Lines Matching full:f
37 : fSlope ((white == black) ? 0.0f : 1.0 / (white - black)) in dng_function_exposure_ramp()
97 // Find slope to use for the all except the highest two f-stops. in dng_function_exposure_tone()
141 0.00000f, 0.00078f, 0.00160f, 0.00242f, in Evaluate()
142 0.00314f, 0.00385f, 0.00460f, 0.00539f, in Evaluate()
143 0.00623f, 0.00712f, 0.00806f, 0.00906f, in Evaluate()
144 0.01012f, 0.01122f, 0.01238f, 0.01359f, in Evaluate()
145 0.01485f, 0.01616f, 0.01751f, 0.01890f, in Evaluate()
146 0.02033f, 0.02180f, 0.02331f, 0.02485f, in Evaluate()
147 0.02643f, 0.02804f, 0.02967f, 0.03134f, in Evaluate()
148 0.03303f, 0.03475f, 0.03648f, 0.03824f, in Evaluate()
149 0.04002f, 0.04181f, 0.04362f, 0.04545f, in Evaluate()
150 0.04730f, 0.04916f, 0.05103f, 0.05292f, in Evaluate()
151 0.05483f, 0.05675f, 0.05868f, 0.06063f, in Evaluate()
152 0.06259f, 0.06457f, 0.06655f, 0.06856f, in Evaluate()
153 0.07057f, 0.07259f, 0.07463f, 0.07668f, in Evaluate()
154 0.07874f, 0.08081f, 0.08290f, 0.08499f, in Evaluate()
155 0.08710f, 0.08921f, 0.09134f, 0.09348f, in Evaluate()
156 0.09563f, 0.09779f, 0.09996f, 0.10214f, in Evaluate()
157 0.10433f, 0.10652f, 0.10873f, 0.11095f, in Evaluate()
158 0.11318f, 0.11541f, 0.11766f, 0.11991f, in Evaluate()
159 0.12218f, 0.12445f, 0.12673f, 0.12902f, in Evaluate()
160 0.13132f, 0.13363f, 0.13595f, 0.13827f, in Evaluate()
161 0.14061f, 0.14295f, 0.14530f, 0.14765f, in Evaluate()
162 0.15002f, 0.15239f, 0.15477f, 0.15716f, in Evaluate()
163 0.15956f, 0.16197f, 0.16438f, 0.16680f, in Evaluate()
164 0.16923f, 0.17166f, 0.17410f, 0.17655f, in Evaluate()
165 0.17901f, 0.18148f, 0.18395f, 0.18643f, in Evaluate()
166 0.18891f, 0.19141f, 0.19391f, 0.19641f, in Evaluate()
167 0.19893f, 0.20145f, 0.20398f, 0.20651f, in Evaluate()
168 0.20905f, 0.21160f, 0.21416f, 0.21672f, in Evaluate()
169 0.21929f, 0.22185f, 0.22440f, 0.22696f, in Evaluate()
170 0.22950f, 0.23204f, 0.23458f, 0.23711f, in Evaluate()
171 0.23963f, 0.24215f, 0.24466f, 0.24717f, in Evaluate()
172 0.24967f, 0.25216f, 0.25465f, 0.25713f, in Evaluate()
173 0.25961f, 0.26208f, 0.26454f, 0.26700f, in Evaluate()
174 0.26945f, 0.27189f, 0.27433f, 0.27676f, in Evaluate()
175 0.27918f, 0.28160f, 0.28401f, 0.28641f, in Evaluate()
176 0.28881f, 0.29120f, 0.29358f, 0.29596f, in Evaluate()
177 0.29833f, 0.30069f, 0.30305f, 0.30540f, in Evaluate()
178 0.30774f, 0.31008f, 0.31241f, 0.31473f, in Evaluate()
179 0.31704f, 0.31935f, 0.32165f, 0.32395f, in Evaluate()
180 0.32623f, 0.32851f, 0.33079f, 0.33305f, in Evaluate()
181 0.33531f, 0.33756f, 0.33981f, 0.34205f, in Evaluate()
182 0.34428f, 0.34650f, 0.34872f, 0.35093f, in Evaluate()
183 0.35313f, 0.35532f, 0.35751f, 0.35969f, in Evaluate()
184 0.36187f, 0.36404f, 0.36620f, 0.36835f, in Evaluate()
185 0.37050f, 0.37264f, 0.37477f, 0.37689f, in Evaluate()
186 0.37901f, 0.38112f, 0.38323f, 0.38533f, in Evaluate()
187 0.38742f, 0.38950f, 0.39158f, 0.39365f, in Evaluate()
188 0.39571f, 0.39777f, 0.39982f, 0.40186f, in Evaluate()
189 0.40389f, 0.40592f, 0.40794f, 0.40996f, in Evaluate()
190 0.41197f, 0.41397f, 0.41596f, 0.41795f, in Evaluate()
191 0.41993f, 0.42191f, 0.42388f, 0.42584f, in Evaluate()
192 0.42779f, 0.42974f, 0.43168f, 0.43362f, in Evaluate()
193 0.43554f, 0.43747f, 0.43938f, 0.44129f, in Evaluate()
194 0.44319f, 0.44509f, 0.44698f, 0.44886f, in Evaluate()
195 0.45073f, 0.45260f, 0.45447f, 0.45632f, in Evaluate()
196 0.45817f, 0.46002f, 0.46186f, 0.46369f, in Evaluate()
197 0.46551f, 0.46733f, 0.46914f, 0.47095f, in Evaluate()
198 0.47275f, 0.47454f, 0.47633f, 0.47811f, in Evaluate()
199 0.47989f, 0.48166f, 0.48342f, 0.48518f, in Evaluate()
200 0.48693f, 0.48867f, 0.49041f, 0.49214f, in Evaluate()
201 0.49387f, 0.49559f, 0.49730f, 0.49901f, in Evaluate()
202 0.50072f, 0.50241f, 0.50410f, 0.50579f, in Evaluate()
203 0.50747f, 0.50914f, 0.51081f, 0.51247f, in Evaluate()
204 0.51413f, 0.51578f, 0.51742f, 0.51906f, in Evaluate()
205 0.52069f, 0.52232f, 0.52394f, 0.52556f, in Evaluate()
206 0.52717f, 0.52878f, 0.53038f, 0.53197f, in Evaluate()
207 0.53356f, 0.53514f, 0.53672f, 0.53829f, in Evaluate()
208 0.53986f, 0.54142f, 0.54297f, 0.54452f, in Evaluate()
209 0.54607f, 0.54761f, 0.54914f, 0.55067f, in Evaluate()
210 0.55220f, 0.55371f, 0.55523f, 0.55673f, in Evaluate()
211 0.55824f, 0.55973f, 0.56123f, 0.56271f, in Evaluate()
212 0.56420f, 0.56567f, 0.56715f, 0.56861f, in Evaluate()
213 0.57007f, 0.57153f, 0.57298f, 0.57443f, in Evaluate()
214 0.57587f, 0.57731f, 0.57874f, 0.58017f, in Evaluate()
215 0.58159f, 0.58301f, 0.58443f, 0.58583f, in Evaluate()
216 0.58724f, 0.58864f, 0.59003f, 0.59142f, in Evaluate()
217 0.59281f, 0.59419f, 0.59556f, 0.59694f, in Evaluate()
218 0.59830f, 0.59966f, 0.60102f, 0.60238f, in Evaluate()
219 0.60373f, 0.60507f, 0.60641f, 0.60775f, in Evaluate()
220 0.60908f, 0.61040f, 0.61173f, 0.61305f, in Evaluate()
221 0.61436f, 0.61567f, 0.61698f, 0.61828f, in Evaluate()
222 0.61957f, 0.62087f, 0.62216f, 0.62344f, in Evaluate()
223 0.62472f, 0.62600f, 0.62727f, 0.62854f, in Evaluate()
224 0.62980f, 0.63106f, 0.63232f, 0.63357f, in Evaluate()
225 0.63482f, 0.63606f, 0.63730f, 0.63854f, in Evaluate()
226 0.63977f, 0.64100f, 0.64222f, 0.64344f, in Evaluate()
227 0.64466f, 0.64587f, 0.64708f, 0.64829f, in Evaluate()
228 0.64949f, 0.65069f, 0.65188f, 0.65307f, in Evaluate()
229 0.65426f, 0.65544f, 0.65662f, 0.65779f, in Evaluate()
230 0.65897f, 0.66013f, 0.66130f, 0.66246f, in Evaluate()
231 0.66362f, 0.66477f, 0.66592f, 0.66707f, in Evaluate()
232 0.66821f, 0.66935f, 0.67048f, 0.67162f, in Evaluate()
233 0.67275f, 0.67387f, 0.67499f, 0.67611f, in Evaluate()
234 0.67723f, 0.67834f, 0.67945f, 0.68055f, in Evaluate()
235 0.68165f, 0.68275f, 0.68385f, 0.68494f, in Evaluate()
236 0.68603f, 0.68711f, 0.68819f, 0.68927f, in Evaluate()
237 0.69035f, 0.69142f, 0.69249f, 0.69355f, in Evaluate()
238 0.69461f, 0.69567f, 0.69673f, 0.69778f, in Evaluate()
239 0.69883f, 0.69988f, 0.70092f, 0.70196f, in Evaluate()
240 0.70300f, 0.70403f, 0.70506f, 0.70609f, in Evaluate()
241 0.70711f, 0.70813f, 0.70915f, 0.71017f, in Evaluate()
242 0.71118f, 0.71219f, 0.71319f, 0.71420f, in Evaluate()
243 0.71520f, 0.71620f, 0.71719f, 0.71818f, in Evaluate()
244 0.71917f, 0.72016f, 0.72114f, 0.72212f, in Evaluate()
245 0.72309f, 0.72407f, 0.72504f, 0.72601f, in Evaluate()
246 0.72697f, 0.72794f, 0.72890f, 0.72985f, in Evaluate()
247 0.73081f, 0.73176f, 0.73271f, 0.73365f, in Evaluate()
248 0.73460f, 0.73554f, 0.73647f, 0.73741f, in Evaluate()
249 0.73834f, 0.73927f, 0.74020f, 0.74112f, in Evaluate()
250 0.74204f, 0.74296f, 0.74388f, 0.74479f, in Evaluate()
251 0.74570f, 0.74661f, 0.74751f, 0.74842f, in Evaluate()
252 0.74932f, 0.75021f, 0.75111f, 0.75200f, in Evaluate()
253 0.75289f, 0.75378f, 0.75466f, 0.75555f, in Evaluate()
254 0.75643f, 0.75730f, 0.75818f, 0.75905f, in Evaluate()
255 0.75992f, 0.76079f, 0.76165f, 0.76251f, in Evaluate()
256 0.76337f, 0.76423f, 0.76508f, 0.76594f, in Evaluate()
257 0.76679f, 0.76763f, 0.76848f, 0.76932f, in Evaluate()
258 0.77016f, 0.77100f, 0.77183f, 0.77267f, in Evaluate()
259 0.77350f, 0.77432f, 0.77515f, 0.77597f, in Evaluate()
260 0.77680f, 0.77761f, 0.77843f, 0.77924f, in Evaluate()
261 0.78006f, 0.78087f, 0.78167f, 0.78248f, in Evaluate()
262 0.78328f, 0.78408f, 0.78488f, 0.78568f, in Evaluate()
263 0.78647f, 0.78726f, 0.78805f, 0.78884f, in Evaluate()
264 0.78962f, 0.79040f, 0.79118f, 0.79196f, in Evaluate()
265 0.79274f, 0.79351f, 0.79428f, 0.79505f, in Evaluate()
266 0.79582f, 0.79658f, 0.79735f, 0.79811f, in Evaluate()
267 0.79887f, 0.79962f, 0.80038f, 0.80113f, in Evaluate()
268 0.80188f, 0.80263f, 0.80337f, 0.80412f, in Evaluate()
269 0.80486f, 0.80560f, 0.80634f, 0.80707f, in Evaluate()
270 0.80780f, 0.80854f, 0.80926f, 0.80999f, in Evaluate()
271 0.81072f, 0.81144f, 0.81216f, 0.81288f, in Evaluate()
272 0.81360f, 0.81431f, 0.81503f, 0.81574f, in Evaluate()
273 0.81645f, 0.81715f, 0.81786f, 0.81856f, in Evaluate()
274 0.81926f, 0.81996f, 0.82066f, 0.82135f, in Evaluate()
275 0.82205f, 0.82274f, 0.82343f, 0.82412f, in Evaluate()
276 0.82480f, 0.82549f, 0.82617f, 0.82685f, in Evaluate()
277 0.82753f, 0.82820f, 0.82888f, 0.82955f, in Evaluate()
278 0.83022f, 0.83089f, 0.83155f, 0.83222f, in Evaluate()
279 0.83288f, 0.83354f, 0.83420f, 0.83486f, in Evaluate()
280 0.83552f, 0.83617f, 0.83682f, 0.83747f, in Evaluate()
281 0.83812f, 0.83877f, 0.83941f, 0.84005f, in Evaluate()
282 0.84069f, 0.84133f, 0.84197f, 0.84261f, in Evaluate()
283 0.84324f, 0.84387f, 0.84450f, 0.84513f, in Evaluate()
284 0.84576f, 0.84639f, 0.84701f, 0.84763f, in Evaluate()
285 0.84825f, 0.84887f, 0.84949f, 0.85010f, in Evaluate()
286 0.85071f, 0.85132f, 0.85193f, 0.85254f, in Evaluate()
287 0.85315f, 0.85375f, 0.85436f, 0.85496f, in Evaluate()
288 0.85556f, 0.85615f, 0.85675f, 0.85735f, in Evaluate()
289 0.85794f, 0.85853f, 0.85912f, 0.85971f, in Evaluate()
290 0.86029f, 0.86088f, 0.86146f, 0.86204f, in Evaluate()
291 0.86262f, 0.86320f, 0.86378f, 0.86435f, in Evaluate()
292 0.86493f, 0.86550f, 0.86607f, 0.86664f, in Evaluate()
293 0.86720f, 0.86777f, 0.86833f, 0.86889f, in Evaluate()
294 0.86945f, 0.87001f, 0.87057f, 0.87113f, in Evaluate()
295 0.87168f, 0.87223f, 0.87278f, 0.87333f, in Evaluate()
296 0.87388f, 0.87443f, 0.87497f, 0.87552f, in Evaluate()
297 0.87606f, 0.87660f, 0.87714f, 0.87768f, in Evaluate()
298 0.87821f, 0.87875f, 0.87928f, 0.87981f, in Evaluate()
299 0.88034f, 0.88087f, 0.88140f, 0.88192f, in Evaluate()
300 0.88244f, 0.88297f, 0.88349f, 0.88401f, in Evaluate()
301 0.88453f, 0.88504f, 0.88556f, 0.88607f, in Evaluate()
302 0.88658f, 0.88709f, 0.88760f, 0.88811f, in Evaluate()
303 0.88862f, 0.88912f, 0.88963f, 0.89013f, in Evaluate()
304 0.89063f, 0.89113f, 0.89163f, 0.89212f, in Evaluate()
305 0.89262f, 0.89311f, 0.89360f, 0.89409f, in Evaluate()
306 0.89458f, 0.89507f, 0.89556f, 0.89604f, in Evaluate()
307 0.89653f, 0.89701f, 0.89749f, 0.89797f, in Evaluate()
308 0.89845f, 0.89892f, 0.89940f, 0.89987f, in Evaluate()
309 0.90035f, 0.90082f, 0.90129f, 0.90176f, in Evaluate()
310 0.90222f, 0.90269f, 0.90316f, 0.90362f, in Evaluate()
311 0.90408f, 0.90454f, 0.90500f, 0.90546f, in Evaluate()
312 0.90592f, 0.90637f, 0.90683f, 0.90728f, in Evaluate()
313 0.90773f, 0.90818f, 0.90863f, 0.90908f, in Evaluate()
314 0.90952f, 0.90997f, 0.91041f, 0.91085f, in Evaluate()
315 0.91130f, 0.91173f, 0.91217f, 0.91261f, in Evaluate()
316 0.91305f, 0.91348f, 0.91392f, 0.91435f, in Evaluate()
317 0.91478f, 0.91521f, 0.91564f, 0.91606f, in Evaluate()
318 0.91649f, 0.91691f, 0.91734f, 0.91776f, in Evaluate()
319 0.91818f, 0.91860f, 0.91902f, 0.91944f, in Evaluate()
320 0.91985f, 0.92027f, 0.92068f, 0.92109f, in Evaluate()
321 0.92150f, 0.92191f, 0.92232f, 0.92273f, in Evaluate()
322 0.92314f, 0.92354f, 0.92395f, 0.92435f, in Evaluate()
323 0.92475f, 0.92515f, 0.92555f, 0.92595f, in Evaluate()
324 0.92634f, 0.92674f, 0.92713f, 0.92753f, in Evaluate()
325 0.92792f, 0.92831f, 0.92870f, 0.92909f, in Evaluate()
326 0.92947f, 0.92986f, 0.93025f, 0.93063f, in Evaluate()
327 0.93101f, 0.93139f, 0.93177f, 0.93215f, in Evaluate()
328 0.93253f, 0.93291f, 0.93328f, 0.93366f, in Evaluate()
329 0.93403f, 0.93440f, 0.93478f, 0.93515f, in Evaluate()
330 0.93551f, 0.93588f, 0.93625f, 0.93661f, in Evaluate()
331 0.93698f, 0.93734f, 0.93770f, 0.93807f, in Evaluate()
332 0.93843f, 0.93878f, 0.93914f, 0.93950f, in Evaluate()
333 0.93986f, 0.94021f, 0.94056f, 0.94092f, in Evaluate()
334 0.94127f, 0.94162f, 0.94197f, 0.94231f, in Evaluate()
335 0.94266f, 0.94301f, 0.94335f, 0.94369f, in Evaluate()
336 0.94404f, 0.94438f, 0.94472f, 0.94506f, in Evaluate()
337 0.94540f, 0.94573f, 0.94607f, 0.94641f, in Evaluate()
338 0.94674f, 0.94707f, 0.94740f, 0.94774f, in Evaluate()
339 0.94807f, 0.94839f, 0.94872f, 0.94905f, in Evaluate()
340 0.94937f, 0.94970f, 0.95002f, 0.95035f, in Evaluate()
341 0.95067f, 0.95099f, 0.95131f, 0.95163f, in Evaluate()
342 0.95194f, 0.95226f, 0.95257f, 0.95289f, in Evaluate()
343 0.95320f, 0.95351f, 0.95383f, 0.95414f, in Evaluate()
344 0.95445f, 0.95475f, 0.95506f, 0.95537f, in Evaluate()
345 0.95567f, 0.95598f, 0.95628f, 0.95658f, in Evaluate()
346 0.95688f, 0.95718f, 0.95748f, 0.95778f, in Evaluate()
347 0.95808f, 0.95838f, 0.95867f, 0.95897f, in Evaluate()
348 0.95926f, 0.95955f, 0.95984f, 0.96013f, in Evaluate()
349 0.96042f, 0.96071f, 0.96100f, 0.96129f, in Evaluate()
350 0.96157f, 0.96186f, 0.96214f, 0.96242f, in Evaluate()
351 0.96271f, 0.96299f, 0.96327f, 0.96355f, in Evaluate()
352 0.96382f, 0.96410f, 0.96438f, 0.96465f, in Evaluate()
353 0.96493f, 0.96520f, 0.96547f, 0.96574f, in Evaluate()
354 0.96602f, 0.96629f, 0.96655f, 0.96682f, in Evaluate()
355 0.96709f, 0.96735f, 0.96762f, 0.96788f, in Evaluate()
356 0.96815f, 0.96841f, 0.96867f, 0.96893f, in Evaluate()
357 0.96919f, 0.96945f, 0.96971f, 0.96996f, in Evaluate()
358 0.97022f, 0.97047f, 0.97073f, 0.97098f, in Evaluate()
359 0.97123f, 0.97149f, 0.97174f, 0.97199f, in Evaluate()
360 0.97223f, 0.97248f, 0.97273f, 0.97297f, in Evaluate()
361 0.97322f, 0.97346f, 0.97371f, 0.97395f, in Evaluate()
362 0.97419f, 0.97443f, 0.97467f, 0.97491f, in Evaluate()
363 0.97515f, 0.97539f, 0.97562f, 0.97586f, in Evaluate()
364 0.97609f, 0.97633f, 0.97656f, 0.97679f, in Evaluate()
365 0.97702f, 0.97725f, 0.97748f, 0.97771f, in Evaluate()
366 0.97794f, 0.97817f, 0.97839f, 0.97862f, in Evaluate()
367 0.97884f, 0.97907f, 0.97929f, 0.97951f, in Evaluate()
368 0.97973f, 0.97995f, 0.98017f, 0.98039f, in Evaluate()
369 0.98061f, 0.98082f, 0.98104f, 0.98125f, in Evaluate()
370 0.98147f, 0.98168f, 0.98189f, 0.98211f, in Evaluate()
371 0.98232f, 0.98253f, 0.98274f, 0.98295f, in Evaluate()
372 0.98315f, 0.98336f, 0.98357f, 0.98377f, in Evaluate()
373 0.98398f, 0.98418f, 0.98438f, 0.98458f, in Evaluate()
374 0.98478f, 0.98498f, 0.98518f, 0.98538f, in Evaluate()
375 0.98558f, 0.98578f, 0.98597f, 0.98617f, in Evaluate()
376 0.98636f, 0.98656f, 0.98675f, 0.98694f, in Evaluate()
377 0.98714f, 0.98733f, 0.98752f, 0.98771f, in Evaluate()
378 0.98789f, 0.98808f, 0.98827f, 0.98845f, in Evaluate()
379 0.98864f, 0.98882f, 0.98901f, 0.98919f, in Evaluate()
380 0.98937f, 0.98955f, 0.98973f, 0.98991f, in Evaluate()
381 0.99009f, 0.99027f, 0.99045f, 0.99063f, in Evaluate()
382 0.99080f, 0.99098f, 0.99115f, 0.99133f, in Evaluate()
383 0.99150f, 0.99167f, 0.99184f, 0.99201f, in Evaluate()
384 0.99218f, 0.99235f, 0.99252f, 0.99269f, in Evaluate()
385 0.99285f, 0.99302f, 0.99319f, 0.99335f, in Evaluate()
386 0.99351f, 0.99368f, 0.99384f, 0.99400f, in Evaluate()
387 0.99416f, 0.99432f, 0.99448f, 0.99464f, in Evaluate()
388 0.99480f, 0.99495f, 0.99511f, 0.99527f, in Evaluate()
389 0.99542f, 0.99558f, 0.99573f, 0.99588f, in Evaluate()
390 0.99603f, 0.99619f, 0.99634f, 0.99649f, in Evaluate()
391 0.99664f, 0.99678f, 0.99693f, 0.99708f, in Evaluate()
392 0.99722f, 0.99737f, 0.99751f, 0.99766f, in Evaluate()
393 0.99780f, 0.99794f, 0.99809f, 0.99823f, in Evaluate()
394 0.99837f, 0.99851f, 0.99865f, 0.99879f, in Evaluate()
395 0.99892f, 0.99906f, 0.99920f, 0.99933f, in Evaluate()
396 0.99947f, 0.99960f, 0.99974f, 0.99987f, in Evaluate()
397 1.00000f in Evaluate()
409 return kTable [index ] * (1.0f - fract) + in Evaluate()
421 0.00000f, 0.00121f, 0.00237f, 0.00362f, in EvaluateInverse()
422 0.00496f, 0.00621f, 0.00738f, 0.00848f, in EvaluateInverse()
423 0.00951f, 0.01048f, 0.01139f, 0.01227f, in EvaluateInverse()
424 0.01312f, 0.01393f, 0.01471f, 0.01547f, in EvaluateInverse()
425 0.01620f, 0.01692f, 0.01763f, 0.01831f, in EvaluateInverse()
426 0.01899f, 0.01965f, 0.02030f, 0.02094f, in EvaluateInverse()
427 0.02157f, 0.02218f, 0.02280f, 0.02340f, in EvaluateInverse()
428 0.02399f, 0.02458f, 0.02517f, 0.02574f, in EvaluateInverse()
429 0.02631f, 0.02688f, 0.02744f, 0.02800f, in EvaluateInverse()
430 0.02855f, 0.02910f, 0.02965f, 0.03019f, in EvaluateInverse()
431 0.03072f, 0.03126f, 0.03179f, 0.03232f, in EvaluateInverse()
432 0.03285f, 0.03338f, 0.03390f, 0.03442f, in EvaluateInverse()
433 0.03493f, 0.03545f, 0.03596f, 0.03647f, in EvaluateInverse()
434 0.03698f, 0.03749f, 0.03799f, 0.03849f, in EvaluateInverse()
435 0.03899f, 0.03949f, 0.03998f, 0.04048f, in EvaluateInverse()
436 0.04097f, 0.04146f, 0.04195f, 0.04244f, in EvaluateInverse()
437 0.04292f, 0.04341f, 0.04389f, 0.04437f, in EvaluateInverse()
438 0.04485f, 0.04533f, 0.04580f, 0.04628f, in EvaluateInverse()
439 0.04675f, 0.04722f, 0.04769f, 0.04816f, in EvaluateInverse()
440 0.04863f, 0.04910f, 0.04956f, 0.05003f, in EvaluateInverse()
441 0.05049f, 0.05095f, 0.05141f, 0.05187f, in EvaluateInverse()
442 0.05233f, 0.05278f, 0.05324f, 0.05370f, in EvaluateInverse()
443 0.05415f, 0.05460f, 0.05505f, 0.05551f, in EvaluateInverse()
444 0.05595f, 0.05640f, 0.05685f, 0.05729f, in EvaluateInverse()
445 0.05774f, 0.05818f, 0.05863f, 0.05907f, in EvaluateInverse()
446 0.05951f, 0.05995f, 0.06039f, 0.06083f, in EvaluateInverse()
447 0.06126f, 0.06170f, 0.06214f, 0.06257f, in EvaluateInverse()
448 0.06301f, 0.06344f, 0.06388f, 0.06431f, in EvaluateInverse()
449 0.06474f, 0.06517f, 0.06560f, 0.06602f, in EvaluateInverse()
450 0.06645f, 0.06688f, 0.06731f, 0.06773f, in EvaluateInverse()
451 0.06815f, 0.06858f, 0.06900f, 0.06943f, in EvaluateInverse()
452 0.06985f, 0.07027f, 0.07069f, 0.07111f, in EvaluateInverse()
453 0.07152f, 0.07194f, 0.07236f, 0.07278f, in EvaluateInverse()
454 0.07319f, 0.07361f, 0.07402f, 0.07444f, in EvaluateInverse()
455 0.07485f, 0.07526f, 0.07567f, 0.07608f, in EvaluateInverse()
456 0.07650f, 0.07691f, 0.07732f, 0.07772f, in EvaluateInverse()
457 0.07813f, 0.07854f, 0.07895f, 0.07935f, in EvaluateInverse()
458 0.07976f, 0.08016f, 0.08057f, 0.08098f, in EvaluateInverse()
459 0.08138f, 0.08178f, 0.08218f, 0.08259f, in EvaluateInverse()
460 0.08299f, 0.08339f, 0.08379f, 0.08419f, in EvaluateInverse()
461 0.08459f, 0.08499f, 0.08539f, 0.08578f, in EvaluateInverse()
462 0.08618f, 0.08657f, 0.08697f, 0.08737f, in EvaluateInverse()
463 0.08776f, 0.08816f, 0.08855f, 0.08894f, in EvaluateInverse()
464 0.08934f, 0.08973f, 0.09012f, 0.09051f, in EvaluateInverse()
465 0.09091f, 0.09130f, 0.09169f, 0.09208f, in EvaluateInverse()
466 0.09247f, 0.09286f, 0.09324f, 0.09363f, in EvaluateInverse()
467 0.09402f, 0.09440f, 0.09479f, 0.09518f, in EvaluateInverse()
468 0.09556f, 0.09595f, 0.09633f, 0.09672f, in EvaluateInverse()
469 0.09710f, 0.09749f, 0.09787f, 0.09825f, in EvaluateInverse()
470 0.09863f, 0.09901f, 0.09939f, 0.09978f, in EvaluateInverse()
471 0.10016f, 0.10054f, 0.10092f, 0.10130f, in EvaluateInverse()
472 0.10167f, 0.10205f, 0.10243f, 0.10281f, in EvaluateInverse()
473 0.10319f, 0.10356f, 0.10394f, 0.10432f, in EvaluateInverse()
474 0.10469f, 0.10507f, 0.10544f, 0.10582f, in EvaluateInverse()
475 0.10619f, 0.10657f, 0.10694f, 0.10731f, in EvaluateInverse()
476 0.10768f, 0.10806f, 0.10843f, 0.10880f, in EvaluateInverse()
477 0.10917f, 0.10954f, 0.10991f, 0.11029f, in EvaluateInverse()
478 0.11066f, 0.11103f, 0.11141f, 0.11178f, in EvaluateInverse()
479 0.11215f, 0.11253f, 0.11290f, 0.11328f, in EvaluateInverse()
480 0.11365f, 0.11403f, 0.11440f, 0.11478f, in EvaluateInverse()
481 0.11516f, 0.11553f, 0.11591f, 0.11629f, in EvaluateInverse()
482 0.11666f, 0.11704f, 0.11742f, 0.11780f, in EvaluateInverse()
483 0.11818f, 0.11856f, 0.11894f, 0.11932f, in EvaluateInverse()
484 0.11970f, 0.12008f, 0.12046f, 0.12084f, in EvaluateInverse()
485 0.12122f, 0.12161f, 0.12199f, 0.12237f, in EvaluateInverse()
486 0.12276f, 0.12314f, 0.12352f, 0.12391f, in EvaluateInverse()
487 0.12429f, 0.12468f, 0.12506f, 0.12545f, in EvaluateInverse()
488 0.12583f, 0.12622f, 0.12661f, 0.12700f, in EvaluateInverse()
489 0.12738f, 0.12777f, 0.12816f, 0.12855f, in EvaluateInverse()
490 0.12894f, 0.12933f, 0.12972f, 0.13011f, in EvaluateInverse()
491 0.13050f, 0.13089f, 0.13129f, 0.13168f, in EvaluateInverse()
492 0.13207f, 0.13247f, 0.13286f, 0.13325f, in EvaluateInverse()
493 0.13365f, 0.13404f, 0.13444f, 0.13483f, in EvaluateInverse()
494 0.13523f, 0.13563f, 0.13603f, 0.13642f, in EvaluateInverse()
495 0.13682f, 0.13722f, 0.13762f, 0.13802f, in EvaluateInverse()
496 0.13842f, 0.13882f, 0.13922f, 0.13962f, in EvaluateInverse()
497 0.14003f, 0.14043f, 0.14083f, 0.14124f, in EvaluateInverse()
498 0.14164f, 0.14204f, 0.14245f, 0.14285f, in EvaluateInverse()
499 0.14326f, 0.14366f, 0.14407f, 0.14448f, in EvaluateInverse()
500 0.14489f, 0.14530f, 0.14570f, 0.14611f, in EvaluateInverse()
501 0.14652f, 0.14693f, 0.14734f, 0.14776f, in EvaluateInverse()
502 0.14817f, 0.14858f, 0.14900f, 0.14941f, in EvaluateInverse()
503 0.14982f, 0.15024f, 0.15065f, 0.15107f, in EvaluateInverse()
504 0.15148f, 0.15190f, 0.15232f, 0.15274f, in EvaluateInverse()
505 0.15316f, 0.15357f, 0.15399f, 0.15441f, in EvaluateInverse()
506 0.15483f, 0.15526f, 0.15568f, 0.15610f, in EvaluateInverse()
507 0.15652f, 0.15695f, 0.15737f, 0.15779f, in EvaluateInverse()
508 0.15822f, 0.15864f, 0.15907f, 0.15950f, in EvaluateInverse()
509 0.15992f, 0.16035f, 0.16078f, 0.16121f, in EvaluateInverse()
510 0.16164f, 0.16207f, 0.16250f, 0.16293f, in EvaluateInverse()
511 0.16337f, 0.16380f, 0.16423f, 0.16467f, in EvaluateInverse()
512 0.16511f, 0.16554f, 0.16598f, 0.16641f, in EvaluateInverse()
513 0.16685f, 0.16729f, 0.16773f, 0.16816f, in EvaluateInverse()
514 0.16860f, 0.16904f, 0.16949f, 0.16993f, in EvaluateInverse()
515 0.17037f, 0.17081f, 0.17126f, 0.17170f, in EvaluateInverse()
516 0.17215f, 0.17259f, 0.17304f, 0.17349f, in EvaluateInverse()
517 0.17393f, 0.17438f, 0.17483f, 0.17528f, in EvaluateInverse()
518 0.17573f, 0.17619f, 0.17664f, 0.17709f, in EvaluateInverse()
519 0.17754f, 0.17799f, 0.17845f, 0.17890f, in EvaluateInverse()
520 0.17936f, 0.17982f, 0.18028f, 0.18073f, in EvaluateInverse()
521 0.18119f, 0.18165f, 0.18211f, 0.18257f, in EvaluateInverse()
522 0.18303f, 0.18350f, 0.18396f, 0.18442f, in EvaluateInverse()
523 0.18489f, 0.18535f, 0.18582f, 0.18629f, in EvaluateInverse()
524 0.18676f, 0.18723f, 0.18770f, 0.18817f, in EvaluateInverse()
525 0.18864f, 0.18911f, 0.18958f, 0.19005f, in EvaluateInverse()
526 0.19053f, 0.19100f, 0.19147f, 0.19195f, in EvaluateInverse()
527 0.19243f, 0.19291f, 0.19339f, 0.19387f, in EvaluateInverse()
528 0.19435f, 0.19483f, 0.19531f, 0.19579f, in EvaluateInverse()
529 0.19627f, 0.19676f, 0.19724f, 0.19773f, in EvaluateInverse()
530 0.19821f, 0.19870f, 0.19919f, 0.19968f, in EvaluateInverse()
531 0.20017f, 0.20066f, 0.20115f, 0.20164f, in EvaluateInverse()
532 0.20214f, 0.20263f, 0.20313f, 0.20362f, in EvaluateInverse()
533 0.20412f, 0.20462f, 0.20512f, 0.20561f, in EvaluateInverse()
534 0.20611f, 0.20662f, 0.20712f, 0.20762f, in EvaluateInverse()
535 0.20812f, 0.20863f, 0.20913f, 0.20964f, in EvaluateInverse()
536 0.21015f, 0.21066f, 0.21117f, 0.21168f, in EvaluateInverse()
537 0.21219f, 0.21270f, 0.21321f, 0.21373f, in EvaluateInverse()
538 0.21424f, 0.21476f, 0.21527f, 0.21579f, in EvaluateInverse()
539 0.21631f, 0.21683f, 0.21735f, 0.21787f, in EvaluateInverse()
540 0.21839f, 0.21892f, 0.21944f, 0.21997f, in EvaluateInverse()
541 0.22049f, 0.22102f, 0.22155f, 0.22208f, in EvaluateInverse()
542 0.22261f, 0.22314f, 0.22367f, 0.22420f, in EvaluateInverse()
543 0.22474f, 0.22527f, 0.22581f, 0.22634f, in EvaluateInverse()
544 0.22688f, 0.22742f, 0.22796f, 0.22850f, in EvaluateInverse()
545 0.22905f, 0.22959f, 0.23013f, 0.23068f, in EvaluateInverse()
546 0.23123f, 0.23178f, 0.23232f, 0.23287f, in EvaluateInverse()
547 0.23343f, 0.23398f, 0.23453f, 0.23508f, in EvaluateInverse()
548 0.23564f, 0.23620f, 0.23675f, 0.23731f, in EvaluateInverse()
549 0.23787f, 0.23843f, 0.23899f, 0.23956f, in EvaluateInverse()
550 0.24012f, 0.24069f, 0.24125f, 0.24182f, in EvaluateInverse()
551 0.24239f, 0.24296f, 0.24353f, 0.24410f, in EvaluateInverse()
552 0.24468f, 0.24525f, 0.24582f, 0.24640f, in EvaluateInverse()
553 0.24698f, 0.24756f, 0.24814f, 0.24872f, in EvaluateInverse()
554 0.24931f, 0.24989f, 0.25048f, 0.25106f, in EvaluateInverse()
555 0.25165f, 0.25224f, 0.25283f, 0.25342f, in EvaluateInverse()
556 0.25401f, 0.25460f, 0.25520f, 0.25579f, in EvaluateInverse()
557 0.25639f, 0.25699f, 0.25759f, 0.25820f, in EvaluateInverse()
558 0.25880f, 0.25940f, 0.26001f, 0.26062f, in EvaluateInverse()
559 0.26122f, 0.26183f, 0.26244f, 0.26306f, in EvaluateInverse()
560 0.26367f, 0.26429f, 0.26490f, 0.26552f, in EvaluateInverse()
561 0.26614f, 0.26676f, 0.26738f, 0.26800f, in EvaluateInverse()
562 0.26863f, 0.26925f, 0.26988f, 0.27051f, in EvaluateInverse()
563 0.27114f, 0.27177f, 0.27240f, 0.27303f, in EvaluateInverse()
564 0.27367f, 0.27431f, 0.27495f, 0.27558f, in EvaluateInverse()
565 0.27623f, 0.27687f, 0.27751f, 0.27816f, in EvaluateInverse()
566 0.27881f, 0.27945f, 0.28011f, 0.28076f, in EvaluateInverse()
567 0.28141f, 0.28207f, 0.28272f, 0.28338f, in EvaluateInverse()
568 0.28404f, 0.28470f, 0.28536f, 0.28602f, in EvaluateInverse()
569 0.28669f, 0.28736f, 0.28802f, 0.28869f, in EvaluateInverse()
570 0.28937f, 0.29004f, 0.29071f, 0.29139f, in EvaluateInverse()
571 0.29207f, 0.29274f, 0.29342f, 0.29410f, in EvaluateInverse()
572 0.29479f, 0.29548f, 0.29616f, 0.29685f, in EvaluateInverse()
573 0.29754f, 0.29823f, 0.29893f, 0.29962f, in EvaluateInverse()
574 0.30032f, 0.30102f, 0.30172f, 0.30242f, in EvaluateInverse()
575 0.30312f, 0.30383f, 0.30453f, 0.30524f, in EvaluateInverse()
576 0.30595f, 0.30667f, 0.30738f, 0.30809f, in EvaluateInverse()
577 0.30881f, 0.30953f, 0.31025f, 0.31097f, in EvaluateInverse()
578 0.31170f, 0.31242f, 0.31315f, 0.31388f, in EvaluateInverse()
579 0.31461f, 0.31534f, 0.31608f, 0.31682f, in EvaluateInverse()
580 0.31755f, 0.31829f, 0.31904f, 0.31978f, in EvaluateInverse()
581 0.32053f, 0.32127f, 0.32202f, 0.32277f, in EvaluateInverse()
582 0.32353f, 0.32428f, 0.32504f, 0.32580f, in EvaluateInverse()
583 0.32656f, 0.32732f, 0.32808f, 0.32885f, in EvaluateInverse()
584 0.32962f, 0.33039f, 0.33116f, 0.33193f, in EvaluateInverse()
585 0.33271f, 0.33349f, 0.33427f, 0.33505f, in EvaluateInverse()
586 0.33583f, 0.33662f, 0.33741f, 0.33820f, in EvaluateInverse()
587 0.33899f, 0.33978f, 0.34058f, 0.34138f, in EvaluateInverse()
588 0.34218f, 0.34298f, 0.34378f, 0.34459f, in EvaluateInverse()
589 0.34540f, 0.34621f, 0.34702f, 0.34783f, in EvaluateInverse()
590 0.34865f, 0.34947f, 0.35029f, 0.35111f, in EvaluateInverse()
591 0.35194f, 0.35277f, 0.35360f, 0.35443f, in EvaluateInverse()
592 0.35526f, 0.35610f, 0.35694f, 0.35778f, in EvaluateInverse()
593 0.35862f, 0.35946f, 0.36032f, 0.36117f, in EvaluateInverse()
594 0.36202f, 0.36287f, 0.36372f, 0.36458f, in EvaluateInverse()
595 0.36545f, 0.36631f, 0.36718f, 0.36805f, in EvaluateInverse()
596 0.36891f, 0.36979f, 0.37066f, 0.37154f, in EvaluateInverse()
597 0.37242f, 0.37331f, 0.37419f, 0.37507f, in EvaluateInverse()
598 0.37596f, 0.37686f, 0.37775f, 0.37865f, in EvaluateInverse()
599 0.37955f, 0.38045f, 0.38136f, 0.38227f, in EvaluateInverse()
600 0.38317f, 0.38409f, 0.38500f, 0.38592f, in EvaluateInverse()
601 0.38684f, 0.38776f, 0.38869f, 0.38961f, in EvaluateInverse()
602 0.39055f, 0.39148f, 0.39242f, 0.39335f, in EvaluateInverse()
603 0.39430f, 0.39524f, 0.39619f, 0.39714f, in EvaluateInverse()
604 0.39809f, 0.39904f, 0.40000f, 0.40097f, in EvaluateInverse()
605 0.40193f, 0.40289f, 0.40386f, 0.40483f, in EvaluateInverse()
606 0.40581f, 0.40679f, 0.40777f, 0.40875f, in EvaluateInverse()
607 0.40974f, 0.41073f, 0.41172f, 0.41272f, in EvaluateInverse()
608 0.41372f, 0.41472f, 0.41572f, 0.41673f, in EvaluateInverse()
609 0.41774f, 0.41875f, 0.41977f, 0.42079f, in EvaluateInverse()
610 0.42181f, 0.42284f, 0.42386f, 0.42490f, in EvaluateInverse()
611 0.42594f, 0.42697f, 0.42801f, 0.42906f, in EvaluateInverse()
612 0.43011f, 0.43116f, 0.43222f, 0.43327f, in EvaluateInverse()
613 0.43434f, 0.43540f, 0.43647f, 0.43754f, in EvaluateInverse()
614 0.43862f, 0.43970f, 0.44077f, 0.44186f, in EvaluateInverse()
615 0.44295f, 0.44404f, 0.44514f, 0.44624f, in EvaluateInverse()
616 0.44734f, 0.44845f, 0.44956f, 0.45068f, in EvaluateInverse()
617 0.45179f, 0.45291f, 0.45404f, 0.45516f, in EvaluateInverse()
618 0.45630f, 0.45744f, 0.45858f, 0.45972f, in EvaluateInverse()
619 0.46086f, 0.46202f, 0.46318f, 0.46433f, in EvaluateInverse()
620 0.46550f, 0.46667f, 0.46784f, 0.46901f, in EvaluateInverse()
621 0.47019f, 0.47137f, 0.47256f, 0.47375f, in EvaluateInverse()
622 0.47495f, 0.47615f, 0.47735f, 0.47856f, in EvaluateInverse()
623 0.47977f, 0.48099f, 0.48222f, 0.48344f, in EvaluateInverse()
624 0.48467f, 0.48590f, 0.48714f, 0.48838f, in EvaluateInverse()
625 0.48963f, 0.49088f, 0.49213f, 0.49340f, in EvaluateInverse()
626 0.49466f, 0.49593f, 0.49721f, 0.49849f, in EvaluateInverse()
627 0.49977f, 0.50106f, 0.50236f, 0.50366f, in EvaluateInverse()
628 0.50496f, 0.50627f, 0.50758f, 0.50890f, in EvaluateInverse()
629 0.51023f, 0.51155f, 0.51289f, 0.51422f, in EvaluateInverse()
630 0.51556f, 0.51692f, 0.51827f, 0.51964f, in EvaluateInverse()
631 0.52100f, 0.52237f, 0.52374f, 0.52512f, in EvaluateInverse()
632 0.52651f, 0.52790f, 0.52930f, 0.53070f, in EvaluateInverse()
633 0.53212f, 0.53353f, 0.53495f, 0.53638f, in EvaluateInverse()
634 0.53781f, 0.53925f, 0.54070f, 0.54214f, in EvaluateInverse()
635 0.54360f, 0.54506f, 0.54653f, 0.54800f, in EvaluateInverse()
636 0.54949f, 0.55098f, 0.55247f, 0.55396f, in EvaluateInverse()
637 0.55548f, 0.55699f, 0.55851f, 0.56003f, in EvaluateInverse()
638 0.56156f, 0.56310f, 0.56464f, 0.56621f, in EvaluateInverse()
639 0.56777f, 0.56933f, 0.57091f, 0.57248f, in EvaluateInverse()
640 0.57407f, 0.57568f, 0.57727f, 0.57888f, in EvaluateInverse()
641 0.58050f, 0.58213f, 0.58376f, 0.58541f, in EvaluateInverse()
642 0.58705f, 0.58871f, 0.59037f, 0.59204f, in EvaluateInverse()
643 0.59373f, 0.59541f, 0.59712f, 0.59882f, in EvaluateInverse()
644 0.60052f, 0.60226f, 0.60399f, 0.60572f, in EvaluateInverse()
645 0.60748f, 0.60922f, 0.61099f, 0.61276f, in EvaluateInverse()
646 0.61455f, 0.61635f, 0.61814f, 0.61996f, in EvaluateInverse()
647 0.62178f, 0.62361f, 0.62545f, 0.62730f, in EvaluateInverse()
648 0.62917f, 0.63104f, 0.63291f, 0.63480f, in EvaluateInverse()
649 0.63671f, 0.63862f, 0.64054f, 0.64249f, in EvaluateInverse()
650 0.64443f, 0.64638f, 0.64835f, 0.65033f, in EvaluateInverse()
651 0.65232f, 0.65433f, 0.65633f, 0.65836f, in EvaluateInverse()
652 0.66041f, 0.66245f, 0.66452f, 0.66660f, in EvaluateInverse()
653 0.66868f, 0.67078f, 0.67290f, 0.67503f, in EvaluateInverse()
654 0.67717f, 0.67932f, 0.68151f, 0.68368f, in EvaluateInverse()
655 0.68587f, 0.68809f, 0.69033f, 0.69257f, in EvaluateInverse()
656 0.69482f, 0.69709f, 0.69939f, 0.70169f, in EvaluateInverse()
657 0.70402f, 0.70634f, 0.70869f, 0.71107f, in EvaluateInverse()
658 0.71346f, 0.71587f, 0.71829f, 0.72073f, in EvaluateInverse()
659 0.72320f, 0.72567f, 0.72818f, 0.73069f, in EvaluateInverse()
660 0.73323f, 0.73579f, 0.73838f, 0.74098f, in EvaluateInverse()
661 0.74360f, 0.74622f, 0.74890f, 0.75159f, in EvaluateInverse()
662 0.75429f, 0.75704f, 0.75979f, 0.76257f, in EvaluateInverse()
663 0.76537f, 0.76821f, 0.77109f, 0.77396f, in EvaluateInverse()
664 0.77688f, 0.77982f, 0.78278f, 0.78579f, in EvaluateInverse()
665 0.78883f, 0.79187f, 0.79498f, 0.79809f, in EvaluateInverse()
666 0.80127f, 0.80445f, 0.80767f, 0.81095f, in EvaluateInverse()
667 0.81424f, 0.81757f, 0.82094f, 0.82438f, in EvaluateInverse()
668 0.82782f, 0.83133f, 0.83488f, 0.83847f, in EvaluateInverse()
669 0.84210f, 0.84577f, 0.84951f, 0.85328f, in EvaluateInverse()
670 0.85713f, 0.86103f, 0.86499f, 0.86900f, in EvaluateInverse()
671 0.87306f, 0.87720f, 0.88139f, 0.88566f, in EvaluateInverse()
672 0.89000f, 0.89442f, 0.89891f, 0.90350f, in EvaluateInverse()
673 0.90818f, 0.91295f, 0.91780f, 0.92272f, in EvaluateInverse()
674 0.92780f, 0.93299f, 0.93828f, 0.94369f, in EvaluateInverse()
675 0.94926f, 0.95493f, 0.96082f, 0.96684f, in EvaluateInverse()
676 0.97305f, 0.97943f, 0.98605f, 0.99291f, in EvaluateInverse()
677 1.00000f in EvaluateInverse()
689 return kTable [index ] * (1.0f - fract) + in EvaluateInverse()