├── .gitignore ├── Datos ├── CasosAcumuladosRos_24_25.csv ├── casos.txt ├── precipCamila5Y.csv ├── climaCamila5Y.csv ├── tempCamila5Y.csv └── CasosDengueRosario_20_25.csv ├── README.md └── Modelos ├── Error_y_Optimizacion_SIR.ipynb └── SIR-PlantillaErnesto.ipynb /.gitignore: -------------------------------------------------------------------------------- 1 | *.xlsx 2 | Datos/Casos_24_25.csv 3 | Datos/CasoRos_24_25.csv 4 | dengueEnv/ -------------------------------------------------------------------------------- /Datos/CasosAcumuladosRos_24_25.csv: -------------------------------------------------------------------------------- 1 | "2024","11","6","6" 2 | "2024","12","3","9" 3 | "2025","1","33","42" 4 | "2025","2","206","248" 5 | "2025","3","2331","2579" 6 | "2025","4","4385","6964" 7 | "2025","5","1352","8316" 8 | "2025","6","6","8322" 9 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | # Modelos de simulación de casos de dengue. 2 | 3 | Este repositorio consiste del trabajo realizado en el **CIFASIS** para el modelado de casos de dengue. 4 | 5 | ## Estructura 6 | 7 | Se tienen dos carpetas: 8 | 9 | * **Datos**: Aquí se encuentran los datos utilizados, tanto meteorológicos como de infecciones del virus. 10 | * **Modelos**: Esta carpeta contiene todos los modelos que se fueron creando, no únicamente con el objetivo de resolver 11 | la problemática, si no también para ver las distintas formas de cada moddelo particular. 12 | -------------------------------------------------------------------------------- /Modelos/Error_y_Optimizacion_SIR.ipynb: -------------------------------------------------------------------------------- 1 | {"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[],"authorship_tag":"ABX9TyN/7rTdKgWkBrxDSjVMJutq"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"markdown","source":["# Cálculo de error entre modelos y optimización de parámetros.\n","\n","La idea es hacer una función que tome los parámetros del modelo y pueda calcular el error entre el modelo generado y uno de referencia dado.\n","\n","e(x) = [x,t,beta,gamma]\n","\n","dónde x es un vector con los valores iniciales de los compartimentos.\n","\n","Se establece una función que permite calcular el error de los casos diarios entre dos modelos, uno de referencia y otro el modelo desarrollado.\n","\n","Una vez calculado este error, se utiliza la opción minimize en busca de minimizarlo cambiando los parámetros del modelo. En el caso de SIR, betta y gamma.\n","\n","De esta manera, puede plantearse un modelo con parámetros estimativos y luego encontrar los parámetros que mejor ajustan al modelo a los datos de referencia."],"metadata":{"id":"7RdT1DCqYhcm"}},{"cell_type":"code","execution_count":null,"metadata":{"id":"tNjcc6gFXgA_"},"outputs":[],"source":["import numpy as np\n","import matplotlib.pyplot as plt\n","from scipy.integrate import odeint\n","from scipy.optimize import minimize"]},{"cell_type":"markdown","source":["# Valores iniciales."],"metadata":{"id":"OWQK3hhFY3f7"}},{"cell_type":"code","source":["N = 1 # Total population\n","I_0 = 1/1e6 # Initial infected population\n","S_0 = N-I_0 # Initial susceptible population (exposed)\n","R_0 = 0 # Initial recovered population\n","x0 = [S_0, I_0, R_0]"],"metadata":{"id":"Fq1plu6rYLxw"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# Definición del modelo SIR."],"metadata":{"id":"z8Ch_-qcYzlV"}},{"cell_type":"code","source":["def SIR_model(x,t, beta, gamma): # Toma el vector x = [S,I,R] y el tiempo.\n"," S, I, R = x\n","\n"," dS_dt = - beta * I * S/N\n"," dI_dt = beta * I * S / N - gamma * I\n"," dR_dt = gamma*I\n"," return [dS_dt, dI_dt, dR_dt]"],"metadata":{"id":"z-vEaP4GYGVt"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# Simulación del tiempo."],"metadata":{"id":"w8ZJNLjZY5n2"}},{"cell_type":"code","source":["t_start = 0.0\n","t_end = 100.0\n","num_points = 1000\n","time_points = np.linspace(t_start, t_end, num_points) # Genera 1000 puntos entre 0 y 100 equiespaciados."],"metadata":{"id":"IihGkus-YN3s"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# Parámetros conocidos de referencia."],"metadata":{"id":"O8JyO60qY8kO"}},{"cell_type":"code","source":["# Creamos la solución real, de referencia\n","betaR = 1\n","gammaR = 0.5"],"metadata":{"id":"kEAtGIcmYQjQ"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# Estimación inicial de parámetros"],"metadata":{"id":"cDONUzTBZy9Z"}},{"cell_type":"code","source":["#Parámetros estimados a ser encontrados por minimize.\n","betaE = 0.7\n","gammaE = 0.2"],"metadata":{"id":"WQQoTtPHYWER"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# Función que calcula los casos diarios.\n","\n","Cabe destacar que solo importará el error de la cantidad de gente que se va infectando. Para calcular esto, notemos que la ecuación del compartimento S es:\n","\n","$dS/dt = -β * S * I$\n","\n","Luego, podemos deducir que el - de la ecuación se debe a que la misma representa a la tasa de personas que dejan de ser susceptibles. Es decir, la tasa de personas que se van infectando.\n","\n","Entonces lo que vamos a querer calcular como error es la diferencia de ambos modelos en la ecuacion:\n","\n","$β*S*I$"],"metadata":{"id":"_Ba7F2N5cAeU"}},{"cell_type":"code","source":["def dailyCases(beta,gamma):\n"," sol = odeint(SIR_model, x0, time_points,rtol=1e-6, atol=1e-12,args=(beta,gamma))\n"," S = sol[:, 0]\n"," I = sol[:, 1]\n"," R = sol[:, 2]\n"," return beta*S*I/N"],"metadata":{"id":"AEUWM30AbByd"},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":["# Precalculo de los casos diarios de referencia."],"metadata":{"id":"2mdT3VZ7hCi2"}},{"cell_type":"code","source":["dailyRef = dailyCases(betaR, gammaR)"],"metadata":{"id":"-Ti_cCkyg7hO","executionInfo":{"status":"ok","timestamp":1762357123316,"user_tz":180,"elapsed":52,"user":{"displayName":"Agustín Merino","userId":"14725253713019739245"}}},"execution_count":49,"outputs":[]},{"cell_type":"markdown","source":["# Función del error.\n","\n","Para calcular el error se hace la norma L2 (euclideana) entre los casos diarios predecidos y los reales. Luego se normaliza con el error de los casos reales para no entrar en errores de escala.\n","\n","\n"],"metadata":{"id":"muH-Au2uY_C2"}},{"cell_type":"code","source":["def errorFun(params):\n","\n"," # Sacamos los parámetros.\n"," # Estos luego serán minimizados por la función minimize.\n"," beta, gamma = params\n","\n"," dailyPredict = dailyCases(beta, gamma)\n","\n"," errRealL2 = np.linalg.norm(dailyRef)\n"," errL2 = np.linalg.norm(dailyPredict - dailyRef)\n","\n"," return errL2/errRealL2"],"metadata":{"id":"-i6Q0SXcYTqL","executionInfo":{"status":"ok","timestamp":1762356815973,"user_tz":180,"elapsed":59,"user":{"displayName":"Agustín Merino","userId":"14725253713019739245"}}},"execution_count":48,"outputs":[]},{"cell_type":"markdown","source":["# Cálculo del error."],"metadata":{"id":"4lyqVbf8Z2Sr"}},{"cell_type":"code","source":["# Calculamos el error entre los datos reales y el modelo con los parámetros\n","# propuestos.\n","errL2 = errorFun([betaE,gammaE])\n","print(errL2)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"hOu2PkMhYbq6","executionInfo":{"status":"ok","timestamp":1762354688988,"user_tz":180,"elapsed":4,"user":{"displayName":"Agustín Merino","userId":"14725253713019739245"}},"outputId":"b3bd6c54-abdb-4373-d9bd-8f207343c7d8"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["0.31046752417104945\n"]}]},{"cell_type":"markdown","source":["# Minimización del error y búsqueda de parámetros."],"metadata":{"id":"y67bagJxZ4sL"}},{"cell_type":"code","source":["## Minimizamos la función en busca de beta y gamma correctos, es decir,\n","# que más se acerquen a los resultados del modelo de referencia.\n","result = minimize(errorFun, x0=[betaE, gammaE], method='BFGS')"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"vrqq2X1fYcDj","executionInfo":{"status":"ok","timestamp":1762354689435,"user_tz":180,"elapsed":445,"user":{"displayName":"Agustín Merino","userId":"14725253713019739245"}},"outputId":"8ec4e7cf-0771-4141-db02-ff2e61d51df3"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stderr","text":["/tmp/ipython-input-3165794217.py:2: ODEintWarning: Repeated error test failures (internal error). Run with full_output = 1 to get quantitative information.\n"," sol = odeint(SIR_model, x0, time_points,rtol=1e-6, atol=1e-12,args=(beta,gamma))\n"]}]},{"cell_type":"markdown","source":["# Impresión de valores finales."],"metadata":{"id":"D6VKSf1eZ9ZM"}},{"cell_type":"code","source":["# Imprimimos resultados.\n","print(\"Minimum found at:\", result.x)\n","print(\"Minimum function value:\", result.fun)\n","print(\"Optimization successful:\", result.success)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"TF3PUZUfYfR5","executionInfo":{"status":"ok","timestamp":1762354689451,"user_tz":180,"elapsed":6,"user":{"displayName":"Agustín Merino","userId":"14725253713019739245"}},"outputId":"21f1d487-3796-4979-c81e-9f728dfb3743"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Minimum found at: [0.99999992 0.49999992]\n","Minimum function value: 6.277825821144546e-08\n","Optimization successful: False\n"]}]}]} -------------------------------------------------------------------------------- /Datos/casos.txt: -------------------------------------------------------------------------------- 1 | #1 2 | double datos(1826,2) #comment line 3 | 0 , 0.0 4 | 1 , 0.0 5 | 2 , 0.0 6 | 3 , 0.0 7 | 4 , 0.0 8 | 5 , 0.0 9 | 6 , 0.0 10 | 7 , 0.0 11 | 8 , 0.0 12 | 9 , 2.0 13 | 10 , 0.0 14 | 11 , 0.0 15 | 12 , 0.0 16 | 13 , 0.0 17 | 14 , 2.0 18 | 15 , 0.0 19 | 16 , 0.0 20 | 17 , 0.0 21 | 18 , 0.0 22 | 19 , 0.0 23 | 20 , 1.0 24 | 21 , 0.0 25 | 22 , 1.0 26 | 23 , 2.0 27 | 24 , 0.0 28 | 25 , 0.0 29 | 26 , 1.0 30 | 27 , 2.0 31 | 28 , 0.0 32 | 29 , 0.0 33 | 30 , 1.0 34 | 31 , 0.0 35 | 32 , 0.0 36 | 33 , 0.0 37 | 34 , 0.0 38 | 35 , 0.0 39 | 36 , 0.0 40 | 37 , 0.0 41 | 38 , 0.0 42 | 39 , 0.0 43 | 40 , 0.0 44 | 41 , 0.0 45 | 42 , 0.0 46 | 43 , 3.0 47 | 44 , 2.0 48 | 45 , 0.0 49 | 46 , 0.0 50 | 47 , 11.0 51 | 48 , 8.0 52 | 49 , 9.0 53 | 50 , 1.0 54 | 51 , 2.0 55 | 52 , 2.0 56 | 53 , 0.0 57 | 54 , 0.0 58 | 55 , 0.0 59 | 56 , 14.0 60 | 57 , 3.0 61 | 58 , 1.0 62 | 59 , 7.0 63 | 60 , 0.0 64 | 61 , 17.0 65 | 62 , 8.0 66 | 63 , 11.0 67 | 64 , 11.0 68 | 65 , 12.0 69 | 66 , 11.0 70 | 67 , 0.0 71 | 68 , 14.0 72 | 69 , 34.0 73 | 70 , 20.0 74 | 71 , 37.0 75 | 72 , 40.0 76 | 73 , 9.0 77 | 74 , 0.0 78 | 75 , 33.0 79 | 76 , 28.0 80 | 77 , 13.0 81 | 78 , 46.0 82 | 79 , 27.0 83 | 80 , 20.0 84 | 81 , 0.0 85 | 82 , 0.0 86 | 83 , 6.0 87 | 84 , 16.0 88 | 85 , 9.0 89 | 86 , 46.0 90 | 87 , 7.0 91 | 88 , 0.0 92 | 89 , 30.0 93 | 90 , 8.0 94 | 91 , 54.0 95 | 92 , 43.0 96 | 93 , 37.0 97 | 94 , 12.0 98 | 95 , 0.0 99 | 96 , 31.0 100 | 97 , 46.0 101 | 98 , 35.0 102 | 99 , 14.0 103 | 100 , 5.0 104 | 101 , 33.0 105 | 102 , 7.0 106 | 103 , 53.0 107 | 104 , 35.0 108 | 105 , 25.0 109 | 106 , 44.0 110 | 107 , 37.0 111 | 108 , 16.0 112 | 109 , 28.0 113 | 110 , 36.0 114 | 111 , 58.0 115 | 112 , 30.0 116 | 113 , 34.0 117 | 114 , 43.0 118 | 115 , 14.0 119 | 116 , 21.0 120 | 117 , 33.0 121 | 118 , 62.0 122 | 119 , 31.0 123 | 120 , 43.0 124 | 121 , 0.0 125 | 122 , 13.0 126 | 123 , 17.0 127 | 124 , 95.0 128 | 125 , 74.0 129 | 126 , 64.0 130 | 127 , 53.0 131 | 128 , 29.0 132 | 129 , 20.0 133 | 130 , 1.0 134 | 131 , 55.0 135 | 132 , 55.0 136 | 133 , 33.0 137 | 134 , 27.0 138 | 135 , 23.0 139 | 136 , 3.0 140 | 137 , 0.0 141 | 138 , 59.0 142 | 139 , 79.0 143 | 140 , 41.0 144 | 141 , 32.0 145 | 142 , 21.0 146 | 143 , 6.0 147 | 144 , 2.0 148 | 145 , 0.0 149 | 146 , 20.0 150 | 147 , 8.0 151 | 148 , 17.0 152 | 149 , 14.0 153 | 150 , 7.0 154 | 151 , 0.0 155 | 152 , 13.0 156 | 153 , 14.0 157 | 154 , 4.0 158 | 155 , 2.0 159 | 156 , 3.0 160 | 157 , 0.0 161 | 158 , 0.0 162 | 159 , 17.0 163 | 160 , 36.0 164 | 161 , 1.0 165 | 162 , 0.0 166 | 163 , 0.0 167 | 164 , 2.0 168 | 165 , 0.0 169 | 166 , 0.0 170 | 167 , 0.0 171 | 168 , 0.0 172 | 169 , 0.0 173 | 170 , 0.0 174 | 171 , 0.0 175 | 172 , 0.0 176 | 173 , 0.0 177 | 174 , 0.0 178 | 175 , 0.0 179 | 176 , 0.0 180 | 177 , 0.0 181 | 178 , 0.0 182 | 179 , 0.0 183 | 180 , 0.0 184 | 181 , 0.0 185 | 182 , 0.0 186 | 183 , 0.0 187 | 184 , 0.0 188 | 185 , 0.0 189 | 186 , 0.0 190 | 187 , 0.0 191 | 188 , 0.0 192 | 189 , 0.0 193 | 190 , 0.0 194 | 191 , 0.0 195 | 192 , 0.0 196 | 193 , 0.0 197 | 194 , 0.0 198 | 195 , 0.0 199 | 196 , 0.0 200 | 197 , 0.0 201 | 198 , 0.0 202 | 199 , 0.0 203 | 200 , 0.0 204 | 201 , 0.0 205 | 202 , 0.0 206 | 203 , 0.0 207 | 204 , 0.0 208 | 205 , 0.0 209 | 206 , 0.0 210 | 207 , 0.0 211 | 208 , 0.0 212 | 209 , 0.0 213 | 210 , 0.0 214 | 211 , 0.0 215 | 212 , 0.0 216 | 213 , 0.0 217 | 214 , 0.0 218 | 215 , 0.0 219 | 216 , 0.0 220 | 217 , 0.0 221 | 218 , 0.0 222 | 219 , 0.0 223 | 220 , 0.0 224 | 221 , 0.0 225 | 222 , 0.0 226 | 223 , 0.0 227 | 224 , 0.0 228 | 225 , 0.0 229 | 226 , 0.0 230 | 227 , 0.0 231 | 228 , 0.0 232 | 229 , 0.0 233 | 230 , 0.0 234 | 231 , 0.0 235 | 232 , 0.0 236 | 233 , 0.0 237 | 234 , 0.0 238 | 235 , 0.0 239 | 236 , 0.0 240 | 237 , 0.0 241 | 238 , 0.0 242 | 239 , 0.0 243 | 240 , 0.0 244 | 241 , 0.0 245 | 242 , 0.0 246 | 243 , 0.0 247 | 244 , 0.0 248 | 245 , 0.0 249 | 246 , 0.0 250 | 247 , 0.0 251 | 248 , 0.0 252 | 249 , 0.0 253 | 250 , 0.0 254 | 251 , 0.0 255 | 252 , 0.0 256 | 253 , 0.0 257 | 254 , 0.0 258 | 255 , 0.0 259 | 256 , 0.0 260 | 257 , 0.0 261 | 258 , 0.0 262 | 259 , 0.0 263 | 260 , 0.0 264 | 261 , 0.0 265 | 262 , 0.0 266 | 263 , 0.0 267 | 264 , 0.0 268 | 265 , 0.0 269 | 266 , 0.0 270 | 267 , 0.0 271 | 268 , 0.0 272 | 269 , 0.0 273 | 270 , 0.0 274 | 271 , 0.0 275 | 272 , 0.0 276 | 273 , 0.0 277 | 274 , 0.0 278 | 275 , 0.0 279 | 276 , 0.0 280 | 277 , 0.0 281 | 278 , 0.0 282 | 279 , 0.0 283 | 280 , 0.0 284 | 281 , 0.0 285 | 282 , 0.0 286 | 283 , 0.0 287 | 284 , 0.0 288 | 285 , 0.0 289 | 286 , 0.0 290 | 287 , 0.0 291 | 288 , 0.0 292 | 289 , 0.0 293 | 290 , 0.0 294 | 291 , 0.0 295 | 292 , 0.0 296 | 293 , 0.0 297 | 294 , 0.0 298 | 295 , 0.0 299 | 296 , 0.0 300 | 297 , 0.0 301 | 298 , 0.0 302 | 299 , 0.0 303 | 300 , 0.0 304 | 301 , 0.0 305 | 302 , 0.0 306 | 303 , 0.0 307 | 304 , 0.0 308 | 305 , 0.0 309 | 306 , 0.0 310 | 307 , 0.0 311 | 308 , 0.0 312 | 309 , 0.0 313 | 310 , 0.0 314 | 311 , 0.0 315 | 312 , 0.0 316 | 313 , 0.0 317 | 314 , 0.0 318 | 315 , 0.0 319 | 316 , 0.0 320 | 317 , 0.0 321 | 318 , 0.0 322 | 319 , 0.0 323 | 320 , 0.0 324 | 321 , 0.0 325 | 322 , 0.0 326 | 323 , 0.0 327 | 324 , 0.0 328 | 325 , 0.0 329 | 326 , 0.0 330 | 327 , 0.0 331 | 328 , 0.0 332 | 329 , 0.0 333 | 330 , 0.0 334 | 331 , 0.0 335 | 332 , 0.0 336 | 333 , 0.0 337 | 334 , 0.0 338 | 335 , 0.0 339 | 336 , 0.0 340 | 337 , 0.0 341 | 338 , 0.0 342 | 339 , 0.0 343 | 340 , 0.0 344 | 341 , 0.0 345 | 342 , 0.0 346 | 343 , 0.0 347 | 344 , 0.0 348 | 345 , 0.0 349 | 346 , 0.0 350 | 347 , 0.0 351 | 348 , 0.0 352 | 349 , 0.0 353 | 350 , 0.0 354 | 351 , 0.0 355 | 352 , 0.0 356 | 353 , 0.0 357 | 354 , 0.0 358 | 355 , 0.0 359 | 356 , 0.0 360 | 357 , 0.0 361 | 358 , 0.0 362 | 359 , 0.0 363 | 360 , 0.0 364 | 361 , 0.0 365 | 362 , 0.0 366 | 363 , 0.0 367 | 364 , 0.0 368 | 365 , 0.0 369 | 366 , 0.0 370 | 367 , 0.0 371 | 368 , 0.0 372 | 369 , 0.0 373 | 370 , 0.0 374 | 371 , 0.0 375 | 372 , 2.0 376 | 373 , 0.0 377 | 374 , 0.0 378 | 375 , 0.0 379 | 376 , 0.0 380 | 377 , 0.0 381 | 378 , 0.0 382 | 379 , 0.0 383 | 380 , 0.0 384 | 381 , 0.0 385 | 382 , 0.0 386 | 383 , 0.0 387 | 384 , 0.0 388 | 385 , 0.0 389 | 386 , 0.0 390 | 387 , 0.0 391 | 388 , 0.0 392 | 389 , 0.0 393 | 390 , 0.0 394 | 391 , 0.0 395 | 392 , 0.0 396 | 393 , 0.0 397 | 394 , 0.0 398 | 395 , 0.0 399 | 396 , 0.0 400 | 397 , 0.0 401 | 398 , 0.0 402 | 399 , 0.0 403 | 400 , 0.0 404 | 401 , 0.0 405 | 402 , 0.0 406 | 403 , 0.0 407 | 404 , 0.0 408 | 405 , 0.0 409 | 406 , 0.0 410 | 407 , 0.0 411 | 408 , 0.0 412 | 409 , 0.0 413 | 410 , 0.0 414 | 411 , 0.0 415 | 412 , 0.0 416 | 413 , 0.0 417 | 414 , 0.0 418 | 415 , 0.0 419 | 416 , 0.0 420 | 417 , 0.0 421 | 418 , 0.0 422 | 419 , 0.0 423 | 420 , 0.0 424 | 421 , 0.0 425 | 422 , 0.0 426 | 423 , 0.0 427 | 424 , 0.0 428 | 425 , 0.0 429 | 426 , 0.0 430 | 427 , 0.0 431 | 428 , 0.0 432 | 429 , 0.0 433 | 430 , 0.0 434 | 431 , 0.0 435 | 432 , 0.0 436 | 433 , 0.0 437 | 434 , 0.0 438 | 435 , 0.0 439 | 436 , 0.0 440 | 437 , 0.0 441 | 438 , 0.0 442 | 439 , 0.0 443 | 440 , 0.0 444 | 441 , 0.0 445 | 442 , 0.0 446 | 443 , 0.0 447 | 444 , 0.0 448 | 445 , 0.0 449 | 446 , 0.0 450 | 447 , 0.0 451 | 448 , 0.0 452 | 449 , 0.0 453 | 450 , 0.0 454 | 451 , 0.0 455 | 452 , 0.0 456 | 453 , 0.0 457 | 454 , 0.0 458 | 455 , 0.0 459 | 456 , 0.0 460 | 457 , 0.0 461 | 458 , 0.0 462 | 459 , 0.0 463 | 460 , 0.0 464 | 461 , 0.0 465 | 462 , 0.0 466 | 463 , 0.0 467 | 464 , 0.0 468 | 465 , 0.0 469 | 466 , 0.0 470 | 467 , 0.0 471 | 468 , 0.0 472 | 469 , 0.0 473 | 470 , 0.0 474 | 471 , 0.0 475 | 472 , 0.0 476 | 473 , 0.0 477 | 474 , 0.0 478 | 475 , 0.0 479 | 476 , 0.0 480 | 477 , 0.0 481 | 478 , 0.0 482 | 479 , 0.0 483 | 480 , 0.0 484 | 481 , 0.0 485 | 482 , 0.0 486 | 483 , 0.0 487 | 484 , 0.0 488 | 485 , 1.0 489 | 486 , 0.0 490 | 487 , 0.0 491 | 488 , 0.0 492 | 489 , 0.0 493 | 490 , 0.0 494 | 491 , 0.0 495 | 492 , 0.0 496 | 493 , 0.0 497 | 494 , 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1106 , 0.0 1110 | 1107 , 0.0 1111 | 1108 , 0.0 1112 | 1109 , 0.0 1113 | 1110 , 0.0 1114 | 1111 , 0.0 1115 | 1112 , 0.0 1116 | 1113 , 0.0 1117 | 1114 , 0.0 1118 | 1115 , 0.0 1119 | 1116 , 0.0 1120 | 1117 , 0.0 1121 | 1118 , 0.0 1122 | 1119 , 0.0 1123 | 1120 , 0.0 1124 | 1121 , 0.0 1125 | 1122 , 0.0 1126 | 1123 , 0.0 1127 | 1124 , 0.0 1128 | 1125 , 0.0 1129 | 1126 , 0.0 1130 | 1127 , 0.0 1131 | 1128 , 0.0 1132 | 1129 , 0.0 1133 | 1130 , 0.0 1134 | 1131 , 0.0 1135 | 1132 , 0.0 1136 | 1133 , 0.0 1137 | 1134 , 0.0 1138 | 1135 , 0.0 1139 | 1136 , 0.0 1140 | 1137 , 0.0 1141 | 1138 , 0.0 1142 | 1139 , 1.0 1143 | 1140 , 0.0 1144 | 1141 , 0.0 1145 | 1142 , 0.0 1146 | 1143 , 3.0 1147 | 1144 , 0.0 1148 | 1145 , 0.0 1149 | 1146 , 0.0 1150 | 1147 , 0.0 1151 | 1148 , 4.0 1152 | 1149 , 0.0 1153 | 1150 , 1.0 1154 | 1151 , 0.0 1155 | 1152 , 1.0 1156 | 1153 , 2.0 1157 | 1154 , 3.0 1158 | 1155 , 0.0 1159 | 1156 , 0.0 1160 | 1157 , 3.0 1161 | 1158 , 3.0 1162 | 1159 , 0.0 1163 | 1160 , 0.0 1164 | 1161 , 7.0 1165 | 1162 , 5.0 1166 | 1163 , 10.0 1167 | 1164 , 4.0 1168 | 1165 , 5.0 1169 | 1166 , 0.0 1170 | 1167 , 31.0 1171 | 1168 , 27.0 1172 | 1169 , 19.0 1173 | 1170 , 10.0 1174 | 1171 , 45.0 1175 | 1172 , 4.0 1176 | 1173 , 2.0 1177 | 1174 , 140.0 1178 | 1175 , 96.0 1179 | 1176 , 88.0 1180 | 1177 , 90.0 1181 | 1178 , 32.0 1182 | 1179 , 71.0 1183 | 1180 , 32.0 1184 | 1181 , 326.0 1185 | 1182 , 173.0 1186 | 1183 , 187.0 1187 | 1184 , 254.0 1188 | 1185 , 235.0 1189 | 1186 , 145.0 1190 | 1187 , 6.0 1191 | 1188 , 111.0 1192 | 1189 , 187.0 1193 | 1190 , 143.0 1194 | 1191 , 212.0 1195 | 1192 , 7.0 1196 | 1193 , 72.0 1197 | 1194 , 13.0 1198 | 1195 , 231.0 1199 | 1196 , 226.0 1200 | 1197 , 277.0 1201 | 1198 , 296.0 1202 | 1199 , 257.0 1203 | 1200 , 43.0 1204 | 1201 , 13.0 1205 | 1202 , 175.0 1206 | 1203 , 220.0 1207 | 1204 , 227.0 1208 | 1205 , 158.0 1209 | 1206 , 150.0 1210 | 1207 , 15.0 1211 | 1208 , 2.0 1212 | 1209 , 200.0 1213 | 1210 , 87.0 1214 | 1211 , 113.0 1215 | 1212 , 76.0 1216 | 1213 , 92.0 1217 | 1214 , 11.0 1218 | 1215 , 3.0 1219 | 1216 , 2.0 1220 | 1217 , 107.0 1221 | 1218 , 101.0 1222 | 1219 , 67.0 1223 | 1220 , 43.0 1224 | 1221 , 19.0 1225 | 1222 , 9.0 1226 | 1223 , 98.0 1227 | 1224 , 71.0 1228 | 1225 , 80.0 1229 | 1226 , 84.0 1230 | 1227 , 27.0 1231 | 1228 , 7.0 1232 | 1229 , 3.0 1233 | 1230 , 77.0 1234 | 1231 , 35.0 1235 | 1232 , 61.0 1236 | 1233 , 45.0 1237 | 1234 , 18.0 1238 | 1235 , 8.0 1239 | 1236 , 2.0 1240 | 1237 , 38.0 1241 | 1238 , 13.0 1242 | 1239 , 17.0 1243 | 1240 , 4.0 1244 | 1241 , 2.0 1245 | 1242 , 18.0 1246 | 1243 , 2.0 1247 | 1244 , 17.0 1248 | 1245 , 25.0 1249 | 1246 , 18.0 1250 | 1247 , 26.0 1251 | 1248 , 13.0 1252 | 1249 , 3.0 1253 | 1250 , 2.0 1254 | 1251 , 10.0 1255 | 1252 , 18.0 1256 | 1253 , 19.0 1257 | 1254 , 17.0 1258 | 1255 , 11.0 1259 | 1256 , 4.0 1260 | 1257 , 1.0 1261 | 1258 , 13.0 1262 | 1259 , 8.0 1263 | 1260 , 13.0 1264 | 1261 , 15.0 1265 | 1262 , 15.0 1266 | 1263 , 3.0 1267 | 1264 , 0.0 1268 | 1265 , 0.0 1269 | 1266 , 0.0 1270 | 1267 , 6.0 1271 | 1268 , 2.0 1272 | 1269 , 6.0 1273 | 1270 , 0.0 1274 | 1271 , 0.0 1275 | 1272 , 2.0 1276 | 1273 , 0.0 1277 | 1274 , 8.0 1278 | 1275 , 0.0 1279 | 1276 , 3.0 1280 | 1277 , 0.0 1281 | 1278 , 0.0 1282 | 1279 , 0.0 1283 | 1280 , 2.0 1284 | 1281 , 0.0 1285 | 1282 , 0.0 1286 | 1283 , 0.0 1287 | 1284 , 0.0 1288 | 1285 , 0.0 1289 | 1286 , 0.0 1290 | 1287 , 2.0 1291 | 1288 , 0.0 1292 | 1289 , 0.0 1293 | 1290 , 0.0 1294 | 1291 , 0.0 1295 | 1292 , 0.0 1296 | 1293 , 3.0 1297 | 1294 , 0.0 1298 | 1295 , 1.0 1299 | 1296 , 0.0 1300 | 1297 , 0.0 1301 | 1298 , 0.0 1302 | 1299 , 0.0 1303 | 1300 , 1.0 1304 | 1301 , 0.0 1305 | 1302 , 0.0 1306 | 1303 , 0.0 1307 | 1304 , 0.0 1308 | 1305 , 0.0 1309 | 1306 , 0.0 1310 | 1307 , 6.0 1311 | 1308 , 0.0 1312 | 1309 , 0.0 1313 | 1310 , 0.0 1314 | 1311 , 0.0 1315 | 1312 , 2.0 1316 | 1313 , 0.0 1317 | 1314 , 2.0 1318 | 1315 , 2.0 1319 | 1316 , 0.0 1320 | 1317 , 0.0 1321 | 1318 , 0.0 1322 | 1319 , 0.0 1323 | 1320 , 0.0 1324 | 1321 , 0.0 1325 | 1322 , 0.0 1326 | 1323 , 0.0 1327 | 1324 , 0.0 1328 | 1325 , 0.0 1329 | 1326 , 0.0 1330 | 1327 , 0.0 1331 | 1328 , 0.0 1332 | 1329 , 0.0 1333 | 1330 , 0.0 1334 | 1331 , 0.0 1335 | 1332 , 0.0 1336 | 1333 , 0.0 1337 | 1334 , 0.0 1338 | 1335 , 0.0 1339 | 1336 , 3.0 1340 | 1337 , 0.0 1341 | 1338 , 0.0 1342 | 1339 , 0.0 1343 | 1340 , 0.0 1344 | 1341 , 0.0 1345 | 1342 , 0.0 1346 | 1343 , 0.0 1347 | 1344 , 0.0 1348 | 1345 , 0.0 1349 | 1346 , 0.0 1350 | 1347 , 0.0 1351 | 1348 , 0.0 1352 | 1349 , 0.0 1353 | 1350 , 0.0 1354 | 1351 , 0.0 1355 | 1352 , 15.0 1356 | 1353 , 0.0 1357 | 1354 , 0.0 1358 | 1355 , 0.0 1359 | 1356 , 0.0 1360 | 1357 , 0.0 1361 | 1358 , 0.0 1362 | 1359 , 0.0 1363 | 1360 , 0.0 1364 | 1361 , 0.0 1365 | 1362 , 0.0 1366 | 1363 , 0.0 1367 | 1364 , 0.0 1368 | 1365 , 0.0 1369 | 1366 , 0.0 1370 | 1367 , 0.0 1371 | 1368 , 0.0 1372 | 1369 , 0.0 1373 | 1370 , 0.0 1374 | 1371 , 0.0 1375 | 1372 , 0.0 1376 | 1373 , 1.0 1377 | 1374 , 0.0 1378 | 1375 , 0.0 1379 | 1376 , 0.0 1380 | 1377 , 0.0 1381 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1811 , 0.0 1815 | 1812 , 0.0 1816 | 1813 , 0.0 1817 | 1814 , 0.0 1818 | 1815 , 0.0 1819 | 1816 , 0.0 1820 | 1817 , 0.0 1821 | 1818 , 0.0 1822 | 1819 , 0.0 1823 | 1820 , 0.0 1824 | 1821 , 0.0 1825 | 1822 , 0.0 1826 | 1823 , 0.0 1827 | 1824 , 0.0 1828 | 1825 , 0.0 1829 | 1826 , 0.0 1830 | -------------------------------------------------------------------------------- /Datos/precipCamila5Y.csv: -------------------------------------------------------------------------------- 1 | "0","0" 2 | "1","0" 3 | "2","0" 4 | "3","0" 5 | "4","0" 6 | "5","8.89" 7 | "6","0" 8 | "7","0" 9 | "8","17.02" 10 | "9","2.03" 11 | "10","0" 12 | "11","0" 13 | "12","0" 14 | "13","0" 15 | "14","49.02" 16 | "15","0" 17 | "16","0" 18 | "17","0" 19 | "18","0" 20 | "19","0" 21 | "20","0" 22 | "21","0" 23 | "22","0" 24 | "23","0" 25 | "24","0" 26 | "25","0" 27 | "26","0" 28 | "27","0" 29 | "28","0.25" 30 | "29","0" 31 | "30","0" 32 | "31","0" 33 | "32","0" 34 | "33","0" 35 | "34","0" 36 | "35","1.27" 37 | "36","0" 38 | "37","0" 39 | "38","0" 40 | "39","0" 41 | "40","0" 42 | "41","0" 43 | "42","0" 44 | "43","0" 45 | "44","0" 46 | "45","0" 47 | "46","0" 48 | "47","6.1" 49 | "48","60.96" 50 | "49","0" 51 | "50","0" 52 | "51","0" 53 | "52","0" 54 | "53","0" 55 | "54","0" 56 | "55","0" 57 | "56","0" 58 | "57","0" 59 | "58","0" 60 | "59","0" 61 | "60","0" 62 | "61","0" 63 | "62","0" 64 | "63","0" 65 | "64","0" 66 | "65","0" 67 | "66","0" 68 | "67","0" 69 | "68","0" 70 | "69","0" 71 | "70","5.08" 72 | "71","0" 73 | "72","0" 74 | "73","2.03" 75 | "74","17.02" 76 | "75","0" 77 | "76","12.95" 78 | "77","45.97" 79 | "78","0" 80 | "79","0" 81 | "80","0" 82 | "81","0" 83 | "82","0" 84 | "83","0" 85 | "84","0" 86 | "85","0" 87 | "86","3.81" 88 | "87","0" 89 | "88","0" 90 | "89","0" 91 | "90","0" 92 | "91","0" 93 | "92","7.11" 94 | "93","0" 95 | "94","0" 96 | "95","0" 97 | "96","0" 98 | "97","0" 99 | "98","0" 100 | "99","0" 101 | "100","0" 102 | "101","0" 103 | "102","0" 104 | "103","12.95" 105 | "104","0" 106 | 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350 | "349","0" 351 | "350","0" 352 | "351","0" 353 | "352","0" 354 | "353","24.13" 355 | "354","0" 356 | "355","0" 357 | "356","0" 358 | "357","0" 359 | "358","0" 360 | "359","0" 361 | "360","0" 362 | "361","0" 363 | "362","0" 364 | "363","0" 365 | "364","7.87" 366 | "365","0" 367 | "366","0" 368 | "367","0" 369 | "368","0" 370 | "369","0" 371 | "370","0" 372 | "371","0" 373 | "372","0" 374 | "373","0" 375 | "374","4.06" 376 | "375","0" 377 | "376","6.1" 378 | "377","17.02" 379 | "378","0" 380 | "379","0" 381 | "380","17.02" 382 | "381","34.04" 383 | "382","0" 384 | "383","0" 385 | "384","0" 386 | "385","0" 387 | "386","0" 388 | "387","0" 389 | "388","0" 390 | "389","0" 391 | "390","0" 392 | "391","21.08" 393 | "392","0.76" 394 | "393","0" 395 | "394","43.94" 396 | "395","12.95" 397 | "396","13.97" 398 | "397","4.06" 399 | "398","0.25" 400 | "399","0" 401 | "400","0" 402 | "401","0" 403 | "402","0" 404 | "403","0" 405 | "404","0" 406 | "405","0" 407 | "406","0" 408 | "407","0" 409 | 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652 | "651","25.91" 653 | "652","11.94" 654 | "653","0" 655 | "654","0" 656 | "655","0" 657 | "656","0" 658 | "657","0" 659 | "658","0" 660 | "659","0" 661 | "660","0" 662 | "661","7.87" 663 | "662","0" 664 | "663","0" 665 | "664","0" 666 | "665","0" 667 | "666","0" 668 | "667","0" 669 | "668","0" 670 | "669","0" 671 | "670","0" 672 | "671","18.03" 673 | "672","0" 674 | "673","0" 675 | "674","1.02" 676 | "675","0" 677 | "676","5.08" 678 | "677","0" 679 | "678","0" 680 | "679","0" 681 | "680","0" 682 | "681","0" 683 | "682","0" 684 | "683","51.05" 685 | "684","0" 686 | "685","0" 687 | "686","0" 688 | "687","0" 689 | "688","0" 690 | "689","0" 691 | "690","0" 692 | "691","0" 693 | "692","0" 694 | "693","0" 695 | "694","52.07" 696 | "695","1.02" 697 | "696","0" 698 | "697","4.06" 699 | "698","0" 700 | "699","0" 701 | "700","0" 702 | "701","0" 703 | "702","0" 704 | "703","0" 705 | "704","0" 706 | "705","0" 707 | "706","0" 708 | "707","0" 709 | "708","0" 710 | "709","2.03" 711 | "710","0.51" 712 | "711","2.03" 713 | "712","2.03" 714 | "713","0" 715 | "714","9.91" 716 | "715","0" 717 | "716","0" 718 | "717","0" 719 | "718","0" 720 | "719","0" 721 | "720","0" 722 | "721","0" 723 | "722","0" 724 | "723","0" 725 | "724","0" 726 | "725","0" 727 | "726","0" 728 | "727","0" 729 | "728","0" 730 | "729","0" 731 | "730","0" 732 | "731","16" 733 | "732","18.03" 734 | "733","2.03" 735 | "734","36.07" 736 | "735","0" 737 | "736","0" 738 | "737","0" 739 | "738","0" 740 | "739","0" 741 | "740","0" 742 | "741","0" 743 | "742","0" 744 | "743","0" 745 | "744","0" 746 | "745","0" 747 | "746","4.06" 748 | "747","25.91" 749 | "748","0" 750 | "749","0" 751 | "750","0" 752 | "751","0" 753 | "752","0" 754 | "753","8.89" 755 | "754","0" 756 | "755","0.51" 757 | "756","2.03" 758 | "757","0" 759 | "758","0" 760 | "759","0" 761 | "760","0" 762 | "761","0" 763 | "762","0" 764 | "763","0" 765 | "764","7.11" 766 | "765","0" 767 | "766","4.06" 768 | "767","0" 769 | "768","0" 770 | "769","0" 771 | 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1121 | "1120","0" 1122 | "1121","0" 1123 | "1122","0" 1124 | "1123","37.08" 1125 | "1124","0" 1126 | "1125","0" 1127 | "1126","0" 1128 | "1127","0" 1129 | "1128","1.02" 1130 | "1129","0" 1131 | "1130","0" 1132 | "1131","0" 1133 | "1132","0" 1134 | "1133","0" 1135 | "1134","0" 1136 | "1135","0" 1137 | "1136","0" 1138 | "1137","0" 1139 | "1138","0" 1140 | "1139","1.02" 1141 | "1140","6.1" 1142 | "1141","0" 1143 | "1142","23.88" 1144 | "1143","0" 1145 | "1144","0" 1146 | "1145","0" 1147 | "1146","0" 1148 | "1147","0" 1149 | "1148","0" 1150 | "1149","2.03" 1151 | "1150","2.03" 1152 | "1151","0" 1153 | "1152","0" 1154 | "1153","0" 1155 | "1154","0" 1156 | "1155","0" 1157 | "1156","7.87" 1158 | "1157","0" 1159 | "1158","0" 1160 | "1159","0" 1161 | "1160","0" 1162 | "1161","0" 1163 | "1162","0" 1164 | "1163","0" 1165 | "1164","0" 1166 | "1165","0" 1167 | "1166","0" 1168 | "1167","0" 1169 | "1168","0" 1170 | "1169","2.03" 1171 | "1170","0" 1172 | "1171","0" 1173 | "1172","0" 1174 | 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51 | 49,19.7,0 52 | 50,20.7,0 53 | 51,17.4,0 54 | 52,17.3,0 55 | 53,20.1,0 56 | 54,22.1,0 57 | 55,22.6,0 58 | 56,21,0 59 | 57,21.6,0 60 | 58,23.3,0 61 | 59,24.7,0 62 | 60,25.7,0 63 | 61,26.4,0 64 | 62,25.7,0 65 | 63,27.1,0 66 | 64,25.8,0 67 | 65,26.2,0 68 | 66,24.9,0 69 | 67,26.9,0 70 | 68,27.1,0 71 | 69,25.4,0 72 | 70,23.4,5.08 73 | 71,24.1,0 74 | 72,28.2,0 75 | 73,25.4,2.03 76 | 74,18.3,17.02 77 | 75,20.4,0 78 | 76,20.6,12.95 79 | 77,19.3,45.97 80 | 78,21.1,0 81 | 79,20.4,0 82 | 80,21.7,0 83 | 81,22.5,0 84 | 82,24.2,0 85 | 83,25.8,0 86 | 84,24.6,0 87 | 85,23.8,0 88 | 86,21.7,3.81 89 | 87,22.3,0 90 | 88,23.3,0 91 | 89,24.4,0 92 | 90,24.9,0 93 | 91,23.5,0 94 | 92,19.3,7.11 95 | 93,15.9,0 96 | 94,16.9,0 97 | 95,19.4,0 98 | 96,18.2,0 99 | 97,11.9,0 100 | 98,13.2,0 101 | 99,15.1,0 102 | 100,17.1,0 103 | 101,17.1,0 104 | 102,18.3,0 105 | 103,16.8,12.95 106 | 104,14.6,0 107 | 105,13.8,0 108 | 106,14.9,0 109 | 107,17.3,0 110 | 108,17.4,0 111 | 109,19.4,0 112 | 110,19.7,0 113 | 111,18.6,0 114 | 112,19.1,0 115 | 113,21.7,0 116 | 114,25.4,0 117 | 115,21.2,3.05 118 | 116,18.7,1.02 119 | 117,18.9,9.91 120 | 118,20,95 121 | 119,16.6,0 122 | 120,15.2,0 123 | 121,17.1,0 124 | 122,13.9,0 125 | 123,14.8,0 126 | 124,16.6,0 127 | 125,13.9,0 128 | 126,11.3,0 129 | 127,9.9,0 130 | 128,11.7,0 131 | 129,15.1,0 132 | 130,17.7,0 133 | 131,18.9,0 134 | 132,12.5,0 135 | 133,13.3,0 136 | 134,9.8,0 137 | 135,12.6,0 138 | 136,15.7,0 139 | 137,17.8,0 140 | 138,17.7,0 141 | 139,18.8,0 142 | 140,20.1,0 143 | 141,14.3,0 144 | 142,12,0 145 | 143,9.9,0 146 | 144,8.9,0 147 | 145,14.1,0 148 | 146,10.3,0 149 | 147,13.8,0 150 | 148,14.7,0 151 | 149,15.7,0 152 | 150,12.3,0 153 | 151,10.4,0 154 | 152,6.6,0 155 | 153,7.8,0 156 | 154,9.6,0 157 | 155,10.4,0 158 | 156,10.1,0 159 | 157,14.8,0 160 | 158,15.6,0 161 | 159,12.3,0 162 | 160,11.7,0 163 | 161,11.7,0 164 | 162,11.2,0 165 | 163,14.8,0 166 | 164,10,0 167 | 165,5.7,0 168 | 166,11.1,0 169 | 167,19.2,0 170 | 168,22.6,0 171 | 169,14.1,11.94 172 | 170,10.5,0 173 | 171,11.3,0 174 | 172,15,0 175 | 173,11.2,0 176 | 174,14.7,0.51 177 | 175,12.2,0.51 178 | 176,9.2,0 179 | 177,4.9,0 180 | 178,9.4,0 181 | 179,7.9,0 182 | 180,10,0 183 | 181,10.9,0 184 | 182,7,0.25 185 | 183,4.7,0 186 | 184,8.1,0 187 | 185,10.4,0 188 | 186,10.1,0 189 | 187,6.3,0 190 | 188,7.9,0 191 | 189,8.8,0 192 | 190,7.3,0 193 | 191,10.9,0 194 | 192,8.4,0 195 | 193,7.3,0 196 | 194,6.9,0 197 | 195,3.4,0 198 | 196,8.4,0 199 | 197,13.4,0 200 | 198,11,0 201 | 199,14.5,0 202 | 200,15.4,0 203 | 201,14.7,0 204 | 202,14.7,0 205 | 203,13.5,0 206 | 204,10.1,2.54 207 | 205,8.6,0.51 208 | 206,8.2,0 209 | 207,10.1,0 210 | 208,9.6,0 211 | 209,6.3,0 212 | 210,4.7,0 213 | 211,10.1,0 214 | 212,10.3,0 215 | 213,14.8,0 216 | 214,21.9,0 217 | 215,21.5,0 218 | 216,21.6,0 219 | 217,24.9,0 220 | 218,17.8,0 221 | 219,11.4,4.57 222 | 220,12.9,0.51 223 | 221,14.9,0 224 | 222,15.1,0 225 | 223,8.5,0 226 | 224,6.3,0 227 | 225,9.3,0 228 | 226,12.1,0 229 | 227,10.2,0 230 | 228,8.9,0 231 | 229,12.1,0 232 | 230,13.3,0 233 | 231,10.3,0 234 | 232,5.9,0 235 | 233,6.4,0 236 | 234,10.2,0 237 | 235,13,0 238 | 236,18.7,0 239 | 237,23.1,0 240 | 238,20,0 241 | 239,13.6,0 242 | 240,17.8,0 243 | 241,16.3,4.06 244 | 242,13,0 245 | 243,8.9,0 246 | 244,8.3,4.06 247 | 245,8.8,22.1 248 | 246,10.4,0 249 | 247,11,0 250 | 248,13.2,0 251 | 249,12.7,0 252 | 250,12.9,0 253 | 251,15.1,0 254 | 252,16.5,0 255 | 253,15.8,0 256 | 254,16.7,0 257 | 255,12.9,0 258 | 256,16.3,0 259 | 257,12.3,0 260 | 258,12.3,0 261 | 259,13,0 262 | 260,15.8,0 263 | 261,18.1,0 264 | 262,12.7,0 265 | 263,10.1,0 266 | 264,12.8,0 267 | 265,16.3,0 268 | 266,18.7,0 269 | 267,21.4,0 270 | 268,21.9,0 271 | 269,20.3,17.02 272 | 270,15.9,0 273 | 271,16.4,0 274 | 272,19.2,0 275 | 273,24.1,0 276 | 274,19.5,0 277 | 275,14.7,0 278 | 276,12.1,0 279 | 277,10.2,0 280 | 278,13.6,0.25 281 | 279,13.8,0 282 | 280,19.7,0 283 | 281,19.1,0 284 | 282,18.7,0 285 | 283,19.2,0 286 | 284,19.1,0 287 | 285,16.4,0 288 | 286,18.7,0 289 | 287,21.4,0 290 | 288,22.1,0 291 | 289,23.7,0 292 | 290,24.8,0 293 | 291,28.7,0 294 | 292,28.7,0 295 | 293,15.4,43.94 296 | 294,13.7,3.3 297 | 295,18.8,0 298 | 296,19.5,0.25 299 | 297,22.9,2.03 300 | 298,22.4,0 301 | 299,14.3,17.02 302 | 300,18.6,0 303 | 301,15.7,0 304 | 302,13.9,0.51 305 | 303,14.3,0 306 | 304,17.4,0 307 | 305,19.9,0 308 | 306,20.6,0 309 | 307,21.6,0 310 | 308,21.1,0 311 | 309,19.8,0 312 | 310,22,0 313 | 311,23.9,0 314 | 312,23.5,0 315 | 313,21.3,0 316 | 314,20.9,0 317 | 315,23.2,0 318 | 316,24.2,0 319 | 317,25,0 320 | 318,21.5,3.05 321 | 319,21.4,0 322 | 320,20.3,0 323 | 321,23.2,0 324 | 322,22.4,0 325 | 323,23.2,0 326 | 324,22.1,0 327 | 325,23.3,0 328 | 326,24.7,0 329 | 327,26.9,0 330 | 328,30.2,0 331 | 329,24.2,22.1 332 | 330,22.1,0 333 | 331,24.4,0 334 | 332,22.8,0.51 335 | 333,21.6,117.09 336 | 334,22.1,0 337 | 335,20.9,0.51 338 | 336,20.9,35.05 339 | 337,21.2,2.03 340 | 338,19.2,0 341 | 339,17.1,0 342 | 340,19.2,0 343 | 341,21.4,0 344 | 342,23.2,0 345 | 343,25.8,0 346 | 344,27,0 347 | 345,25.2,0 348 | 346,19.4,0 349 | 347,19.4,2.03 350 | 348,19.5,0 351 | 349,21.8,0 352 | 350,21.8,0 353 | 351,25.2,0 354 | 352,26.1,0 355 | 353,22.5,24.13 356 | 354,19.7,0 357 | 355,21.1,0 358 | 356,23.9,0 359 | 357,24.3,0 360 | 358,25.9,0 361 | 359,26.9,0 362 | 360,27,0 363 | 361,28,0 364 | 362,28.1,0 365 | 363,28.6,0 366 | 364,23.1,7.87 367 | 365,20.1,0 368 | 366,23.4,0 369 | 367,26.6,0 370 | 368,26.7,0 371 | 369,26.8,0 372 | 370,25.9,0 373 | 371,22.9,0 374 | 372,24.3,0 375 | 373,25.8,0 376 | 374,25.2,4.06 377 | 375,27.3,0 378 | 376,22.1,6.1 379 | 377,21.8,17.02 380 | 378,23.7,0 381 | 379,24.2,0 382 | 380,22.5,17.02 383 | 381,22.7,34.04 384 | 382,20.6,0 385 | 383,21.4,0 386 | 384,24.2,0 387 | 385,26.3,0 388 | 386,26.4,0 389 | 387,27.7,0 390 | 388,28.7,0 391 | 389,29.6,0 392 | 390,28.3,0 393 | 391,27.2,21.08 394 | 392,27.1,0.76 395 | 393,23.4,0 396 | 394,22.4,43.94 397 | 395,20.7,12.95 398 | 396,17.8,13.97 399 | 397,20.4,4.06 400 | 398,20.3,0.25 401 | 399,22,0 402 | 400,22.4,0 403 | 401,21.9,0 404 | 402,24.1,0 405 | 403,24.3,0 406 | 404,22.4,0 407 | 405,22,0 408 | 406,18.6,0 409 | 407,23.5,0 410 | 408,23.5,0 411 | 409,24.3,0 412 | 410,22.6,0 413 | 411,23.6,0 414 | 412,21.8,0 415 | 413,21.3,0 416 | 414,23,0 417 | 415,20.6,0 418 | 416,26,0 419 | 417,29.8,0 420 | 418,26.7,0 421 | 419,25.1,0 422 | 420,23.3,0 423 | 421,23.9,0 424 | 422,25,0 425 | 423,26.2,0 426 | 424,26.7,0 427 | 425,27.2,0 428 | 426,26.8,0 429 | 427,26.8,0 430 | 428,24.6,2.03 431 | 429,23.3,0 432 | 430,20.8,0 433 | 431,21.8,0 434 | 432,22.6,0 435 | 433,23.8,0 436 | 434,25.1,0 437 | 435,24,0 438 | 436,23.7,0 439 | 437,24.5,0 440 | 438,22.6,0 441 | 439,19.8,6.1 442 | 440,20.6,50.04 443 | 441,19.2,11.94 444 | 442,15.8,0 445 | 443,18.1,0 446 | 444,20.1,17.02 447 | 445,19.4,0 448 | 446,19.3,0 449 | 447,19.3,0 450 | 448,20.7,3.05 451 | 449,21.1,53.09 452 | 450,19.6,22.1 453 | 451,17.8,0 454 | 452,17.7,0 455 | 453,19.2,0 456 | 454,18.4,0 457 | 455,19.6,0 458 | 456,19.3,0 459 | 457,19.8,0 460 | 458,20.9,0 461 | 459,21.2,0 462 | 460,22.6,0 463 | 461,22.4,0 464 | 462,23.8,0 465 | 463,23.8,0 466 | 464,20.2,59.94 467 | 465,19.9,11.94 468 | 466,17.6,17.02 469 | 467,16.4,0 470 | 468,17.3,0 471 | 469,18.8,0 472 | 470,19.8,0 473 | 471,20.7,0 474 | 472,21.3,0 475 | 473,21.6,0 476 | 474,21.7,0 477 | 475,21.1,0 478 | 476,19.5,0 479 | 477,20.9,10.92 480 | 478,19.7,0 481 | 479,18.3,0 482 | 480,14.3,0 483 | 481,15.7,0 484 | 482,14.8,0 485 | 483,15.6,0 486 | 484,15.7,0 487 | 485,15.4,0 488 | 486,17.4,0 489 | 487,21.2,0 490 | 488,22.9,0.51 491 | 489,14.9,16 492 | 490,12.2,0 493 | 491,10.2,0 494 | 492,10,0 495 | 493,12.5,0 496 | 494,13.7,0 497 | 495,13.3,0 498 | 496,9.4,0 499 | 497,9.2,0 500 | 498,10.8,0 501 | 499,10.7,0 502 | 500,11.9,0 503 | 501,13.6,0 504 | 502,13.3,0 505 | 503,13.6,0 506 | 504,14.4,0 507 | 505,13.6,0.51 508 | 506,12.8,24.89 509 | 507,11.3,9.91 510 | 508,12.4,2.03 511 | 509,9.9,0 512 | 510,12.4,0 513 | 511,11.6,0 514 | 512,13.3,0 515 | 513,14.9,0 516 | 514,11.6,0 517 | 515,8.8,0 518 | 516,12.1,0 519 | 517,13.9,0 520 | 518,13.5,0 521 | 519,13.4,0 522 | 520,17.7,0 523 | 521,16.7,1.02 524 | 522,10.2,0 525 | 523,11.1,0 526 | 524,14,0 527 | 525,15.2,0 528 | 526,15.9,0 529 | 527,9.8,0 530 | 528,12.7,0 531 | 529,13.9,0 532 | 530,12.6,0 533 | 531,8.7,0 534 | 532,5.7,0 535 | 533,7.5,0 536 | 534,6.6,0 537 | 535,7.7,0 538 | 536,6.8,0 539 | 537,9.3,0 540 | 538,9.8,0 541 | 539,13.1,0 542 | 540,12.7,0 543 | 541,8.5,0 544 | 542,9.4,0 545 | 543,5.6,0 546 | 544,5.6,0 547 | 545,4.3,0 548 | 546,4.3,0 549 | 547,9,0 550 | 548,8.5,0 551 | 549,5.6,0 552 | 550,8.2,0 553 | 551,9.8,0 554 | 552,12.7,0 555 | 553,18,3.05 556 | 554,15.8,0 557 | 555,19.9,0 558 | 556,14.9,0 559 | 557,6.9,0 560 | 558,15.4,0 561 | 559,14.8,0 562 | 560,10.5,20.07 563 | 561,10.8,24.89 564 | 562,7.2,0 565 | 563,9,0 566 | 564,6.9,0 567 | 565,5.1,0 568 | 566,8.4,0 569 | 567,10.7,0 570 | 568,13.3,0 571 | 569,15.8,0 572 | 570,17.3,0 573 | 571,13.5,1.02 574 | 572,9.9,0 575 | 573,7,0 576 | 574,5.7,0 577 | 575,4.3,0 578 | 576,3,0 579 | 577,9.6,0 580 | 578,9.4,0 581 | 579,10,0 582 | 580,10.7,0 583 | 581,10.8,0 584 | 582,11.4,0 585 | 583,15.5,0 586 | 584,18.6,0 587 | 585,15.2,0.51 588 | 586,9,2.03 589 | 587,5.6,0 590 | 588,6.5,0 591 | 589,8.6,0 592 | 590,9.4,0 593 | 591,9.6,0 594 | 592,10.7,0 595 | 593,14.9,0 596 | 594,18,0 597 | 595,19.4,0 598 | 596,18.3,0 599 | 597,14.4,0 600 | 598,13.1,0 601 | 599,14.5,0 602 | 600,12.2,0 603 | 601,9.7,0 604 | 602,11.1,0 605 | 603,10.6,0 606 | 604,12.9,0 607 | 605,15.6,0 608 | 606,18.6,0 609 | 607,20.4,0 610 | 608,23.7,0 611 | 609,21.2,7.87 612 | 610,13.8,60.96 613 | 611,15.5,0 614 | 612,16.8,0 615 | 613,14.9,3.05 616 | 614,15.8,0 617 | 615,16.2,0.51 618 | 616,14.2,1.02 619 | 617,13.2,0 620 | 618,13.1,0 621 | 619,15,0 622 | 620,20.5,0 623 | 621,18.3,0 624 | 622,14.5,0 625 | 623,12.4,0 626 | 624,14.7,0 627 | 625,17.4,0 628 | 626,18.8,0 629 | 627,18.3,0 630 | 628,18,0 631 | 629,13.6,0 632 | 630,11.3,0 633 | 631,18,0 634 | 632,15.4,0 635 | 633,17.1,0 636 | 634,14.2,0 637 | 635,20.3,0 638 | 636,14.3,5.08 639 | 637,17.2,0 640 | 638,16.6,0 641 | 639,16.1,0.25 642 | 640,16.2,0 643 | 641,13.3,2.03 644 | 642,13.2,0 645 | 643,15.7,0 646 | 644,15.1,0 647 | 645,12.3,0 648 | 646,13.6,0 649 | 647,16.7,0 650 | 648,17.3,0 651 | 649,18.3,1.02 652 | 650,18.1,0 653 | 651,18,25.91 654 | 652,15.9,11.94 655 | 653,13.8,0 656 | 654,14.1,0 657 | 655,15.4,0 658 | 656,17.9,0 659 | 657,19.6,0 660 | 658,21.1,0 661 | 659,21.6,0 662 | 660,19.8,0 663 | 661,17.8,7.87 664 | 662,17.9,0 665 | 663,21.8,0 666 | 664,24.6,0 667 | 665,25.8,0 668 | 666,27.7,0 669 | 667,25.9,0 670 | 668,24.9,0 671 | 669,24.1,0 672 | 670,18.1,0 673 | 671,18.9,18.03 674 | 672,20.6,0 675 | 673,23.6,0 676 | 674,16.6,1.02 677 | 675,16.7,0 678 | 676,19.5,5.08 679 | 677,21.8,0 680 | 678,22.8,0 681 | 679,22.3,0 682 | 680,22.6,0 683 | 681,22.1,0 684 | 682,24.3,0 685 | 683,20.7,51.05 686 | 684,22.4,0 687 | 685,19.3,0 688 | 686,15.8,0 689 | 687,17.6,0 690 | 688,22.3,0 691 | 689,24.6,0 692 | 690,25.2,0 693 | 691,26.1,0 694 | 692,22.3,0 695 | 693,24.6,0 696 | 694,22.2,52.07 697 | 695,22.3,1.02 698 | 696,24.2,0 699 | 697,19.4,4.06 700 | 698,21.4,0 701 | 699,23.3,0 702 | 700,22,0 703 | 701,22.9,0 704 | 702,22.9,0 705 | 703,22.1,0 706 | 704,22.9,0 707 | 705,23.5,0 708 | 706,25.1,0 709 | 707,24.6,0 710 | 708,23.7,0 711 | 709,22.7,2.03 712 | 710,23.9,0.51 713 | 711,23.3,2.03 714 | 712,23.3,2.03 715 | 713,24,0 716 | 714,20.7,9.91 717 | 715,23.3,0 718 | 716,24.2,0 719 | 717,26.2,0 720 | 718,26.9,0 721 | 719,28,0 722 | 720,27.4,0 723 | 721,27.1,0 724 | 722,28.8,0 725 | 723,28.1,0 726 | 724,28.4,0 727 | 725,27.5,0 728 | 726,27.7,0 729 | 727,29.3,0 730 | 728,30.4,0 731 | 729,28.8,0 732 | 730,27.6,0 733 | 731,24.7,16 734 | 732,23.9,18.03 735 | 733,27,2.03 736 | 734,26.5,36.07 737 | 735,23.4,0 738 | 736,22.7,0 739 | 737,24.9,0 740 | 738,25.8,0 741 | 739,20.6,0 742 | 740,28.4,0 743 | 741,29.7,0 744 | 742,30.2,0 745 | 743,32.2,0 746 | 744,32.3,0 747 | 745,32.7,0 748 | 746,28.8,4.06 749 | 747,24.7,25.91 750 | 748,24.2,0 751 | 749,24.3,0 752 | 750,28.6,0 753 | 751,30.5,0 754 | 752,26.1,0 755 | 753,23.4,8.89 756 | 754,25.4,0 757 | 755,26.1,0.51 758 | 756,23.4,2.03 759 | 757,20.4,0 760 | 758,20.9,0 761 | 759,23.4,0 762 | 760,20.5,0 763 | 761,23.9,0 764 | 762,24.5,0 765 | 763,28,0 766 | 764,24.6,7.11 767 | 765,23.2,0 768 | 766,20.7,4.06 769 | 767,19.1,0 770 | 768,19.4,0 771 | 769,21.2,0 772 | 770,23.3,0 773 | 771,25.6,0 774 | 772,23,0 775 | 773,17.3,0.76 776 | 774,18.2,0 777 | 775,21.9,0 778 | 776,25.8,0 779 | 777,22,0 780 | 778,24.4,0 781 | 779,22.7,0 782 | 780,24.3,0 783 | 781,22.5,0 784 | 782,21.9,0 785 | 783,23.6,0 786 | 784,22.5,0 787 | 785,23.3,11.94 788 | 786,22.2,1.02 789 | 787,22.3,0.51 790 | 788,26.4,2.03 791 | 789,23.8,30.99 792 | 790,20.2,0 793 | 791,21.9,0 794 | 792,24.5,0 795 | 793,24.4,7.87 796 | 794,22.6,72.9 797 | 795,23.2,7.11 798 | 796,22.4,8.89 799 | 797,20.6,0 800 | 798,19.7,0.76 801 | 799,19.7,28.96 802 | 800,20.1,0 803 | 801,18.6,0 804 | 802,19.6,0 805 | 803,20.8,0 806 | 804,22.4,0 807 | 805,23,0 808 | 806,23.6,0 809 | 807,18.6,16 810 | 808,15.2,0 811 | 809,16.8,0 812 | 810,18.3,0 813 | 811,20.8,7.11 814 | 812,22.1,0 815 | 813,15.9,23.88 816 | 814,15.1,0 817 | 815,13.4,0 818 | 816,19.3,3.81 819 | 817,21.3,0 820 | 818,21.1,0.51 821 | 819,18.8,0.51 822 | 820,10.4,0 823 | 821,12.3,0 824 | 822,13.9,0 825 | 823,17.8,0 826 | 824,15.2,0 827 | 825,15.9,0 828 | 826,18.9,0 829 | 827,21.4,0 830 | 828,21.9,0 831 | 829,22.6,0 832 | 830,22.2,0 833 | 831,19.4,48.01 834 | 832,15.5,0 835 | 833,14,0 836 | 834,14.3,0 837 | 835,15.6,0 838 | 836,15.7,0 839 | 837,17,0 840 | 838,17.1,0 841 | 839,17.7,0 842 | 840,18.9,0 843 | 841,16.7,18.03 844 | 842,15.1,0 845 | 843,13.3,2.03 846 | 844,19.3,0 847 | 845,22.6,0 848 | 846,21.7,0 849 | 847,19,9.91 850 | 848,14,0 851 | 849,9.9,0 852 | 850,10.6,0 853 | 851,12.2,0 854 | 852,13.2,0 855 | 853,11.7,0 856 | 854,11.9,0 857 | 855,14.1,0 858 | 856,15.4,0 859 | 857,16.3,0 860 | 858,17.4,0 861 | 859,14.4,0 862 | 860,14.8,0 863 | 861,13.4,0 864 | 862,13.7,0 865 | 863,14.6,0 866 | 864,14.5,0 867 | 865,12.3,3.05 868 | 866,9.7,0 869 | 867,10.6,0 870 | 868,9.8,0 871 | 869,7.9,0 872 | 870,10.7,0 873 | 871,13.5,0 874 | 872,11.8,0 875 | 873,15,0 876 | 874,16.2,0 877 | 875,13.4,0.51 878 | 876,13,0 879 | 877,12.9,0 880 | 878,12,0 881 | 879,9.9,0 882 | 880,9.1,0 883 | 881,4.8,0 884 | 882,8.7,0 885 | 883,9.2,0 886 | 884,8.8,0 887 | 885,9.7,0 888 | 886,9.1,0 889 | 887,10.4,0 890 | 888,7.9,0 891 | 889,6.6,0 892 | 890,9.2,0 893 | 891,6.5,0 894 | 892,4,0 895 | 893,9.8,0 896 | 894,11.9,0 897 | 895,12,0 898 | 896,12.2,0 899 | 897,11.8,0 900 | 898,9.3,0 901 | 899,6.4,0 902 | 900,10.3,0 903 | 901,9.3,0 904 | 902,8.9,0 905 | 903,8.3,0 906 | 904,5.3,0 907 | 905,10.6,0 908 | 906,7.2,0 909 | 907,8.3,0 910 | 908,9.5,0 911 | 909,12.2,3.05 912 | 910,11,0 913 | 911,8.9,0 914 | 912,11.4,0 915 | 913,10.2,0 916 | 914,6.8,0 917 | 915,12.8,0 918 | 916,9.8,0 919 | 917,12.3,0 920 | 918,11.1,0 921 | 919,7.2,0 922 | 920,16.4,0 923 | 921,17.9,0 924 | 922,12.1,0 925 | 923,6.3,0 926 | 924,10.6,0 927 | 925,12.2,0 928 | 926,10.4,0 929 | 927,8,0 930 | 928,4.6,0 931 | 929,8.7,0 932 | 930,8.9,0 933 | 931,12.3,0 934 | 932,11.5,0 935 | 933,12.1,0 936 | 934,16.6,0 937 | 935,17.6,0 938 | 936,17.3,0 939 | 937,16.3,0 940 | 938,18.3,0 941 | 939,12.6,3.05 942 | 940,9.4,0 943 | 941,12.6,0 944 | 942,14.4,0 945 | 943,13.7,0 946 | 944,14.1,0 947 | 945,12.7,0 948 | 946,12.2,0 949 | 947,8.6,0 950 | 948,10.2,0 951 | 949,12.4,0 952 | 950,10.3,0 953 | 951,10.9,0 954 | 952,9,0 955 | 953,11.3,0 956 | 954,14.1,0 957 | 955,16.9,0 958 | 956,18.4,0 959 | 957,16.3,0 960 | 958,9.7,0 961 | 959,12.1,0 962 | 960,8,0 963 | 961,6.1,0 964 | 962,10.6,0 965 | 963,10.2,0 966 | 964,11.5,0 967 | 965,14.4,0 968 | 966,18.3,0 969 | 967,20.7,0 970 | 968,19.4,0 971 | 969,18.9,0 972 | 970,8.1,0 973 | 971,8.4,0 974 | 972,10.6,0 975 | 973,17.4,0 976 | 974,17.9,0 977 | 975,13.7,0 978 | 976,10.4,0 979 | 977,12.6,0 980 | 978,13.4,0 981 | 979,14.7,0 982 | 980,17.7,0 983 | 981,18.1,0 984 | 982,11.3,0 985 | 983,9.8,0 986 | 984,12.1,0 987 | 985,12.7,0 988 | 986,14.4,0 989 | 987,15.6,0 990 | 988,16.4,0 991 | 989,17.8,0 992 | 990,20.5,0 993 | 991,18,1.02 994 | 992,13.8,5.08 995 | 993,10.5,0 996 | 994,12.4,3.05 997 | 995,13.5,0.25 998 | 996,13.3,0 999 | 997,16.9,0 1000 | 998,16.8,0 1001 | 999,16.2,0 1002 | 1000,17.9,0 1003 | 1001,17.9,0 1004 | 1002,15.4,0 1005 | 1003,16.2,0 1006 | 1004,18.9,0 1007 | 1005,20.2,0 1008 | 1006,19.8,0 1009 | 1007,17.9,0 1010 | 1008,17.9,0 1011 | 1009,17.4,6.1 1012 | 1010,19.7,0 1013 | 1011,17.8,0 1014 | 1012,11.5,0 1015 | 1013,14.8,0 1016 | 1014,17.2,0 1017 | 1015,19,0 1018 | 1016,17.7,0 1019 | 1017,13,0 1020 | 1018,12.1,17.02 1021 | 1019,6,0.25 1022 | 1020,17.1,0 1023 | 1021,18.9,0 1024 | 1022,20.4,0 1025 | 1023,19.4,0 1026 | 1024,22.5,0 1027 | 1025,16,0 1028 | 1026,14.7,0 1029 | 1027,21.4,0 1030 | 1028,24.9,0 1031 | 1029,22.1,17.02 1032 | 1030,21.7,0 1033 | 1031,24.2,0 1034 | 1032,26.4,0 1035 | 1033,22.1,9.91 1036 | 1034,12.9,0 1037 | 1035,14.3,0 1038 | 1036,17.4,0 1039 | 1037,19.6,0 1040 | 1038,21.6,0 1041 | 1039,20.3,0 1042 | 1040,21.5,0 1043 | 1041,22.6,0 1044 | 1042,21.9,0 1045 | 1043,22.8,0 1046 | 1044,21.6,1.02 1047 | 1045,23.2,1.02 1048 | 1046,20.8,0 1049 | 1047,18.6,0 1050 | 1048,20.2,3.05 1051 | 1049,23.5,0 1052 | 1050,26.3,0 1053 | 1051,28.4,0 1054 | 1052,27.8,0 1055 | 1053,25.8,0 1056 | 1054,23.6,0 1057 | 1055,18.8,4.06 1058 | 1056,18.4,0 1059 | 1057,22.1,0 1060 | 1058,26.8,0 1061 | 1059,28.4,0 1062 | 1060,25.2,0 1063 | 1061,29.1,0 1064 | 1062,29.2,0 1065 | 1063,28.9,0 1066 | 1064,30.1,0 1067 | 1065,22.1,0 1068 | 1066,22.7,0 1069 | 1067,24.2,0 1070 | 1068,27.3,0 1071 | 1069,29,0 1072 | 1070,30.3,0 1073 | 1071,31.4,0 1074 | 1072,28.6,4.06 1075 | 1073,29.6,0 1076 | 1074,25.5,28.96 1077 | 1075,29.3,0 1078 | 1076,25.8,0 1079 | 1077,22.9,0 1080 | 1078,26.6,0 1081 | 1079,25.9,0.51 1082 | 1080,27.3,0 1083 | 1081,21.8,0 1084 | 1082,23.4,0 1085 | 1083,25.7,0 1086 | 1084,27.3,0 1087 | 1085,27.4,0 1088 | 1086,28.2,0 1089 | 1087,23.5,1.02 1090 | 1088,22.4,0 1091 | 1089,20.6,0 1092 | 1090,23.6,0 1093 | 1091,24.4,0 1094 | 1092,25.6,0 1095 | 1093,25.9,0 1096 | 1094,27.3,0 1097 | 1095,30.2,0 1098 | 1096,23.4,1.02 1099 | 1097,23.6,4.06 1100 | 1098,24.4,0 1101 | 1099,24.9,0 1102 | 1100,26.9,0 1103 | 1101,29.2,0 1104 | 1102,30.4,0 1105 | 1103,29.6,0 1106 | 1104,29.2,0 1107 | 1105,30.3,0 1108 | 1106,26.4,0 1109 | 1107,22.3,2.03 1110 | 1108,23.4,6.4 1111 | 1109,24.5,0 1112 | 1110,27.4,0 1113 | 1111,27.1,0 1114 | 1112,30.9,0 1115 | 1113,26.8,2.03 1116 | 1114,29.3,0.51 1117 | 1115,29.8,0 1118 | 1116,24.8,42.93 1119 | 1117,27.1,0 1120 | 1118,27.4,0 1121 | 1119,26.5,0 1122 | 1120,25.8,0 1123 | 1121,28.9,0 1124 | 1122,24,0 1125 | 1123,24.6,37.08 1126 | 1124,27.2,0 1127 | 1125,26.6,0 1128 | 1126,27.2,0 1129 | 1127,25.5,0 1130 | 1128,23.5,1.02 1131 | 1129,23.6,0 1132 | 1130,23.3,0 1133 | 1131,23.9,0 1134 | 1132,26.1,0 1135 | 1133,28.6,0 1136 | 1134,27.1,0 1137 | 1135,26.2,0 1138 | 1136,28.5,0 1139 | 1137,31,0 1140 | 1138,31.6,0 1141 | 1139,27.6,1.02 1142 | 1140,25.7,6.1 1143 | 1141,24.8,0 1144 | 1142,22.9,23.88 1145 | 1143,13.1,0 1146 | 1144,14.7,0 1147 | 1145,18.3,0 1148 | 1146,20.8,0 1149 | 1147,23.6,0 1150 | 1148,24.3,0 1151 | 1149,22.6,2.03 1152 | 1150,23.1,2.03 1153 | 1151,25.1,0 1154 | 1152,23.1,0 1155 | 1153,24.8,0 1156 | 1154,27.9,0 1157 | 1155,27.3,0 1158 | 1156,26.8,7.87 1159 | 1157,31.8,0 1160 | 1158,28.3,0 1161 | 1159,28.6,0 1162 | 1160,29.5,0 1163 | 1161,26.1,0 1164 | 1162,26.4,0 1165 | 1163,28.8,0 1166 | 1164,26.6,0 1167 | 1165,30.8,0 1168 | 1166,30.6,0 1169 | 1167,30.8,0 1170 | 1168,29,0 1171 | 1169,27.9,2.03 1172 | 1170,27.4,0 1173 | 1171,29.2,0 1174 | 1172,28.4,0 1175 | 1173,27.9,6.1 1176 | 1174,24.7,0 1177 | 1175,20.2,5.08 1178 | 1176,19.5,38.1 1179 | 1177,21.9,1.02 1180 | 1178,23.1,0 1181 | 1179,23.5,52.07 1182 | 1180,20.1,0 1183 | 1181,19.6,0 1184 | 1182,23.5,0 1185 | 1183,24,0 1186 | 1184,20.1,0 1187 | 1185,21.6,0 1188 | 1186,15.6,0 1189 | 1187,20.8,0 1190 | 1188,19.6,5.08 1191 | 1189,18.9,2.03 1192 | 1190,20.8,0 1193 | 1191,22.3,0 1194 | 1192,21.7,0 1195 | 1193,20.8,0 1196 | 1194,20.7,0 1197 | 1195,20.9,0 1198 | 1196,22.5,0 1199 | 1197,19.3,0 1200 | 1198,14.8,4.06 1201 | 1199,14,0 1202 | 1200,16.7,0 1203 | 1201,16.8,0 1204 | 1202,13.8,0 1205 | 1203,13.9,7.11 1206 | 1204,13.8,0 1207 | 1205,13.9,0 1208 | 1206,15.9,0 1209 | 1207,15.7,0 1210 | 1208,16.1,0 1211 | 1209,17.3,0 1212 | 1210,18.4,5.08 1213 | 1211,19.1,0 1214 | 1212,18.2,0 1215 | 1213,19.8,0 1216 | 1214,22.4,0 1217 | 1215,23.2,0 1218 | 1216,15.1,2.03 1219 | 1217,15.7,0 1220 | 1218,13.1,0 1221 | 1219,15.7,0 1222 | 1220,17.1,0 1223 | 1221,16.5,42.93 1224 | 1222,15.7,0.25 1225 | 1223,15.4,0 1226 | 1224,13.8,0 1227 | 1225,15.9,0 1228 | 1226,14.5,0 1229 | 1227,15.1,0 1230 | 1228,16.3,0 1231 | 1229,17.5,0 1232 | 1230,18.1,0 1233 | 1231,16.3,0 1234 | 1232,18.3,0 1235 | 1233,15.9,7.11 1236 | 1234,14.8,0 1237 | 1235,13.4,0.25 1238 | 1236,16.9,7.11 1239 | 1237,19,0 1240 | 1238,18.3,0 1241 | 1239,21.1,7.11 1242 | 1240,20.2,39.88 1243 | 1241,17.2,8.89 1244 | 1242,13.2,0 1245 | 1243,9.7,0 1246 | 1244,10.1,0 1247 | 1245,13.4,0.25 1248 | 1246,15.3,0 1249 | 1247,18,0 1250 | 1248,20.3,0 1251 | 1249,20.5,0 1252 | 1250,17.9,0 1253 | 1251,11.8,0 1254 | 1252,16.9,0 1255 | 1253,18.5,0 1256 | 1254,21.8,0 1257 | 1255,20,0 1258 | 1256,11.8,0 1259 | 1257,8.8,0 1260 | 1258,4.4,0 1261 | 1259,5.9,0 1262 | 1260,6,0 1263 | 1261,7.2,0 1264 | 1262,11.5,0 1265 | 1263,9.2,0 1266 | 1264,8.8,0 1267 | 1265,12.8,0 1268 | 1266,11.3,0 1269 | 1267,8.6,0 1270 | 1268,8.2,0 1271 | 1269,9.8,0 1272 | 1270,14.8,0.25 1273 | 1271,13.6,0 1274 | 1272,8,0 1275 | 1273,15.1,0 1276 | 1274,11.1,0 1277 | 1275,7.5,0 1278 | 1276,10.1,0 1279 | 1277,12.8,0 1280 | 1278,16.4,0 1281 | 1279,18.7,0 1282 | 1280,21.1,0 1283 | 1281,18.9,0 1284 | 1282,15.8,1.02 1285 | 1283,11.7,0 1286 | 1284,12.3,0 1287 | 1285,15.1,0 1288 | 1286,13.9,0 1289 | 1287,12.1,0 1290 | 1288,9.1,5.84 1291 | 1289,7.4,4.32 1292 | 1290,8.2,0 1293 | 1291,7.5,0 1294 | 1292,5.9,0 1295 | 1293,5.5,0 1296 | 1294,5.9,0 1297 | 1295,7.8,0 1298 | 1296,10,0 1299 | 1297,17.4,0 1300 | 1298,20.4,0 1301 | 1299,13,0 1302 | 1300,11.1,0 1303 | 1301,9.4,0 1304 | 1302,8.7,0 1305 | 1303,9.6,0 1306 | 1304,9.8,0 1307 | 1305,11.9,0 1308 | 1306,13.8,0 1309 | 1307,16.5,0 1310 | 1308,21.4,0 1311 | 1309,22.7,0 1312 | 1310,14.9,0 1313 | 1311,12.6,0 1314 | 1312,10.8,0 1315 | 1313,16.7,0 1316 | 1314,11.2,0 1317 | 1315,9.2,0 1318 | 1316,12.3,0 1319 | 1317,14.8,0 1320 | 1318,12.5,0 1321 | 1319,7.9,0 1322 | 1320,7.3,0 1323 | 1321,15.8,0 1324 | 1322,19,0 1325 | 1323,22.8,0 1326 | 1324,16.2,0 1327 | 1325,13.6,0.25 1328 | 1326,8.3,0 1329 | 1327,10.1,0 1330 | 1328,14.5,0 1331 | 1329,17.8,0 1332 | 1330,13.3,0 1333 | 1331,12.6,0 1334 | 1332,11.7,0 1335 | 1333,12.3,0 1336 | 1334,11.3,0 1337 | 1335,11.7,0 1338 | 1336,13,0 1339 | 1337,15.4,0 1340 | 1338,14.9,0 1341 | 1339,17.7,0 1342 | 1340,17,7.87 1343 | 1341,10.7,6.86 1344 | 1342,10.4,0 1345 | 1343,9.8,0 1346 | 1344,10.5,0 1347 | 1345,13.9,0 1348 | 1346,11.1,0 1349 | 1347,12.3,0 1350 | 1348,17,0 1351 | 1349,20,0 1352 | 1350,13.5,0 1353 | 1351,12.8,0 1354 | 1352,11.9,0 1355 | 1353,18.4,0 1356 | 1354,21.8,0 1357 | 1355,19.1,0 1358 | 1356,14.9,0 1359 | 1357,10.6,0 1360 | 1358,15.7,0 1361 | 1359,18.3,0 1362 | 1360,17.8,0 1363 | 1361,15.9,0 1364 | 1362,18,0 1365 | 1363,16.1,0 1366 | 1364,15,0.51 1367 | 1365,13.4,0 1368 | 1366,15.7,0 1369 | 1367,16.8,0 1370 | 1368,13.1,0 1371 | 1369,15.6,0 1372 | 1370,17.3,0 1373 | 1371,15.8,0 1374 | 1372,15.1,0 1375 | 1373,13.2,0 1376 | 1374,17.3,0 1377 | 1375,18.1,0 1378 | 1376,19.4,0 1379 | 1377,23,0 1380 | 1378,23.6,0 1381 | 1379,16.4,7.87 1382 | 1380,10.6,0 1383 | 1381,12.9,0 1384 | 1382,16.4,0 1385 | 1383,19.4,0 1386 | 1384,23.7,0 1387 | 1385,18.3,0 1388 | 1386,15,0 1389 | 1387,18.6,0.25 1390 | 1388,20.2,0 1391 | 1389,23.1,0 1392 | 1390,22.6,42.93 1393 | 1391,21.5,3.05 1394 | 1392,17.5,0 1395 | 1393,15.9,0 1396 | 1394,18,0 1397 | 1395,20.7,2.03 1398 | 1396,20.3,0 1399 | 1397,24.8,0 1400 | 1398,18,8.89 1401 | 1399,14.3,0 1402 | 1400,11.8,93.73 1403 | 1401,12.7,0 1404 | 1402,12.3,11.94 1405 | 1403,15.6,0 1406 | 1404,17.8,0 1407 | 1405,19.8,0 1408 | 1406,24.9,0 1409 | 1407,23.1,0 1410 | 1408,19.9,0 1411 | 1409,19.1,0 1412 | 1410,21.2,8.89 1413 | 1411,20.6,0 1414 | 1412,18.3,0 1415 | 1413,19.1,0 1416 | 1414,22.7,23.11 1417 | 1415,21.3,0 1418 | 1416,20.4,17.02 1419 | 1417,19.1,0 1420 | 1418,19.2,0 1421 | 1419,23.3,0 1422 | 1420,25.1,0 1423 | 1421,21.8,0 1424 | 1422,22.9,0 1425 | 1423,22.2,0 1426 | 1424,23.8,0 1427 | 1425,22.9,0 1428 | 1426,25.9,0 1429 | 1427,27.2,0 1430 | 1428,25.2,0 1431 | 1429,24,0 1432 | 1430,25.3,16 1433 | 1431,22.2,9.91 1434 | 1432,19.2,0 1435 | 1433,18.2,0 1436 | 1434,18.1,0.25 1437 | 1435,21.1,5.08 1438 | 1436,21.1,0 1439 | 1437,22.1,0 1440 | 1438,21.8,0 1441 | 1439,20.7,0 1442 | 1440,24.3,0 1443 | 1441,26.9,0 1444 | 1442,24.3,57.91 1445 | 1443,23.4,0 1446 | 1444,25.5,1.02 1447 | 1445,22.8,1.02 1448 | 1446,23.4,5.08 1449 | 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| "200","15.4" 202 | "201","14.7" 203 | "202","14.7" 204 | "203","13.5" 205 | "204","10.1" 206 | "205","8.6" 207 | "206","8.2" 208 | "207","10.1" 209 | "208","9.6" 210 | "209","6.3" 211 | "210","4.7" 212 | "211","10.1" 213 | "212","10.3" 214 | "213","14.8" 215 | "214","21.9" 216 | "215","21.5" 217 | "216","21.6" 218 | "217","24.9" 219 | "218","17.8" 220 | "219","11.4" 221 | "220","12.9" 222 | "221","14.9" 223 | "222","15.1" 224 | "223","8.5" 225 | "224","6.3" 226 | "225","9.3" 227 | "226","12.1" 228 | "227","10.2" 229 | "228","8.9" 230 | "229","12.1" 231 | "230","13.3" 232 | "231","10.3" 233 | "232","5.9" 234 | "233","6.4" 235 | "234","10.2" 236 | "235","13" 237 | "236","18.7" 238 | "237","23.1" 239 | "238","20" 240 | "239","13.6" 241 | "240","17.8" 242 | "241","16.3" 243 | "242","13" 244 | "243","8.9" 245 | "244","8.3" 246 | "245","8.8" 247 | "246","10.4" 248 | "247","11" 249 | "248","13.2" 250 | "249","12.7" 251 | "250","12.9" 252 | "251","15.1" 253 | "252","16.5" 254 | "253","15.8" 255 | "254","16.7" 256 | "255","12.9" 257 | "256","16.3" 258 | "257","12.3" 259 | "258","12.3" 260 | "259","13" 261 | "260","15.8" 262 | "261","18.1" 263 | "262","12.7" 264 | "263","10.1" 265 | "264","12.8" 266 | "265","16.3" 267 | "266","18.7" 268 | "267","21.4" 269 | "268","21.9" 270 | "269","20.3" 271 | "270","15.9" 272 | "271","16.4" 273 | "272","19.2" 274 | "273","24.1" 275 | "274","19.5" 276 | "275","14.7" 277 | "276","12.1" 278 | "277","10.2" 279 | "278","13.6" 280 | "279","13.8" 281 | "280","19.7" 282 | "281","19.1" 283 | "282","18.7" 284 | "283","19.2" 285 | "284","19.1" 286 | "285","16.4" 287 | "286","18.7" 288 | "287","21.4" 289 | "288","22.1" 290 | "289","23.7" 291 | "290","24.8" 292 | "291","28.7" 293 | "292","28.7" 294 | "293","15.4" 295 | "294","13.7" 296 | "295","18.8" 297 | "296","19.5" 298 | "297","22.9" 299 | "298","22.4" 300 | "299","14.3" 301 | "300","18.6" 302 | "301","15.7" 303 | "302","13.9" 304 | "303","14.3" 305 | "304","17.4" 306 | "305","19.9" 307 | "306","20.6" 308 | "307","21.6" 309 | "308","21.1" 310 | "309","19.8" 311 | "310","22" 312 | "311","23.9" 313 | "312","23.5" 314 | "313","21.3" 315 | "314","20.9" 316 | "315","23.2" 317 | "316","24.2" 318 | "317","25" 319 | "318","21.5" 320 | "319","21.4" 321 | "320","20.3" 322 | "321","23.2" 323 | "322","22.4" 324 | "323","23.2" 325 | "324","22.1" 326 | "325","23.3" 327 | "326","24.7" 328 | "327","26.9" 329 | "328","30.2" 330 | "329","24.2" 331 | "330","22.1" 332 | "331","24.4" 333 | "332","22.8" 334 | "333","21.6" 335 | "334","22.1" 336 | "335","20.9" 337 | "336","20.9" 338 | "337","21.2" 339 | "338","19.2" 340 | "339","17.1" 341 | "340","19.2" 342 | "341","21.4" 343 | "342","23.2" 344 | "343","25.8" 345 | "344","27" 346 | "345","25.2" 347 | "346","19.4" 348 | "347","19.4" 349 | "348","19.5" 350 | "349","21.8" 351 | "350","21.8" 352 | "351","25.2" 353 | "352","26.1" 354 | "353","22.5" 355 | "354","19.7" 356 | "355","21.1" 357 | "356","23.9" 358 | "357","24.3" 359 | "358","25.9" 360 | "359","26.9" 361 | "360","27" 362 | "361","28" 363 | "362","28.1" 364 | "363","28.6" 365 | "364","23.1" 366 | "365","20.1" 367 | "366","23.4" 368 | "367","26.6" 369 | "368","26.7" 370 | "369","26.8" 371 | "370","25.9" 372 | "371","22.9" 373 | "372","24.3" 374 | "373","25.8" 375 | "374","25.2" 376 | "375","27.3" 377 | "376","22.1" 378 | "377","21.8" 379 | "378","23.7" 380 | "379","24.2" 381 | "380","22.5" 382 | "381","22.7" 383 | "382","20.6" 384 | "383","21.4" 385 | "384","24.2" 386 | "385","26.3" 387 | "386","26.4" 388 | "387","27.7" 389 | "388","28.7" 390 | "389","29.6" 391 | "390","28.3" 392 | "391","27.2" 393 | "392","27.1" 394 | "393","23.4" 395 | "394","22.4" 396 | "395","20.7" 397 | "396","17.8" 398 | "397","20.4" 399 | "398","20.3" 400 | "399","22" 401 | "400","22.4" 402 | "401","21.9" 403 | "402","24.1" 404 | "403","24.3" 405 | "404","22.4" 406 | "405","22" 407 | "406","18.6" 408 | "407","23.5" 409 | "408","23.5" 410 | "409","24.3" 411 | "410","22.6" 412 | "411","23.6" 413 | "412","21.8" 414 | "413","21.3" 415 | "414","23" 416 | "415","20.6" 417 | "416","26" 418 | "417","29.8" 419 | "418","26.7" 420 | "419","25.1" 421 | "420","23.3" 422 | "421","23.9" 423 | "422","25" 424 | "423","26.2" 425 | "424","26.7" 426 | "425","27.2" 427 | "426","26.8" 428 | "427","26.8" 429 | "428","24.6" 430 | "429","23.3" 431 | "430","20.8" 432 | "431","21.8" 433 | "432","22.6" 434 | "433","23.8" 435 | "434","25.1" 436 | "435","24" 437 | "436","23.7" 438 | "437","24.5" 439 | "438","22.6" 440 | "439","19.8" 441 | "440","20.6" 442 | "441","19.2" 443 | "442","15.8" 444 | "443","18.1" 445 | "444","20.1" 446 | "445","19.4" 447 | "446","19.3" 448 | "447","19.3" 449 | "448","20.7" 450 | "449","21.1" 451 | "450","19.6" 452 | "451","17.8" 453 | "452","17.7" 454 | "453","19.2" 455 | "454","18.4" 456 | "455","19.6" 457 | "456","19.3" 458 | "457","19.8" 459 | "458","20.9" 460 | "459","21.2" 461 | "460","22.6" 462 | "461","22.4" 463 | "462","23.8" 464 | "463","23.8" 465 | "464","20.2" 466 | "465","19.9" 467 | "466","17.6" 468 | "467","16.4" 469 | "468","17.3" 470 | "469","18.8" 471 | "470","19.8" 472 | "471","20.7" 473 | "472","21.3" 474 | "473","21.6" 475 | "474","21.7" 476 | "475","21.1" 477 | "476","19.5" 478 | "477","20.9" 479 | "478","19.7" 480 | "479","18.3" 481 | "480","14.3" 482 | "481","15.7" 483 | "482","14.8" 484 | "483","15.6" 485 | "484","15.7" 486 | "485","15.4" 487 | "486","17.4" 488 | "487","21.2" 489 | "488","22.9" 490 | "489","14.9" 491 | "490","12.2" 492 | "491","10.2" 493 | "492","10" 494 | "493","12.5" 495 | "494","13.7" 496 | "495","13.3" 497 | "496","9.4" 498 | "497","9.2" 499 | "498","10.8" 500 | "499","10.7" 501 | "500","11.9" 502 | "501","13.6" 503 | "502","13.3" 504 | "503","13.6" 505 | "504","14.4" 506 | "505","13.6" 507 | "506","12.8" 508 | "507","11.3" 509 | "508","12.4" 510 | "509","9.9" 511 | "510","12.4" 512 | "511","11.6" 513 | "512","13.3" 514 | "513","14.9" 515 | "514","11.6" 516 | "515","8.8" 517 | "516","12.1" 518 | "517","13.9" 519 | "518","13.5" 520 | "519","13.4" 521 | "520","17.7" 522 | "521","16.7" 523 | "522","10.2" 524 | "523","11.1" 525 | "524","14" 526 | "525","15.2" 527 | "526","15.9" 528 | "527","9.8" 529 | "528","12.7" 530 | "529","13.9" 531 | "530","12.6" 532 | "531","8.7" 533 | "532","5.7" 534 | "533","7.5" 535 | "534","6.6" 536 | "535","7.7" 537 | "536","6.8" 538 | "537","9.3" 539 | "538","9.8" 540 | "539","13.1" 541 | "540","12.7" 542 | "541","8.5" 543 | "542","9.4" 544 | "543","5.6" 545 | "544","5.6" 546 | "545","4.3" 547 | "546","4.3" 548 | "547","9" 549 | "548","8.5" 550 | "549","5.6" 551 | "550","8.2" 552 | "551","9.8" 553 | "552","12.7" 554 | "553","18" 555 | "554","15.8" 556 | "555","19.9" 557 | "556","14.9" 558 | "557","6.9" 559 | "558","15.4" 560 | "559","14.8" 561 | "560","10.5" 562 | "561","10.8" 563 | "562","7.2" 564 | "563","9" 565 | "564","6.9" 566 | "565","5.1" 567 | "566","8.4" 568 | "567","10.7" 569 | "568","13.3" 570 | "569","15.8" 571 | "570","17.3" 572 | "571","13.5" 573 | "572","9.9" 574 | "573","7" 575 | "574","5.7" 576 | "575","4.3" 577 | "576","3" 578 | "577","9.6" 579 | "578","9.4" 580 | "579","10" 581 | "580","10.7" 582 | "581","10.8" 583 | "582","11.4" 584 | "583","15.5" 585 | "584","18.6" 586 | "585","15.2" 587 | "586","9" 588 | "587","5.6" 589 | "588","6.5" 590 | "589","8.6" 591 | "590","9.4" 592 | "591","9.6" 593 | "592","10.7" 594 | "593","14.9" 595 | "594","18" 596 | "595","19.4" 597 | "596","18.3" 598 | "597","14.4" 599 | "598","13.1" 600 | "599","14.5" 601 | "600","12.2" 602 | "601","9.7" 603 | "602","11.1" 604 | "603","10.6" 605 | "604","12.9" 606 | "605","15.6" 607 | "606","18.6" 608 | "607","20.4" 609 | "608","23.7" 610 | "609","21.2" 611 | "610","13.8" 612 | "611","15.5" 613 | "612","16.8" 614 | "613","14.9" 615 | "614","15.8" 616 | "615","16.2" 617 | "616","14.2" 618 | "617","13.2" 619 | "618","13.1" 620 | "619","15" 621 | "620","20.5" 622 | "621","18.3" 623 | "622","14.5" 624 | "623","12.4" 625 | "624","14.7" 626 | "625","17.4" 627 | "626","18.8" 628 | "627","18.3" 629 | "628","18" 630 | "629","13.6" 631 | "630","11.3" 632 | "631","18" 633 | "632","15.4" 634 | "633","17.1" 635 | "634","14.2" 636 | "635","20.3" 637 | "636","14.3" 638 | "637","17.2" 639 | "638","16.6" 640 | "639","16.1" 641 | "640","16.2" 642 | "641","13.3" 643 | "642","13.2" 644 | "643","15.7" 645 | "644","15.1" 646 | "645","12.3" 647 | "646","13.6" 648 | "647","16.7" 649 | "648","17.3" 650 | "649","18.3" 651 | "650","18.1" 652 | "651","18" 653 | "652","15.9" 654 | "653","13.8" 655 | "654","14.1" 656 | "655","15.4" 657 | "656","17.9" 658 | "657","19.6" 659 | "658","21.1" 660 | "659","21.6" 661 | "660","19.8" 662 | "661","17.8" 663 | "662","17.9" 664 | "663","21.8" 665 | "664","24.6" 666 | "665","25.8" 667 | "666","27.7" 668 | "667","25.9" 669 | "668","24.9" 670 | "669","24.1" 671 | "670","18.1" 672 | "671","18.9" 673 | "672","20.6" 674 | "673","23.6" 675 | "674","16.6" 676 | "675","16.7" 677 | "676","19.5" 678 | "677","21.8" 679 | "678","22.8" 680 | "679","22.3" 681 | "680","22.6" 682 | "681","22.1" 683 | "682","24.3" 684 | "683","20.7" 685 | "684","22.4" 686 | "685","19.3" 687 | "686","15.8" 688 | "687","17.6" 689 | "688","22.3" 690 | "689","24.6" 691 | "690","25.2" 692 | "691","26.1" 693 | "692","22.3" 694 | "693","24.6" 695 | "694","22.2" 696 | "695","22.3" 697 | "696","24.2" 698 | "697","19.4" 699 | "698","21.4" 700 | "699","23.3" 701 | "700","22" 702 | "701","22.9" 703 | "702","22.9" 704 | "703","22.1" 705 | "704","22.9" 706 | "705","23.5" 707 | "706","25.1" 708 | "707","24.6" 709 | "708","23.7" 710 | "709","22.7" 711 | "710","23.9" 712 | "711","23.3" 713 | "712","23.3" 714 | "713","24" 715 | "714","20.7" 716 | "715","23.3" 717 | "716","24.2" 718 | "717","26.2" 719 | "718","26.9" 720 | "719","28" 721 | "720","27.4" 722 | "721","27.1" 723 | "722","28.8" 724 | "723","28.1" 725 | "724","28.4" 726 | "725","27.5" 727 | "726","27.7" 728 | "727","29.3" 729 | "728","30.4" 730 | "729","28.8" 731 | "730","27.6" 732 | "731","24.7" 733 | "732","23.9" 734 | "733","27" 735 | "734","26.5" 736 | "735","23.4" 737 | "736","22.7" 738 | "737","24.9" 739 | "738","25.8" 740 | "739","20.6" 741 | "740","28.4" 742 | "741","29.7" 743 | "742","30.2" 744 | "743","32.2" 745 | "744","32.3" 746 | "745","32.7" 747 | "746","28.8" 748 | "747","24.7" 749 | "748","24.2" 750 | "749","24.3" 751 | "750","28.6" 752 | "751","30.5" 753 | "752","26.1" 754 | "753","23.4" 755 | "754","25.4" 756 | "755","26.1" 757 | "756","23.4" 758 | "757","20.4" 759 | "758","20.9" 760 | "759","23.4" 761 | "760","20.5" 762 | "761","23.9" 763 | "762","24.5" 764 | "763","28" 765 | "764","24.6" 766 | "765","23.2" 767 | "766","20.7" 768 | "767","19.1" 769 | "768","19.4" 770 | "769","21.2" 771 | "770","23.3" 772 | "771","25.6" 773 | "772","23" 774 | "773","17.3" 775 | "774","18.2" 776 | "775","21.9" 777 | "776","25.8" 778 | "777","22" 779 | "778","24.4" 780 | "779","22.7" 781 | "780","24.3" 782 | "781","22.5" 783 | "782","21.9" 784 | "783","23.6" 785 | "784","22.5" 786 | "785","23.3" 787 | "786","22.2" 788 | "787","22.3" 789 | "788","26.4" 790 | "789","23.8" 791 | "790","20.2" 792 | "791","21.9" 793 | "792","24.5" 794 | "793","24.4" 795 | "794","22.6" 796 | "795","23.2" 797 | "796","22.4" 798 | "797","20.6" 799 | "798","19.7" 800 | "799","19.7" 801 | "800","20.1" 802 | "801","18.6" 803 | "802","19.6" 804 | "803","20.8" 805 | "804","22.4" 806 | "805","23" 807 | "806","23.6" 808 | "807","18.6" 809 | "808","15.2" 810 | "809","16.8" 811 | "810","18.3" 812 | "811","20.8" 813 | "812","22.1" 814 | "813","15.9" 815 | "814","15.1" 816 | "815","13.4" 817 | "816","19.3" 818 | "817","21.3" 819 | "818","21.1" 820 | "819","18.8" 821 | "820","10.4" 822 | "821","12.3" 823 | "822","13.9" 824 | "823","17.8" 825 | "824","15.2" 826 | "825","15.9" 827 | "826","18.9" 828 | "827","21.4" 829 | "828","21.9" 830 | "829","22.6" 831 | "830","22.2" 832 | "831","19.4" 833 | "832","15.5" 834 | "833","14" 835 | "834","14.3" 836 | "835","15.6" 837 | "836","15.7" 838 | "837","17" 839 | "838","17.1" 840 | "839","17.7" 841 | "840","18.9" 842 | "841","16.7" 843 | "842","15.1" 844 | "843","13.3" 845 | "844","19.3" 846 | "845","22.6" 847 | "846","21.7" 848 | "847","19" 849 | "848","14" 850 | "849","9.9" 851 | "850","10.6" 852 | "851","12.2" 853 | "852","13.2" 854 | "853","11.7" 855 | "854","11.9" 856 | "855","14.1" 857 | "856","15.4" 858 | "857","16.3" 859 | "858","17.4" 860 | "859","14.4" 861 | "860","14.8" 862 | "861","13.4" 863 | "862","13.7" 864 | "863","14.6" 865 | "864","14.5" 866 | "865","12.3" 867 | "866","9.7" 868 | "867","10.6" 869 | "868","9.8" 870 | "869","7.9" 871 | "870","10.7" 872 | "871","13.5" 873 | "872","11.8" 874 | "873","15" 875 | "874","16.2" 876 | "875","13.4" 877 | "876","13" 878 | "877","12.9" 879 | "878","12" 880 | "879","9.9" 881 | "880","9.1" 882 | "881","4.8" 883 | "882","8.7" 884 | "883","9.2" 885 | "884","8.8" 886 | "885","9.7" 887 | "886","9.1" 888 | "887","10.4" 889 | "888","7.9" 890 | "889","6.6" 891 | "890","9.2" 892 | "891","6.5" 893 | "892","4" 894 | "893","9.8" 895 | "894","11.9" 896 | "895","12" 897 | "896","12.2" 898 | "897","11.8" 899 | "898","9.3" 900 | "899","6.4" 901 | "900","10.3" 902 | "901","9.3" 903 | "902","8.9" 904 | "903","8.3" 905 | "904","5.3" 906 | "905","10.6" 907 | "906","7.2" 908 | "907","8.3" 909 | "908","9.5" 910 | "909","12.2" 911 | "910","11" 912 | "911","8.9" 913 | "912","11.4" 914 | "913","10.2" 915 | "914","6.8" 916 | "915","12.8" 917 | "916","9.8" 918 | "917","12.3" 919 | "918","11.1" 920 | "919","7.2" 921 | "920","16.4" 922 | "921","17.9" 923 | "922","12.1" 924 | "923","6.3" 925 | "924","10.6" 926 | "925","12.2" 927 | "926","10.4" 928 | "927","8" 929 | "928","4.6" 930 | "929","8.7" 931 | "930","8.9" 932 | "931","12.3" 933 | "932","11.5" 934 | "933","12.1" 935 | "934","16.6" 936 | "935","17.6" 937 | "936","17.3" 938 | "937","16.3" 939 | "938","18.3" 940 | "939","12.6" 941 | "940","9.4" 942 | "941","12.6" 943 | "942","14.4" 944 | "943","13.7" 945 | "944","14.1" 946 | "945","12.7" 947 | "946","12.2" 948 | "947","8.6" 949 | "948","10.2" 950 | "949","12.4" 951 | "950","10.3" 952 | "951","10.9" 953 | "952","9" 954 | "953","11.3" 955 | "954","14.1" 956 | "955","16.9" 957 | "956","18.4" 958 | "957","16.3" 959 | "958","9.7" 960 | "959","12.1" 961 | "960","8" 962 | "961","6.1" 963 | "962","10.6" 964 | "963","10.2" 965 | "964","11.5" 966 | "965","14.4" 967 | "966","18.3" 968 | "967","20.7" 969 | "968","19.4" 970 | "969","18.9" 971 | "970","8.1" 972 | "971","8.4" 973 | "972","10.6" 974 | "973","17.4" 975 | "974","17.9" 976 | "975","13.7" 977 | "976","10.4" 978 | "977","12.6" 979 | "978","13.4" 980 | "979","14.7" 981 | "980","17.7" 982 | "981","18.1" 983 | "982","11.3" 984 | "983","9.8" 985 | "984","12.1" 986 | "985","12.7" 987 | "986","14.4" 988 | "987","15.6" 989 | "988","16.4" 990 | "989","17.8" 991 | "990","20.5" 992 | "991","18" 993 | "992","13.8" 994 | "993","10.5" 995 | "994","12.4" 996 | "995","13.5" 997 | "996","13.3" 998 | "997","16.9" 999 | "998","16.8" 1000 | "999","16.2" 1001 | "1000","17.9" 1002 | "1001","17.9" 1003 | "1002","15.4" 1004 | "1003","16.2" 1005 | "1004","18.9" 1006 | "1005","20.2" 1007 | "1006","19.8" 1008 | "1007","17.9" 1009 | "1008","17.9" 1010 | "1009","17.4" 1011 | "1010","19.7" 1012 | "1011","17.8" 1013 | "1012","11.5" 1014 | "1013","14.8" 1015 | "1014","17.2" 1016 | "1015","19" 1017 | "1016","17.7" 1018 | "1017","13" 1019 | "1018","12.1" 1020 | "1019","6" 1021 | "1020","17.1" 1022 | "1021","18.9" 1023 | "1022","20.4" 1024 | "1023","19.4" 1025 | "1024","22.5" 1026 | "1025","16" 1027 | "1026","14.7" 1028 | "1027","21.4" 1029 | "1028","24.9" 1030 | "1029","22.1" 1031 | "1030","21.7" 1032 | "1031","24.2" 1033 | "1032","26.4" 1034 | "1033","22.1" 1035 | "1034","12.9" 1036 | "1035","14.3" 1037 | "1036","17.4" 1038 | "1037","19.6" 1039 | "1038","21.6" 1040 | "1039","20.3" 1041 | "1040","21.5" 1042 | "1041","22.6" 1043 | "1042","21.9" 1044 | "1043","22.8" 1045 | "1044","21.6" 1046 | "1045","23.2" 1047 | "1046","20.8" 1048 | "1047","18.6" 1049 | "1048","20.2" 1050 | "1049","23.5" 1051 | "1050","26.3" 1052 | "1051","28.4" 1053 | "1052","27.8" 1054 | "1053","25.8" 1055 | "1054","23.6" 1056 | "1055","18.8" 1057 | "1056","18.4" 1058 | "1057","22.1" 1059 | "1058","26.8" 1060 | "1059","28.4" 1061 | "1060","25.2" 1062 | "1061","29.1" 1063 | "1062","29.2" 1064 | "1063","28.9" 1065 | "1064","30.1" 1066 | "1065","22.1" 1067 | "1066","22.7" 1068 | "1067","24.2" 1069 | "1068","27.3" 1070 | "1069","29" 1071 | "1070","30.3" 1072 | "1071","31.4" 1073 | "1072","28.6" 1074 | "1073","29.6" 1075 | "1074","25.5" 1076 | "1075","29.3" 1077 | "1076","25.8" 1078 | "1077","22.9" 1079 | "1078","26.6" 1080 | "1079","25.9" 1081 | "1080","27.3" 1082 | "1081","21.8" 1083 | "1082","23.4" 1084 | "1083","25.7" 1085 | "1084","27.3" 1086 | "1085","27.4" 1087 | "1086","28.2" 1088 | "1087","23.5" 1089 | "1088","22.4" 1090 | "1089","20.6" 1091 | "1090","23.6" 1092 | "1091","24.4" 1093 | "1092","25.6" 1094 | "1093","25.9" 1095 | "1094","27.3" 1096 | "1095","30.2" 1097 | "1096","23.4" 1098 | "1097","23.6" 1099 | "1098","24.4" 1100 | "1099","24.9" 1101 | "1100","26.9" 1102 | "1101","29.2" 1103 | "1102","30.4" 1104 | "1103","29.6" 1105 | "1104","29.2" 1106 | "1105","30.3" 1107 | "1106","26.4" 1108 | "1107","22.3" 1109 | "1108","23.4" 1110 | "1109","24.5" 1111 | "1110","27.4" 1112 | "1111","27.1" 1113 | "1112","30.9" 1114 | "1113","26.8" 1115 | "1114","29.3" 1116 | "1115","29.8" 1117 | "1116","24.8" 1118 | "1117","27.1" 1119 | "1118","27.4" 1120 | "1119","26.5" 1121 | "1120","25.8" 1122 | "1121","28.9" 1123 | "1122","24" 1124 | "1123","24.6" 1125 | "1124","27.2" 1126 | "1125","26.6" 1127 | "1126","27.2" 1128 | "1127","25.5" 1129 | "1128","23.5" 1130 | "1129","23.6" 1131 | "1130","23.3" 1132 | "1131","23.9" 1133 | "1132","26.1" 1134 | "1133","28.6" 1135 | "1134","27.1" 1136 | "1135","26.2" 1137 | "1136","28.5" 1138 | "1137","31" 1139 | "1138","31.6" 1140 | "1139","27.6" 1141 | "1140","25.7" 1142 | "1141","24.8" 1143 | "1142","22.9" 1144 | "1143","13.1" 1145 | "1144","14.7" 1146 | "1145","18.3" 1147 | "1146","20.8" 1148 | "1147","23.6" 1149 | "1148","24.3" 1150 | "1149","22.6" 1151 | "1150","23.1" 1152 | "1151","25.1" 1153 | "1152","23.1" 1154 | "1153","24.8" 1155 | "1154","27.9" 1156 | "1155","27.3" 1157 | "1156","26.8" 1158 | "1157","31.8" 1159 | "1158","28.3" 1160 | "1159","28.6" 1161 | "1160","29.5" 1162 | "1161","26.1" 1163 | "1162","26.4" 1164 | "1163","28.8" 1165 | "1164","26.6" 1166 | "1165","30.8" 1167 | "1166","30.6" 1168 | "1167","30.8" 1169 | "1168","29" 1170 | "1169","27.9" 1171 | "1170","27.4" 1172 | "1171","29.2" 1173 | "1172","28.4" 1174 | "1173","27.9" 1175 | "1174","24.7" 1176 | "1175","20.2" 1177 | "1176","19.5" 1178 | "1177","21.9" 1179 | "1178","23.1" 1180 | "1179","23.5" 1181 | "1180","20.1" 1182 | "1181","19.6" 1183 | "1182","23.5" 1184 | "1183","24" 1185 | "1184","20.1" 1186 | "1185","21.6" 1187 | "1186","15.6" 1188 | "1187","20.8" 1189 | "1188","19.6" 1190 | "1189","18.9" 1191 | "1190","20.8" 1192 | "1191","22.3" 1193 | "1192","21.7" 1194 | "1193","20.8" 1195 | "1194","20.7" 1196 | "1195","20.9" 1197 | "1196","22.5" 1198 | "1197","19.3" 1199 | "1198","14.8" 1200 | "1199","14" 1201 | "1200","16.7" 1202 | "1201","16.8" 1203 | "1202","13.8" 1204 | "1203","13.9" 1205 | "1204","13.8" 1206 | "1205","13.9" 1207 | "1206","15.9" 1208 | "1207","15.7" 1209 | "1208","16.1" 1210 | "1209","17.3" 1211 | "1210","18.4" 1212 | "1211","19.1" 1213 | "1212","18.2" 1214 | "1213","19.8" 1215 | "1214","22.4" 1216 | "1215","23.2" 1217 | "1216","15.1" 1218 | "1217","15.7" 1219 | "1218","13.1" 1220 | "1219","15.7" 1221 | "1220","17.1" 1222 | "1221","16.5" 1223 | "1222","15.7" 1224 | "1223","15.4" 1225 | "1224","13.8" 1226 | "1225","15.9" 1227 | "1226","14.5" 1228 | "1227","15.1" 1229 | "1228","16.3" 1230 | "1229","17.5" 1231 | "1230","18.1" 1232 | "1231","16.3" 1233 | "1232","18.3" 1234 | "1233","15.9" 1235 | "1234","14.8" 1236 | "1235","13.4" 1237 | "1236","16.9" 1238 | "1237","19" 1239 | "1238","18.3" 1240 | "1239","21.1" 1241 | "1240","20.2" 1242 | "1241","17.2" 1243 | "1242","13.2" 1244 | "1243","9.7" 1245 | "1244","10.1" 1246 | "1245","13.4" 1247 | "1246","15.3" 1248 | "1247","18" 1249 | "1248","20.3" 1250 | "1249","20.5" 1251 | "1250","17.9" 1252 | "1251","11.8" 1253 | "1252","16.9" 1254 | "1253","18.5" 1255 | "1254","21.8" 1256 | "1255","20" 1257 | "1256","11.8" 1258 | "1257","8.8" 1259 | "1258","4.4" 1260 | "1259","5.9" 1261 | "1260","6" 1262 | "1261","7.2" 1263 | "1262","11.5" 1264 | "1263","9.2" 1265 | "1264","8.8" 1266 | "1265","12.8" 1267 | "1266","11.3" 1268 | "1267","8.6" 1269 | "1268","8.2" 1270 | "1269","9.8" 1271 | "1270","14.8" 1272 | "1271","13.6" 1273 | "1272","8" 1274 | "1273","15.1" 1275 | "1274","11.1" 1276 | "1275","7.5" 1277 | "1276","10.1" 1278 | "1277","12.8" 1279 | "1278","16.4" 1280 | "1279","18.7" 1281 | "1280","21.1" 1282 | "1281","18.9" 1283 | "1282","15.8" 1284 | "1283","11.7" 1285 | "1284","12.3" 1286 | "1285","15.1" 1287 | "1286","13.9" 1288 | "1287","12.1" 1289 | "1288","9.1" 1290 | "1289","7.4" 1291 | "1290","8.2" 1292 | "1291","7.5" 1293 | "1292","5.9" 1294 | "1293","5.5" 1295 | "1294","5.9" 1296 | "1295","7.8" 1297 | "1296","10" 1298 | "1297","17.4" 1299 | "1298","20.4" 1300 | "1299","13" 1301 | "1300","11.1" 1302 | "1301","9.4" 1303 | "1302","8.7" 1304 | "1303","9.6" 1305 | "1304","9.8" 1306 | "1305","11.9" 1307 | "1306","13.8" 1308 | "1307","16.5" 1309 | "1308","21.4" 1310 | "1309","22.7" 1311 | "1310","14.9" 1312 | "1311","12.6" 1313 | "1312","10.8" 1314 | "1313","16.7" 1315 | "1314","11.2" 1316 | "1315","9.2" 1317 | "1316","12.3" 1318 | "1317","14.8" 1319 | "1318","12.5" 1320 | "1319","7.9" 1321 | "1320","7.3" 1322 | "1321","15.8" 1323 | "1322","19" 1324 | "1323","22.8" 1325 | "1324","16.2" 1326 | "1325","13.6" 1327 | "1326","8.3" 1328 | "1327","10.1" 1329 | "1328","14.5" 1330 | "1329","17.8" 1331 | "1330","13.3" 1332 | "1331","12.6" 1333 | "1332","11.7" 1334 | "1333","12.3" 1335 | "1334","11.3" 1336 | "1335","11.7" 1337 | "1336","13" 1338 | "1337","15.4" 1339 | "1338","14.9" 1340 | "1339","17.7" 1341 | "1340","17" 1342 | "1341","10.7" 1343 | "1342","10.4" 1344 | "1343","9.8" 1345 | "1344","10.5" 1346 | "1345","13.9" 1347 | "1346","11.1" 1348 | "1347","12.3" 1349 | "1348","17" 1350 | "1349","20" 1351 | "1350","13.5" 1352 | "1351","12.8" 1353 | "1352","11.9" 1354 | "1353","18.4" 1355 | "1354","21.8" 1356 | "1355","19.1" 1357 | "1356","14.9" 1358 | "1357","10.6" 1359 | "1358","15.7" 1360 | "1359","18.3" 1361 | "1360","17.8" 1362 | "1361","15.9" 1363 | "1362","18" 1364 | "1363","16.1" 1365 | "1364","15" 1366 | "1365","13.4" 1367 | "1366","15.7" 1368 | "1367","16.8" 1369 | "1368","13.1" 1370 | "1369","15.6" 1371 | "1370","17.3" 1372 | "1371","15.8" 1373 | "1372","15.1" 1374 | "1373","13.2" 1375 | "1374","17.3" 1376 | "1375","18.1" 1377 | "1376","19.4" 1378 | "1377","23" 1379 | "1378","23.6" 1380 | "1379","16.4" 1381 | "1380","10.6" 1382 | "1381","12.9" 1383 | "1382","16.4" 1384 | "1383","19.4" 1385 | "1384","23.7" 1386 | "1385","18.3" 1387 | "1386","15" 1388 | "1387","18.6" 1389 | "1388","20.2" 1390 | "1389","23.1" 1391 | "1390","22.6" 1392 | "1391","21.5" 1393 | "1392","17.5" 1394 | "1393","15.9" 1395 | "1394","18" 1396 | "1395","20.7" 1397 | "1396","20.3" 1398 | "1397","24.8" 1399 | "1398","18" 1400 | "1399","14.3" 1401 | "1400","11.8" 1402 | "1401","12.7" 1403 | "1402","12.3" 1404 | "1403","15.6" 1405 | "1404","17.8" 1406 | "1405","19.8" 1407 | "1406","24.9" 1408 | "1407","23.1" 1409 | "1408","19.9" 1410 | "1409","19.1" 1411 | "1410","21.2" 1412 | "1411","20.6" 1413 | "1412","18.3" 1414 | "1413","19.1" 1415 | "1414","22.7" 1416 | "1415","21.3" 1417 | "1416","20.4" 1418 | "1417","19.1" 1419 | "1418","19.2" 1420 | "1419","23.3" 1421 | "1420","25.1" 1422 | "1421","21.8" 1423 | "1422","22.9" 1424 | "1423","22.2" 1425 | "1424","23.8" 1426 | "1425","22.9" 1427 | "1426","25.9" 1428 | "1427","27.2" 1429 | "1428","25.2" 1430 | "1429","24" 1431 | "1430","25.3" 1432 | "1431","22.2" 1433 | "1432","19.2" 1434 | "1433","18.2" 1435 | "1434","18.1" 1436 | "1435","21.1" 1437 | "1436","21.1" 1438 | "1437","22.1" 1439 | "1438","21.8" 1440 | "1439","20.7" 1441 | "1440","24.3" 1442 | "1441","26.9" 1443 | "1442","24.3" 1444 | "1443","23.4" 1445 | "1444","25.5" 1446 | "1445","22.8" 1447 | "1446","23.4" 1448 | "1447","20.1" 1449 | "1448","17.8" 1450 | "1449","20.2" 1451 | "1450","22.9" 1452 | "1451","24.1" 1453 | "1452","26.6" 1454 | "1453","26.6" 1455 | "1454","24.1" 1456 | "1455","21.2" 1457 | "1456","23.3" 1458 | "1457","27.2" 1459 | "1458","26.3" 1460 | "1459","21.2" 1461 | "1460","22.8" 1462 | "1461","23.3" 1463 | "1462","24.8" 1464 | "1463","25.1" 1465 | "1464","26.4" 1466 | "1465","27.1" 1467 | "1466","24" 1468 | "1467","24.3" 1469 | "1468","25.7" 1470 | "1469","26.3" 1471 | "1470","26.1" 1472 | "1471","25.1" 1473 | "1472","24.6" 1474 | "1473","26.3" 1475 | "1474","24.7" 1476 | "1475","23.1" 1477 | "1476","22.6" 1478 | "1477","22.5" 1479 | "1478","24.8" 1480 | "1479","25.6" 1481 | "1480","23.7" 1482 | "1481","23.9" 1483 | "1482","22.9" 1484 | "1483","23.8" 1485 | "1484","24.1" 1486 | "1485","25.3" 1487 | "1486","23.8" 1488 | "1487","24.8" 1489 | "1488","25.5" 1490 | "1489","26.1" 1491 | "1490","25.2" 1492 | "1491","28.7" 1493 | "1492","29.4" 1494 | "1493","29.9" 1495 | "1494","28.1" 1496 | "1495","25.5" 1497 | "1496","28.2" 1498 | "1497","31.8" 1499 | "1498","31.9" 1500 | "1499","30.3" 1501 | "1500","24.4" 1502 | "1501","25.9" 1503 | "1502","26.4" 1504 | "1503","24.2" 1505 | "1504","24" 1506 | "1505","18.7" 1507 | "1506","20.9" 1508 | "1507","24" 1509 | "1508","25.1" 1510 | "1509","25.4" 1511 | "1510","24.5" 1512 | "1511","25.7" 1513 | "1512","27.4" 1514 | "1513","27.1" 1515 | "1514","21.7" 1516 | "1515","22" 1517 | "1516","21.3" 1518 | "1517","23.7" 1519 | "1518","24.2" 1520 | "1519","24.1" 1521 | "1520","26.2" 1522 | "1521","25.9" 1523 | "1522","26.8" 1524 | "1523","21.8" 1525 | "1524","19.9" 1526 | "1525","19.7" 1527 | "1526","21.7" 1528 | "1527","22.9" 1529 | "1528","25" 1530 | "1529","24.5" 1531 | "1530","26" 1532 | "1531","25.6" 1533 | "1532","27.8" 1534 | "1533","25.4" 1535 | "1534","24.8" 1536 | "1535","22.3" 1537 | "1536","23.4" 1538 | "1537","23.9" 1539 | "1538","25.4" 1540 | "1539","26.9" 1541 | "1540","28" 1542 | "1541","18.9" 1543 | "1542","17" 1544 | "1543","19.4" 1545 | "1544","21.7" 1546 | "1545","22.7" 1547 | "1546","24" 1548 | "1547","21.7" 1549 | "1548","23.6" 1550 | "1549","22.9" 1551 | "1550","24.9" 1552 | "1551","21.8" 1553 | "1552","19.9" 1554 | "1553","17.7" 1555 | "1554","18.6" 1556 | "1555","17.9" 1557 | "1556","17.5" 1558 | "1557","18" 1559 | "1558","17.9" 1560 | "1559","19.2" 1561 | "1560","20.5" 1562 | "1561","16.9" 1563 | "1562","15.2" 1564 | "1563","16" 1565 | "1564","17.2" 1566 | "1565","20.9" 1567 | "1566","20.4" 1568 | "1567","17.2" 1569 | "1568","17.9" 1570 | "1569","19.1" 1571 | "1570","20.2" 1572 | "1571","21.8" 1573 | "1572","23.4" 1574 | "1573","20.8" 1575 | "1574","19.5" 1576 | "1575","13.6" 1577 | "1576","15.6" 1578 | "1577","20.1" 1579 | "1578","16.8" 1580 | "1579","13.1" 1581 | "1580","17.2" 1582 | "1581","20.1" 1583 | "1582","15.8" 1584 | "1583","13.2" 1585 | "1584","9.5" 1586 | "1585","12.6" 1587 | "1586","17.4" 1588 | "1587","18.1" 1589 | "1588","17.6" 1590 | "1589","15.7" 1591 | "1590","8.7" 1592 | "1591","12.4" 1593 | "1592","11.9" 1594 | "1593","11.2" 1595 | "1594","8.8" 1596 | "1595","7.2" 1597 | "1596","7.6" 1598 | "1597","10.8" 1599 | "1598","10.6" 1600 | "1599","8.3" 1601 | "1600","9.1" 1602 | "1601","10.7" 1603 | "1602","12" 1604 | "1603","12.3" 1605 | "1604","11.1" 1606 | "1605","9.9" 1607 | "1606","5.6" 1608 | "1607","11" 1609 | "1608","8.3" 1610 | "1609","7.3" 1611 | "1610","10.1" 1612 | "1611","10" 1613 | "1612","12.3" 1614 | "1613","15.7" 1615 | "1614","13.5" 1616 | "1615","7.6" 1617 | "1616","9.4" 1618 | "1617","11.8" 1619 | "1618","15.4" 1620 | "1619","19.7" 1621 | "1620","22.2" 1622 | "1621","21.1" 1623 | "1622","14.1" 1624 | "1623","15.2" 1625 | "1624","18.3" 1626 | "1625","24.2" 1627 | "1626","19.8" 1628 | "1627","13.4" 1629 | "1628","14.1" 1630 | "1629","11.1" 1631 | "1630","16.2" 1632 | "1631","14.9" 1633 | "1632","12.2" 1634 | "1633","17" 1635 | "1634","18.3" 1636 | "1635","12.8" 1637 | "1636","7.4" 1638 | "1637","7.9" 1639 | "1638","6.6" 1640 | "1639","12.1" 1641 | "1640","10.4" 1642 | "1641","5.7" 1643 | "1642","6.6" 1644 | "1643","9.6" 1645 | "1644","11" 1646 | "1645","9.3" 1647 | "1646","6.8" 1648 | "1647","4.8" 1649 | "1648","2.4" 1650 | "1649","5.9" 1651 | "1650","3.2" 1652 | "1651","1.9" 1653 | "1652","1.3" 1654 | "1653","3.7" 1655 | "1654","4.4" 1656 | "1655","4.7" 1657 | "1656","4.9" 1658 | "1657","11.5" 1659 | "1658","12.6" 1660 | "1659","10.2" 1661 | "1660","13.4" 1662 | "1661","14.3" 1663 | "1662","9.6" 1664 | "1663","10.9" 1665 | "1664","12.2" 1666 | "1665","14.6" 1667 | "1666","16.7" 1668 | "1667","12.2" 1669 | "1668","11.6" 1670 | "1669","12.3" 1671 | "1670","11.7" 1672 | "1671","8.8" 1673 | "1672","9.6" 1674 | "1673","13.1" 1675 | "1674","20.5" 1676 | "1675","26.8" 1677 | "1676","17.5" 1678 | "1677","12.8" 1679 | "1678","13.3" 1680 | "1679","13.7" 1681 | "1680","10.4" 1682 | "1681","7.3" 1683 | "1682","5.9" 1684 | "1683","7.4" 1685 | "1684","10.3" 1686 | "1685","11.1" 1687 | "1686","10.6" 1688 | "1687","12.9" 1689 | "1688","14.8" 1690 | "1689","13.3" 1691 | "1690","10.6" 1692 | "1691","12.1" 1693 | "1692","13.6" 1694 | "1693","10.8" 1695 | "1694","10.9" 1696 | "1695","8.5" 1697 | "1696","6" 1698 | "1697","7.8" 1699 | "1698","7.4" 1700 | "1699","9.9" 1701 | "1700","12.1" 1702 | "1701","13.7" 1703 | "1702","14.9" 1704 | "1703","12.7" 1705 | "1704","11" 1706 | "1705","11.6" 1707 | "1706","14.8" 1708 | "1707","16.6" 1709 | "1708","13.5" 1710 | "1709","12.6" 1711 | "1710","16.9" 1712 | "1711","16.6" 1713 | "1712","18.5" 1714 | "1713","16.4" 1715 | "1714","17.6" 1716 | "1715","15.7" 1717 | "1716","14" 1718 | "1717","12.6" 1719 | "1718","13.3" 1720 | "1719","14.8" 1721 | "1720","16.5" 1722 | "1721","18.7" 1723 | "1722","22.3" 1724 | "1723","23.5" 1725 | "1724","17.8" 1726 | "1725","21" 1727 | "1726","22.9" 1728 | "1727","18.4" 1729 | "1728","18" 1730 | "1729","16.6" 1731 | "1730","18.4" 1732 | "1731","15.4" 1733 | "1732","17.2" 1734 | "1733","22.7" 1735 | "1734","19.6" 1736 | "1735","21.2" 1737 | "1736","15.3" 1738 | "1737","14.1" 1739 | "1738","17.6" 1740 | "1739","19.2" 1741 | "1740","21.1" 1742 | "1741","18.8" 1743 | "1742","19.2" 1744 | "1743","17.6" 1745 | "1744","17.9" 1746 | "1745","20.4" 1747 | "1746","17.7" 1748 | "1747","16.8" 1749 | "1748","17.6" 1750 | "1749","20.1" 1751 | "1750","20.9" 1752 | "1751","17.8" 1753 | "1752","18.6" 1754 | "1753","21.6" 1755 | "1754","23.2" 1756 | "1755","26.8" 1757 | "1756","26.3" 1758 | "1757","20.9" 1759 | "1758","19.7" 1760 | "1759","16.8" 1761 | "1760","24" 1762 | "1761","18.9" 1763 | "1762","21.1" 1764 | "1763","23.1" 1765 | "1764","24" 1766 | "1765","23.8" 1767 | "1766","25.1" 1768 | "1767","23.4" 1769 | "1768","20.4" 1770 | "1769","21.8" 1771 | "1770","18.5" 1772 | "1771","21.4" 1773 | "1772","21.3" 1774 | "1773","19.9" 1775 | "1774","22.2" 1776 | "1775","24.4" 1777 | "1776","18.8" 1778 | "1777","17.3" 1779 | "1778","20.3" 1780 | "1779","24.3" 1781 | "1780","25.8" 1782 | "1781","26.2" 1783 | "1782","21.3" 1784 | "1783","18.4" 1785 | "1784","18.2" 1786 | "1785","22.5" 1787 | "1786","21.9" 1788 | "1787","23.1" 1789 | "1788","24" 1790 | "1789","25.9" 1791 | "1790","24.8" 1792 | "1791","24" 1793 | "1792","23.2" 1794 | "1793","21.9" 1795 | "1794","22.3" 1796 | "1795","20.4" 1797 | "1796","22.3" 1798 | "1797","18.3" 1799 | "1798","16.6" 1800 | "1799","20.6" 1801 | "1800","23.7" 1802 | "1801","22.7" 1803 | "1802","18.7" 1804 | "1803","18.1" 1805 | "1804","19.7" 1806 | "1805","22.4" 1807 | "1806","24.2" 1808 | "1807","25.7" 1809 | "1808","24.7" 1810 | "1809","23.7" 1811 | "1810","22.6" 1812 | "1811","24.4" 1813 | "1812","23.6" 1814 | "1813","22.4" 1815 | "1814","22.4" 1816 | "1815","24.4" 1817 | "1816","19.7" 1818 | "1817","19.6" 1819 | "1818","22.4" 1820 | "1819","22.6" 1821 | "1820","20.4" 1822 | "1821","24.6" 1823 | "1822","22.7" 1824 | "1823","24.4" 1825 | "1824","23.8" 1826 | "1825","24.6" 1827 | "1826","26.4" 1828 | -------------------------------------------------------------------------------- /Modelos/SIR-PlantillaErnesto.ipynb: -------------------------------------------------------------------------------- 1 | {"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[{"file_id":"1obgjqRMtZysRU7Y_bXIWcAfODGYeoAUW","timestamp":1762172795429},{"file_id":"1rppBv97mD1tYVdfsJkGvUYC2P5Yko_pL","timestamp":1761734893258}]},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"code","source":["import numpy as np\n","import matplotlib.pyplot as plt\n","from scipy.integrate import odeint\n","\n","\n","def SIR_model(x,t,beta,gamma):\n"," S, I, R = x\n","\n"," dS_dt = - beta * I * S/(S+I+R)\n"," dI_dt = beta * I * S / (S+I+R) - gamma * I\n"," dR_dt = gamma*I\n"," return [dS_dt, dI_dt, dR_dt]\n","\n","#solution\n","def dailyCases(beta,gamma):\n"," sol = odeint(SIR_model, x0, time_points,rtol=1e-6, atol=1e-12,args=(beta,gamma))\n"," S = sol[:, 0]\n"," I = sol[:, 1]\n"," R = sol[:, 2]\n"," return beta*S*I/N\n","\n","# Parameters\n","beta = 1 # Infection rate\n","gamma = 0.5 # Recovery rate\n","N = 1 # Total population\n","\n","# Initial conditions\n","I_0 = 1/1e6 # Initial infected population\n","S_0 = N-I_0 # Initial susceptible population (exposed)\n","R_0 = 0 # Initial recovered population\n","x0 = [S_0, I_0, R_0]\n","\n","# Time solution\n","t_start = 0.0\n","t_end = 100.0\n","num_points = 1000\n","time_points = np.linspace(t_start, t_end, num_points)\n","\n","cases=dailyCases(beta,gamma)\n","\n","plt.figure(figsize=(10, 6))\n","plt.plot(time_points, cases, label='Daily Cases (c)')\n","plt.title('Aggregated Model')\n","plt.xlabel('Time')\n","plt.ylabel('Daily Cases')\n","plt.grid(True)\n","plt.legend()\n","plt.show()\n"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":564},"id":"FHla1QifVw2d","executionInfo":{"status":"ok","timestamp":1762350675397,"user_tz":180,"elapsed":117,"user":{"displayName":"Ernesto Kofman","userId":"05771890245052973253"}},"outputId":"62b95a61-2aba-464b-af66-0da1e8215f21"},"execution_count":3,"outputs":[{"output_type":"display_data","data":{"text/plain":["
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2023-04-01,100 1189 | 2023-04-02,86 1190 | 2023-04-03,92 1191 | 2023-04-04,86 1192 | 2023-04-05,68 1193 | 2023-04-06,58 1194 | 2023-04-07,64 1195 | 2023-04-08,75 1196 | 2023-04-09,75 1197 | 2023-04-10,124 1198 | 2023-04-11,93 1199 | 2023-04-12,123 1200 | 2023-04-13,87 1201 | 2023-04-14,102 1202 | 2023-04-15,84 1203 | 2023-04-16,66 1204 | 2023-04-17,82 1205 | 2023-04-18,62 1206 | 2023-04-19,56 1207 | 2023-04-20,45 1208 | 2023-04-21,27 1209 | 2023-04-22,33 1210 | 2023-04-23,26 1211 | 2023-04-24,29 1212 | 2023-04-25,39 1213 | 2023-04-26,23 1214 | 2023-04-27,25 1215 | 2023-04-28,29 1216 | 2023-04-29,15 1217 | 2023-04-30,19 1218 | 2023-05-01,31 1219 | 2023-05-02,37 1220 | 2023-05-03,25 1221 | 2023-05-04,35 1222 | 2023-05-05,33 1223 | 2023-05-06,21 1224 | 2023-05-07,20 1225 | 2023-05-08,18 1226 | 2023-05-09,21 1227 | 2023-05-10,25 1228 | 2023-05-11,19 1229 | 2023-05-12,19 1230 | 2023-05-13,15 1231 | 2023-05-14,7 1232 | 2023-05-15,17 1233 | 2023-05-16,15 1234 | 2023-05-17,10 1235 | 2023-05-18,11 1236 | 2023-05-19,7 1237 | 2023-05-20,12 1238 | 2023-05-21,3 1239 | 2023-05-22,7 1240 | 2023-05-23,6 1241 | 2023-05-24,9 1242 | 2023-05-25,2 1243 | 2023-05-26,6 1244 | 2023-05-27,5 1245 | 2023-05-28,4 1246 | 2023-05-29,6 1247 | 2023-05-30,9 1248 | 2023-05-31,2 1249 | 2023-06-01,3 1250 | 2023-06-02,4 1251 | 2023-06-03,3 1252 | 2023-06-04,6 1253 | 2023-06-05,2 1254 | 2023-06-06,5 1255 | 2023-06-07,3 1256 | 2023-06-08,5 1257 | 2023-06-09,4 1258 | 2023-06-10,0 1259 | 2023-06-11,0 1260 | 2023-06-12,5 1261 | 2023-06-13,2 1262 | 2023-06-14,3 1263 | 2023-06-15,1 1264 | 2023-06-16,1 1265 | 2023-06-17,0 1266 | 2023-06-18,0 1267 | 2023-06-19,1 1268 | 2023-06-20,0 1269 | 2023-06-21,0 1270 | 2023-06-22,0 1271 | 2023-06-23,0 1272 | 2023-06-24,0 1273 | 2023-06-25,0 1274 | 2023-06-26,0 1275 | 2023-06-27,0 1276 | 2023-06-28,0 1277 | 2023-06-29,0 1278 | 2023-06-30,0 1279 | 2023-07-01,0 1280 | 2023-07-02,0 1281 | 2023-07-03,0 1282 | 2023-07-04,0 1283 | 2023-07-05,0 1284 | 2023-07-06,0 1285 | 2023-07-07,0 1286 | 2023-07-08,0 1287 | 2023-07-09,0 1288 | 2023-07-10,0 1289 | 2023-07-11,0 1290 | 2023-07-12,0 1291 | 2023-07-13,2 1292 | 2023-07-14,0 1293 | 2023-07-15,0 1294 | 2023-07-16,0 1295 | 2023-07-17,0 1296 | 2023-07-18,0 1297 | 2023-07-19,0 1298 | 2023-07-20,1 1299 | 2023-07-21,0 1300 | 2023-07-22,0 1301 | 2023-07-23,0 1302 | 2023-07-24,0 1303 | 2023-07-25,0 1304 | 2023-07-26,0 1305 | 2023-07-27,0 1306 | 2023-07-28,0 1307 | 2023-07-29,1 1308 | 2023-07-30,0 1309 | 2023-07-31,0 1310 | 2023-08-01,0 1311 | 2023-08-02,0 1312 | 2023-08-03,0 1313 | 2023-08-04,0 1314 | 2023-08-05,1 1315 | 2023-08-06,0 1316 | 2023-08-07,0 1317 | 2023-08-08,0 1318 | 2023-08-09,0 1319 | 2023-08-10,1 1320 | 2023-08-11,0 1321 | 2023-08-12,0 1322 | 2023-08-13,0 1323 | 2023-08-14,0 1324 | 2023-08-15,0 1325 | 2023-08-16,0 1326 | 2023-08-17,0 1327 | 2023-08-18,0 1328 | 2023-08-19,2 1329 | 2023-08-20,0 1330 | 2023-08-21,1 1331 | 2023-08-22,0 1332 | 2023-08-23,0 1333 | 2023-08-24,0 1334 | 2023-08-25,0 1335 | 2023-08-26,0 1336 | 2023-08-27,0 1337 | 2023-08-28,0 1338 | 2023-08-29,0 1339 | 2023-08-30,0 1340 | 2023-08-31,0 1341 | 2023-09-01,0 1342 | 2023-09-02,0 1343 | 2023-09-03,0 1344 | 2023-09-04,0 1345 | 2023-09-05,0 1346 | 2023-09-06,0 1347 | 2023-09-07,0 1348 | 2023-09-08,0 1349 | 2023-09-09,0 1350 | 2023-09-10,0 1351 | 2023-09-11,0 1352 | 2023-09-12,0 1353 | 2023-09-13,0 1354 | 2023-09-14,0 1355 | 2023-09-15,0 1356 | 2023-09-16,0 1357 | 2023-09-17,0 1358 | 2023-09-18,0 1359 | 2023-09-19,0 1360 | 2023-09-20,0 1361 | 2023-09-21,0 1362 | 2023-09-22,0 1363 | 2023-09-23,0 1364 | 2023-09-24,0 1365 | 2023-09-25,0 1366 | 2023-09-26,0 1367 | 2023-09-27,0 1368 | 2023-09-28,0 1369 | 2023-09-29,0 1370 | 2023-09-30,1 1371 | 2023-10-01,0 1372 | 2023-10-02,0 1373 | 2023-10-03,0 1374 | 2023-10-04,1 1375 | 2023-10-05,0 1376 | 2023-10-06,0 1377 | 2023-10-07,0 1378 | 2023-10-08,0 1379 | 2023-10-09,0 1380 | 2023-10-10,0 1381 | 2023-10-11,0 1382 | 2023-10-12,0 1383 | 2023-10-13,0 1384 | 2023-10-14,0 1385 | 2023-10-15,1 1386 | 2023-10-16,0 1387 | 2023-10-17,0 1388 | 2023-10-18,1 1389 | 2023-10-19,1 1390 | 2023-10-20,0 1391 | 2023-10-21,0 1392 | 2023-10-22,0 1393 | 2023-10-23,0 1394 | 2023-10-24,0 1395 | 2023-10-25,0 1396 | 2023-10-26,0 1397 | 2023-10-27,0 1398 | 2023-10-28,0 1399 | 2023-10-29,0 1400 | 2023-10-30,0 1401 | 2023-10-31,0 1402 | 2023-11-01,0 1403 | 2023-11-02,0 1404 | 2023-11-03,0 1405 | 2023-11-04,0 1406 | 2023-11-05,1 1407 | 2023-11-06,0 1408 | 2023-11-07,0 1409 | 2023-11-08,0 1410 | 2023-11-09,0 1411 | 2023-11-10,0 1412 | 2023-11-11,0 1413 | 2023-11-12,0 1414 | 2023-11-13,1 1415 | 2023-11-14,0 1416 | 2023-11-15,0 1417 | 2023-11-16,0 1418 | 2023-11-17,0 1419 | 2023-11-18,1 1420 | 2023-11-19,0 1421 | 2023-11-20,0 1422 | 2023-11-21,0 1423 | 2023-11-22,0 1424 | 2023-11-23,0 1425 | 2023-11-24,0 1426 | 2023-11-25,0 1427 | 2023-11-26,0 1428 | 2023-11-27,0 1429 | 2023-11-28,1 1430 | 2023-11-29,0 1431 | 2023-11-30,3 1432 | 2023-12-01,0 1433 | 2023-12-02,0 1434 | 2023-12-03,0 1435 | 2023-12-04,1 1436 | 2023-12-05,1 1437 | 2023-12-06,1 1438 | 2023-12-07,1 1439 | 2023-12-08,2 1440 | 2023-12-09,0 1441 | 2023-12-10,1 1442 | 2023-12-11,2 1443 | 2023-12-12,2 1444 | 2023-12-13,1 1445 | 2023-12-14,2 1446 | 2023-12-15,0 1447 | 2023-12-16,4 1448 | 2023-12-17,2 1449 | 2023-12-18,1 1450 | 2023-12-19,3 1451 | 2023-12-20,1 1452 | 2023-12-21,1 1453 | 2023-12-22,3 1454 | 2023-12-23,1 1455 | 2023-12-24,1 1456 | 2023-12-25,1 1457 | 2023-12-26,3 1458 | 2023-12-27,2 1459 | 2023-12-28,1 1460 | 2023-12-29,4 1461 | 2023-12-30,1 1462 | 2023-12-31,1 1463 | 2024-01-01,10 1464 | 2024-01-02,6 1465 | 2024-01-03,5 1466 | 2024-01-04,4 1467 | 2024-01-05,11 1468 | 2024-01-06,5 1469 | 2024-01-07,8 1470 | 2024-01-08,23 1471 | 2024-01-09,14 1472 | 2024-01-10,22 1473 | 2024-01-11,13 1474 | 2024-01-12,25 1475 | 2024-01-13,21 1476 | 2024-01-14,31 1477 | 2024-01-15,43 1478 | 2024-01-16,24 1479 | 2024-01-17,29 1480 | 2024-01-18,29 1481 | 2024-01-19,32 1482 | 2024-01-20,45 1483 | 2024-01-21,47 1484 | 2024-01-22,58 1485 | 2024-01-23,78 1486 | 2024-01-24,61 1487 | 2024-01-25,52 1488 | 2024-01-26,30 1489 | 2024-01-27,42 1490 | 2024-01-28,52 1491 | 2024-01-29,63 1492 | 2024-01-30,65 1493 | 2024-01-31,124 1494 | 2024-02-01,108 1495 | 2024-02-02,63 1496 | 2024-02-03,80 1497 | 2024-02-04,78 1498 | 2024-02-05,75 1499 | 2024-02-06,53 1500 | 2024-02-07,65 1501 | 2024-02-08,53 1502 | 2024-02-09,192 1503 | 2024-02-10,66 1504 | 2024-02-11,86 1505 | 2024-02-12,68 1506 | 2024-02-13,81 1507 | 2024-02-14,149 1508 | 2024-02-15,68 1509 | 2024-02-16,56 1510 | 2024-02-17,49 1511 | 2024-02-18,30 1512 | 2024-02-19,331 1513 | 2024-02-20,61 1514 | 2024-02-21,520 1515 | 2024-02-22,3 1516 | 2024-02-23,0 1517 | 2024-02-24,0 1518 | 2024-02-25,0 1519 | 2024-02-26,0 1520 | 2024-02-27,0 1521 | 2024-02-28,0 1522 | 2024-02-29,0 1523 | 2024-03-01,0 1524 | 2024-03-02,0 1525 | 2024-03-03,0 1526 | 2024-03-04,0 1527 | 2024-03-05,0 1528 | 2024-03-06,0 1529 | 2024-03-07,0 1530 | 2024-03-08,0 1531 | 2024-03-09,0 1532 | 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1882 | 2025-02-23,13 1883 | 2025-02-24,20 1884 | 2025-02-25,9 1885 | 2025-02-26,10 1886 | 2025-02-27,9 1887 | 2025-02-28,13 1888 | 2025-03-01,18 1889 | 2025-03-02,21 1890 | 2025-03-03,20 1891 | 2025-03-04,20 1892 | 2025-03-05,12 1893 | 2025-03-06,21 1894 | 2025-03-07,25 1895 | 2025-03-08,17 1896 | 2025-03-09,21 1897 | 2025-03-10,34 1898 | 2025-03-11,25 1899 | 2025-03-12,33 1900 | 2025-03-13,24 1901 | 2025-03-14,27 1902 | 2025-03-15,14 1903 | 2025-03-16,58 1904 | 2025-03-17,130 1905 | 2025-03-18,99 1906 | 2025-03-19,100 1907 | 2025-03-20,113 1908 | 2025-03-21,86 1909 | 2025-03-22,67 1910 | 2025-03-23,60 1911 | 2025-03-24,78 1912 | 2025-03-25,157 1913 | 2025-03-26,172 1914 | 2025-03-27,196 1915 | 2025-03-28,217 1916 | 2025-03-29,130 1917 | 2025-03-30,110 1918 | 2025-03-31,226 1919 | 2025-04-01,281 1920 | 2025-04-02,94 1921 | 2025-04-03,284 1922 | 2025-04-04,255 1923 | 2025-04-05,123 1924 | 2025-04-06,91 1925 | 2025-04-07,216 1926 | 2025-04-08,181 1927 | 2025-04-09,169 1928 | 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