# From Joe Christy:
# <<Graphics/ParametricPlot3D.m
# 
# The representation is from Jean Dieudonne, Treatise on Analysis,
# vol. III, problem 15, Ch. XVI.25, p. 192  (see also Ch. XV.14.10, p. 98).
# 
# a= 2;
# f= (a + Cos[u/2] Sin[t] - Sin[u/2] Sin[2 t]) Cos[u];
# g= (a + Cos[u/2] Sin[t] - Sin[u/2] Sin[2 t]) Sin[u];
# h= Sin[u/2] Sin[t] + Cos[u/2] Sin[2 t];
# 
# KleinBottle = 
#         ParametricPlot3D[{f,g,h},
#                          {t,0,2Pi,Pi/24}, {u,0,2Pi,Pi/24}];
# 
# 
# Show[KleinBottle,Boxed->False]
# 
OFF
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2 -9.37164e-15 0
1.61732 -7.57846e-15 -0.707107
1.74118 -8.15886e-15 -0.5
1.43207 -0.188536 -0.83147
1.5 -7.02873e-15 -0.866025
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1 -4.68582e-15 2.66454e-15
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1.03407 -4.84549e-15 0.5
1.07612 -5.04251e-15 0.707107
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1.29289 -6.05827e-15 1
1.20665 -5.65413e-15 0.965926
1.34818 -0.177491 1.04411
1.44326 -0.190009 1.00367
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1.5 -7.02873e-15 0.866025
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2.79335 -1.30892e-14 0.965926
2.70711 -1.2685e-14 1
2.64778 -0.348588 0.924043
2.53371 -0.333569 0.83147
2.5 -1.17146e-14 0.866025
2.60876 -1.22242e-14 0.965926
2.38268 -1.11648e-14 0.707107
2.13053 -9.98327e-15 0.258819
2.25882 -1.05844e-14 0.5

4 2189 2254 22 69	
4 2254 2255 25 22	
4 2255 2253 26 25	
4 2253 2251 0 26	
4 2251 2252 27 0	
4 2252 2248 28 27	
4 2248 2247 29 28	
4 2247 2244 31 29	
4 2244 2245 1 31	
4 2245 2242 34 1	
4 2242 2241 35 34	
4 2241 2238 2 35	
4 2238 2239 3 2	
4 2239 2235 38 3	
4 2235 2236 4 38	
4 2236 2234 5 4	
4 2234 2232 40 5	
4 2232 2230 6 40	
4 2230 2231 41 6	
4 2231 2227 7 41	
4 2227 2228 8 7	
4 2228 2225 9 8	
4 2225 2223 45 9	
4 2223 2189 69 45	
4 2189 2222 47 69	
4 2222 2221 10 47	
4 2221 2219 11 10	
4 2219 2216 50 11	
4 2216 2217 12 50	
4 2217 2211 13 12	
4 2211 2212 51 13	
4 2212 2210 14 51	
4 2210 2209 53 14	
4 2209 2208 15 53	
4 2208 2206 56 15	
4 2206 2205 57 56	
4 2205 2204 16 57	
4 2204 2201 17 16	
4 2201 2202 61 17	
4 2202 2198 62 61	
4 2198 2199 18 62	
4 2199 2196 19 18	
4 2196 2194 20 19	
4 2194 2193 21 20	
4 2193 2190 66 21	
4 2190 2191 67 66	
4 2191 2188 68 67	
4 2188 2189 69 68	
4 69 22 24 70	
4 22 25 23 24	
4 25 26 73 23	
4 26 0 74 73	
4 0 27 77 74	
4 27 28 30 77	
4 28 29 80 30	
4 29 31 82 80	
4 31 1 32 82	
4 1 34 33 32	
4 34 35 84 33	
4 35 2 37 84	
4 2 3 36 37	
4 3 38 87 36	
4 38 4 89 87	
4 4 5 39 89	
4 5 40 90 39	
4 40 6 42 90	
4 6 41 92 42	
4 41 7 93 92	
4 7 8 94 93	
4 8 9 43 94	
4 9 45 44 43	
4 45 69 70 44	
4 69 47 46 70	
4 47 10 48 46	
4 10 11 49 48	
4 11 50 99 49	
4 50 12 101 99	
4 12 13 102 101	
4 13 51 104 102	
4 51 14 52 104	
4 14 53 54 52	
4 53 15 55 54	
4 15 56 105 55	
4 56 57 58 105	
4 57 16 59 58	
4 16 17 60 59	
4 17 61 107 60	
4 61 62 63 107	
4 62 18 109 63	
4 18 19 64 109	
4 19 20 110 64	
4 20 21 111 110	
4 21 66 65 111	
4 66 67 113 65	
4 67 68 114 113	
4 68 69 70 114	
4 70 24 71 116	
4 24 23 72 71	
4 23 73 76 72	
4 73 74 75 76	
4 74 77 78 75	
4 77 30 121 78	
4 30 80 79 121	
4 80 82 81 79	
4 82 32 123 81	
4 32 33 83 123	
4 33 84 86 83	
4 84 37 85 86	
4 37 36 126 85	
4 36 87 129 126	
4 87 89 88 129	
4 89 39 131 88	
4 39 90 132 131	
4 90 42 91 132	
4 42 92 133 91	
4 92 93 135 133	
4 93 94 136 135	
4 94 43 95 136	
4 43 44 96 95	
4 44 70 116 96	
4 70 46 97 116	
4 46 48 140 97	
4 48 49 98 140	
4 49 99 141 98	
4 99 101 100 141	
4 101 102 143 100	
4 102 104 103 143	
4 104 52 144 103	
4 52 54 146 144	
4 54 55 147 146	
4 55 105 106 147	
4 105 58 149 106	
4 58 59 150 149	
4 59 60 151 150	
4 60 107 153 151	
4 107 63 108 153	
4 63 109 156 108	
4 109 64 158 156	
4 64 110 112 158	
4 110 111 159 112	
4 111 65 160 159	
4 65 113 115 160	
4 113 114 162 115	
4 114 70 116 162	
4 116 71 118 211	
4 71 72 117 118	
4 72 76 119 117	
4 76 75 120 119	
4 75 78 122 120	
4 78 121 167 122	
4 121 79 169 167	
4 79 81 171 169	
4 81 123 124 171	
4 123 83 125 124	
4 83 86 173 125	
4 86 85 128 173	
4 85 126 127 128	
4 126 129 175 127	
4 129 88 177 175	
4 88 131 130 177	
4 131 132 180 130	
4 132 91 182 180	
4 91 133 134 182	
4 133 135 184 134	
4 135 136 137 184	
4 136 95 138 137	
4 95 96 188 138	
4 96 116 211 188	
4 116 97 139 211	
4 97 140 189 139	
4 140 98 191 189	
4 98 141 192 191	
4 141 100 142 192	
4 100 143 193 142	
4 143 103 145 193	
4 103 144 195 145	
4 144 146 196 195	
4 146 147 198 196	
4 147 106 148 198	
4 106 149 199 148	
4 149 150 200 199	
4 150 151 201 200	
4 151 153 152 201	
4 153 108 154 152	
4 108 156 155 154	
4 156 158 157 155	
4 158 112 205 157	
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4 160 115 161 210	
4 115 162 163 161	
4 162 116 211 163	
4 211 118 164 212	
4 118 117 165 164	
4 117 119 214 165	
4 119 120 166 214	
4 120 122 217 166	
4 122 167 218 217	
4 167 169 168 218	
4 169 171 170 168	
4 171 124 172 170	
4 124 125 220 172	
4 125 173 222 220	
4 173 128 174 222	
4 128 127 176 174	
4 127 175 178 176	
4 175 177 224 178	
4 177 130 179 224	
4 130 180 225 179	
4 180 182 181 225	
4 182 134 183 181	
4 134 184 228 183	
4 184 137 185 228	
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4 138 188 186 187	
4 188 211 212 186	
4 211 139 190 212	
4 139 189 231 190	
4 189 191 232 231	
4 191 192 234 232	
4 192 142 236 234	
4 142 193 194 236	
4 193 145 240 194	
4 145 195 197 240	
4 195 196 243 197	
4 196 198 244 243	
4 198 148 245 244	
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4 200 201 202 248	
4 201 152 249 202	
4 152 154 203 249	
4 154 155 204 203	
4 155 157 206 204	
4 157 205 252 206	
4 205 208 207 252	
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4 210 161 255 209	
4 161 163 257 255	
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4 212 164 213 258	
4 164 165 215 213	
4 165 214 260 215	
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4 166 217 216 262	
4 217 218 264 216	
4 218 168 265 264	
4 168 170 219 265	
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4 220 222 268 221	
4 222 174 270 268	
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4 176 178 223 271	
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4 224 179 273 272	
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4 225 181 227 226	
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4 228 185 229 277	
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4 187 186 280 230	
4 186 212 258 280	
4 212 190 281 258	
4 190 231 282 281	
4 231 232 233 282	
4 232 234 235 233	
4 234 236 238 235	
4 236 194 237 238	
4 194 240 239 237	
4 240 197 241 239	
4 197 243 242 241	
4 243 244 286 242	
4 244 245 247 286	
4 245 246 289 247	
4 246 248 291 289	
4 248 202 292 291	
4 202 249 250 292	
4 249 203 251 250	
4 203 204 296 251	
4 204 206 253 296	
4 206 252 297 253	
4 252 207 254 297	
4 207 209 256 254	
4 209 255 302 256	
4 255 257 303 302	
4 257 212 258 303	
4 258 213 305 350	
4 213 215 259 305	
4 215 260 261 259	
4 260 262 309 261	
4 262 216 310 309	
4 216 264 263 310	
4 264 265 313 263	
4 265 219 314 313	
4 219 266 267 314	
4 266 221 269 267	
4 221 268 318 269	
4 268 270 320 318	
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4 271 223 322 321	
4 223 272 323 322	
4 272 273 274 323	
4 273 226 275 274	
4 226 227 324 275	
4 227 276 325 324	
4 276 277 326 325	
4 277 229 278 326	
4 229 230 279 278	
4 230 280 329 279	
4 280 258 350 329	
4 258 281 283 350	
4 281 282 331 283	
4 282 233 332 331	
4 233 235 333 332	
4 235 238 285 333	
4 238 237 284 285	
4 237 239 336 284	
4 239 241 337 336	
4 241 242 288 337	
4 242 286 287 288	
4 286 247 340 287	
4 247 289 290 340	
4 289 291 341 290	
4 291 292 293 341	
4 292 250 295 293	
4 250 251 294 295	
4 251 296 344 294	
4 296 253 298 344	
4 253 297 346 298	
4 297 254 300 346	
4 254 256 299 300	
4 256 302 301 299	
4 302 303 304 301	
4 303 258 350 304	
4 350 305 306 399	
4 305 259 308 306	
4 259 261 307 308	
4 261 309 311 307	
4 309 310 351 311	
4 310 263 353 351	
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