2.224 p. 143

2.225 p. 144

3 p. 145

3.001 p. 146

3.01 p. 147

3.02 p. 148

3.03 p. 149

3.031 p. 150

3.032 p. 151

3.0321 p. 152

3.04 p. 153

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3.1 p. 155

3.11 p. 156

3.12 p. 157

3.13 p. 158

3.14 p. 159

3.141 p. 160

3.142 p. 161

3.143 p. 162

3.1431 p. 163

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3.144 p. 165

3.2 p. 166

3.201 p. 167

3.202 p. 168

3.203 p. 169

3.21 p. 170

3.22 p. 171

3.221 p. 172

3.23 p. 173

3.24 p. 174

3.25 p. 175

3.251 p. 176

3.26 p. 177

3.261 p. 178

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3.263 p. 180

3.3 p. 181

3.31 p. 182

3.311 p. 183

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3.32 p. 191

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3.33 p. 200

3.331 p. 201

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3.333 pp. 203–207

3.334 p. 208

3.34 p. 209

3.341 p. 210

3.3411 p. 211

3.342 p. 212

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3.343 p. 214

3.344 p. 215

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3.4 p. 218

3.41 p. 219

3.411 p. 220

3.42 p. 221

3.5 p. 222

4 p. 223

4.001 p. 224

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4.0031 p. 227

4.01 p. 228

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4.03 p. 244

4.031 p. 245

4.0311 p. 246

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4.032 p. 248

4.04 p. 249

4.041 p. 250

4.0411 pp. 251–253

4.0412 p. 254

4.05 p. 255

4.06 p. 256

4.061 p. 257

4.062 p. 258

4.0621 pp. 259–260

Page 260

4.063 p. 261

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4.0641 p. 263

4.1 p. 264

4.11 p. 265

4.111 p. 266

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4.1252 pp. 286–289

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4.1272 pp. 293–294

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4.1273 pp. 296–297

Page 297

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4.128 p. 299

4.2 p. 300

4.21 p. 301

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4.23 p. 306

4.24 p. 307

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4.3 p. 315

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4.442 pp. 325–326

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4.5 p. 337

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5 p. 341

5.01 p. 342

5.02 pp. 343–344

Page 344

5.1 p. 345

5.101 p. 346

5.11 p. 347

5.12 p. 348

5.121 p. 349

5.122 p. 350

5.123 p. 351

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5.13 p. 354

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5.1311 pp. 356–358

5.132 p. 359

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5.14 p. 367

5.141 p. 368

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5.15 pp. 371–372

Page 372

5.151 p. 373

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5.152 p. 375

5.153 p. 376

5.154 p. 377

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5.2 p. 380

5.21 p. 381

5.22 p. 382

5.23 p. 383

5.231 p. 384

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5.24 p. 389

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5.2521 pp. 395–396

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5.3 p. 401

5.31 p. 402

5.32 p. 403

5.4 p. 404

5.41 p. 405

5.42 pp. 406–407

Page 407

5.43 p. 408

5.44 pp. 409–410

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5.45 p. 413

5.451 pp. 414–415

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5.46 pp. 420–421

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5.47 pp. 424–425

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5.501 pp. 438–440

5.502 pp. 441–442

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5.512 pp. 446–447

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5.52 pp. 455–456

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5.531 pp. 469–470

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5.532 pp. 471–475

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6 p. 518

6.001 p. 519

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6.01 pp. 521–522

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6.02 pp. 523–530

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6.1 p. 535

6.11 p. 536

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6.1201 pp. 541–543

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6.1221 pp. 551–552

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6.341 pp. 601–602

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7 p. 644

5.5301

That identity is not a relation between objects is obvious. This becomes very clear if, for example, one considers the proposition “ ( x ) : f ⁡ x .⊃. x = a ”. What this proposition says is simply that only a satisfies the function f , and not that only such things satisfy the function f which have a certain relation to a .

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