PPad_72,i {7.32}

within PPad:
doc #261 of 937
Text type:
(txtVw)

Topic Analysis

oops

53.2%

Buddhist ideals (PPad)

(#25 ☁️)

13.8%

(dialectic)

(#05 ☁️)

9.5%

substance and endurance

(#59 ☁️)

8.6%

inference for another

(#46 ☁️)

7.7%

(Nyāyamañjarī)

(#12 ☁️)


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33 ViVy_58,iii_59,i 0.7378 0.06
34 ViVy_49,ii_49,iii 0.9322 0.06
35 MMK_23.7_23.10 0.8849 0.06
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47 PPad_139,i 0.6893 0.06
48 PPad_244,v_244,vi 0.8027 0.06
49 PPad_117,iv_117,v^1 0.9207 0.06
50 ViVy_78,i_78,iii 0.9093 0.06
51 PPad_200,ii_200,iii 0.9208 0.05
52 PPad_218,ii^1 0.9172 0.05
53 ViVy_74,ii 0.8712 0.05
54 PPad_79,iv 0.9196 0.05
55 PPad_187,i^2 0.8588 0.05
56 ViVy_60,ii_61,i 0.9123 0.05
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60 ViVy_61,ii_61,iii 0.5989 0.05
61 PPad_4,i 0.8555 0.05
62 PPad_18,ii_18,iv 0.9026 0.05
63 PPad_184,v 0.6224 0.05
64 PPad_19,vii^2 0.8538 0.05
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66 PPad_12,v_13,i 0.8553 0.05
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72 PPad_19,vi 0.8865 0.04
73 PPad_73,v 0.82 0.04
74 PPad_152,i^1 0.8022 0.04
75 MMK_21.17_21.21 0.9268 0.04
76 ViVy_43,iii^2_44,i 0.8707 0.04
77 PPad_98,i_98,ii 0.8454 0.04
78 PPad_217,vi_218,i 0.9195 0.04
79 PPad_210,v^2 0.7581 0.04
80 ViVy_43,i_43,ii 0.797 0.04
81 PPad_25,v_26,i 0.8406 0.04
82 PPad_73,ii_73,iv 0.9251 0.04
83 PPad_116,ii_116,iii 0.9249 0.04
84 PPad_240,ii 0.9096 0.04
85 ViVy_46,i_46,ii 0.9038 0.04
86 PPad_107,i_107,ii 0.9309 0.04
87 PPad_46,iv 0.7492 0.04
88 PPad_222,ii_222,iv 0.9072 0.04
89 PPad_97,iii 0.6602 0.04
90 ViVy_53,ii_53,iii 0.6119 0.04
91 ViVy_48,ii_49,i 0.9255 0.04
92 PPad_231,v 0.6422 0.04
93 PPad_165,iv_165,vi 0.6561 0.04
94 PPad_50,ii_50,iii 0.7476 0.04
95 PPad_184,viii_184,ix 0.7241 0.04
96 MMK_24.20_24.23 0.9311 0.04
97 PPad_228,iv_228,v 0.921 0.04
98 PPad_14,v 0.9071 0.04
99 PPad_103,i_103,ii 0.9254 0.04
100 PPad_238,vii_239,ii 0.8304 0.04
101 PPad_227,iii_227,iv 0.8887 0.04
102 PPad_185,iii_185,vi 0.948 0.04
103 ViVy_43,iii^1 0.9191 0.04
104 PPad_205,viii_206,i 0.8331 0.04
105 PPad_15,i_15,ii 0.8963 0.04
106 PPad_256,xi_257,i 0.6099 0.04
107 PPad_114,i 0.631 0.04
108 TriṃśBh_128,i_128,iv 0.8049 0.04
109 PPad_244,vii_245,i 0.6608 0.04
110 PPad_158,i 0.8917 0.03
111 PPad_226,i^1 0.8495 0.03
112 PVV_183,iv_183,vi 0.6657 0.03
113 PPad_220,i_220,ii 0.9122 0.03
114 ViVy_57,iii_58,ii 0.8997 0.03
115 PPad_232,i 0.7093 0.03
116 PPad_219,iv_219,v 0.7475 0.03
117 PPad_159,i 0.9312 0.03
118 PPad_225,iv_225,vi 0.9212 0.03
119 PPad_68,vi_68,vii 0.8669 0.03
120 ViVy_44,ii_45,i 0.8944 0.03
121 PPad_120,ii_120,iii 0.9442 0.03
122 ViVy_52,iv_52,v 0.9148 0.03
123 PPad_221,i_221,ii 0.817 0.03
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125 PPad_229,i_229,ii 0.8383 0.03
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127 PPad_4,iii_4,v 0.8215 0.03
128 PPad_17,iii 0.8336 0.03
129 PPad_130,i 0.8517 0.03
130 PPad_95,ii 0.7452 0.03
131 PPad_224,ii_224,iii 0.8261 0.03
132 PPad_220,v_220,vi 0.9319 0.03
133 MīmBh_I,338,iii_I,338,iv 0.7063 0.03
134 ViVy_55,iv_56,i^1 0.9634 0.03
135 PPad_84,ii 0.8258 0.03
136 ViVy_75,iii_76,i 0.9158 0.03
137 PPad_118,iii_118,vi 0.8284 0.03
138 TriṃśBh_130,i_130,iii 0.8771 0.03
139 PPad_182,vi_183,i 0.8634 0.03
140 TriṃśBh_122,viii_122,ix 0.6649 0.03
141 PPad_72,v^2 0.838 0.03
142 PPad_104,iii 0.9366 0.03
143 PPad_233,v_233,vi 0.6631 0.03
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145 PPad_223,x_224,i 0.8291 0.03
146 PPad_226,i^2 0.8792 0.03
147 PPad_155,iii_155,vi 0.7821 0.03
148 PPad_228,vi^2 0.9083 0.03
149 PPad_221,v_221,vii 0.912 0.03
150 MMK_24.12_24.15 0.8975 0.03
151 PPad_202,iii_202,iv 0.8804 0.03
152 PPad_80,iv 0.9063 0.03
153 PPad_256,i_256,ii 0.9201 0.03
154 PPad_213,vi_213,vii 0.903 0.03
155 PPad_53,iv 0.8977 0.03
156 PPad_224,viii_225,i 0.9347 0.03
157 PPad_54,ii 0.9099 0.03
158 PPad_3,iv_3,v 0.6666 0.03
159 PPad_160,iii^2_160,iv 0.6498 0.03
160 MMK_21.13_21.16 0.9311 0.03
161 PPad_41,vi^1 0.9297 0.03
162 PPad_205,vi_205,vii 0.8882 0.03
163 MMK_11.5_11.8 0.9077 0.03
164 PPad_19,i_19,iii 0.6234 0.03
165 PPad_191,i_191,iii 0.764 0.03
166 NV_487,13_487,17 0.5978 0.03
167 PPad_104,iv_104,v 0.8857 0.03
168 PPad_95,iv_96,i 0.7017 0.03
169 ŚVK_I,3,ii 0.6052 0.03
170 PPad_195,i_195,ii 0.8694 0.03
171 PPad_203,iv 0.7973 0.03
172 PPad_240,iii^2 0.9041 0.03
173 PPad_209,i_209,ii^1 0.9251 0.03
174 PPad_12,i 0.605 0.03
175 ViVy_46,iii_46,iv 0.798 0.03
176 PPad_104,ii 0.9302 0.03
177 TriṃśBh_124,viii 0.6923 0.03
178 PVA_166,iv 0.6491 0.03
179 PPad_49,vi_49,vii 0.64 0.03
180 PPad_221,x_222,i 0.89 0.02
181 PPad_156,iv^2 0.615 0.02
182 ViVy_51,iv_52,i 0.8997 0.02
183 PPad_84,v 0.8647 0.02
184 PPad_228,vi^1 0.7421 0.02
185 ViVy_73,iv_74,i 0.9204 0.02
186 ViVy_42,iii 0.8971 0.02
187 PPad_27,i_27,iii 0.5972 0.02
188 PPad_158,vi_158,vii 0.9101 0.02
189 PPad_219,vi_219,ix 0.9321 0.02
190 PPad_95,iii 0.8495 0.02
191 PPad_63,iii_63,iv 0.8029 0.02
192 NV_468,16^2 0.7047 0.02
193 PPad_4,vi 0.7687 0.02
194 PPad_150,ii 0.8649 0.02
195 PPad_206,iv 0.8345 0.02
196 VibhrV_148_150 0.8141 0.02
197 VibhrV_31_33 0.6089 0.02
198 PPad_65,iv^1 0.9228 0.02
199 PPad_209,ii^2 0.7722 0.02
200 PPad_147,iii 0.7848 0.02
201 PPad_73,i 0.7562 0.02
202 ViVy_50,i_50,ii 0.9594 0.02
203 PPad_2,iii^1 0.7223 0.02
204 ViVy_62,i_62,ii 0.7321 0.02
205 PPad_236,ii_236,iii 0.928 0.02
206 MMK_5.5_5.8 0.9089 0.02
207 PPad_139,ii_139,iv 0.8556 0.02
208 PPad_158,iv_158,v 0.9064 0.02
209 ViVy_79,ii_79,iii 0.8928 0.02
210 PPad_157,iii_157,vii 0.8839 0.02
211 PPad_150,i^2 0.804 0.02
212 PPad_7,vi^1 0.8376 0.02
213 PPad_230,viii_230,ix 0.8512 0.02
214 ViVy_84,i 0.6067 0.02
215 PPad_235,vi 0.9286 0.02
216 PPad_4,ii 0.7966 0.02
217 PPad_119,vi 0.9205 0.02
218 PVA_157,x 0.6991 0.02
219 ViVy_42,i_42,ii 0.8459 0.02
220 PPad_225,ii_225,iii 0.9323 0.02
221 PPad_201,vii_202,ii 0.8975 0.02
222 PPad_156,i 0.9089 0.02
223 PPad_249,iv 0.9114 0.02
224 PPad_9,i_9,ii 0.7545 0.02
225 PPad_217,iv_217,v 0.9516 0.02
226 ViVy_55,i_55,iii 0.9232 0.02
227 PPad_213,i_213,ii 0.8852 0.02
228 PPad_231,i_231,ii 0.9048 0.02
229 PPad_153,i_153,ii 0.8805 0.02
230 PPad_53,ii_53,iii 0.9193 0.02
231 PPad_105,v_105,vii 0.6351 0.02
232 PPad_253,iii_253,iv 0.8549 0.02
233 MMK_27.26_27.30 0.7553 0.02
234 PPad_93,ii 0.91 0.02
235 PPad_92,v 0.6029 0.02
236 PPad_227,v_228,i 0.926 0.02
237 PPad_220,iii_220,iv 0.8971 0.02
238 PPad_189,iii 0.755 0.02
239 PPad_258,i_258,ii 0.9198 0.02
240 PPad_187,ii 0.6596 0.02
241 PPad_189,i 0.6627 0.02
242 PPad_189,v 0.9305 0.02
243 PPad_46,v_47,i 0.8124 0.02
244 ViVy_82,ii_82,iii 0.8842 0.02
245 PPad_65,iv^2 0.9412 0.02
246 PPad_210,iv 0.9273 0.02
247 PPad_222,v_222,vi 0.9147 0.02
248 PPad_120,i 0.8873 0.02
249 PPad_219,ii_219,iii 0.8405 0.02
250 PPad_206,vi_207,i 0.8964 0.02
251 PPad_191,xi^1 0.8182 0.02
252 PPad_66,i 0.8905 0.02
253 PPad_206,v 0.8875 0.02
254 PPad_10,v 0.6223 0.02
255 PPad_235,iv^2_235,v 0.9551 0.02
256 PPad_166,iii_167,ii 0.851 0.02
257 PPad_257,viii_257,ix 0.647 0.02
258 PPad_206,ii 0.876 0.02
259 PVA_165,xvi_166,iii 0.5963 0.02
260 PPad_158,ii_158,iii 0.8816 0.02
261 PPad_175,i_175,ii 0.7362 0.02
262 PPad_216,v_216,vi 0.918 0.02
263 PPad_97,vi_97,vii 0.8942 0.02
264 PPad_214,viii_215,i 0.8848 0.02
265 PPad_201,v_201,vi 0.8744 0.02
266 NM_I,303,ii_I,304,i 0.7492 0.02
267 PPad_1,i 0.6579 0.02
268 PPad_108,ii 0.9254 0.02
269 PPad_228,ii_228,iii 0.9131 0.02
270 PPad_191,xi^3 0.9116 0.02
271 PPad_195,iii_195,iv 0.9406 0.02
272 PPad_18,i 0.9283 0.02
273 PPad_160,v_161,i^1 0.8747 0.02
274 PPad_183,viii_184,i 0.8719 0.02
275 PPad_235,i_235,ii 0.919 0.02
276 MMK_15.5_15.8 0.8339 0.02
277 PPad_258,vi^2_259,i 0.7832 0.02
278 PPad_237,ii 0.9121 0.02
279 PPad_204,v 0.8524 0.02
280 PPad_205,iv_205,v 0.9262 0.02
281 PPad_203,v_204,i 0.9005 0.02
282 PPad_3,ii 0.5989 0.02
283 MMK_25.9_25.12 0.9271 0.02
284 PPad_50,iv_50,v 0.8548 0.02
285 PPad_10,i_10,iii 0.7925 0.02
286 PPad_219,x 0.9423 0.02
287 PPad_194,i_194,ii 0.9314 0.02
288 PPad_121,i 0.9295 0.02
289 PPad_119,iii_119,v 0.9201 0.02
290 PPad_95,i 0.6783 0.02
291 PPad_8,i_8,ii 0.6472 0.02
292 PPad_146,iii^2 0.8009 0.01
293 PPad_189,iv 0.7111 0.01
294 PPad_192,iv_192,v 0.9112 0.01
295 PPad_256,iii_256,iv 0.7541 0.01
296 PPad_130,ii_130,iii 0.9322 0.01
297 ViVy_78,iv_79,i 0.7949 0.01
298 PPad_215,ii 0.7799 0.01
299 PPad_232,ii_232,iii 0.9306 0.01
300 MMK_22.12_22.16 0.9326 0.01
301 MMK_15.9_15.11 0.9328 0.01
302 PPad_247,i 0.6368 0.01
303 PPad_148,iii_148,iv 0.9137 0.01
304 PPad_233,i_233,ii 0.8766 0.01
305 PPad_119,vii_119,viii 0.9297 0.01
306 PPad_159,v 0.9277 0.01
307 PPad_213,viii_214,i 0.8692 0.01
308 PPad_231,iii_231,iv 0.8142 0.01
309 NV_321,10^2 0.6601 0.01
310 ViVy_77,iii_77,iv 0.6304 0.01
311 PPad_152,iii_152,iv 0.7019 0.01
312 PPad_8,iii_8,v 0.8336 0.01
313 PPad_129,i 0.7756 0.01
314 PPad_147,i 0.6821 0.01
315 MMK_1.1_1.4 0.8535 0.01
316 TriṃśBh_42,i_42,ii 0.6343 0.01
317 MMK_25.1_25.4 0.9324 0.01
318 PPad_151,iv_151,v 0.911 0.01
319 PPad_13,iv_13,v 0.8032 0.01
320 PPad_69,i_69,vi 0.6592 0.01
321 PPad_209,ii^3 0.8787 0.01
322 PPad_201,iii_201,iv 0.8338 0.01
323 MMK_25.21_25.24 0.9493 0.01
324 MMK_24.34_24.40 0.9024 0.01
325 PPad_119,ii 0.616 0.01
326 PPad_224,iv_224,vii 0.9318 0.01
327 ViVy_59,ii_59,iii 0.9296 0.01
328 PPad_108,v 0.9076 0.01
329 TriṃśBh_130,iv_130,ix 0.7167 0.01
330 MMK_22.8_22.11 0.6098 0.01
331 PPad_106,ii_106,iv^1 0.9189 0.01
332 PPad_67,viii_68,i 0.6294 0.01
333 MMK_13.5_13.8 0.7958 0.01
334 PPad_214,ii_214,v 0.7925 0.01
335 PPad_9,iv^2 0.6848 0.01
336 PPad_117,v^2 0.6041 0.01
337 BrS_100,i_100,ii 0.5983 0.01
338 PPad_234,iv_234,v 0.9331 0.01
339 MMK_23.23_23.25 0.9309 0.01
340 MMK_13.1_13.4 0.9167 0.01
341 PPad_187,i^1 0.8929 0.01
342 PPad_230,vi_230,vii 0.7853 0.01
343 YD_I,1,i_I,1,iii 0.6844 0.01
344 PPad_202,v 0.6671 0.01
345 PPad_216,ii_216,iii 0.7802 0.01
346 PPad_115,v_116,i 0.8564 0.01
347 PPad_7,iv_7,v 0.6479 0.01
348 PPad_216,iv 0.9178 0.01
349 PPad_41,iv_41,v 0.9003 0.01
350 PPad_216,vii 0.7426 0.01
351 PPad_215,v_216,i 0.8391 0.01
352 PPad_143,vii_144,ii^1 0.7347 0.01
353 PPad_186,iii 0.9314 0.01
354 PPad_104,vi 0.9313 0.01
355 PPad_185,vii_186,ii 0.9063 0.01
356 ViVy_81,iii_82,i 0.8941 0.01
357 PPad_155,i 0.8554 0.01
358 PPad_142,iv^1 0.9279 0.01
359 PPad_207,iv_208,ii 0.9055 0.01
360 TriṃśBh_122,i_122,vii 0.8092 0.01
361 ViVy_76,ii_76,iv 0.671 0.01
362 PPad_254,i_254,iii 0.6387 0.01
363 MMK_24.1_24.4 0.9285 0.01
364 PPad_234,vi_234,vii 0.9239 0.01
365 PPad_173,xi_174,i 0.9164 0.01
366 PPad_168,i 0.6381 0.01
367 PPad_232,vii_232,viii 0.9048 0.01
368 PPad_236,i^1 0.8125 0.01
369 PPad_238,i_238,ii 0.7356 0.01
370 MMK_24.16_24.19 0.9263 0.01
371 TriṃśBh_128,v_128,vii 0.8575 0.01
372 PPad_230,iii_230,v 0.8474 0.01
373 PPad_13,vi_14,i 0.9295 0.01
374 PPad_249,i 0.9205 0.01
375 PPad_212,vi 0.8487 0.01
376 MMK_23.1_23.3 0.67 0.01
377 PPad_174,ii_174,iii 0.9286 0.01
378 PPad_14,ii_14,iii 0.9108 0.01
379 PPad_157,i_157,ii 0.9097 0.01
380 PVA_031,viii 0.7746 0.01
381 PPad_159,vi_160,i 0.9289 0.01
382 PPad_105,iii_105,iv 0.8786 0.01
383 ViVy_59,iv_60,i 0.8555 0.01
384 PPad_257,x 0.9137 0.01
385 PPad_234,i_234,iii 0.9308 0.01
386 PPad_194,iii_194,iv 0.9086 0.01
387 PPad_222,vii 0.9604 0.01
388 PPad_108,iii_108,iv 0.8948 0.01
389 PPad_151,vi 0.8406 0.01
390 ViVy_73,ii_73,iii 0.7753 0.01
391 NM_II,260,iii_II,261,i 0.6962 0.01
392 PPad_231,vi_231,vii 0.9129 0.01
393 PPad_162,ii^2 0.8354 0.01
394 PPad_41,i_41,iii 0.8257 0.01
395 PPad_215,iv 0.9252 0.01
396 PPad_172,vi 0.61 0.01
397 PPad_240,iii^1 0.925 0.01
398 PPad_236,i^2 0.8745 0.01
399 MMK_24.28_24.30 0.9202 0.01
400 PPad_198,i_198,ii 0.9191 0.01
401 PPad_215,iii 0.8832 0.01
402 PPad_19,vii^1 0.8374 0.01
403 PPad_31,iii 0.9293 0.01
404 ViVy_62,iii 0.8574 0.01
405 PPad_223,iv_223,v 0.8956 0.01
406 PPad_166,i_166,ii 0.8836 0.01
407 MMK_25.5_25.8 0.8678 0.01
408 ViVy_72,iii_73,i 0.7272 0.01
409 PPad_227,i_227,ii 0.6641 0.01
410 PPad_214,vi 0.9228 0.01
411 PPad_200,iv_200,v 0.8665 0.01
412 PPad_235,iv^1 0.932 0.01
413 PPad_148,v_149,i 0.9322 0.01
414 PPad_218,iii_219,i 0.9245 0.01
415 MMK_24.8_24.11 0.8187 0.01
416 PPad_112,vii^2_113,i 0.8991 0.01
417 ViVy_79,iv_79,v 0.961 0.01
418 PPad_147,ii 0.7872 0.01
419 PPad_152,ii 0.6561 0.01
420 PPad_122,i_122,iii 0.8588 0.01
421 PPad_108,i 0.9225 0.01
422 PPad_156,iv^1 0.9117 0.01
423 PPad_200,vi_200,vii 0.8664 0.01
424 MMK_24.5_24.7 0.9318 0.01
425 PPad_195,v_196,i 0.9247 0.01
426 PPad_248,i 0.8911 0.01
427 ViVy_84,ii_84,iii 0.8266 0.01
428 SŚP_20,2–3 0.7812 0.01
429 PPad_194,v_194,vi 0.9066 0.01
430 PPad_120,iv 0.8916 0.01
431 PPad_120,v 0.8906 0.01
432 PPad_3,i 0.7803 0.01
433 PPad_142,ii_142,iii 0.6884 0.01
434 MMK_18.9_18.12 0.7631 0.01
435 PPad_118,ii 0.8032 0.01
436 PPad_143,i_143,iv 0.7129 0.01
437 PPad_193,i_193,iii 0.9239 0.01
438 MMK_25.17_25.20 0.9168 0.01
439 PPad_98,iii 0.8338 0.01
440 PPad_214,vii 0.65 0.01
441 MMK_27.1_27.4 0.6387 0.01
442 VibhrV_120cd_123 0.6478 0.01
443 PPad_222,viii_223,i 0.9243 0.01
444 PPad_54,iii_54,iv 0.887 0.01
445 PPad_213,iii 0.9278 0.01
446 PPad_223,ii_223,iii 0.9289 0.01
447 PPad_213,iv_213,v 0.8923 0.01
448 PPad_64,i 0.8885 0.01
449 YSBh_108,i_108,ii 0.7741 0.01
450 PPad_197,i 0.7441 0.01
451 PPad_105,i_105,ii 0.6869 0.01
452 PPad_235,iii 0.9295 0.01
453 PPad_258,iii_258,iv 0.8979 0.01
454 PPad_205,i_205,iii 0.708 0.01
455 PPad_154,ii_154,iii 0.6498 0.01
456 PPad_149,vi_149,vii 0.6154 0.01
457 MMK_24.31_24.33 0.9322 0.01
458 MMK_23.11_23.14 0.9178 0.01
459 PPad_153,iii 0.8759 0.01
460 PPad_193,iv_193,vi 0.8292 0.01
461 PPad_184,ii 0.7974 0.01
462 PPad_176,v 0.8878 0.01
463 PPad_1,ii^2_2,i 0.703 0.01
464 PPad_249,iii 0.8964 0.01
465 PPad_204,ii_204,iii 0.8817 0.01
466 PPad_220,vii 0.7092 0.01
467 MMK_23.19_23.22 0.899 0.01
468 PPad_237,i 0.929 0.0
469 MMK_20.18_20.20 0.663 0.0
470 TriṃśBh_122,x_124,iii 0.6065 0.0
471 PPad_161,iv 0.8547 0.0
472 PPad_249,v 0.9322 0.0
473 MMK_18.5_18.8 0.8753 0.0
474 NM_I,644,ii_I,644,iii 0.6049 0.0
475 PPad_151,i_151,iii 0.933 0.0
476 PPad_176,vi 0.9306 0.0
477 PPad_11,vii 0.8208 0.0
478 MMK_27.13_27.16 0.6872 0.0
479 PPad_93,i 0.8647 0.0
480 PPad_117,vi_118,i 0.909 0.0
481 PPad_142,iv^2 0.77 0.0
482 PPad_217,i_217,ii 0.7805 0.0
483 PVV_108,vi_108,viii 0.6043 0.0
484 PPad_258,v_258,vi^1 0.8705 0.0
485 PPad_153,v_153,vi 0.9085 0.0
486 ViVy_85,i 0.8758 0.0
487 PPad_249,ii 0.9324 0.0
488 PPad_191,xi^2 0.8762 0.0
489 PPad_106,iv^2 0.8104 0.0
490 PPad_121,ii 0.9103 0.0
491 PPad_155,ii 0.9102 0.0
492 PPad_240,i 0.9185 0.0
493 PPad_156,ii_156,iii 0.9184 0.0
494 PPad_32,i 0.9295 0.0
495 MMK_23.15_23.18 0.9279 0.0
496 PPad_152,i^2 0.8519 0.0
497 MMK_17.18_17.20 0.7253 0.0
498 PPad_155,vii 0.8879 0.0
499 PPad_148,i_148,ii 0.8016 0.0
500 PPad_204,iv 0.9309 0.0