diff --git a/.buildinfo b/.buildinfo new file mode 100644 index 0000000..d0f6ac6 --- /dev/null +++ b/.buildinfo @@ -0,0 +1,4 @@ +# Sphinx build info version 1 +# This file records the configuration used when building these files. When it is not found, a full rebuild will be done. +config: 2a62f4852efeabe0c5c267f856321a95 +tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/.nojekyll b/.nojekyll new file mode 100644 index 0000000..e69de29 diff --git a/README.html b/README.html new file mode 100644 index 0000000..12ec931 --- /dev/null +++ b/README.html @@ -0,0 +1,657 @@ + + + + + + +Intensity duration frequency analysis (based on KOSTRA) — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + + +
+
+
+
+

© Institute of Urban Water Management and Landscape Water Engineering, Graz University of Technology and Markus Pichler

+
+

Intensity duration frequency analysis (based on KOSTRA)

+

license +PyPI +DOI

+

PyPI - Downloads +PyPI - Downloads +PyPI - Downloads

+

Heavy rainfall intensity as a function of duration and return period acc. to DWA-A 531 (2012). +This program reads the measurement data of the rainfall +and calculates the distribution of the design rainfall as a function of the return period and the duration +for duration steps up to 12 hours (and more) and return period in a range of ‘0.5a ≤ T_n ≤ 100a’.

+

The guideline was used in the application KOSTRA-DWD.

+
+
+

Heavy rainfall data are among the most important planning parameters in water management and hydraulic engineering practice. In urban areas, for example, they are required as initial parameters for the design of rainwater drainage systems and in watercourses for the dimensioning of hydraulic structures. The accuracy of the target values of the corresponding calculation methods and models depends crucially on their accuracy. Their overestimation can lead to considerable additional costs in the structural implementation, their underestimation to an unacceptable, excessive residual risk of failure during the operation of water management and hydraulic engineering facilities. Despite the area-wide availability of heavy rainfall data through “Coordinated Heavy Rainfall Regionalisation Analyses” (KOSTRA), there is still a need for local station analyses, e.g. to evaluate the now extended data series, to evaluate recent developments or to classify local peculiarities in comparison to the KOSTRA data. However, this is only possible without restrictions if the methodological approach recommended in the worksheet is followed.

+
+

DWA-A 531 (2012) Translated with www.DeepL.com/Translator

+
+
+

An intensity-duration-frequency (IDF) curve is a mathematical function that relates the rainfall intensity with its duration and frequency of occurrence. These curves are commonly used in hydrology for flood forecasting and civil engineering for urban drainage design. However, the IDF curves are also analysed in hydrometeorology because of the interest in the time concentration or time-structure of the rainfall.

+
+

Wikipedia

+
+

This package was developed by Markus Pichler during his bachelor thesis and finalised it in the course of his employment at the Institute of Urban Water Management and Landscape Water Engineering.

+
+

Documentation

+

Read the docs here 📖.

+
+
+

Please cite as

+

Pichler, M. (2024). idf_analysis: Intensity duration frequency analysis with python based on KOSTRA (v0.2.4). Zenodo. https://doi.org/10.5281/zenodo.10559992

+

JOSS paper is on the way …

+
+
+

Installation

+

This package is written in Python3. (use a version > 3.5)

+
pip install idf-analysis
+
+
+

Add the following tags to the command for special options:

+
    +
  • --user: To install the package only for the local user account (no admin rights needed)

  • +
  • --upgrade: To update the package

  • +
+
+

Windows

+

You have to install python first (i.e. the original python from the website).

+

To use the command-line-tool, it is advisable to add the path to your Python binary to the environment variables [1]. +There is also an option during the installation to add python to the PATH automatically. [2]

+
+
+

Linux/Unix

+

Python is pre-installed on most operating systems (as you probably knew).

+
+
+

Dependencies

+

Packages required for this program will be installed with pip during the installation process and can be seen +in the requirements.txt file.

+
flowchart TD
+    contourpy["contourpy<br>1.3.1"]
+    cycler["cycler<br>0.12.1"]
+    fonttools["fonttools<br>4.54.1"]
+    kiwisolver["kiwisolver<br>1.4.7"]
+    matplotlib["matplotlib<br>3.9.2"]
+    mpmath["mpmath<br>1.3.0"]
+    numpy["numpy<br>2.1.3"]
+    packaging["packaging<br>24.2"]
+    pandas["pandas<br>2.2.3"]
+    pillow["pillow<br>11.0.0"]
+    pyparsing["pyparsing<br>3.2.0"]
+    python-dateutil["python-dateutil<br>2.9.0.post0"]
+    pytz["pytz<br>2024.2"]
+    pyyaml["PyYAML<br>6.0.2"]
+    scipy["scipy<br>1.14.1"]
+    six["six<br>1.16.0"]
+    sympy["sympy<br>1.13.3"]
+    tqdm["tqdm<br>4.67.0"]
+    tzdata["tzdata<br>2024.2"]
+    contourpy -- "&ge;1.23" --> numpy
+    matplotlib -- "&ge;0.10" --> cycler
+    matplotlib -- "&ge;1.0.1" --> contourpy
+    matplotlib -- "&ge;1.23" --> numpy
+    matplotlib -- "&ge;1.3.1" --> kiwisolver
+    matplotlib -- "&ge;2.3.1" --> pyparsing
+    matplotlib -- "&ge;2.7" --> python-dateutil
+    matplotlib -- "&ge;20.0" --> packaging
+    matplotlib -- "&ge;4.22.0" --> fonttools
+    matplotlib -- "&ge;8" --> pillow
+    pandas -- "&ge;1.26.0" --> numpy
+    pandas -- "&ge;2.8.2" --> python-dateutil
+    pandas -- "&ge;2020.1" --> pytz
+    pandas -- "&ge;2022.7" --> tzdata
+    python-dateutil -- "&ge;1.5" --> six
+    scipy -- "&ge;1.23.5,&lt;2.3" --> numpy
+    sympy -- "&ge;1.1.0,&lt;1.4" --> mpmath
+
+
+
+
+
+

Usage

+

The documentation of the python-package can be found here.

+

One basic usage could be:

+
import pandas as pd
+from idf_analysis import IntensityDurationFrequencyAnalyse
+from idf_analysis.definitions import *
+
+# initialize of the analysis class
+idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)
+
+series = pd.Series(index=pd.DatetimeIndex(...), data=...)
+
+# setting the series for the analysis
+idf.set_series(series)
+# auto-save the calculated parameter so save time for a later use, as the parameters doesn't have to be calculated again.
+idf.auto_save_parameters('idf_parameters.yaml')
+
+
+

If you only want to analyse an already existing IDF-table

+
import pandas as pd
+from idf_analysis import IntensityDurationFrequencyAnalyse
+
+idf_table = pd.DataFrame(...)
+# index: Duration Steps in minutes as int or float
+# columns: Return Periods in years as int or float
+# values: rainfall height in mm
+idf = IntensityDurationFrequencyAnalyse.from_idf_table(idf_table)
+
+
+
+
+

Commandline tool

+

The following commands show the usage for Linux/Unix systems. +To use these features on Windows you have to add python -m before each command.

+

To start the script use following commands in the terminal/Prompt

+

idf_analysis

+
+

idf_analysis -h

+
+
usage: __main__.py [-h] -i INPUT
+                   [-ws {ATV-A_121,KOSTRA,convective_vs_advective}]
+                   [-kind {partial,annual}] [-t {>= 0.5 a and <= 100 a}]
+                   [-d {>= 5 min and <= 8640 min}] [-r {>= 0 L/s*ha}]
+                   [-h_N {>= 0 mm}] [--r_720_1] [--plot] [--export_table]
+
+heavy rain as a function of the duration and the return period acc. to DWA-A
+531 (2012) All files will be saved in the same directory of the input file but
+in a subfolder called like the inputfile + "_idf_data". Inside this folder a
+file called "idf_parameter.yaml"-file will be saved and contains interim-
+calculation-results and will be automatically reloaded on the next call.
+
+optional arguments:
+  -h, --help            show this help message and exit
+  -i INPUT, --input INPUT
+                        input file with the rain time-series (csv or parquet)
+  -ws {ATV-A_121,KOSTRA,convective_vs_advective}, --worksheet {ATV-A_121,KOSTRA,convective_vs_advective}
+                        From which worksheet the recommendations for
+                        calculating the parameters should be taken.
+  -kind {partial,annual}, --series_kind {partial,annual}
+                        The kind of series used for the calculation.
+                        (Calculation with partial series is more precise and
+                        recommended.)
+  -t {>= 0.5 a and <= 100 a}, --return_period {>= 0.5 a and <= 100 a}
+                        return period in years (If two of the three variables
+                        (rainfall (height or flow-rate), duration, return
+                        period) are given, the third variable is calculated.)
+  -d {>= 5 min and <= 8640 min}, --duration {>= 5 min and <= 8640 min}
+                        duration in minutes (If two of the three variables
+                        (rainfall (height or flow-rate), duration, return
+                        period) are given, the third variable is calculated.)
+  -r {>= 0 L/(s*ha)}, --flow_rate_of_rainfall {>= 0 L/(s*ha)}
+                        rainfall in Liter/(s * ha) (If two of the three
+                        variables (rainfall (height or flow-rate), duration,
+                        return period) are given, the third variable is
+                        calculated.)
+  -h_N {>= 0 mm}, --height_of_rainfall {>= 0 mm}
+                        rainfall in mm or Liter/m^2 (If two of the three
+                        variables (rainfall (height or flow-rate), duration,
+                        return period) are given, the third variable is
+                        calculated.)
+  --r_720_1             design rainfall with a duration of 720 minutes (=12 h)
+                        and a return period of 1 year
+  --plot                get a plot of the idf relationship
+  --export_table        get a table of the most frequent used values
+
+
+
+
+

Example

+

In these examples you can see the usage in a reproducible way. This examples uses open data provided from the Austrian government. You can also find a link to the script used to download this data.

+

Example Jupyter notebook for the commandline (or in the docs)

+

Example Jupyter notebook for the python api (or in the docs)

+

Example python skript

+
+

Example Files

+

Interim Results of the idf analysis

+
+
+

Example Plot

+

IDF-Curves-Plot

+
+
+

Example IDF table

+

IDF-Table

+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +

return period in a
duration in min

1

2

3

5

10

20

25

30

50

75

100

5

9.39

10.97

11.89

13.04

14.61

16.19

16.69

17.11

18.26

19.18

19.83

10

15.15

17.62

19.06

20.88

23.35

25.82

26.62

27.27

29.09

30.54

31.56

15

19.03

22.25

24.13

26.51

29.72

32.94

33.98

34.83

37.20

39.08

40.42

20

21.83

25.71

27.99

30.85

34.73

38.62

39.87

40.89

43.75

46.02

47.63

30

25.60

30.66

33.62

37.35

42.41

47.47

49.10

50.43

54.16

57.12

59.22

45

28.92

35.51

39.37

44.23

50.83

57.42

59.54

61.28

66.14

69.99

72.73

60

30.93

38.89

43.54

49.40

57.36

65.31

67.88

69.97

75.83

80.49

83.79

90

33.37

41.74

46.64

52.80

61.17

69.54

72.23

74.43

80.60

85.49

88.96

180

38.01

47.13

52.46

59.18

68.30

77.42

80.36

82.76

89.48

94.81

98.60

270

41.01

50.60

56.21

63.28

72.87

82.46

85.55

88.07

95.14

100.75

104.73

360

43.29

53.23

59.04

66.37

76.31

86.25

89.45

92.06

99.39

105.20

109.33

450

45.14

55.36

61.33

68.87

79.08

89.30

92.59

95.28

102.81

108.79

113.03

600

47.64

58.23

64.43

72.23

82.82

93.41

96.82

99.61

107.42

113.61

118.01

720

49.29

60.13

66.47

74.45

85.29

96.12

99.61

102.46

110.44

116.78

121.28

1080

54.41

64.97

71.15

78.94

89.50

100.06

103.46

106.24

114.02

120.20

124.58

1440

58.02

67.72

73.39

80.54

90.24

99.93

103.05

105.61

112.75

118.42

122.45

2880

66.70

77.41

83.68

91.57

102.29

113.00

116.45

119.26

127.16

133.42

137.87

4320

71.93

85.72

93.78

103.95

117.73

131.52

135.96

139.58

149.75

157.81

163.53

5760

78.95

95.65

105.42

117.72

134.43

151.13

156.50

160.89

173.20

182.97

189.90

7200

83.53

101.38

111.82

124.98

142.83

160.68

166.43

171.12

184.28

194.72

202.13

8640

85.38

104.95

116.40

130.82

150.38

169.95

176.25

181.40

195.82

207.27

215.39

+
+
+
+

Background

+

Pseudocode for the parameter calculation.

+
For every duration step
+    calculating event sums
+    
+    if using annual event series:  # only recommeded for measurements longer than 20 year
+        converting every max event sum per year to a series
+        calculating parameters u and w using the gumbel distribution
+        
+    elif using partial event series:
+        converting the n (approximatly 2.72 x measurement duration in years) biggest event sums to a series
+        calculating parameters u and w using the exponential distribution
+    
+Splitting IDF curve formulation in to several duration ranges
+For each duration range:
+    For each parameter (u and w):
+        balancing the parameter over all duation steps (in the range) using a given formulation (creating parameters a and b)
+        # one-folded-logaritmic | two-folded-logarithmic | hyperbolic
+
+u(D) = f(a_u, b_u, D)
+w(D) = f(a_w, b_w, D)
+
+h(D,Tn) = u(D) + w(D) * ln(Tn)
+
+
+
+
+
+ +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/README.md b/README.md new file mode 100644 index 0000000..07cbcc1 --- /dev/null +++ b/README.md @@ -0,0 +1,3 @@ +#GitHub Pages + +Last update of sphinx html documentation from [336f4dd](https://github.com/MarkusPic/intensity_duration_frequency_analysis/tree/336f4dda2e1161ee9e07a45dbbefe0426dd6f009) diff --git a/_images/examples_example_heavy_rainfall_index_17_0.png b/_images/examples_example_heavy_rainfall_index_17_0.png new file mode 100644 index 0000000..8843d4b Binary files /dev/null and b/_images/examples_example_heavy_rainfall_index_17_0.png differ diff --git a/_images/examples_example_python_api_15_1.png b/_images/examples_example_python_api_15_1.png new file mode 100644 index 0000000..e37ffe2 Binary files /dev/null and b/_images/examples_example_python_api_15_1.png differ diff --git a/_images/examples_example_python_api_24_0.png b/_images/examples_example_python_api_24_0.png new file mode 100644 index 0000000..12a56c6 Binary files /dev/null and b/_images/examples_example_python_api_24_0.png differ diff --git a/_images/examples_example_python_api_26_0.png b/_images/examples_example_python_api_26_0.png new file mode 100644 index 0000000..cc43129 Binary files /dev/null and b/_images/examples_example_python_api_26_0.png differ diff --git a/_images/examples_example_python_api_27_0.png b/_images/examples_example_python_api_27_0.png new file mode 100644 index 0000000..743303e Binary files /dev/null and b/_images/examples_example_python_api_27_0.png differ diff --git a/_images/examples_example_python_api_42_0.png b/_images/examples_example_python_api_42_0.png new file mode 100644 index 0000000..5a37d96 Binary files /dev/null and b/_images/examples_example_python_api_42_0.png differ diff --git a/_images/examples_example_python_api_44_0.png b/_images/examples_example_python_api_44_0.png new file mode 100644 index 0000000..b44d837 Binary files /dev/null and b/_images/examples_example_python_api_44_0.png differ diff --git a/_images/examples_example_python_api_45_0.png b/_images/examples_example_python_api_45_0.png new file mode 100644 index 0000000..81d2295 Binary files /dev/null and b/_images/examples_example_python_api_45_0.png differ diff --git a/_images/examples_example_python_api_extended_10_0.png b/_images/examples_example_python_api_extended_10_0.png new file mode 100644 index 0000000..509767e Binary files /dev/null and b/_images/examples_example_python_api_extended_10_0.png differ diff --git a/_images/examples_example_python_api_extended_9_0.png b/_images/examples_example_python_api_extended_9_0.png new file mode 100644 index 0000000..72df120 Binary files /dev/null and b/_images/examples_example_python_api_extended_9_0.png differ diff --git a/_images/examples_example_reverse_engeneering_10_0.png b/_images/examples_example_reverse_engeneering_10_0.png new file mode 100644 index 0000000..a8fbff4 Binary files /dev/null and b/_images/examples_example_reverse_engeneering_10_0.png differ diff --git a/_images/examples_example_reverse_engeneering_6_0.png b/_images/examples_example_reverse_engeneering_6_0.png new file mode 100644 index 0000000..d61a8c5 Binary files /dev/null and b/_images/examples_example_reverse_engeneering_6_0.png differ diff --git a/_images/examples_example_reverse_engeneering_7_0.png b/_images/examples_example_reverse_engeneering_7_0.png new file mode 100644 index 0000000..38d0830 Binary files /dev/null and b/_images/examples_example_reverse_engeneering_7_0.png differ diff --git a/_images/examples_example_reverse_engeneering_9_0.png b/_images/examples_example_reverse_engeneering_9_0.png new file mode 100644 index 0000000..83135fc Binary files /dev/null and b/_images/examples_example_reverse_engeneering_9_0.png differ diff --git a/_modules/idf_analysis/idf_backend.html b/_modules/idf_analysis/idf_backend.html new file mode 100644 index 0000000..6d9634a --- /dev/null +++ b/_modules/idf_analysis/idf_backend.html @@ -0,0 +1,666 @@ + + + + + + + idf_analysis.idf_backend — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
+
+
+
+ +

Source code for idf_analysis.idf_backend

+import math
+import warnings
+from pathlib import Path
+from typing import Literal
+
+import matplotlib.pyplot as plt
+import numpy as np
+import pandas as pd
+import scipy.stats as sps
+
+from .definitions import SERIES, METHOD, PARAM
+from .in_out import write_yaml, read_yaml
+from .little_helpers import duration_steps_readable, minutes_readable, get_progress_bar
+from .parameter_formulas import FORMULA_REGISTER, _Formula, register_formulas_to_yaml, LinearFormula
+from .sww_utils import year_delta, guess_freq, rain_events, agg_events
+
+
+
+[docs] +class IdfParameters: + def __init__(self, series_kind: str or Literal['partial', 'annual'] = SERIES.PARTIAL, + worksheet: str or Literal['KOSTRA', 'convective_vs_advective', 'ATV-A_121'] = METHOD.KOSTRA, + extended_durations=False): + self.series_kind = series_kind + + self._durations = None + self._set_default_durations(extended_durations) + + self.parameters_series = {} # parameters u and w (distribution function) from the event series analysis + self.parameters_final = {} # parameters of the distribution function after the regression + # {lower duration bound in minutes: {parameter u or w: {'function': function-name}}} + + if worksheet is not None: + self.set_parameter_approaches_from_worksheet(worksheet) + + self._interims = None # type: ExtremeValueParameters + + def calc_from_series(self, series): + self._interims = ExtremeValueParameters(series, self.durations) + + self._interims.evaluate(self.series_kind) + + self.parameters_series[PARAM.U] = np.array(self._interims.u) + self.parameters_series[PARAM.W] = np.array(self._interims.w) + + self._calc_params() + + def reverse_engineering(self, idf_table, linear_interpolation=False): + durations = idf_table.index.values + u = idf_table[1].values + w_dat = idf_table.sub(u, axis=0) + # -- + w = [] + for dur in durations: + dat = w_dat.loc[dur] + log_tn_i = np.log(dat.index.values) + w.append(sum(dat.values * log_tn_i) / sum(log_tn_i ** 2)) + + # --- + self.durations = durations + self.parameters_series[PARAM.U] = np.array(u) + self.parameters_series[PARAM.W] = np.array(w) + + if linear_interpolation: + self.clear_parameter_approaches() + self.add_parameter_approach(0, 'linear', 'linear') + self._calc_params() # from u,w to a_u, a_w, ... + else: + self._calc_params() + + @property + def durations(self): + return np.array(self._durations) + + @durations.setter + def durations(self, durations): + self._durations = list(durations) + + def _set_default_durations(self, extended_durations=False): + # Suggestion from ATV-A 121 (ATV-DVWK-Regelwerk 2/2001) + + # sampling points of the duration steps in minutes + duration_steps = [5, 10, 15, 20, 30, 45, 60, 90] + # self._duration_steps += [i * 60 for i in [3, 4.5, 6, 7.5, 10, 12, 18]] # duration steps in hours + duration_steps += [i * 60 for i in [2, 3, 4, 6, 9, 12, 18]] # duration steps in hours + if extended_durations: + duration_steps += [i * 60 * 24 for i in [1, 2, 3, 4, 5, 6]] # duration steps in days + + self.durations = duration_steps + + def filter_durations(self, freq_minutes): + self.limit_duration(lowest=freq_minutes) + self.limit_durations_from_freq(freq_minutes) + + def limit_duration(self, lowest=None, highest=None): + # bool_array = self.durations == False + bool_array = np.array([False]*self.durations.size) + if lowest is not None: + bool_array |= self.durations >= lowest + if highest is not None: + bool_array |= self.durations <= highest + + self.durations = self.durations[bool_array] + for param in PARAM.U_AND_W: + if param in self.parameters_series: + self.parameters_series[param] = self.parameters_series[param][bool_array] + + def limit_durations_from_freq(self, freq_minutes): + # only multiple of freq + # Aus DWA-M 531 Abschnitt 2: + # > Da Niederschlagsmesser Tageswerte liefern, sind hier nur Auswertungen für Regendauern möglich, die ein Vielfaches von 24 h betragen. + self.durations = self.durations[(self.durations % freq_minutes) == 0] + +
+[docs] + def set_parameter_approaches_from_worksheet(self, worksheet): + """ + Set approaches depending on the duration and the parameter. + + Args: + worksheet (str): worksheet name for the analysis: + - 'DWA-A_531' + - 'ATV-A_121' + - 'DWA-A_531_advektiv' (yet not implemented) + + Returns: + list[dict]: table of approaches depending on the duration and the parameter + """ + self.parameters_final = read_yaml(Path(__file__).parent / 'approaches' / (worksheet + '.yaml')) + if self.parameters_series: + self._calc_params()
+ + + def add_parameter_approach(self, duration_bound, approach_u, approach_w): + self.parameters_final[duration_bound] = { + PARAM.U: {PARAM.FUNCTION: approach_u}, + PARAM.W: {PARAM.FUNCTION: approach_w}, + } + + def clear_parameter_approaches(self): + self.parameters_final = {} + + def _iter_params(self): + # parameters_final has the lower bound duration step as a key + # making a zip with lower bound duration step and upper bound duration step + # last upper bound duration step is infinity + lower_bounds = list(self.parameters_final.keys()) + return zip(lower_bounds, lower_bounds[1:] + [np.inf]) + + def _calc_params(self): + """ + Calculate parameters a_u, a_w, b_u and b_w and add it to the dict. + """ + for dur_lower_bound, dur_upper_bound in self._iter_params(): + + # bool array for this duration range + param_part = (self.durations >= dur_lower_bound) & (self.durations <= dur_upper_bound) + + if param_part.sum() <= 1: + # Only one duration step in this duration range. + # Only one value available in the series for this regression. + del self.parameters_final[dur_lower_bound] + continue + + # {'u': {'function': ...}, 'w': {'function': ...}} + params_dur = self.parameters_final[dur_lower_bound] # type: dict[str, (_Formula or dict)] + + # selected duration steps for the duration range + dur = self.durations[param_part] + + for p in PARAM.U_AND_W: # u or w + # array of parameter values u|w + values_series = self.parameters_series[p][param_part] + + # --- + # convert dict with approach-string to Formula-object + if not isinstance(params_dur[p], _Formula): + approach = params_dur[p][PARAM.FUNCTION] + if approach not in FORMULA_REGISTER: + # if approach is not defined in code - raise Error + raise NotImplementedError(f'{approach=}') + + params_dur[p] = _Formula.from_dict(params_dur[p]) # init object + + if not params_dur[p].is_fitted: + # if fit was not already run + params_dur[p].fit(dur, values_series) + + # --- + self._balance_parameter_change() + + def _balance_parameter_change(self): + last = {PARAM.U: None, PARAM.W: None} + for dur_lower_bound, dur_upper_bound in self._iter_params(): + duration_change = dur_upper_bound + + for p in PARAM.U_AND_W: # u or w + formula_this = self.parameters_final[dur_lower_bound][p] # type: _Formula + + if dur_upper_bound not in self.parameters_final: + # last range + if last[p] is None: # last was linear OR only one formula + continue + formula_this.fit(formula_this.durations, formula_this.values, *last[p]) + continue + + formula_next = self.parameters_final[dur_upper_bound][p] # type: _Formula + + if isinstance(formula_next, LinearFormula) and isinstance(formula_this, LinearFormula): + last[p] = None + continue + elif isinstance(formula_next, LinearFormula): + value_mean = formula_this.get_param(duration_change) + elif isinstance(formula_this, LinearFormula): + value_mean = formula_next.get_param(duration_change) + else: + value_mean = (formula_this.get_param(duration_change) + formula_next.get_param(duration_change))/2 + + if last[p] is None: + formula_this.fit(formula_this.durations, formula_this.values, duration_change, value_mean) + else: + formula_this.fit(formula_this.durations, formula_this.values, [last[p][0], duration_change], [last[p][1], value_mean]) + last[p] = (duration_change, value_mean) + +
+[docs] + def measured_points(self, return_periods, max_duration=None): + """ + Get the calculation results of the rainfall with u and w without the estimation of the formula. + + Args: + return_periods (float | np.array | list | pd.Series): return period in [a] + max_duration (float): max duration in [min] + + Returns: + pd.Series: series with duration as index and the height of the rainfall as data + """ + interim_results = pd.DataFrame(index=self.durations) + interim_results.index.name = PARAM.DUR + interim_results[PARAM.U] = self.parameters_series[PARAM.U] + interim_results[PARAM.W] = self.parameters_series[PARAM.W] + + if max_duration is not None: + interim_results = interim_results.loc[:max_duration].copy() + + return pd.Series(index=interim_results.index, + data=interim_results[PARAM.U] + interim_results[PARAM.W] * np.log(return_periods))
+ + + def interim_plot_parameters(self): + dur = self.durations + fig, axes = plt.subplots(2, sharex=True) + for ax, label in zip(axes, PARAM.U_AND_W): + y = self.parameters_series[label] + ax.plot(dur, y, lw=0, marker='.') + + for lower, upper in self._iter_params(): + dur_ = dur[(dur >= lower) & (dur <= upper)] + y_pred = self.parameters_final[lower][label].get_param(dur_) + # y_pred = self.get_array_param(label, dur) + ax.plot(dur_, y_pred, lw=1, label=f'${self.parameters_final[lower][label].latex_formula}$') + + ax.grid(ls=':', lw=0.5) + + ax.legend(title='Formula') + for d in self.parameters_final: + ax.axvline(d, color='black', lw=0.7, ls='--') + ax.set_xscale('log', base=math.e) + ax.set_xticks(dur) + ax.set_xticklabels(duration_steps_readable(dur), rotation=90) + ax.set_title(f'Parameter: {label}') + return fig + + def get_duration_section(self, duration, param): + for lower, upper in self._iter_params(): + if lower <= duration <= upper: + return self.parameters_final[lower][param] + +
+[docs] + def get_scalar_param(self, p, duration): + """ + + Args: + p (str): name of the parameter 'u' or 'w' + duration (float | int): in minutes + + Returns: + (float, float): u, w + """ + param = self.get_duration_section(duration, p) # type: _Formula + + if param is None: + return np.nan + + return param.get_param(duration)
+ + +
+[docs] + def get_array_param(self, p, duration): + """ + + Args: + p (str): name of the parameter 'u' or 'w' + duration (numpy.ndarray): in minutes + + Returns: + (numpy.ndarray, numpy.ndarray): u, w + """ + return np.vectorize(lambda d: self.get_scalar_param(p, d))(duration)
+ + +
+[docs] + def get_u_w(self, duration): + """ + calculate the u and w parameters depending on the durations + + Args: + duration (numpy.ndarray| list | float | int): in minutes + + Returns: + (float, float): u and w + """ + if isinstance(duration, (list, np.ndarray)): + func = self.get_array_param + else: + func = self.get_scalar_param + + return (func(p, duration) for p in PARAM.U_AND_W)
+ + + def to_yaml(self, filename): + register_formulas_to_yaml() + + def to_basic(a): + return list([round(float(i), 4) for i in a]) + data = { + PARAM.SERIES: self.series_kind, + PARAM.DUR: to_basic(self.durations), + PARAM.PARAMS_SERIES: {p: to_basic(l) for p, l in self.parameters_series.items()}, + PARAM.PARAMS_FINAL: self.parameters_final + } + write_yaml(data, filename) + + def pprint(self): + from pprint import pprint + + def to_basic(a): + return list([round(float(i), 4) for i in a]) + + pprint({ + PARAM.SERIES: self.series_kind, + PARAM.DUR: to_basic(self.durations), + PARAM.PARAMS_SERIES: {p: to_basic(l) for p, l in self.parameters_series.items()}, + PARAM.PARAMS_FINAL: self.parameters_final + }) + + @classmethod + def from_yaml(cls, filename, worksheet=None): + data = read_yaml(filename) + p = cls(series_kind=data[PARAM.SERIES]) + p.durations = data[PARAM.DUR] + # list to numpy.array + p.parameters_series = {p: np.array(l) for p, l in data[PARAM.PARAMS_SERIES].items()} + if PARAM.PARAMS_FINAL in data: + p.parameters_final = data[PARAM.PARAMS_FINAL] + else: + p.set_parameter_approaches_from_worksheet(worksheet) + + p._calc_params() + return p
+ + + +class ExtremeValueParameters: + def __init__(self, series, duration_steps): + self.series = series + self.duration_steps = duration_steps + + self.base_frequency = guess_freq(self.series.index) # DateOffset/Timedelta + self.base_delta = pd.Timedelta(self.base_frequency) + + # measuring time in years + measurement_start, measurement_end = self.series.index[[0, -1]] + self.measurement_period = (measurement_end - measurement_start) / year_delta(years=1) + if round(self.measurement_period, 1) < 10: + warnings.warn("The measurement period is too short. The results may be inaccurate! " + "It is recommended to use at least ten years. " + f"(-> Currently {self.measurement_period}a used)") + + # acc. to DWA-A 531 chap. 4.2: + # The values must be independent of each other for the statistical evaluations. + # estimated four hours acc. (Schilling, 1984) + # for larger durations - use the duration as minimal gap + self.min_event_gap = pd.Timedelta(hours=4) + + # Use only the (2-3 multiplied with the number of measuring years) of the biggest + # values in the database (-> acc. to ATV-A 121 chap. 4.3; DWA-A 531 chap. 4.4). + # As a requirement for the extreme value distribution. + self.threshold_sample_size = int(math.floor(self.measurement_period * math.e)) + + self._data = {} + self.u = [] + self.w = [] + self._intensities = {} + + @staticmethod + def _improve_factor(interval): + """ + correction factor acc. to DWA-A 531 chap. 4.3 + + Args: + interval (float): length of the interval: number of observations per duration + + Returns: + float: correction factor + """ + improve_factor = {1: 1.14, + 2: 1.07, + 3: 1.04, + 4: 1.03, + 5: 1.00, + 6: 1.00} + + return np.interp(interval, + list(improve_factor.keys()), + list(improve_factor.values())) + + @staticmethod + def _plotting_formula(k, l, m): + """ + plotting function acc. to DWA-A 531 chap. 5.1.3 for the partial series + + Args: + k (float or np.ndarray): running index + l (float or np.ndarray): sample size + m (float or np.ndarray): measurement period + + Returns: + float: estimated empirical return period + """ + return (l + 0.2) * m / ((k - 0.4) * l) + + def evaluate(self, series_kind: str or Literal['partial', 'annual'] = SERIES.PARTIAL): + """ + Statistical analysis for each duration step. + + acc. to DWA-A 531 chap. 5.1 + + Save the parameters of the distribution function as interim results. + + Args: + series_kind (str): which kind of series should be used to evaluate the extreme values. + """ + pbar = get_progress_bar(self.duration_steps, desc='Calculating Parameters u and w') + + for duration_integer in pbar: + try: + pbar.set_description(f'Calculating Parameters u and w for duration {duration_integer:0.0f}') + except: ... + + if series_kind == SERIES.ANNUAL: + x, y = self.annual_series(duration_integer) + elif series_kind == SERIES.PARTIAL: + x, y = self.partial_series(duration_integer) + else: + raise NotImplementedError(f"Unknown series kind {series_kind}") + + res = sps.linregress(x, y) + self.u.append(res.intercept) + self.w.append(res.slope) + + self._data[duration_integer] = {'x': x, 'y': y, 'u': res.intercept, 'w': res.slope, 'series_kind': series_kind} + + def get_intensities(self, duration_integer: int): + if duration_integer not in self._intensities: + duration = pd.Timedelta(minutes=duration_integer) + + if duration < self.base_delta: + return + + if duration < self.min_event_gap: + min_gap = self.min_event_gap + else: + min_gap = duration + + events = rain_events(self.series, min_gap=min_gap) + + # Correction factor acc. to DWA-A 531 chap. 4.3 + improve = self._improve_factor(duration / self.base_delta) + + roll_sum = self.series.rolling(duration).sum() + + events['i'] = agg_events(events, roll_sum, 'max') * improve + events['ix'] = agg_events(events, roll_sum, 'idxmax') + self._intensities[duration_integer] = events.set_index('ix')['i'] + return self._intensities[duration_integer] + + def annual_series(self, duration_integer: int): + """ + Create an annual series of the maximum overlapping sum per year and calculate the "u" and "w" parameters. + + acc. to DWA-A 531 chap. 5.1.5 + + Gumbel distribution | https://en.wikipedia.org/wiki/Gumbel_distribution + + Args: + duration_integer (int): Duration step in minutes. + + Returns: + dict[str, float]: Parameter u and w from the annual series for a specific duration step as a tuple. + """ + annually_series = self.get_intensities(duration_integer).resample('YE').max().sort_values(ascending=False).values + x = -np.log(np.log((annually_series.size + 0.2) / (annually_series.size - sps.rankdata(annually_series)[::-1] + 0.6))) + return x, annually_series + + def partial_series(self, duration_integer: int): + """ + Create a partial series of the largest overlapping sums and calculate the "u" and "w" parameters. + + acc. to DWA-A 531 chap. 5.1.4 + + Exponential distribution | https://en.wikipedia.org/wiki/Exponential_distribution + + Args: + duration_integer (int): Duration step in minutes. + + Returns: + dict[str, float]: parameter u and w from the partial series for a specific duration step as a tuple + """ + partially_series = self.get_intensities(duration_integer).sort_values(ascending=False).values + + if partially_series.size < self.threshold_sample_size: + warnings.warn('Fewer events in series than recommended for extreme value analysis. Use the results with mindfulness.') + else: + partially_series = partially_series[:self.threshold_sample_size] + + x = np.log(self._plotting_formula(sps.rankdata(partially_series)[::-1], partially_series.size, self.measurement_period)) + + return x, partially_series + + def plot_series(self, ncols=3): + n_plots = len(self.duration_steps) + n_cols = min(ncols, n_plots) + n_rows = math.ceil(n_plots / n_cols) + + fig, axes = plt.subplots(nrows=n_rows, ncols=n_cols) + fig.suptitle(f'Interim Results of {self._data[self.duration_steps[0]]["series_kind"]}-series Plot') + + if n_plots == 1: + axes = np.array([axes]) + axes = axes.flatten() + + for ax, duration_integer in zip(axes, self.duration_steps): + data = self._data[duration_integer] + x = data['x'] # probability + y = data['y'] # intensity + + line = data['u'] + x * data['w'] + + ax.axhline(data["u"], lw=0.7, color='black') + ax.axvline(0, lw=0.7, color='black') + + ax.plot(x, line, label='Fitted model', color='C1', linewidth=2) + ax.scatter(x, y, s=30, label='Observed data', color='C2', alpha=0.7) + + dur_plot = minutes_readable(duration_integer) + + ax.set_ylabel(f'Intensity (mm/{dur_plot})') + ax.set_xlabel(r'$ln(T_n) = ln(\frac{L + 0.2}{k-0.4}*\frac{M}{L})$') + ax.set_title(f'Duration: {dur_plot}\nu={data["u"]:0.2f}, w={data["w"]:0.2f}') + + ax2 = ax.twiny() + xlim = ax.get_xlim() + ax2.set_xlim(math.exp(xlim[0]), math.exp(xlim[1])) + + ax.legend() + ax.grid(linestyle='--', alpha=0.7) + + # Hide empty subplots + for ax in axes[n_plots:]: + ax.set_visible(False) + + return fig +
+ +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/_modules/idf_analysis/idf_class.html b/_modules/idf_analysis/idf_class.html new file mode 100644 index 0000000..b4f6a08 --- /dev/null +++ b/_modules/idf_analysis/idf_class.html @@ -0,0 +1,1076 @@ + + + + + + + idf_analysis.idf_class — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
+
+
+
+ +

Source code for idf_analysis.idf_class

+import math
+import warnings
+from pathlib import Path
+import webbrowser
+
+import matplotlib.pyplot as plt
+import numpy as np
+import pandas as pd
+import scipy.optimize as spo
+from matplotlib.backends.backend_pdf import PdfPages
+
+from .arg_parser import heavy_rain_parser
+from .definitions import *
+from .idf_backend import IdfParameters
+from .in_out import import_series
+from .little_helpers import minutes_readable, height2rate, delta2min, rate2height, frame_looper, event_caption, \
+    event_caption_ger, duration_steps_readable, get_progress_bar
+from .plot_helpers import idf_bar_axes
+from .sww_utils import guess_freq, rain_events, agg_events, event_duration, resample_rain_series, rain_bar_plot, IdfError
+from .synthetic_rainseries import _BlockRain, _EulerRain
+
+
+########################################################################################################################
+
+[docs] +class IntensityDurationFrequencyAnalyse: + """ + heavy rain as a function of the duration and the return period acc. to DWA-A 531 (2012) + + This program reads the measurement data of the rainfall + and calculates the distribution of the rainfall as a function of the return period and the duration + + for duration steps up to 12 hours (and more) and return period in a range of '0.5a <= T_n <= 100a' + + Attributes: + _series (pandas.Series): rain time-series + _freq (pandas.DateOffset): frequency of the rain series + _return_periods_frame (pandas.DataFrame): with return periods of all given durations + _rain_events (pandas.DataFrame): + _rainfall_sum_frame (pandas.DataFrame): with rain sums of all given durations + + """ + def __init__(self, series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=False): + """ + Heavy rainfall intensity as a function of duration and return period acc. to DWA-A 531 (2012). + + This program reads the measurement data of the rainfall + and calculates the distribution of the rainfall as a function of the return period and the duration + + for duration steps up to 12 hours (and more) and return period in a range of 0.5a and 100a. + + Args: + series_kind (str): ['partial', 'annual'] + worksheet (str): ['DWA-A_531', 'ATV-A_121', 'DWA-A_531_advektiv'] + extended_durations (bool): add [720, 1080, 1440, 2880, 4320, 5760, 7200, 8640] minutes to the calculation + """ + self._series = None + self._freq = None + + # how to calculate the idf curves + self._parameters = IdfParameters(series_kind=series_kind, worksheet=worksheet, + extended_durations=extended_durations) + + self._return_periods_frame = None + self._rain_events = None + self._rainfall_sum_frame = None + + self._duration_steps_for_output = None + + # __________________________________________________________________________________________________________________ + @property + def series(self) -> pd.Series: + if self._series is None: + raise IdfError('No Series defined for IDF-Analysis!') + return self._series + + @series.setter + def series(self, series: pd.Series): + self._series = series + +
+[docs] + def set_series(self, series): + """ + set the series for the analysis + + Args: + series (pandas.Series): precipitation time-series + """ + if not isinstance(series, pd.Series): + raise IdfError('The series has to be a pandas Series.') + + if not isinstance(series.index, pd.DatetimeIndex): + raise IdfError('The series has to have a DatetimeIndex.') + + # if series.index.tz is not None: + # series = remove_timezone(series) + + self._freq = guess_freq(series.index) + freq_minutes = delta2min(self._freq) + self._parameters.filter_durations(freq_minutes) + self.series = series.replace(0, np.nan).dropna() + self._return_periods_frame = None + self._rain_events = None + self._rainfall_sum_frame = None
+ + + # __________________________________________________________________________________________________________________ + @property + def duration_steps(self): + """ + get duration steps (in minutes) for the parameter calculation and basic evaluations + + Returns: + list | numpy.ndarray: duration steps in minutes + """ + return self.parameters.durations + + @duration_steps.setter + def duration_steps(self, durations): + """ + Set duration steps (in minutes) for the parameter calculation and basic evaluations. + + Args: + durations (list | numpy.ndarray): duration steps in minutes + """ + if not isinstance(durations, (list, np.ndarray)): + raise IdfError(f'Duration steps have to be {(list, np.ndarray)} got "{type(durations)}"') + self.parameters.durations = durations + + @property + def duration_steps_for_output(self): + """ + get duration steps (in minutes) for the parameter calculation and basic evaluations + + Returns: + list | numpy.ndarray: duration steps in minutes + """ + if self._duration_steps_for_output is None: + self._duration_steps_for_output = self.duration_steps.copy() + + return self._duration_steps_for_output + + @duration_steps_for_output.setter + def duration_steps_for_output(self, durations): + """ + Set duration steps (in minutes) for the parameter calculation and basic evaluations. + + Args: + durations (list | numpy.ndarray): duration steps in minutes + """ + if not isinstance(durations, (list, np.ndarray)): + raise IdfError(f'Duration steps have to be {(list, np.ndarray)} got "{type(durations)}"') + self._duration_steps_for_output = durations + + # __________________________________________________________________________________________________________________ + @property + def parameters(self): + """ + get the calculation parameters + + calculation method depending on the used worksheet and on the duration + also the parameters for each method + + to save some time and save the parameters with + :func:`IntensityDurationFrequencyAnalyse.write_parameters` + and read them later with :func:`IntensityDurationFrequencyAnalyse.read_parameters` + + Returns: + IdfParameters: calculation parameters + """ + if not self._parameters.parameters_series and self._series is not None: + self._parameters.calc_from_series(self.series) + return self._parameters + +
+[docs] + def write_parameters(self, filename): + """ + save parameters as yaml-file to save computation time. + + Args: + filename (str): filename for the parameters yaml-file + """ + self.parameters.to_yaml(filename)
+ + +
+[docs] + def read_parameters(self, filename, worksheet=None): + """ + Read parameters from a .yaml-file to save computation time. + + Extract interim results from parameters. + + Args: + filename (str, Path): filename of the parameters yaml-file + """ + self._parameters = IdfParameters.from_yaml(filename, worksheet)
+ + +
+[docs] + def auto_save_parameters(self, filename: str or Path): + """Auto-save the parameters as a yaml-file to save computation time.""" + if isinstance(filename, str): + filename = Path(filename) + if filename.is_file(): + self.read_parameters(filename) + else: + if not filename.parent.is_dir(): + filename.parent.mkdir(parents=True) + self.write_parameters(filename)
+ + + # __________________________________________________________________________________________________________________ +
+[docs] + def depth_of_rainfall(self, duration, return_period): + """ + calculate the height of the rainfall h in L/m² = mm + + Args: + duration (int | float | list | numpy.ndarray | pandas.Series): duration: in minutes + return_period (float): in years + + Returns: + int | float | list | numpy.ndarray | pandas.Series: height of the rainfall h in L/m² = mm + """ + if self.parameters.series_kind == SERIES.ANNUAL: + if return_period < 5: + print('WARNING: Using an annual series and a return period < 5 a will result in faulty values!') + + if return_period <= 10: + return_period = np.exp(1.0 / return_period) / (np.exp(1.0 / return_period) - 1.0) + + log_tn = -np.log(np.log(return_period / (return_period - 1.0))) + + else: + log_tn = np.log(return_period) + + u, w = self.parameters.get_u_w(duration) + return u + w * log_tn
+ + + # __________________________________________________________________________________________________________________ +
+[docs] + def rain_flow_rate(self, duration, return_period): + """ + Convert the height of rainfall to the specific rain flow rate in [l/(s*ha)]. + + if 2 array-like parameters are give, an element-wise calculation will be made. + So the length of the array must be the same. + + Args: + duration (int | float | list | numpy.ndarray | pandas.Series): in minutes + return_period (float): in years + + Returns: + int | float | list | numpy.ndarray | pandas.Series: specific rain flow rate in [l/(s*ha)] + """ + height_of_rainfall = self.depth_of_rainfall(duration=duration, return_period=return_period) + return height2rate(height_of_rainfall=height_of_rainfall, duration=duration)
+ + + # __________________________________________________________________________________________________________________ +
+[docs] + def r_720_1(self): + """ + rain flow rate in [l/(s*ha)] for a duration of 12h and a return period of 1 year + + Returns: + float: rain flow rate in [l/(s*ha)] + """ + return self.rain_flow_rate(duration=720, return_period=1)
+ + + # __________________________________________________________________________________________________________________ +
+[docs] + def get_return_period(self, height_of_rainfall, duration): + """ + calculate the return period, when the height of rainfall and the duration are given + + Args: + height_of_rainfall (float): in [mm] + duration (int | float | list | numpy.ndarray | pandas.Series): in minutes + + Returns: + int | float | list | numpy.ndarray | pandas.Series: return period in years + """ + u, w = self.parameters.get_u_w(duration) + return np.exp((height_of_rainfall - u) / w)
+ + + # __________________________________________________________________________________________________________________ +
+[docs] + def get_duration(self, height_of_rainfall, return_period): + """ + calculate the duration, when the height of rainfall and the return period are given + + Args: + height_of_rainfall (float): in [mm] + return_period (float): in years + + Returns: + float: duration in minutes + """ + return spo.newton(lambda d: self.depth_of_rainfall(d, return_period) - height_of_rainfall, x0=1)
+ + + # __________________________________________________________________________________________________________________ +
+[docs] + def result_table(self, durations=None, return_periods=None, add_names=False, add_unit=True, as_intensity=False): + """ + Get an idf-table of rainfall depth with return periods as columns and durations as rows. + + Args: + durations (list | numpy.ndarray): list of durations in minutes for the table + return_periods (list): list of return periods in years for the table + add_names (bool): weather to use expressive names as index- & column-label + add_unit (bool): weather to add units to index- & column-label + + Returns: + pandas.DataFrame: idf table + """ + if durations is None: + durations = self.duration_steps_for_output + + if return_periods is None: + return_periods = [1, 2, 3, 5, 10, 20, 25, 30, 50, 75, 100] + + result_table = {} + for t in return_periods: + result_table[t] = self.depth_of_rainfall(durations, t) + if as_intensity: + result_table[t] /= durations / 60 # mm/h + + result_table = pd.DataFrame(result_table, index=durations) + result_table.index = result_table.index.astype(int) # there should be no float in minutes + + if add_names: + result_table.index.name = 'duration' + (' (min)' if add_unit else '') + result_table.columns = pd.MultiIndex.from_tuples([(rp, round(1 / rp, 3)) for rp in result_table.columns]) + result_table.columns.names = ['return period' + (' (a)' if add_unit else ''), + 'frequency' + (' (1/a)' if add_unit else '')] + return result_table
+ + + #################################################################################################################### +
+[docs] + def curve_figure(self, min_duration=None, max_duration=None, logx=False, return_periods=None, color=True, ax=None, + add_interim=False, duration_steps_ticks=False, add_range_limits=False, **kwargs): + """ + Create a plot with the idf-curves with duration on the x-axis and rainfall depth on the y-axis. + + Args: + min_duration (float): Shortest duration on the plot. + max_duration (float): Longest duration on the plot. + logx (bool): Use a logarithmic scale on the x-axis. + return_periods (list[int] | Optional): List of return periods to plot. Default = [1, 2, 5, 10, 50, 100] + color (bool): Use color and a legend to differentiate between the return periods (default). + Otherwise, annotation text and black lines. + ax (plt.Axes): Axes to plot on. Default = create new one. + add_interim (bool): Add interim results from the series analysis as scatter points. + duration_steps_ticks (bool): set the duration steps as ticks on the x-axis. + add_range_limits (bool): make vertical lines at each change of the duration range for the parameter formula. + + Returns: + (plt.Figure, plt.Axes): figure and axes of the plot. + """ + + duration_steps = self.parameters.durations + if min_duration is not None: + duration_steps = duration_steps[duration_steps >= min_duration] + if max_duration is not None: + duration_steps = duration_steps[duration_steps <= max_duration] + + # duration_steps = np.arange(min_duration, max_duration + 1, 1) + + if return_periods is None: + return_periods = [1, 2, 5, 10, 50, 100] + + table = self.result_table(durations=duration_steps, return_periods=return_periods) + if color: + table.columns.name = 'T$\\mathsf{_N}$ in a' + ax = table.plot(color=(None if color else 'black'), legend=color, ax=ax, **kwargs) + + if logx: + # ax.set_xscale('log', base=10) + ax.set_xscale('log', base=math.e) + if duration_steps_ticks: + ax.set_xticks(self.duration_steps) + ax.set_xticklabels(duration_steps_readable(self.duration_steps), rotation=90) + + for _, return_time in enumerate(return_periods): + if add_interim: + p = self.parameters.measured_points(return_time, max_duration=duration_steps.max()) + # p = measured_points(self, return_time, max_duration=max_duration) + ax.plot(p, 'k' + 'x') + + if not color: + x, y = list(table[return_time].tail(1).items())[0] + ax.text(x, y, ' {} a'.format(return_time), verticalalignment='center', horizontalalignment='left', + # bbox=dict(facecolor='white', alpha=1.0, lw=1) + ) + + if add_range_limits: + for dur in self.parameters.parameters_final: + if (dur < duration_steps.max()) and (dur > duration_steps.min()): + ax.axvline(dur, color='k', lw=0.7, ls='--') + + ax.tick_params(axis='both', which='both', direction='out') + if duration_steps_ticks: + ax.set_xlabel('Duration D') + else: + ax.set_xlabel('Duration D in min') + ax.set_ylabel('Rainfall h$\\mathsf{_N}$ in mm') + ax.set_title('IDF curves') + ax.grid(ls=':', lw=0.5) + + return ax.get_figure(), ax
+ + + #################################################################################################################### + # alias + result_figure = curve_figure + + #################################################################################################################### + @classmethod + def command_line_tool(cls): + user = heavy_rain_parser() + + # -------------------------------------------------- + # use the same directory as the input file and make as subdir with the name of the input_file + "_idf_data" + out = '{label}_idf_data'.format(label='.'.join(user.input.split('.')[:-1])) + out = Path(out) + + if not out.is_dir(): + out.mkdir() + action = 'Creating' + else: + action = 'Using' + + print(f'{action} the subfolder "{out}" for the interim- and final-results.') + + prefix = 'idf_' + + # -------------------------------------------------- + idf = cls(series_kind=user.series_kind, worksheet=user.worksheet, extended_durations=True) + + # -------------------------------------------------- + parameters_fn = out / f'{prefix}parameters.yaml' + + if parameters_fn.is_file(): + print(f'Found existing interim-results in "{parameters_fn}" and using them for calculations.') + else: + print(f'Start reading the time-series {user.input} for the analysis.') + ts = import_series(user.input).replace(0, np.nan).dropna() + # -------------------------------------------------- + idf.set_series(ts) + print('Finished reading.') + + # -------------------------------------------------- + idf.auto_save_parameters(parameters_fn) + + # -------------------------------------------------- + h = user.height_of_rainfall + r = user.flow_rate_of_rainfall + d = user.duration + t = user.return_period + + if r is not None: + if h is None and d is not None: + h = rate2height(rain_flow_rate=r, duration=d) + + elif d is None and h is not None: + d = h / r * 1000 / 6 + + if user.r_720_1: + d = 720 + t = 1 + + if any((h, d, t)): + if all((d, t)): + pass + + elif all((d, h)): + t = idf.get_return_period(h, d) + print(f'The return period is {t:0.1f} years.') + + elif all((h, t)): + d = idf.get_duration(h, t) + print(f'The duration is {d:0.1f} minutes.') + + print(f'Resultierende Regenhöhe h_N(T_n={t:0.1f}a, D={d:0.1f}min) = {idf.depth_of_rainfall(d, t):0.2f} mm') + print(f'Resultierende Regenspende r_N(T_n={t:0.1f}a, D={d:0.1f}min) = {idf.rain_flow_rate(d, t):0.2f} L/(s*ha)') + + # -------------------------------------------------- + if user.plot: + fig, ax = idf.curve_figure() + plot_fn = out / f'{prefix}curves_plot.png' + fig.savefig(plot_fn, dpi=260) + plt.close(fig) + webbrowser.open(str(plot_fn)) + print(f'Created the IDF-curves-plot and saved the file as "{plot_fn}".') + + # -------------------------------------------------- + if user.export_table: + table = idf.result_table(add_names=True) + print(table.round(2).to_string()) + table_fn = out / f'{prefix}table.csv' + table.to_csv(table_fn, sep=';', decimal=',', float_format='%0.2f') + print(f'Created the IDF-curves-plot and saved the file as "{table_fn}".') + + #################################################################################################################### +
+[docs] + def get_rainfall_sum_frame(self, series=None, durations=None): + """ + Get a rainfall sum frame for any series with the duration steps as columns. + + Default: The time-series and the duration-steps of the analysis. + + Args: + series (pandas.Series, Optional): rainfall time-series + durations (list, Optional): list of durations in minutes which are of interest (default: pre-defined durations) + + Returns: + pandas.DataFrame: Rain sum depending on the duration per datetime-index. + """ + if durations is None: + durations = self.duration_steps_for_output + + if series is None: + if self._rainfall_sum_frame is not None: + return self._rainfall_sum_frame + ts = self.series.copy() + freq = self._freq + else: + freq = guess_freq(series.index) + ts = series.copy() + ts = ts.asfreq(freq).fillna(0) + # ts = series.replace(0, np.nan).dropna() + + df = pd.DataFrame(index=ts.index) + # df = {} + + freq_num = delta2min(freq) + + for d in frame_looper(ts.index.size, columns=durations, label='rainfall_sum'): + if d % freq_num != 0: + warnings.warn(f'Using durations (= {d} minutes), ' + f'which are not a multiple of the base frequency (= {freq_num} minutes) of the series, ' + f'will lead to misinterpretations.') + df[d] = ts.rolling(pd.Timedelta(minutes=d)).sum() + + # printable_names (bool): if durations should be as readable in dataframe, else in minutes + # df = df.rename(minutes_readable, axis=0) + + return df#.round(2)
+ + + @property + def rainfall_sum_frame(self): + """ + Get the rainfall sum over the whole time-series for the default duration steps. + + Returns: + pandas.DataFrame: Rain sum depending on the duration per datetime-index. + """ + if self._rainfall_sum_frame is None: + self._rainfall_sum_frame = self.get_rainfall_sum_frame() + return self._rainfall_sum_frame + + #################################################################################################################### +
+[docs] + def get_return_periods_frame(self, series=None, durations=None): + """ + Get the return periods for any time-series with the duration steps as columns. + + Default: The time-series and the duration-steps of the analysis. + + Is NaN if rainfall sum is smaller than 0.1 mm. + + Args: + series (pandas.Series, Optional): rainfall time-series + durations (list, Optional): Durations in minutes which are of interest (default: pre-defined durations) + + Returns: + pandas.DataFrame: Return periods depending on the duration per datetime-index. + """ + sums = self.get_rainfall_sum_frame(series=series, durations=durations) + df = pd.DataFrame(index=sums.index) + # df = {} + for d in frame_looper(sums.index.size, columns=sums.columns, label='return_periods'): + df[d] = self.get_return_period(height_of_rainfall=sums[d][sums[d] >= 0.1], duration=d) + return df#.fillna(0)#.round(2)
+ + + @property + def return_periods_frame(self): + """ + Get the return periods over the whole time-series for the default duration steps. + + Is NaN if rainfall sum is smaller than 0.1 mm. + + Returns: + pandas.DataFrame: data-frame of return periods where the columns are the duration steps + """ + if self._return_periods_frame is None: + self._return_periods_frame = self.get_return_periods_frame() + return self._return_periods_frame + +
+[docs] + def write_return_periods_frame(self, filename, **kwargs): + """save the return-periods dataframe as a parquet-file to save computation time.""" + df = self.return_periods_frame.copy() + df.columns = df.columns.to_series().astype(str) + df.round(2).to_parquet(filename, **kwargs)
+ + +
+[docs] + def read_return_periods_frame(self, filename, **kwargs): + """read the return-periods dataframe as a parquet-file to save computation time.""" + df = pd.read_parquet(filename, **kwargs) + df.columns = df.columns.to_series().astype(int) + self._return_periods_frame = df
+ + +
+[docs] + def auto_save_return_periods_frame(self, filename: Path or str): + """auto-save the return-periods dataframe as a parquet-file to save computation time.""" + if isinstance(filename, str): + filename = Path(filename) + if filename.is_file(): + self.read_return_periods_frame(filename) + else: + self.write_return_periods_frame(filename)
+ + + #################################################################################################################### + @property + def rain_events(self): + """ + get the all the rain events of the time-series + + default minimal gap between events is 4 hours + + Returns: + pandas.DataFrame: data-frame of events with start-, end-time and duration + """ + if self._rain_events is None: + events = rain_events(self.series, min_gap=max(pd.Timedelta(hours=4), self._freq)) + events[COL.DUR] = event_duration(events) + pd.Timedelta(self._freq) + events[COL.LP] = agg_events(events, self.series, 'sum').round(1) + events[COL.LAST] = events[COL.START] - events[COL.END].shift() + # events = events.sort_values(by=COL.LP, ascending=False) + self._rain_events = events + + return self._rain_events + +
+[docs] + def write_rain_events(self, filename, sep=';', decimal='.'): + """save the rain-events dataframe as a csv-file for external use or to save computation time.""" + self.rain_events.to_csv(filename, index=False, sep=sep, decimal=decimal)
+ + +
+[docs] + def read_rain_events(self, filename, sep=';', decimal='.'): + """read the rain-events dataframe as a csv-file to save computation time.""" + events = pd.read_csv(filename, skipinitialspace=True, sep=sep, decimal=decimal) + events[COL.START] = pd.to_datetime(events[COL.START]) + events[COL.END] = pd.to_datetime(events[COL.END]) + events[COL.DUR] = pd.to_timedelta(events[COL.DUR]) + events[COL.LAST] = pd.to_timedelta(events[COL.LAST]) + self._rain_events = events
+ + +
+[docs] + def auto_save_rain_events(self, filename: Path or str, sep=';', decimal='.'): + """auto-save the rain-events dataframe as a csv-file to save computation time.""" + if isinstance(filename, str): + filename = Path(filename) + if filename.is_file(): + self.read_rain_events(filename, sep=sep, decimal=decimal) + else: + self.write_rain_events(filename, sep=sep, decimal=decimal)
+ + + def add_max_return_periods_to_events(self, events): + if COL.MAX_PERIOD not in events: + return_periods_frame = self.return_periods_frame + + # maximum return period for every timestep + max_periods = return_periods_frame.max(axis=1).fillna(0) # fill NaN -> weil < 0.1 gefiltert wurde + + datetime_max = agg_events(events, max_periods, 'idxmax') + datetime_max = np.where(np.isnan(datetime_max), events[COL.START].values, datetime_max) + # alternative: + # [xv if c else yv for c, xv, yv in zip(np.isnan(datetime_max), events[COL.START].values, datetime_max)] + if return_periods_frame.index.tz is not None: + datetime_max = pd.DatetimeIndex(datetime_max).tz_localize('utc').tz_convert(return_periods_frame.index.tz) + events[COL.MAX_PERIOD] = max_periods[datetime_max].values + + events[COL.MAX_PERIOD_DURATION] = return_periods_frame.loc[datetime_max].idxmax(axis=1, skipna=True).values + + def get_max_event_intensities_frame(self, events): + sum_frame = self.rainfall_sum_frame + di = {} + for duration in self.duration_steps: + di[duration] = agg_events(events, sum_frame[duration], 'max').round(2) + return pd.DataFrame(di, index=events.index) + +
+[docs] + def add_max_intensities_to_events(self, events, column_format='max_sum_{:0.0f}'): + """ + Add the maximum intensities for all duration steps to the events table. + + Args: + events (pandas.DataFrame): events table + column_format (str): format of the column names. + + Returns: + pandas.DataFrame: events table including the columns with the maximum intensities + """ + return pd.concat([events, self.get_max_event_intensities_frame(events).rename(columns=column_format.format)], axis=1)
+ + + def get_max_return_periods_per_durations_frame(self, events): + return_periods_frame = self.return_periods_frame + di = {} + for duration in self.duration_steps: + di[duration] = agg_events(events, return_periods_frame[duration], 'max').round(2) + return pd.DataFrame(di, index=events.index) + +
+[docs] + def add_max_return_periods_per_duration_to_events(self, events, column_format='max_return_period_{:0.0f}'): + """ + Add the maximum return periods for all duration steps to the events table. + + Args: + events (pandas.DataFrame): events table + column_format (str): format of the column names. + + Returns: + pandas.DataFrame: events table including the columns with the maximum return periods + """ + return pd.concat([events, self.get_max_return_periods_per_durations_frame(events).rename(columns=column_format.format)], axis=1)
+ + + #################################################################################################################### +
+[docs] + def event_report(self, filename, min_event_rain_sum=25, min_return_period=0.5, durations=None): + """ + create pdf file with the biggest rain events + for each event is represented by a plot of the rain series + and a IDF analysis where the return periods are calculated + + Args: + filename (str): path (directory + filename) for the created pdf-report + min_event_rain_sum (float): only events with a bigger rain sum will be created + min_return_period (float): only events with a bigger return period will be analysed + (the plot will be created anyway) + durations (list[int]): analysed durations + (default: [5, 10, 15, 20, 30, 45, 60, 90, 120, 180, 240, 360, 540, 720, 1080, 1440, 2880, 4320]) + """ + events = self.rain_events + self.add_max_return_periods_to_events(events) + + main_events = events[(events[COL.LP] > min_event_rain_sum) & (events[COL.MAX_PERIOD] > min_return_period)].sort_values(by=COL.MAX_PERIOD, ascending=False).to_dict( + orient='index') + + unit = 'mm' + column_name = 'Precipitation' + + pdf = PdfPages(filename) + + for _, event in get_progress_bar(main_events.items()): + fig, caption = self.event_plot(event, min_return_period=min_return_period, + unit=unit, column_name=column_name) + + # ------------------------------------- + fig.get_axes()[0].set_title(caption + '\n\n\n') + + # DIN A4 + fig.set_size_inches(w=8.27, h=11.69) + # fig.tight_layout() + pdf.savefig(fig) + plt.close(fig) + + pdf.close()
+ + + def event_plot(self, event, durations=None, unit='mm', column_name='Precipitation', min_return_period=1., german_caption=False, max_duration=None): + if isinstance(event, pd.Series): + event = event.to_dict() + + plot_range = slice(event[COL.START] - pd.Timedelta(self._freq), event[COL.END] + pd.Timedelta(self._freq)) + + return_periods_frame = self.return_periods_frame[plot_range] + if COL.MAX_PERIOD not in event: + event[COL.MAX_PERIOD] = return_periods_frame.max().max() + event[COL.MAX_PERIOD_DURATION] = return_periods_frame.max().idxmax() + + sum_frame_event = self.rainfall_sum_frame[plot_range] + + ts = self.series[plot_range].resample(self._freq).sum().fillna(0).copy() + + # ------------------------------------- + fig = plt.figure() + + if event[COL.MAX_PERIOD] < min_return_period: + rain_ax = fig.add_subplot(111) + + else: + if max_duration is None: + if durations is not None: + max_dur = max(durations) + else: + max_dur = max(self.duration_steps_for_output) + else: + max_dur = max_duration + + return_periods_frame_extended = self.get_return_periods_frame( + self.series[event[COL.START] - pd.Timedelta(minutes=max_dur): + event[COL.END] + pd.Timedelta(self._freq)].resample(self._freq).sum(), + durations=durations + ).round(1) + + idf_bar_ax = fig.add_subplot(211) + idf_bar_ax = idf_bar_axes(idf_bar_ax, return_periods_frame_extended) + rain_ax = fig.add_subplot(212, sharex=idf_bar_ax) + + # ------------------------------------- + ts_sum, minutes = resample_rain_series(ts) + rain_ax = rain_bar_plot(ts_sum, rain_ax) + rain_ax.set_ylabel(f'{column_name} in {unit}/{minutes if minutes != 1 else ""}min') + if ts.index.size > 1: + rain_ax.set_xlim(ts.index[0], ts.index[-1]) + + return fig, (event_caption_ger(event) if german_caption else event_caption(event, unit)) + + #################################################################################################################### + def event_return_period_report(self, filename, min_return_period=1): + events = self.rain_events + self.add_max_return_periods_to_events(events) + + main_events = events[events[COL.MAX_PERIOD] > min_return_period].sort_values(by=COL.MAX_PERIOD, ascending=False) + + pdf = PdfPages(filename) + + for _, event in get_progress_bar(main_events.to_dict(orient='index').items()): + fig, ax = self.return_period_event_figure(event) + + # ------------------------------------- + # DIN A4 + fig.set_size_inches(h=11.69 / 2, w=8.27) + # fig.tight_layout() + pdf.savefig(fig) + plt.close(fig) + + pdf.close() + + def return_period_event_figure(self, event): + period_line = self.return_periods_frame[event[COL.START]:event[COL.END]].max() + + # period_line[period_line < 0.75] = np.nan + period_line = period_line.dropna() + + ax = period_line.plot() # type: plt.Axes + + ax.set_title('rain event\n' + f'between {event[COL.START]:%Y-%m-%d %H:%M} and {event[COL.END]:%Y-%m-%d %H:%M}\n' + f'with a total sum of {event[COL.LP]:0.1f} mm\n' + f'and a duration of {event[COL.END] - event[COL.START]}\n' + f'The maximum return period was {period_line.max():0.2f}a\n' + f'at a duration of {period_line.idxmax()}.') + # ax.set_xscale('log') + # ax.set_yscale('log') + # print(ax.get_ylim()) + # ax.set_ylim(0.01, 300) + # exit() + ax.set_xticks(period_line.index) + ax.set_xticklabels([minutes_readable(m) for m in period_line.index]) + ax.set_xlabel('duration steps') + ax.set_ylabel('return period in years') + return ax.get_figure(), ax + +
+[docs] + @classmethod + def from_idf_table(cls, idf_table, worksheet=METHOD.KOSTRA, linear_interpolation=True): + """ + Create an IDF-analysis-object based on an idf-tabel (i.e. from a given KOSTRA table) + + Args: + idf_table (pandas.DataFrame): idf-table with index=Durations and columns=return Period and values=Rainheight + worksheet (str | optional): name of the worksheet to use. default: 'KOSTRA' + + Returns: + IntensityDurationFrequencyAnalyse: idf-object + """ + idf = cls(worksheet=worksheet) + idf._parameters.reverse_engineering(idf_table, linear_interpolation=linear_interpolation) + idf.parameters.series_kind = 'from IDF table' + return idf
+ + + @property + def model_rain_block(self): + """ + Create a model block rain class. + + Returns: + _BlockRain: Synthetic model block rain. + """ + return _BlockRain(self) + + @property + def model_rain_euler(self): + """ + Create a model Euler rain class. + + Returns: + _EulerRain: Synthetic model Euler rain. + """ + return _EulerRain(self) + + def return_period_scatter(self, min_event_sum=25, durations=None): + if durations is None: + durations = [5, 10, 15, 20, 30, 45, 60, 90, 120, 180, 240, 360, 540, 720, 1080, 1440, 2880, 4320] + + dur_short = durations[:durations.index(90)] + dur_long = durations[durations.index(90):] + + events = self.rain_events + events[COL.LP] = agg_events(events, self.series, 'sum') + events = events[events[COL.LP] > min_event_sum].copy() + + tn_long_list = {} + tn_short_list = {} + + for _, event in events.iterrows(): + start = event[COL.START] + end = event[COL.END] + # save true + idf_table = self.return_periods_frame[start:end] + # idf_table = idf_table.rename(columns=minutes_readable) + # idf_table[idf_table < min_return_period] = np.nan + + tn = idf_table.loc[start:end] + tn_short = tn[dur_short].max().max() + tn_long = tn[dur_long].max().max() + + if tn_long > tn_short: + tn_long_list[start] = tn_long + else: + tn_short_list[start] = tn_short + + # check() + fig, ax = plt.subplots() + + ax.scatter(x=list(tn_short_list.keys()), y=list(tn_short_list.values()), color='red') + ax.scatter(x=list(tn_long_list.keys()), y=list(tn_long_list.values()), color='blue') + fig = ax.get_figure() + + ax.set_ylabel('Return Period in a') + + def line_in_legend(color=None, marker=None, lw=None, ls=None, **kwargs): + from matplotlib.lines import Line2D + return Line2D([0], [0], color=color, marker=marker, linewidth=lw, linestyle=ls, **kwargs) + + custom_lines = [] + custom_lines.append(line_in_legend(color='red', marker='o', lw=0)) + custom_lines.append(line_in_legend(color='blue', marker='o', lw=0)) + # ----------------- + l1 = ax.legend(custom_lines, ['< 60 min', '> 60 min'], loc='best', title='max Duration') + ax.add_artist(l1) + return fig, ax
+ +
+ +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/_modules/idf_analysis/in_out.html b/_modules/idf_analysis/in_out.html new file mode 100644 index 0000000..9ca95c6 --- /dev/null +++ b/_modules/idf_analysis/in_out.html @@ -0,0 +1,148 @@ + + + + + + + idf_analysis.in_out — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
+
+
+
+ +

Source code for idf_analysis.in_out

+from collections import OrderedDict
+
+import pandas as pd
+import yaml
+
+
+
+[docs] +def import_series(filename, series_label='precipitation', index_label='datetime', csv_reader_args=None): + """ + + Args: + filename: + series_label: + index_label: + csv_reader_args: for example: sep="," or "." and decimal=";" or "," + + Returns: + pandas.Series: precipitation series + """ + if filename.endswith('csv'): + if csv_reader_args is None: + csv_reader_args = dict(sep=';', decimal=',') + try: + ts = pd.read_csv(filename, index_col=0, header=0, **csv_reader_args).squeeze('columns') + ts.index = pd.to_datetime(ts.index) + ts.index.name = index_label + ts.name = series_label + except: + raise UserWarning('ERROR | ' + 'Something is wrong with your csv format. The file should only include two columns. ' + 'First column is the date and time index (prefered format is "YYYY-MM-DD HH:MM:SS") ' + 'and second column the precipitation values in mm. ' + 'As a separator use "{sep}" and as decimal sign use "{decimal}".'.format(**csv_reader_args)) + + return ts + elif filename.endswith('parquet'): + # You need to install `pyarrow` or `fastparquet` to read and write parquet files. + return pd.read_parquet(filename, columns=[series_label])[series_label].rename_axis(index_label, axis='index') + elif filename.endswith('pkl'): + return pd.read_pickle(filename).rename(series_label).rename_axis(index_label, axis='index') + else: + raise NotImplementedError('Sorry, but only csv, parquet and pickle files are implemented. ' + 'Maybe there will be more options soon.')
+ + +# ------------------------------------------------------------------------------ +_mapping_tag = yaml.resolver.BaseResolver.DEFAULT_MAPPING_TAG + + +def _dict_representer(dumper, data): + return dumper.represent_dict(data.items()) + + +def _dict_constructor(loader, node): + return OrderedDict(loader.construct_pairs(node)) + + +# yaml.add_representer(OrderedDict, _dict_representer) +# yaml.add_constructor(_mapping_tag, _dict_constructor) + + +def write_yaml(data, fn): + yaml.dump(data, open(fn, 'w'), default_flow_style=None, width=200) + + +def read_yaml(filename): + return yaml.load(open(filename, 'r'), Loader=yaml.FullLoader) +
+ +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/_modules/idf_analysis/little_helpers.html b/_modules/idf_analysis/little_helpers.html new file mode 100644 index 0000000..183c765 --- /dev/null +++ b/_modules/idf_analysis/little_helpers.html @@ -0,0 +1,353 @@ + + + + + + + idf_analysis.little_helpers — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
+
+
+
+ +

Source code for idf_analysis.little_helpers

+import datetime
+
+import pandas as pd
+
+from .definitions import COL
+
+
+
+[docs] +def delta2min(time_delta): + """ + convert timedelta to float in minutes + + Args: + time_delta (pandas.Timedelta, pandas.DateOffset): + + Returns: + float: the timedelta in minutes + """ + if isinstance(time_delta, pd.DateOffset): + time_delta = pd.Timedelta(time_delta) + return int(time_delta.total_seconds() / 60)
+ + + +
+[docs] +def minutes_readable(minutes): + """ + convert the duration in minutes to a more readable form + + Args: + minutes (float | int): duration in minutes + + Returns: + str: duration as a string + """ + if minutes <= 60: + return f'{minutes:0.0f} min' + elif 60 < minutes < 60 * 24: + minutes /= 60 + if minutes % 1: + fmt = '{:0.1f} h' + else: + fmt = '{:0.0f} h' + return fmt.format(minutes) + elif 60 * 24 <= minutes: + minutes /= 60 * 24 + if minutes % 1: + fmt = '{:0.1f} d' + else: + fmt = '{:0.0f} d' + return fmt.format(minutes) + else: + return str(minutes)
+ + + +
+[docs] +def duration_steps_readable(durations): + """ + convert the durations to a more readable form + + Args: + durations (list[int | float]): in minutes + + Returns: + list[str]: of the readable duration list + """ + return [minutes_readable(i) for i in durations]
+ + + +
+[docs] +def height2rate(height_of_rainfall, duration): + """ + calculate the specific rain flow rate in [l/(s*ha)] + if 2 array-like parameters are give, a element-wise calculation will be made. + So the length of the array must be the same. + + Args: + height_of_rainfall (float | np.ndarray | pd.Series): height_of_rainfall: in [mm] + duration (float | np.ndarray | pd.Series): in minutes + + Returns: + float | np.ndarray | pd.Series: specific rain flow rate in [l/(s*ha)] + """ + return height_of_rainfall / duration * (1000 / 6)
+ + + +
+[docs] +def rate2height(rain_flow_rate, duration): + """ + convert the rain flow rate to the height of rainfall in [mm] + if 2 array-like parameters are give, a element-wise calculation will be made. + So the length of the array must be the same. + + Args: + rain_flow_rate (float | np.ndarray | pd.Series): in [l/(s*ha)] + duration (float | np.ndarray | pd.Series): in minutes + + Returns: + float | np.ndarray | pd.Series: height of rainfall in [mm] + """ + return rain_flow_rate * duration / (1000 / 6)
+ + + +def get_progress_bar(iterator, desc=None): + try: + from tqdm.auto import tqdm + return tqdm(iterator, desc=desc) + except ModuleNotFoundError: + return iterator + + +def frame_looper(size, columns, label='return periods'): + if size > 30000: # if > 3 weeks, use a progressbar + return get_progress_bar(columns, desc=f'calculating {label} data-frame') + else: + return columns + + +def event_caption(event, unit='mm'): + caption = 'rain event\n' + if (COL.START in event) and (COL.END in event): + caption += f'between {event[COL.START]:%Y-%m-%d %H:%M} and ' + if f'{event[COL.START]:%Y-%m-%d}' == f'{event[COL.END]:%Y-%m-%d}': + caption += f'{event[COL.END]:%H:%M}\n' + elif f'{event[COL.START]:%Y-%m-}' == f'{event[COL.END]:%Y-%m-}': + caption += f'{event[COL.END]:%d %H:%M}\n' + else: + caption += f'{event[COL.END]:%Y-%m-%d %H:%M}\n' + + if COL.LP in event: + caption += f'with a total sum of {event[COL.LP]:0.1f} {unit}\n' + + if COL.DUR in event: + caption += f' and a duration of {timedelta_readable(event[COL.DUR])}' + + caption += '.\n' + + if COL.MAX_PERIOD in event: + caption += f' The maximum return period was {return_period_formatter(event[COL.MAX_PERIOD])} a\n' + + if COL.MAX_PERIOD_DURATION in event: + caption += f' at a duration of {minutes_readable(event[COL.MAX_PERIOD_DURATION])}.' + + return caption + + +def event_caption_ger(event, unit='mm'): + caption = 'Regenereignis\n' + if (COL.START in event) and (COL.END in event): + caption += f'zwischen {event[COL.START]:%Y-%m-%d %H:%M} und ' + if f'{event[COL.START]:%Y-%m-%d}' == f'{event[COL.END]:%Y-%m-%d}': + caption += f'{event[COL.END]:%H:%M}\n' + elif f'{event[COL.START]:%Y-%m-}' == f'{event[COL.END]:%Y-%m-}': + caption += f'{event[COL.END]:%d %H:%M}\n' + else: + caption += f'{event[COL.END]:%Y-%m-%d %H:%M}\n' + + if COL.LP in event: + caption += f'mit einer Regensumme von {event[COL.LP]:0.1f} {unit}\n' + + if COL.DUR in event: + caption += f' und einer Dauer von {timedelta_readable(event[COL.DUR])}' + + caption += '.\n' + + if COL.MAX_PERIOD in event: + caption += f' Die maximale Wiederkehrperiode war {return_period_formatter(event[COL.MAX_PERIOD])} a\n' + + if COL.MAX_PERIOD_DURATION in event: + caption += f' bei einer Dauerstufe von {minutes_readable(event[COL.MAX_PERIOD_DURATION])}.' + + return caption + + +def return_period_formatter(t): + if t < 1: + return '< 1' + elif t > 200: + return '$\\gg$ 100' + elif t > 100: + return '> 100' + else: + return f'{t:0.1f}' + + +
+[docs] +def timedelta_components_plus(td, min_freq='min'): + """Schaltjahre nicht miteinbezogen""" + l = [] + + if isinstance(td, datetime.timedelta): + td = pd.to_timedelta(td) + + # years, weeks + days_year = 365 + days_week = 7 + + for component, value in td.round(min_freq).components._asdict().items(): + if component == 'days': + years, value = value // days_year, value % days_year + l.append([int(years), 'years']) + + value -= years // 4 + + weeks, value = value // days_week, value % days_week + l.append([int(weeks), 'weeks']) + + l.append([value, component]) + return l
+ + + +def timedelta_components_readable(l, short=False, sep=', '): + result = [] + for value, label_component in l: + if value > 0: + if short: + unit_sep = '' + unit = label_component[0] + else: + unit_sep = ' ' + unit = label_component + if value > 1: + unit = label_component[:-1] + + result.append(f'{value}{unit_sep}{unit}') + + s = sep.join(result) + + if not short: + # replace last "," with "and" + s = ' and '.join(s.rsplit(sep, 1)) + return s + + +
+[docs] +def timedelta_readable(td, min_freq='min', short=False, sep=', '): + """Schaltjahre nicht miteinbezogen""" + return timedelta_components_readable(timedelta_components_plus(td, min_freq), short=short, sep=sep)
+ + + +def timedelta_readable2(d1, d2, min_freq='min', short=False, sep=', '): + td = d2 - d1 + + years = None + if td > pd.Timedelta(days=365): + d2_new = d2.replace(year=d1.year) + + if d2_new < d1: + d2_new = d2_new.replace(year=d1.year + 1) + + years = d2.year - d2_new.year + + td = d2_new - d1 + + l = timedelta_components_plus(td, min_freq) + + if years is not None: + l[0][0] = years + + return timedelta_components_readable(l, short=short, sep=sep) +
+ +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/_modules/idf_analysis/plot_helpers.html b/_modules/idf_analysis/plot_helpers.html new file mode 100644 index 0000000..6297ae0 --- /dev/null +++ b/_modules/idf_analysis/plot_helpers.html @@ -0,0 +1,187 @@ + + + + + + + idf_analysis.plot_helpers — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
+
+
+
+ +

Source code for idf_analysis.plot_helpers

+import pandas as pd
+
+from .definitions import COL
+from .little_helpers import duration_steps_readable
+from .sww_utils import guess_freq, rain_events, event_duration
+
+RETURN_PERIOD_COLORS = {
+    # 0.5: '#e0ffff',  # 'lightcyan',
+    1: '#00ffff',  # 'cyan',
+    2: '#add8e6',  # 'lightblue',
+    5: '#0000ff',  # 'blue',
+    10: '#ffff00',  # 'yellow',
+    20: '#ffa500',  # 'orange',
+    50: '#ff0000',  # 'red',
+    100: '#ff00ff',  # 'magenta',
+}
+
+
+
+[docs] +def idf_bar_axes(ax, idf_table, return_period_colors=RETURN_PERIOD_COLORS): + """ + create + + Args: + ax (matplotlib.pyplot.Axes): + idf_table (pandas.DataFrame): + return_period_colors (dict): color of each return period {return period: color} + + Returns: + matplotlib.pyplot.Axes: + """ + return_periods = list(return_period_colors.keys()) + color_return_period = list(return_period_colors.values()) + + # legend + from matplotlib.lines import Line2D + custom_lines = [Line2D([0], [0], color=c, lw=4) for c in color_return_period] + names = [f'{t}a' for t in return_periods] + ax.legend(custom_lines, names, bbox_to_anchor=(0., 1.02, 1., .102), loc=3, ncol=len(color_return_period), + mode="expand", borderaxespad=0., title='return periods') + + duration_size = len(idf_table.columns) + # labels for the y axis + durations_index = range(duration_size) + dh = 1 + ax.set_yticks([i + dh/2 for i in durations_index], minor=True) + ax.set_yticks(list(durations_index), minor=False) + + ax.set_yticklabels(duration_steps_readable(idf_table.columns), minor=True) + ax.set_yticklabels([''] * duration_size, minor=False) + ax.set_ylabel('duration of the design rainfall') + + # for the relative start time + freq = guess_freq(idf_table.index) + start_dt = idf_table.index[0] + if start_dt.tzinfo is not None: + start_dt = start_dt.tz_localize(None) + start_period = start_dt.to_period(freq).ordinal + + # idf_table.index = idf_table.index - idf_table.index[0] + + min_duration = pd.Timedelta(minutes=1) + + for hi, d in enumerate(idf_table.columns): + tn = idf_table[d] + + for t in return_periods: + c = return_period_colors[t] + # not really a rain event, but the results are the same + # tab2 = rain_events(tn, ignore_rain_below=t, min_gap=pd.Timedelta(minutes=d)) + tab = rain_events(tn, ignore_rain_below=t, min_gap=freq) + # if tab.size != tab2.size: + # print() + if tab.empty: + continue + + if _ := 1: + durations = ((event_duration(tab) + freq) / min_duration).tolist() + rel_starts = ((tab[COL.START] - idf_table.index[0]) / min_duration + start_period).tolist() + bar_x = list(zip(rel_starts, durations)) + else: + tab[COL.DUR] = event_duration(tab) / min_duration + bar_x = [(r[COL.START] / min_duration + start_period, r[COL.DUR]) for _, r in tab.iterrows()] + + ax.broken_barh(bar_x, (hi, dh), facecolors=c) + + ax.tick_params(axis='y', which='minor', length=0) + ax.grid(axis='y', which='major') + + ax.set_ylim(0, duration_size) + ax.set_xticklabels([]) + from matplotlib.ticker import NullFormatter + ax.xaxis.set_major_formatter(NullFormatter()) + + # --- + duration_steps = idf_table.columns.values + duration_steps_middle_to_long = duration_steps[duration_steps > 2*60] + if duration_steps_middle_to_long.size: + # (k)urzzeitige Summationen, d. h. der Dauerstufen von 5 Minuten bis 2 Stunden + ax.axhline(duration_steps.tolist().index(duration_steps_middle_to_long[0]), color='black') + duration_steps_long = duration_steps_middle_to_long[duration_steps_middle_to_long > 3*60*24] + if duration_steps_long.size: + # (m)ittelfristige Summationen, d. h. der Dauerstufen von 3 Stunden bis 3 Tagen. + ax.axhline(duration_steps.tolist().index(duration_steps_long[0]), color='black') + return ax
+ +
+ +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/_modules/idf_analysis/sww_utils.html b/_modules/idf_analysis/sww_utils.html new file mode 100644 index 0000000..b71efe2 --- /dev/null +++ b/_modules/idf_analysis/sww_utils.html @@ -0,0 +1,323 @@ + + + + + + + idf_analysis.sww_utils — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
+
+
+
+ +

Source code for idf_analysis.sww_utils

+__author__ = "David Camhy, Markus Pichler"
+__credits__ = ["David Camhy", "Markus Pichler"]
+__license__ = "MIT"
+__maintainer__ = "Markus Pichler"
+
+import numpy as np
+import pandas as pd
+from pandas.tseries.frequencies import to_offset
+
+from .definitions import COL
+
+
+
+[docs] +class IdfError(Exception): + """Some Error Within this Package"""
+ + + +######################################################################################################################## +
+[docs] +def guess_freq(date_time_index, default=pd.Timedelta(minutes=1)): + """ + guess the frequency by evaluating the most often frequency + + Args: + date_time_index (pandas.DatetimeIndex): index of a time-series + default (pandas.Timedelta): + + Returns: + pandas.DateOffset: frequency of the date-time-index + """ + freq = date_time_index.freq + if pd.notnull(freq): + return to_offset(freq) + + if not len(date_time_index) <= 3: + freq = pd.infer_freq(date_time_index) # 'T' + + if pd.notnull(freq): + return to_offset(freq) + + delta_series = date_time_index.to_series().diff(periods=1).bfill() # .fillna(method='backfill') + counts = delta_series.value_counts() + counts.drop(pd.Timedelta(minutes=0), errors='ignore') + + if counts.empty: + delta = default + else: + delta = counts.index[0] + if delta == pd.Timedelta(minutes=0): + delta = default + else: + delta = default + + return to_offset(delta)
+ + + +######################################################################################################################## +def year_delta(years): + return pd.Timedelta(days=365.25 * years) + + +######################################################################################################################## +
+[docs] +def rain_events(series, ignore_rain_below=0.01, min_gap=pd.Timedelta(hours=4)): + """ + get rain events as a table with start and end times + + Args: + series (pandas.Series): rain series + ignore_rain_below (float): where it is considered as rain + min_gap (pandas.Timedelta): 4 hours of no rain between events + + Returns: + pandas.DataFrame: table of the rain events + """ + # best OKOSTRA adjustment with 0.0 + # by ignoring 0.1 mm the results are getting bigger + + # remove values below a from the database + temp = series[series >= ignore_rain_below].index.to_series() + + if temp.empty: + return pd.DataFrame() + + # 4 hours of no rain between events + bool_end = temp.diff(periods=-1) < -min_gap + bool_end.iloc[-1] = True + + bool_start = temp.diff() > min_gap + bool_start.iloc[0] = True + + events = pd.DataFrame.from_dict({ + COL.START: temp[bool_start].to_list(), + COL.END: temp[bool_end].to_list(), + }) + return events
+ + + +
+[docs] +def event_number_to_series(events, index): + """ + make a time-series where the value of the event number is paste to the <index> + + Args: + events (pandas.DataFrame): + index (pandas.DatetimeIndex): + + Returns: + pandas.Series: + """ + ts = pd.Series(index=index) + + events_dict = events.to_dict(orient='index') + for event_no, event in events_dict.items(): + ts[event[COL.START]: event[COL.END]] = event_no + + return ts
+ + + +######################################################################################################################## +
+[docs] +def agg_events(events, series, agg='sum'): + """ + + Args: + events (pandas.DataFrame): table of events + series (pandas.Series): time-series data + agg (str | function): aggregation of time-series + + Returns: + numpy.ndarray: result of function of every event + """ + if events.empty: + return np.array([]) + + if events.index.size > 3500: + res = series.groupby(event_number_to_series(events, series.index)).agg(agg).values + else: + # res = [] + # for _, event in events.iterrows(): + # res.append(series[event[COL.START]:event[COL.END]].agg(agg)) + res = events.apply(lambda event: series[event[COL.START]:event[COL.END]].agg(agg), axis=1).values + return res
+ + + +######################################################################################################################## +
+[docs] +def event_duration(events): + """ + calculate the event duration + + Args: + events (pandas.DataFrame): table of events with COL.START and COL.END times + + Returns: + pandas.Series: duration of each event + """ + return events[COL.END] - events[COL.START]
+ + + +######################################################################################################################## +
+[docs] +def rain_bar_plot(rain, ax=None, color='#1E88E5', reverse=False, step='post', joinstyle='miter', capstyle='butt'): + """ + Make a standard precipitation/rain plot. + + Args: + rain (pandas.Series): + ax (matplotlib.axes.Axes): + color (str): + reverse (bool): + step (str): 'mid' 'post' pre' + + Returns: + matplotlib.axes.Axes: rain plot + """ + if rain.size == 1: + freq_step = pd.Timedelta(rain.index.freq) + rain = rain.reindex(pd.date_range(rain.index[0]-freq_step, periods=3, freq=rain.index.freq)) + ax = rain.plot(ax=ax, drawstyle=f'steps-{step}', color=color, solid_capstyle=capstyle, solid_joinstyle=joinstyle, + lw=0) + ax.fill_between(rain.index, rain.values, 0, step=step, zorder=1000, color=color, capstyle=capstyle, + joinstyle=joinstyle) + + if reverse: + # ax.set_ylim(top=0, bottom=rain.max() * 1.1) + ax.set_ylim(bottom=0) + ax.invert_yaxis() + else: + ax.set_ylim(bottom=0) + + return ax
+ + + +######################################################################################################################## +
+[docs] +def resample_rain_series(series): + """ + + Args: + series (pandas.Series): + + Returns: + tuple[pandas.Series, int]: the resampled series AND the final frequency in minutes + """ + resample_minutes = ( + (pd.Timedelta(hours=5), 1), + (pd.Timedelta(hours=12), 2), + (pd.Timedelta(days=1), 5), + (pd.Timedelta(days=2), 10), + (pd.Timedelta(days=3), 15), + (pd.Timedelta(days=4), 20) + ) + + dur = series.index[-1] - series.index[0] + freq = guess_freq(series.index) + + minutes = 1 + for duration_limit, minutes in resample_minutes: + if dur < duration_limit: + break + + if pd.Timedelta(freq) > pd.Timedelta(minutes=minutes): + return series, int(freq / pd.Timedelta(minutes=1)) + + # print('resample_rain_series: ', dur, duration_limit, minutes) + return series.resample(f'{minutes}min').sum(), minutes
+ +
+ +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/_modules/index.html b/_modules/index.html new file mode 100644 index 0000000..417fabc --- /dev/null +++ b/_modules/index.html @@ -0,0 +1,84 @@ + + + + + + + Overview: module code — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
+
+ +
+ +
+
+ + + + \ No newline at end of file diff --git a/_sources/README.md.txt b/_sources/README.md.txt new file mode 100644 index 0000000..b039744 --- /dev/null +++ b/_sources/README.md.txt @@ -0,0 +1,291 @@ +© [Institute of Urban Water Management and Landscape Water Engineering](https://www.sww.tugraz.at), [Graz University of Technology](https://www.tugraz.at/home/) and [Markus Pichler](mailto:markus.pichler@tugraz.at) + + +# Intensity duration frequency analysis (based on KOSTRA) + + +[![license](https://img.shields.io/github/license/markuspic/intensity_duration_frequency_analysis.svg?style=flat)](https://github.com/MarkusPic/intensity_duration_frequency_analysis/blob/main/LICENSE) +[![PyPI](https://img.shields.io/pypi/v/idf-analysis.svg)](https://pypi.python.org/pypi/idf-analysis) +[![DOI](https://zenodo.org/badge/142560436.svg)](https://zenodo.org/doi/10.5281/zenodo.10559991) + +[![PyPI - Downloads](https://img.shields.io/pypi/dd/idf-analysis)](https://pypi.python.org/pypi/idf-analysis) +[![PyPI - Downloads](https://img.shields.io/pypi/dw/idf-analysis)](https://pypi.python.org/pypi/idf-analysis) +[![PyPI - Downloads](https://img.shields.io/pypi/dm/idf-analysis)](https://pypi.python.org/pypi/idf-analysis) + + +Heavy rainfall intensity as a function of duration and return period acc. to [DWA-A 531 (2012)](http://www.dwa.de/dwa/shop/shop.nsf/Produktanzeige?openform&produktid=P-DWAA-8XMUY2). +This program reads the measurement data of the rainfall +and calculates the distribution of the design rainfall as a function of the return period and the duration +for duration steps up to 12 hours (and more) and return period in a range of '0.5a ≤ T_n ≤ 100a'. + +The guideline was used in the application [KOSTRA-DWD](https://www.dwd.de/DE/leistungen/kostra_dwd_rasterwerte/kostra_dwd_rasterwerte.html). + +---- + +> Heavy rainfall data are among the most important planning parameters in water management and hydraulic engineering practice. In urban areas, for example, they are required as initial parameters for the design of rainwater drainage systems and in watercourses for the dimensioning of hydraulic structures. The accuracy of the target values of the corresponding calculation methods and models depends crucially on their accuracy. Their overestimation can lead to considerable additional costs in the structural implementation, their underestimation to an unacceptable, excessive residual risk of failure during the operation of water management and hydraulic engineering facilities. Despite the area-wide availability of heavy rainfall data through "Coordinated Heavy Rainfall Regionalisation Analyses" (KOSTRA), there is still a need for local station analyses, e.g. to evaluate the now extended data series, to evaluate recent developments or to classify local peculiarities in comparison to the KOSTRA data. However, this is only possible without restrictions if the methodological approach recommended in the worksheet is followed. + +**[DWA-A 531 (2012)](http://www.dwa.de/dwa/shop/shop.nsf/Produktanzeige?openform&produktid=P-DWAA-8XMUY2) Translated with www.DeepL.com/Translator** + +---- + +> An intensity-duration-frequency (IDF) curve is a mathematical function that relates the rainfall intensity with its duration and frequency of occurrence. These curves are commonly used in hydrology for flood forecasting and civil engineering for urban drainage design. However, the IDF curves are also analysed in hydrometeorology because of the interest in the time concentration or time-structure of the rainfall. + +**[Wikipedia](https://en.wikipedia.org/wiki/Intensity-duration-frequency_curve)** + +---- + +This package was developed by [Markus Pichler](mailto:markus.pichler@tugraz.at) during his bachelor thesis and finalised it in the course of his employment at the [Institute of Urban Water Management and Landscape Water Engineering](https://www.sww.tugraz.at). + +## Documentation + +Read the docs [here 📖](https://markuspic.github.io/intensity_duration_frequency_analysis). + +## Please cite as + +Pichler, M. (2024). idf_analysis: Intensity duration frequency analysis with python based on KOSTRA (v0.2.4). Zenodo. https://doi.org/10.5281/zenodo.10559992 + +JOSS paper is on the way ... + +## Installation + +This package is written in Python3. (use a version > 3.5) + +``` +pip install idf-analysis +``` + +Add the following tags to the command for special options: + +- ```--user```: To install the package only for the local user account (no admin rights needed) +- ```--upgrade```: To update the package + +### Windows + +You have to install python first (i.e. the original python from the [website](https://www.python.org/downloads/)). + +To use the command-line-tool, it is advisable to add the path to your Python binary to the environment variables [^path1]. +There is also an option during the installation to add python to the PATH automatically. [^path2] + +[^path1]: https://geek-university.com/python/add-python-to-the-windows-path/ +[^path2]: https://datatofish.com/add-python-to-windows-path/ + + +### Linux/Unix + +Python is pre-installed on most operating systems (as you probably knew). + +### Dependencies + +Packages required for this program will be installed with pip during the installation process and can be seen +in the [`requirements.txt`](https://github.com/MarkusPic/intensity_duration_frequency_analysis/blob/main/requirements.txt) file. + + +```mermaid +flowchart TD + contourpy["contourpy
1.3.1"] + cycler["cycler
0.12.1"] + fonttools["fonttools
4.54.1"] + kiwisolver["kiwisolver
1.4.7"] + matplotlib["matplotlib
3.9.2"] + mpmath["mpmath
1.3.0"] + numpy["numpy
2.1.3"] + packaging["packaging
24.2"] + pandas["pandas
2.2.3"] + pillow["pillow
11.0.0"] + pyparsing["pyparsing
3.2.0"] + python-dateutil["python-dateutil
2.9.0.post0"] + pytz["pytz
2024.2"] + pyyaml["PyYAML
6.0.2"] + scipy["scipy
1.14.1"] + six["six
1.16.0"] + sympy["sympy
1.13.3"] + tqdm["tqdm
4.67.0"] + tzdata["tzdata
2024.2"] + contourpy -- "≥1.23" --> numpy + matplotlib -- "≥0.10" --> cycler + matplotlib -- "≥1.0.1" --> contourpy + matplotlib -- "≥1.23" --> numpy + matplotlib -- "≥1.3.1" --> kiwisolver + matplotlib -- "≥2.3.1" --> pyparsing + matplotlib -- "≥2.7" --> python-dateutil + matplotlib -- "≥20.0" --> packaging + matplotlib -- "≥4.22.0" --> fonttools + matplotlib -- "≥8" --> pillow + pandas -- "≥1.26.0" --> numpy + pandas -- "≥2.8.2" --> python-dateutil + pandas -- "≥2020.1" --> pytz + pandas -- "≥2022.7" --> tzdata + python-dateutil -- "≥1.5" --> six + scipy -- "≥1.23.5,<2.3" --> numpy + sympy -- "≥1.1.0,<1.4" --> mpmath +``` + +## Usage + +The documentation of the python-package can be found [here](https://markuspic.github.io/intensity_duration_frequency_analysis/api.html). + +One basic usage could be: + +```python +import pandas as pd +from idf_analysis import IntensityDurationFrequencyAnalyse +from idf_analysis.definitions import * + +# initialize of the analysis class +idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True) + +series = pd.Series(index=pd.DatetimeIndex(...), data=...) + +# setting the series for the analysis +idf.set_series(series) +# auto-save the calculated parameter so save time for a later use, as the parameters doesn't have to be calculated again. +idf.auto_save_parameters('idf_parameters.yaml') +``` + +If you only want to analyse an already existing IDF-table + +```python +import pandas as pd +from idf_analysis import IntensityDurationFrequencyAnalyse + +idf_table = pd.DataFrame(...) +# index: Duration Steps in minutes as int or float +# columns: Return Periods in years as int or float +# values: rainfall height in mm +idf = IntensityDurationFrequencyAnalyse.from_idf_table(idf_table) +``` + +## Commandline tool + +The following commands show the usage for Linux/Unix systems. +To use these features on Windows you have to add ```python -m``` before each command. + +To start the script use following commands in the terminal/Prompt + +```idf_analysis``` + +> ```idf_analysis -h``` + +``` +usage: __main__.py [-h] -i INPUT + [-ws {ATV-A_121,KOSTRA,convective_vs_advective}] + [-kind {partial,annual}] [-t {>= 0.5 a and <= 100 a}] + [-d {>= 5 min and <= 8640 min}] [-r {>= 0 L/s*ha}] + [-h_N {>= 0 mm}] [--r_720_1] [--plot] [--export_table] + +heavy rain as a function of the duration and the return period acc. to DWA-A +531 (2012) All files will be saved in the same directory of the input file but +in a subfolder called like the inputfile + "_idf_data". Inside this folder a +file called "idf_parameter.yaml"-file will be saved and contains interim- +calculation-results and will be automatically reloaded on the next call. + +optional arguments: + -h, --help show this help message and exit + -i INPUT, --input INPUT + input file with the rain time-series (csv or parquet) + -ws {ATV-A_121,KOSTRA,convective_vs_advective}, --worksheet {ATV-A_121,KOSTRA,convective_vs_advective} + From which worksheet the recommendations for + calculating the parameters should be taken. + -kind {partial,annual}, --series_kind {partial,annual} + The kind of series used for the calculation. + (Calculation with partial series is more precise and + recommended.) + -t {>= 0.5 a and <= 100 a}, --return_period {>= 0.5 a and <= 100 a} + return period in years (If two of the three variables + (rainfall (height or flow-rate), duration, return + period) are given, the third variable is calculated.) + -d {>= 5 min and <= 8640 min}, --duration {>= 5 min and <= 8640 min} + duration in minutes (If two of the three variables + (rainfall (height or flow-rate), duration, return + period) are given, the third variable is calculated.) + -r {>= 0 L/(s*ha)}, --flow_rate_of_rainfall {>= 0 L/(s*ha)} + rainfall in Liter/(s * ha) (If two of the three + variables (rainfall (height or flow-rate), duration, + return period) are given, the third variable is + calculated.) + -h_N {>= 0 mm}, --height_of_rainfall {>= 0 mm} + rainfall in mm or Liter/m^2 (If two of the three + variables (rainfall (height or flow-rate), duration, + return period) are given, the third variable is + calculated.) + --r_720_1 design rainfall with a duration of 720 minutes (=12 h) + and a return period of 1 year + --plot get a plot of the idf relationship + --export_table get a table of the most frequent used values +``` + +## Example + +In these examples you can see the usage in a reproducible way. This examples uses open data provided from the Austrian government. You can also find a link to the script used to download this data. + +[Example Jupyter notebook for the commandline](https://markuspic.github.io/intensity_duration_frequency_analysis/examples/example_commandline) (or in the [docs](https://markuspic.github.io/intensity_duration_frequency_analysis/examples/example_python_api.html)) + +[Example Jupyter notebook for the python api](https://markuspic.github.io/intensity_duration_frequency_analysis/examples/example_python_api) (or in the [docs](https://markuspic.github.io/intensity_duration_frequency_analysis/examples/example_python_api.html)) + +[Example python skript](https://github.com/MarkusPic/intensity_duration_frequency_analysis/blob/main/examples/example_python_api.py) + + +### Example Files + +[Interim Results of the idf analysis](https://github.com/MarkusPic/intensity_duration_frequency_analysis/blob/main/examples/ehyd_112086_idf_data/idf_parameters.yaml) + +### Example Plot + +![IDF-Curves-Plot](https://raw.githubusercontent.com/MarkusPic/intensity_duration_frequency_analysis/refs/heads/main/examples/ehyd_112086_idf_data/idf_curves_plot.png) + +### Example IDF table + +[IDF-Table](https://github.com/MarkusPic/intensity_duration_frequency_analysis/blob/main/examples/ehyd_112086_idf_data/idf_table_UNIX.csv) + + +| return period in a
duration in min | 1 | 2 | 3 | 5 | 10 | 20 | 25 | 30 | 50 | 75 | 100 | +|--------------------------------------:|------:|-------:|-------:|-------:|-------:|-------:|-------:|-------:|-------:|-------:|-------:| +| 5 | 9.39 | 10.97 | 11.89 | 13.04 | 14.61 | 16.19 | 16.69 | 17.11 | 18.26 | 19.18 | 19.83 | +| 10 | 15.15 | 17.62 | 19.06 | 20.88 | 23.35 | 25.82 | 26.62 | 27.27 | 29.09 | 30.54 | 31.56 | +| 15 | 19.03 | 22.25 | 24.13 | 26.51 | 29.72 | 32.94 | 33.98 | 34.83 | 37.20 | 39.08 | 40.42 | +| 20 | 21.83 | 25.71 | 27.99 | 30.85 | 34.73 | 38.62 | 39.87 | 40.89 | 43.75 | 46.02 | 47.63 | +| 30 | 25.60 | 30.66 | 33.62 | 37.35 | 42.41 | 47.47 | 49.10 | 50.43 | 54.16 | 57.12 | 59.22 | +| 45 | 28.92 | 35.51 | 39.37 | 44.23 | 50.83 | 57.42 | 59.54 | 61.28 | 66.14 | 69.99 | 72.73 | +| 60 | 30.93 | 38.89 | 43.54 | 49.40 | 57.36 | 65.31 | 67.88 | 69.97 | 75.83 | 80.49 | 83.79 | +| 90 | 33.37 | 41.74 | 46.64 | 52.80 | 61.17 | 69.54 | 72.23 | 74.43 | 80.60 | 85.49 | 88.96 | +| 180 | 38.01 | 47.13 | 52.46 | 59.18 | 68.30 | 77.42 | 80.36 | 82.76 | 89.48 | 94.81 | 98.60 | +| 270 | 41.01 | 50.60 | 56.21 | 63.28 | 72.87 | 82.46 | 85.55 | 88.07 | 95.14 | 100.75 | 104.73 | +| 360 | 43.29 | 53.23 | 59.04 | 66.37 | 76.31 | 86.25 | 89.45 | 92.06 | 99.39 | 105.20 | 109.33 | +| 450 | 45.14 | 55.36 | 61.33 | 68.87 | 79.08 | 89.30 | 92.59 | 95.28 | 102.81 | 108.79 | 113.03 | +| 600 | 47.64 | 58.23 | 64.43 | 72.23 | 82.82 | 93.41 | 96.82 | 99.61 | 107.42 | 113.61 | 118.01 | +| 720 | 49.29 | 60.13 | 66.47 | 74.45 | 85.29 | 96.12 | 99.61 | 102.46 | 110.44 | 116.78 | 121.28 | +| 1080 | 54.41 | 64.97 | 71.15 | 78.94 | 89.50 | 100.06 | 103.46 | 106.24 | 114.02 | 120.20 | 124.58 | +| 1440 | 58.02 | 67.72 | 73.39 | 80.54 | 90.24 | 99.93 | 103.05 | 105.61 | 112.75 | 118.42 | 122.45 | +| 2880 | 66.70 | 77.41 | 83.68 | 91.57 | 102.29 | 113.00 | 116.45 | 119.26 | 127.16 | 133.42 | 137.87 | +| 4320 | 71.93 | 85.72 | 93.78 | 103.95 | 117.73 | 131.52 | 135.96 | 139.58 | 149.75 | 157.81 | 163.53 | +| 5760 | 78.95 | 95.65 | 105.42 | 117.72 | 134.43 | 151.13 | 156.50 | 160.89 | 173.20 | 182.97 | 189.90 | +| 7200 | 83.53 | 101.38 | 111.82 | 124.98 | 142.83 | 160.68 | 166.43 | 171.12 | 184.28 | 194.72 | 202.13 | +| 8640 | 85.38 | 104.95 | 116.40 | 130.82 | 150.38 | 169.95 | 176.25 | 181.40 | 195.82 | 207.27 | 215.39 | + +## Background + +Pseudocode for the parameter calculation. + +``` +For every duration step + calculating event sums + + if using annual event series: # only recommeded for measurements longer than 20 year + converting every max event sum per year to a series + calculating parameters u and w using the gumbel distribution + + elif using partial event series: + converting the n (approximatly 2.72 x measurement duration in years) biggest event sums to a series + calculating parameters u and w using the exponential distribution + +Splitting IDF curve formulation in to several duration ranges +For each duration range: + For each parameter (u and w): + balancing the parameter over all duation steps (in the range) using a given formulation (creating parameters a and b) + # one-folded-logaritmic | two-folded-logarithmic | hyperbolic + +u(D) = f(a_u, b_u, D) +w(D) = f(a_w, b_w, D) + +h(D,Tn) = u(D) + w(D) * ln(Tn) +``` diff --git a/_sources/api.rst.txt b/_sources/api.rst.txt new file mode 100644 index 0000000..10ed9ad --- /dev/null +++ b/_sources/api.rst.txt @@ -0,0 +1,10 @@ +-------------------- +API +-------------------- + +Main Function +-------------------- + +.. autoclass:: idf_analysis.idf_class.IntensityDurationFrequencyAnalyse + :members: + :no-undoc-members: diff --git a/_sources/base_functions.rst.txt b/_sources/base_functions.rst.txt new file mode 100644 index 0000000..9dfff6b --- /dev/null +++ b/_sources/base_functions.rst.txt @@ -0,0 +1,59 @@ +-------------------- +Base Functions +-------------------- + +Calculation Methods +------------------- + +Functions to analyse the precipitations series based on the core method. + + +.. automodule:: idf_analysis.event_series_analysis + :members: + :no-undoc-members: + +.. automodule:: idf_analysis.parameter_formulations + :members: + :no-undoc-members: + +.. autoclass:: idf_analysis.idf_backend.IdfParameters + :members: + :no-undoc-members: + +Input and Output +---------------- + +Function for reading and writing files. + +.. automodule:: idf_analysis.in_out + :members: + :no-undoc-members: + +SWW Utils +--------- + +Functions to help analyse data in a general way. +Most of this function have been developed on the +institute of urban water management at the university of technology Graz. + +.. automodule:: idf_analysis.sww_utils + :members: + :no-undoc-members: + +Converter helper functions +-------------------------- + +Functions to help convert things and units. + +.. automodule:: idf_analysis.little_helpers + :members: + :no-undoc-members: + +Plotting helper functions +------------------------- + +Functions to add or manipulate plotting figures. + +.. automodule:: idf_analysis.plot_helpers + :members: + :no-undoc-members: diff --git a/_sources/examples/example_commandline.ipynb.txt b/_sources/examples/example_commandline.ipynb.txt new file mode 100644 index 0000000..cbc99cb --- /dev/null +++ b/_sources/examples/example_commandline.ipynb.txt @@ -0,0 +1,311 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "source": [ + "# Example Commandline Use" + ], + "metadata": { + "collapsed": false, + "pycharm": { + "name": "#%% md\n" + } + } + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:37.975091Z", + "start_time": "2024-06-03T07:11:36.489250Z" + } + }, + "source": [ + "! python -m idf_analysis -h" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "usage: __main__.py [-h] -i INPUT\r\n", + " [-ws {KOSTRA,convective_vs_advective,ATV-A_121}]\r\n", + " [-kind {partial,annual}] [-t {>= 0.5 a and <= 100 a}]\r\n", + " [-d {>= 5 min and <= 8640 min}] [-r {>= 0 L/(s*ha)}]\r\n", + " [-h_N {>= 0 mm}] [--r_720_1] [--plot] [--export_table]\r\n", + "\r\n", + "heavy rain as a function of the duration and the return period acc. to DWA-A\r\n", + "531 (2012) All files will be saved in the same directory of the input file but\r\n", + "in a subfolder called like the inputfile + \"_idf_data\". Inside this folder a\r\n", + "file called \"idf_parameter.yaml\"-file will be saved and contains interim-\r\n", + "calculation-results and will be automatically reloaded on the next call.\r\n", + "\r\n", + "options:\r\n", + " -h, --help show this help message and exit\r\n", + " -i INPUT, --input INPUT\r\n", + " input file with the rain time-series (csv or parquet)\r\n", + " -ws {KOSTRA,convective_vs_advective,ATV-A_121}, --worksheet {KOSTRA,convective_vs_advective,ATV-A_121}\r\n", + " From which worksheet the recommendations for\r\n", + " calculating the parameters should be taken.\r\n", + " -kind {partial,annual}, --series_kind {partial,annual}\r\n", + " The kind of series used for the calculation.\r\n", + " (Calculation with partial series is more precise and\r\n", + " recommended.)\r\n", + " -t {>= 0.5 a and <= 100 a}, --return_period {>= 0.5 a and <= 100 a}\r\n", + " return period in years (If two of the three variables\r\n", + " (rainfall (height or flow-rate), duration, return\r\n", + " period) are given, the third variable is calculated.)\r\n", + " -d {>= 5 min and <= 8640 min}, --duration {>= 5 min and <= 8640 min}\r\n", + " duration in minutes (If two of the three variables\r\n", + " (rainfall (height or flow-rate), duration, return\r\n", + " period) are given, the third variable is calculated.)\r\n", + " -r {>= 0 L/(s*ha)}, --flow_rate_of_rainfall {>= 0 L/(s*ha)}\r\n", + " rainfall in Liter/(s * ha) (If two of the three\r\n", + " variables (rainfall (height or flow-rate), duration,\r\n", + " return period) are given, the third variable is\r\n", + " calculated.)\r\n", + " -h_N {>= 0 mm}, --height_of_rainfall {>= 0 mm}\r\n", + " rainfall in mm or Liter/m^2 (If two of the three\r\n", + " variables (rainfall (height or flow-rate), duration,\r\n", + " return period) are given, the third variable is\r\n", + " calculated.)\r\n", + " --r_720_1 design rainfall with a duration of 720 minutes (=12 h)\r\n", + " and a return period of 1 year\r\n", + " --plot get a plot of the idf relationship\r\n", + " --export_table get a table of the most frequent used values\r\n" + ] + } + ], + "execution_count": 1 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "I used the rain-time-series from ehyd.gv.at with the ID 112086 (Graz-Andritz)" + ] + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:39.047082Z", + "start_time": "2024-06-03T07:11:37.976926Z" + } + }, + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n" + ] + } + ], + "execution_count": 2 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:40.106619Z", + "start_time": "2024-06-03T07:11:39.048008Z" + } + }, + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet --r_720_1" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Resultierende Regenhöhe h_N(T_n=1.0a, D=720.0min) = 49.41 mm\r\n", + "Resultierende Regenspende r_N(T_n=1.0a, D=720.0min) = 11.44 L/(s*ha)\r\n" + ] + } + ], + "execution_count": 3 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:41.176720Z", + "start_time": "2024-06-03T07:11:40.107902Z" + } + }, + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet -d 720 -t 1" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Resultierende Regenhöhe h_N(T_n=1.0a, D=720.0min) = 49.41 mm\r\n", + "Resultierende Regenspende r_N(T_n=1.0a, D=720.0min) = 11.44 L/(s*ha)\r\n" + ] + } + ], + "execution_count": 4 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:42.254830Z", + "start_time": "2024-06-03T07:11:41.178590Z" + } + }, + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet -d 720 -h_N 60" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "The return period is 2.0 years.\r\n", + "Resultierende Regenhöhe h_N(T_n=2.0a, D=720.0min) = 60.00 mm\r\n", + "Resultierende Regenspende r_N(T_n=2.0a, D=720.0min) = 13.89 L/(s*ha)\r\n" + ] + } + ], + "execution_count": 5 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:12:37.711553Z", + "start_time": "2024-06-03T07:12:36.272071Z" + } + }, + "source": "! python -m idf_analysis -i ehyd_112086.parquet -d 5 -t 15", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Resultierende Regenhöhe h_N(T_n=15.0a, D=5.0min) = 15.50 mm\r\n", + "Resultierende Regenspende r_N(T_n=15.0a, D=5.0min) = 516.54 L/(s*ha)\r\n" + ] + } + ], + "execution_count": 9 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:45.365133Z", + "start_time": "2024-06-03T07:11:43.314343Z" + } + }, + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet --plot" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Created the IDF-curves-plot and saved the file as \"ehyd_112086_idf_data/idf_curves_plot.png\".\r\n" + ] + } + ], + "execution_count": 7 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:46.397910Z", + "start_time": "2024-06-03T07:11:45.366001Z" + } + }, + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet --export_table" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "return period (a) 1 2 3 5 10 20 25 30 50 75 100\r\n", + "frequency (1/a) 1.000 0.500 0.333 0.200 0.100 0.050 0.040 0.033 0.020 0.013 0.010\r\n", + "duration (min) \r\n", + "5.0 9.19 10.80 11.75 12.94 14.55 16.17 16.69 17.11 18.30 19.25 19.92\r\n", + "10.0 14.88 17.42 18.90 20.77 23.31 25.84 26.66 27.33 29.20 30.68 31.73\r\n", + "15.0 18.76 22.06 23.99 26.43 29.73 33.03 34.09 34.96 37.40 39.33 40.70\r\n", + "20.0 21.57 25.55 27.88 30.82 34.80 38.78 40.06 41.11 44.05 46.37 48.03\r\n", + "30.0 25.37 30.56 33.59 37.41 42.59 47.78 49.45 50.81 54.63 57.67 59.82\r\n", + "45.0 28.75 35.50 39.45 44.42 51.17 57.92 60.10 61.87 66.85 70.80 73.60\r\n", + "60.0 30.80 38.94 43.70 49.70 57.84 65.98 68.60 70.75 76.75 81.51 84.89\r\n", + "90.0 33.27 41.80 46.79 53.08 61.61 70.15 72.90 75.14 81.43 86.42 89.96\r\n", + "120.0 35.14 43.96 49.12 55.63 64.45 73.27 76.11 78.43 84.94 90.10 93.76\r\n", + "180.0 37.96 47.20 52.61 59.43 68.68 77.93 80.90 83.34 90.15 95.56 99.40\r\n", + "240.0 40.09 49.65 55.25 62.29 71.86 81.42 84.50 87.01 94.06 99.65 103.62\r\n", + "360.0 43.31 53.33 59.19 66.58 76.60 86.62 89.85 92.49 99.87 105.74 109.90\r\n", + "540.0 46.78 57.29 63.43 71.17 81.68 92.18 95.57 98.33 106.07 112.22 116.58\r\n", + "720.0 49.41 60.27 66.63 74.63 85.50 96.36 99.85 102.71 110.72 117.07 121.58\r\n", + "1080.0 54.41 64.97 71.15 78.94 89.50 100.06 103.46 106.24 114.02 120.20 124.58\r\n", + "1440.0 58.02 67.72 73.39 80.54 90.24 99.93 103.05 105.61 112.75 118.42 122.45\r\n", + "2880.0 66.70 77.41 83.68 91.57 102.28 113.00 116.44 119.26 127.16 133.42 137.87\r\n", + "4320.0 71.93 85.72 93.78 103.95 117.73 131.52 135.96 139.58 149.75 157.81 163.53\r\n", + "5760.0 78.95 95.65 105.42 117.72 134.42 151.13 156.50 160.89 173.20 182.97 189.90\r\n", + "7200.0 83.53 101.38 111.82 124.98 142.83 160.68 166.43 171.12 184.28 194.72 202.13\r\n", + "8640.0 85.38 104.95 116.40 130.82 150.39 169.95 176.25 181.40 195.82 207.27 215.39\r\n", + "Created the IDF-curves-plot and saved the file as \"ehyd_112086_idf_data/idf_table.csv\".\r\n" + ] + } + ], + "execution_count": 8 + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.1" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/_sources/examples/example_heavy_rainfall_index.ipynb.txt b/_sources/examples/example_heavy_rainfall_index.ipynb.txt new file mode 100644 index 0000000..e7ea63f --- /dev/null +++ b/_sources/examples/example_heavy_rainfall_index.ipynb.txt @@ -0,0 +1,2820 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "source": [ + "# Example for Heavy Rainfall Index" + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "markdown", + "source": [ + "Based on the IntensityDurationFrequencyAnalysis, the HeavyRainIndexAnalysis enables the creation of location-dependent heavy rain indices according to the methods of Schmitt, Mudersbach and also those of Krüger and Pfister.\n", + "Furthermore, the possibility of creating heavy rain index curves according to the Krüger and Pfister method was included and implemented for the other two methods. Thus, heavy rainfall index curves can be compared with each other. Furthermore, it is possible to assign individual rain events to a heavy rain index using existing rain data." + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:58:10.036923Z", + "start_time": "2024-11-06T12:58:10.034364Z" + } + }, + "source": [ + "from pathlib import Path\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "from matplotlib.colors import ListedColormap\n", + "\n", + "from idf_analysis.definitions import METHOD, SERIES, COL\n", + "from idf_analysis.heavy_rainfall_index import HeavyRainfallIndexAnalyse\n", + "from idf_analysis.little_helpers import minutes_readable\n", + "from idf_analysis.sww_utils import rain_events, event_duration, agg_events\n", + "from idf_analysis import __version__\n", + "print(f'{__version__=}')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__version__='0.2.9'\n" + ] + } + ], + "execution_count": 24 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Implemented Methods for the HeavyRainIndexAnalysis: \n", + "SCHMITT = 'Schmitt' \n", + "KRUEGER_PFISTER = 'KruegerPfister' \n", + "MUDERSBACH = 'Mudersbach'" + ] + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.297388Z", + "start_time": "2024-11-06T12:56:30.294690Z" + } + }, + "source": [ + "hri = HeavyRainfallIndexAnalyse(method=HeavyRainfallIndexAnalyse.METHODS.KRUEGER_PFISTER,\n", + " series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)" + ], + "outputs": [], + "execution_count": 2 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.376882Z", + "start_time": "2024-11-06T12:56:30.375243Z" + } + }, + "source": [ + "cmap = ListedColormap([(1,1,1)] + list(hri.indices_color.values()))" + ], + "outputs": [], + "execution_count": 3 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "You need to install `pyarrow` or `fastparquet` to read and write parquet files." + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.545709Z", + "start_time": "2024-11-06T12:56:30.380720Z" + } + }, + "source": "data = pd.read_parquet('ehyd_112086.parquet').squeeze('columns')", + "outputs": [], + "execution_count": 4 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.552541Z", + "start_time": "2024-11-06T12:56:30.550655Z" + } + }, + "source": "output_directory = Path('hri_results')", + "outputs": [], + "execution_count": 5 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.620686Z", + "start_time": "2024-11-06T12:56:30.557548Z" + } + }, + "source": "hri.set_series(data)", + "outputs": [], + "execution_count": 6 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:31.085865Z", + "start_time": "2024-11-06T12:56:30.625338Z" + } + }, + "source": "hri.auto_save_parameters(output_directory / 'idf_parameters.yaml')", + "outputs": [], + "execution_count": 7 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Heavy rainfall index-matrix is created with regard to the individual procedures for SRI generation" + ] + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:54.661520Z", + "start_time": "2024-11-06T12:56:54.653624Z" + } + }, + "cell_type": "code", + "source": "hri.interim_sri_table()", + "outputs": [ + { + "data": { + "text/plain": [ + "Return Period in a 1 2 3 5 10 20 25 30 50 75 100\n", + "duration in min \n", + "5 1 1 2 2 3 4 4 5 6 6 7\n", + "10 1 1 2 2 3 4 4 5 6 6 7\n", + "15 1 1 2 2 3 4 4 5 6 6 7\n", + "20 1 1 2 2 3 4 4 5 6 6 7\n", + "30 1 1 2 2 3 4 4 5 6 6 7\n", + "45 1 1 2 2 3 4 4 5 6 6 7\n", + "60 1 1 2 2 3 4 4 5 6 6 7\n", + "90 1 1 2 2 3 4 4 5 6 6 7\n", + "120 1 1 2 2 3 4 4 5 6 6 7\n", + "180 1 1 2 2 3 4 4 5 6 6 7\n", + "240 1 1 2 2 3 4 4 5 6 6 7\n", + "360 1 1 2 2 3 4 4 5 6 6 7\n", + "540 1 1 2 2 3 4 4 5 6 6 7\n", + "720 1 1 2 2 3 4 4 5 6 6 7\n", + "1080 1 1 2 2 3 4 4 5 6 6 7\n", + "1440 1 1 2 2 3 4 4 5 6 6 7\n", + "2880 1 1 2 2 3 4 4 5 6 6 7\n", + "4320 1 1 2 2 3 4 4 5 6 6 7\n", + "5760 1 1 2 2 3 4 4 5 6 6 7\n", + "7200 1 1 2 2 3 4 4 5 6 6 7\n", + "8640 1 1 2 2 3 4 4 5 6 6 7" + ], + "text/html": [ + "
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\n" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 9 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "An auxiliary table must be generated for the creation of the heavy rain index-curves. Here, the rainfall heights are shown depending on the duration and the heavy rain index." + ] + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:31.285419Z", + "start_time": "2024-11-06T12:56:31.262264Z" + } + }, + "source": [ + "hri.result_sri_table().style.background_gradient(cmap=cmap, vmin=0, vmax=700).format(\"{:.1f}\")" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ], + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
SRI123456789101112
duration in min            
518.826.632.537.642.046.049.753.156.459.462.365.1
1023.232.840.246.451.956.861.465.669.673.477.080.4
1526.036.745.052.058.163.768.873.578.082.286.290.0
2028.039.648.556.062.668.674.179.284.088.692.997.0
3030.943.753.561.869.175.781.887.492.797.7102.5107.0
4533.947.958.767.775.783.089.695.8101.6107.1112.3117.3
6036.051.062.472.180.688.395.3101.9108.1113.9119.5124.8
9037.152.564.374.383.091.098.3105.0111.4117.4123.2128.6
12037.953.765.775.984.892.9100.4107.3113.8120.0125.8131.4
18039.155.367.778.287.595.8103.5110.6117.3123.7129.7135.5
24040.056.569.279.989.497.9105.7113.0119.9126.4132.5138.4
36041.258.371.482.492.1100.9109.0116.5123.6130.3136.6142.7
54042.560.173.684.995.0104.0112.4120.1127.4134.3140.9147.1
72043.461.475.286.897.1106.3114.8122.8130.2137.3144.0150.4
108043.861.975.887.697.9107.3115.8123.8131.4138.5145.2151.7
144044.162.376.388.198.5107.9116.6124.6132.2139.3146.2152.6
288046.365.480.192.5103.4113.3122.4130.8138.8146.3153.4160.2
432049.770.386.199.5111.2121.8131.6140.7149.2157.3164.9172.3
576053.475.692.6106.9119.5130.9141.4151.2160.3169.0177.3185.1
720055.177.995.4110.2123.2135.0145.8155.8165.3174.2182.7190.9
864056.880.398.4113.6127.0139.1150.3160.7170.4179.6188.4196.8
\n" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 10 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Using heavy rainfall index curves, the necessary rainfall heights can be read off depending on the respective index." + ] + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:57:30.195996Z", + "start_time": "2024-11-06T12:57:29.679973Z" + } + }, + "source": [ + "hri.method = hri.METHODS.KRUEGER_PFISTER\n", + "fig, ax = hri.result_sri_figure()\n", + "ax.legend(loc='upper left')\n", + "ax.grid(color='grey', linestyle=':', linewidth=0.3)\n", + "ax.set_ylim(0, 230)\n", + "old_labels = ax.get_xticklabels()\n", + "old_labels[2] = ''\n", + "old_labels[5] = ''\n", + "old_labels[19] = ''\n", + "ax.set_xticklabels(old_labels, rotation=90)\n", + "handles, labels = ax.get_legend_handles_labels()\n", + "ax.legend(handles[::-1], labels[::-1], title='SRI', loc='upper left')\n", + "plt.savefig(output_directory / \"kruegerpfister.svg\")" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 22 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Heavy rain index allocation of a specific rain event" + ] + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:32.419706Z", + "start_time": "2024-11-06T12:56:31.932369Z" + } + }, + "source": [ + "events = rain_events(hri.series, min_gap=pd.Timedelta(days=2))\n", + "events[COL.DUR] = event_duration(events)\n", + "events[COL.LP] = agg_events(events, hri.series, 'sum').round(1)\n", + "events[COL.LAST] = events[COL.START] - events[COL.END].shift()\n", + "\n", + "hri.add_max_return_periods_to_events(events)\n", + "\n", + "events = events[events[COL.LP] > 10]\n", + "events = events[events[COL.MAX_PERIOD] > 2]\n", + "\n", + "events.sort_values(COL.LP)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "calculating rainfall_sum data-frame: 0%| | 0/21 [00:00\n", + "\n", + "\n", + " \n", 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startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
402008-07-20 17:43:002008-07-21 08:57:000 days 15:14:0028.02 days 02:48:003.6302205760.0
362008-06-23 19:50:002008-06-24 19:48:000 days 23:58:0035.82 days 21:52:005.08728315.0
942009-08-27 19:52:002009-08-29 13:25:001 days 17:33:0055.14 days 23:06:0017.90556920.0
5202018-04-15 21:33:002018-04-17 05:39:001 days 08:06:0055.92 days 18:30:002.004036360.0
862009-07-18 08:55:002009-07-18 13:19:000 days 04:24:0058.02 days 01:56:003.917100240.0
932009-08-21 19:49:002009-08-22 20:46:001 days 00:57:0064.24 days 03:04:003.97107820.0
4252016-05-30 12:38:002016-06-06 12:54:007 days 00:16:0066.44 days 17:44:005.0845355.0
952009-09-04 00:31:002009-09-05 01:32:001 days 01:01:0069.85 days 11:06:003.2120781080.0
1862011-07-27 20:38:002011-08-04 07:44:007 days 11:06:0070.53 days 05:30:0011.86656020.0
3832015-07-08 11:50:002015-07-09 00:25:000 days 12:35:0077.88 days 13:53:007.104642720.0
5282018-06-12 17:00:002018-06-13 22:27:001 days 05:27:0085.13 days 16:11:0010.04005820.0
3882015-08-16 19:26:002015-08-19 23:38:003 days 04:12:0085.513 days 18:23:002.3653944320.0
1292010-06-13 20:35:002010-06-25 19:12:0011 days 22:37:0099.618 days 20:30:002.1374504320.0
3232014-05-07 16:50:002014-05-18 20:02:0011 days 03:12:00109.94 days 03:31:003.4864775760.0
2942013-08-24 01:34:002013-08-29 08:19:005 days 06:45:00114.19 days 12:53:004.2609032880.0
3422014-09-09 12:34:002014-09-16 23:56:007 days 11:22:00114.52 days 22:04:002.4230205760.0
392008-07-12 22:10:002008-07-18 14:55:005 days 16:45:00122.82 days 11:12:007.432810120.0
2372012-07-09 18:49:002012-07-16 05:42:006 days 10:53:00123.15 days 23:08:004.6494348640.0
4332016-07-21 22:29:002016-07-28 14:13:006 days 15:44:00136.65 days 00:05:005.9385938640.0
2792013-05-02 02:46:002013-05-07 21:37:005 days 18:51:00148.29 days 05:08:0040.6477722880.0
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15 min1212.021.9
20 min1323.228.2
30 min2438.040.7
45 min2436.846.3
60 min25411.257.0
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2 h47526.974.3
3 h47422.076.5
4 h47420.078.7
6 h57630.289.6
9 h57525.392.8
12 h47419.593.0
18 h57420.296.4
1 d57419.398.2
2 d79640.7120.5
3 d89639.8138.0
4 d68416.2138.0
5 d68414.0143.7
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"from pathlib import Path\n", + "import pandas as pd\n", + "from idf_analysis.idf_class import IntensityDurationFrequencyAnalyse\n", + "from idf_analysis.definitions import *\n", + "from idf_analysis import __version__\n", + "print(f'{__version__=}')" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__version__='0.2.9'\n" + ] + } + ], + "execution_count": 1 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.060214Z", + "start_time": "2024-11-06T13:13:36.038365Z" + } + }, + "cell_type": "code", + "source": [ + "%matplotlib inline\n", + "%load_ext autoreload\n", + "%autoreload 2" + ], + "outputs": [], + "execution_count": 2 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Intensity Duration Frequency Analyse" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Parameter\n", + "\n", + "**series_kind**:\n", + "\n", + "`SERIES.PARTIAL` = Partielle Serie (partial duration series, PDS) (peak over threshold, POT)\n", + "\n", + "`SERIES.ANNUAL` = Jährliche Serie (annual maximum series, AMS)\n", + "\n", + "**worksheet**:\n", + "\n", + "`METHOD.KOSTRA`:\n", + "- DWA-A 531\n", + "- KOSTRA - recommented\n", + "- Parameter formula change at 60 min and 12 h\n", + "\n", + "`METHOD.CONVECTIVE_ADVECTIVE`:\n", + "- DWA-A 531\n", + "- Unterscheidung in überwiegend konvektiv und advektiv verursachte Starkregen\n", + "- Parameter formula change at 3 h and 24 h\n", + "\n", + "`METHOD.ATV`:\n", + "- ATV-A 121\n", + "- Parameter formula change at 3 h and 48 h\n", + "\n", + "**extended_durations** = Includes the durations steps `[0.75d, 1d, 2d, 3d, 4d, 5d, 6d]` in the analysis (d=days)\n", + "\n", + "Default duration steps `[5m, 10m, 15m, 20m, 30m, 45m, 60m, 1.5h, 3h, 4.5h, 6h, 7.5h, 10h, 12h]`" + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.525587Z", + "start_time": "2024-11-06T13:13:36.118297Z" + } + }, + "source": [ + "idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)" + ], + "outputs": [], + "execution_count": 3 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "I used the rain-time-series from ehyd.gv.at with the ID 112086 (Graz-Andritz) [created with the ehyd-tools package](https://github.com/MarkusPic/ehyd_tools/blob/main/example/example_python_api.ipynb).\n", + "\n", + "You need to install `pyarrow` or `fastparquet` to read and write parquet files." + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.788826Z", + "start_time": "2024-11-06T13:13:36.631706Z" + } + }, + "source": "data = pd.read_parquet('ehyd_112086.parquet').squeeze('columns')", + "outputs": [], + "execution_count": 4 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "Get a look at the time-series" + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.810575Z", + "start_time": "2024-11-06T13:13:36.799608Z" + } + }, + "source": [ + "data.head()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "datetime\n", + "2007-09-17 13:56:00 0.0\n", + "2007-09-17 13:57:00 0.0\n", + "2007-09-17 13:58:00 0.0\n", + "2007-09-17 13:59:00 0.0\n", + "2007-09-17 14:00:00 0.0\n", + "Name: N-Minutensummen-112086, dtype: float64" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 5 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.830880Z", + "start_time": "2024-11-06T13:13:36.820461Z" + } + }, + "source": [ + "data.tail()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "datetime\n", + "2019-12-31 23:56:00 0.0\n", + "2019-12-31 23:57:00 0.0\n", + "2019-12-31 23:58:00 0.0\n", + "2019-12-31 23:59:00 0.0\n", + "2020-01-01 00:00:00 NaN\n", + "Name: N-Minutensummen-112086, dtype: float64" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 6 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "Set the time-series to be used for the calculation of the IDF parameters" + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.994001Z", + "start_time": "2024-11-06T13:13:36.917712Z" + } + }, + "source": "idf.set_series(data)", + "outputs": [], + "execution_count": 7 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "define a working directory to save some plots and interim results" + }, + { + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:37.118987Z", + "start_time": "2024-11-06T13:13:37.108897Z" + } + }, + "cell_type": "code", + "source": "output_directory = Path('ehyd_112086_idf_data')", + "outputs": [], + "execution_count": 8 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "create a plot for the interim parameters of the partial series." + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:44.756478Z", + "start_time": "2024-11-06T13:13:37.282944Z" + } + }, + "cell_type": "code", + "source": [ + "fig = idf.parameters._interims.plot_series(ncols=7)\n", + "fig.set_size_inches(21,12)\n", + "fig.set_dpi(60)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "Calculating Parameters u and w: 0%| | 0/21 [00:00" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 9 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": [ + "Intermediate results are created for each new calculation, which are only dependent on the selected series `series_kind` and the specified/required duration steps. This process takes a few seconds.\n", + "In addition, these intermediate results contain the parameters required to calculate the rainfall height.\n", + "The calculation methods and formula-change-durations according to the selected `worksheet` are already taken into account here." + ] + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:44.791355Z", + "start_time": "2024-11-06T13:13:44.774926Z" + } + }, + "cell_type": "code", + "source": "idf.write_parameters(output_directory / 'idf_parameters.yaml')", + "outputs": [], + "execution_count": 10 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "To save time, it is possible to save the parameters temporarily and when the script is called up again, these parameters are no longer calculated but read from the file." + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:44.991574Z", + "start_time": "2024-11-06T13:13:44.856539Z" + } + }, + "source": "idf.auto_save_parameters(output_directory / 'idf_parameters.yaml')", + "outputs": [], + "execution_count": 11 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": "These interim results can be called up with:" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:45.007935Z", + "start_time": "2024-11-06T13:13:44.994929Z" + } + }, + "cell_type": "code", + "source": "idf.parameters.pprint()", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'durations': [5.0,\n", + " 10.0,\n", + " 15.0,\n", + " 20.0,\n", + " 30.0,\n", + " 45.0,\n", + " 60.0,\n", + " 90.0,\n", + " 120.0,\n", + " 180.0,\n", + " 240.0,\n", + " 360.0,\n", + " 540.0,\n", + " 720.0,\n", + " 1080.0,\n", + " 1440.0,\n", + " 2880.0,\n", + " 4320.0,\n", + " 5760.0,\n", + " 7200.0,\n", + " 8640.0],\n", + " 'parameters_final': {0: {'u': HyperbolicAuto(38.04, 16.10),\n", + " 'w': DoubleLogNormAuto(0.16, 0.55)},\n", + " 60: {'u': DoubleLogNormAuto(2.65, 0.18),\n", + " 'w': DoubleLogNormAuto(1.88, 0.13)},\n", + " 720: {'u': Linear(), 'w': Linear()}},\n", + " 'parameters_series': {'u': [9.2852,\n", + " 14.4656,\n", + " 18.2676,\n", + " 21.223,\n", + " 24.6312,\n", + " 27.6473,\n", + " 29.8823,\n", + " 32.5402,\n", + " 34.2917,\n", + " 36.8614,\n", + " 39.1387,\n", + " 41.8902,\n", + " 44.9288,\n", + " 46.8465,\n", + " 51.6007,\n", + " 55.8142,\n", + " 64.2187,\n", + " 69.2324,\n", + " 74.7885,\n", + " 80.7697,\n", + " 82.4165],\n", + " 'w': [2.109,\n", + " 3.3818,\n", + " 5.3372,\n", + " 7.022,\n", + " 8.6112,\n", + " 9.1709,\n", + " 10.5036,\n", + " 11.9877,\n", + " 12.7487,\n", + " 13.3321,\n", + " 13.7618,\n", + " 14.2992,\n", + " 14.698,\n", + " 15.0692,\n", + " 14.9139,\n", + " 14.3355,\n", + " 15.2022,\n", + " 18.6616,\n", + " 22.6725,\n", + " 23.8148,\n", + " 26.0658]},\n", + " 'series_kind': 'partial'}\n" + ] + } + ], + "execution_count": 12 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:45.050990Z", + "start_time": "2024-11-06T13:13:45.038665Z" + } + }, + "source": [ + "idf.parameters" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 13 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "plot the interim results for the final parameters of the function to calculate the rainfall height depending on duration and return periods." + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:45.495914Z", + "start_time": "2024-11-06T13:13:45.061411Z" + } + }, + "cell_type": "code", + "source": "fig = idf.parameters.interim_plot_parameters()", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 14 + }, + { + "metadata": {}, + "cell_type": "markdown", + "source": "test also other formulas for the IDF function (According to the older guideline ATV-A 121 (till 2012))" + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.184585Z", + "start_time": "2024-11-06T13:13:45.507864Z" + } + }, + "cell_type": "code", + "source": [ + "idf.parameters.set_parameter_approaches_from_worksheet(METHOD.ATV)\n", + "fig = idf.parameters.interim_plot_parameters()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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gygUlFwmCIAiCIAiCIAiCIAiCKBeUXCQIgiAIgiAIgiAIgiAIolz4elqAktFqtTh37hwAoFq1avD1pXARBEEQBEEQBEEQBEEQ/GEwGHDnzh0AQOvWrREYGChLuZQts8O5c+fQuXNnT8sgCIIgCIIgCIIgCIIgCNk4fvw47r//flnKomnRBEEQBEEQBEEQBEEQBEGUCxq5aIdq1apJr48fP46aNWt6UI38aLVapKWlITo6WrahsITzeFu98OIvLzrlgvxVLjxpdRaefOVJqxw0bNgQjDFcvHhR0f56W72Qv8qEF51ywZO/PGn1Jni5x8gFL+1QCTrdqUEJ/rqCW7duSTN0TXNezqJijDHZSqtg3LhxA3Xq1AEApKamonbt2h5WRBAEQRAE4XkCAgIAADqdzsNKCIIgiIoG3WMIwnW4Ks9F06K9GIPBgHv37sFgMHhaCmGCt9ULL/7yolMuyF/lwpNWZ+HJV560yonS/fW2eiF/lQkvOuWCJ3950uqNeEu98NIOlaDTnRqU4C9PUHLRi9FoNDhw4AA0Go2npRAmeFu98OIvLzrlgvxVLjxpdRaefOVJq1wIgqB4f72tXshfZcKLTrngyV+etHobPNxj5IKXdqgEne7UoAR/eYKmRduhok+LNhqNyM/PR0hICHx8fDwth/gXb6sXXvzlRadckL/KhSetzsKTrzxplQNxylpBQYGi/fW2eiF/lQkvOuWCJ3950upN8HKPkQte2qESdLpTgxL8dQWuynNRctEOFT25SBAEQRAEUR5oPSyCIAjCVdA9hiBcB625SMhOYWEhLly4gMLCQk9LIUzwtnrhxV9edMoF+atceNLqLDz5ypNWOZg0aRJGjhypeH+9rV7IX2XCi0654MlfnrR6E7zcY+SCl3aoBJ3u1KAEf3mCkotejF6vx61bt6DX6z0thTDB2+qFF3950SkX5K9y4Umrs/DkK09a5eDTTz/FU089pXh/va1eyF9lwotOueDJX560ehO83GPkgpd2qASd7tSgBH95gqZF24GmRRMEQRAEQRAEQRAEQRAVAZoWTRAEQRAEQSiCPXv2YM+ePZ6WQRAEQVRA6B5DEPxByUUvJjc3F3v37kVubq6npRAmeFu98OIvLzrlgvxVLjxpdRaefOVJqxyMGDECw4cPV7y/3lYv5K8y4UWnXPDkL09avQle7jFywUs7VIJOd2pQgr88QclFL8bPzw+1atWCn5+fp6UQJnhbvfDiLy865YL8VS48aXUWnnzlSaucKN1fb6sX8leZ8KJTLnjylyet3oi31Asv7VAJOt2pQQn+8gStuWgHueaia7VaZGdno6CgAEajUU6JBEEQBEFUQHx8fBAcHIyIiAgEBgZ6Wo4FAQEBAACdTudhJQRBEERFg+4xhBIQBAatwYhAXx+o1SpPy5ENV6256CtLKYRVGGO4desWcnJyPC3FKowxMMagUqmgUlWcDwvveFu98OIvLzrlgvxVLjxpdRaefJVbq8FggE6nQ1ZWFipVqoSaNWsqMgZGoxE+Pj6elmETo9EIjUaD0NBQReuUC/JXmfCiUy548pcnrd6I0u8xcsFLO1SCTndoiL+Zi5UHr2LnuXSEZd9BXkQ1DGldA9N7NMR9tcJdcs2KACUXXUhmZqZFYtHXVzkhZ4xJHbYSv7B4K95WL7z4y4tOuSB/lQtPWp2FJ1/l1mowGKTXOTk58Pf3R9WqVZ0uV04EQUBeXh4iIiI8LcUmeXl5iImJQe/evRWtUy7IX2XCi0654MlfnrR6GzzcY+SCl3aoBJ2u1rDtdBpe2ngGgdp8PHFxN4ZdO4J3uk7FVr0Rv52+iSWj22Jku2jZr1sRoGnRdnBmuGhRURGuXLki/b969eqIiIhQ1C8RPH1p8ya8rV548ZcXnXJB/ioXnrQ6C0++yq3VaDQiOzsbGRkZ0nuNGjWCv7+/02XLgThlLT8/X1E/nJbEYDAgLy8PYWFhitYpF+SvMuFFp1zw5C9PWr0JXu4xcsFLO1SCTldqiL+Zi4c/j8WAq0cw+eIuVCoqAADcCK2GWf1egkHtC1+1Cr/N7sH1CEaaFs0ZGo1Geh0ZGYnIyEgPqrGOSqVSdOflrXhbvfDiLy865YL8VS48aXUWnnyVW6uPjw8iIyNhNBqRmZkJoPjZokqVKrJdwxnEUZRKrx9fX19UrlzZ0zLcBvmrTHjRKRc8+cuTVm+Cl3uMXPDSDpWg05Uafv/xD3y671s0yrkpvaf18cNfdTpC9e+QPIPA8N3BZCwZ3dYlGniGdot2Efn5+dLr8HBlZrUFQUBhYSEEQfC0FMIEb6sXXvzlRadckL/KhSetzsKTr67SavoMYfps4WmuXLmCv/76C1qt1tNS7KLVanHp0iXF65QL8leZ8KJTLnjylyet3gQv9xi54KUdKkGnKzTob93CjRdfwojv3zVLLO6v3R4zBszHz80GQO/zX6L7j3O3IAg0AbgkbkkuFhUV4csvv0SvXr1QvXp1BAYGol69ehg/fjxiYmIcnp+SkoK5c+eiRYsWCAkJQUhICFq0aIG5c+ciJSXFDR6UnaKiIgDFIxnEYd1KgzGGoqIi0Mx4ZeFt9cKLv7zolAvyV7nwpNVZePLVVVoDAgKkadbis4USKCoqQkpKiqI0WYMXnXJB/ioTXnTKBU/+8qTVm/C2euHFXyXolFODoNPh7ldf4crQYcj74w/p/SuVauHlHs/go04TcDcowuK8Qr0RWoPR6etXNFy+5uLNmzcxZMgQnD171qbNiy++iCVLllg9tm3bNkyYMMHmr/WhoaFYt24dHnroIVn0muLMXPSkpCQYDAb4+vqiSZMmsmsjCIIgCMI7oGcKgiAIgiAIQBAYtAYjAn19oFaXb41rxhjy9u5FxgcfQp+WJr2f6x+C1fcNwe56nSGobI/DC/LzwYV3B5X7+p6GyzUXGWN45JFHpMRiz549MW7cOFSvXh0XL17E8uXLcefOHXz66ado2LAhnn32WbPzz58/j7Fjx0Kr1SIoKAgzZsxAr169AACxsbH45ptvoNFoMGbMGJw4cQItW7Z0pTsEQRAEQRAEgLCwMADFuzYSBEEQhJzQPYYoSfzNXKw8eBU7z6WjUG9EkJ8PhrSugek9GpZpcxVdUhLS338fBUeO/vemjw8qjx+PNbV7YefFHIdlDG1dk9vEoitx6bToXbt24fjx4wCAJ598ErGxsZg1axYee+wxvPnmm7hw4QJq1aoFAHj//fdhMBjMzl+4cCG0Wi0CAwOxf/9+LFu2DI899hgee+wxLFu2DH///TcCAwOh1WqxcOFCV7pSITEajcjNzYXRSEN6lYS31Qsv/vKiUy7IX+XCk1Zn4clXnrTKQVFREXQ6HXJzcz0txS65ubnYv3+/4nXKBfmrTHjRKRc8+cuTVm+Cl3uMXPDSDj2lc9vpNDz0xUFsPZWGQn3xc1ah3oitp4rf33Y6zUEJgDE3F+nvv4+rDz9illgM7tYVDX/9BTXeeB2TH2wDXwdJQ1+1Ck/2aOCcQxUUlyYXDxw4IL3+6KOPLI5Xq1YNL7/8MoDi6dPJycnSMUEQsGvXLgDArFmz0KVLF4vzu3TpgpkzZwIoTmTysOC7khB3thTXciKUgbfVCy/+8qJTLshf5cKTVmfhyVeetMqJn5+fpyXYxc/PD5GRkYrXKRfkrzLhRadc8OQvT1q9EW+pF17aoSd0xt/MxUsbz8BgYwMVg8Dw0sYziL9pPeHJjEZkbdiIK4MGI2vtD8C/PwL7RUcjevky1P3+ewT8u+TMfbXCsWR0W5sJRl+1CktGty3TSElvwqXTonNyioeUVq1aFVWqVLFqY7p2kGgPAHfv3pWGQfft29fmNfr27YulS5ciNzcX9+7dk7atJxyjVqsRHBzsaRlECbytXnjxlxedckH+KheetDoLT77ypFUuVCoVgoKCPC3DLkFBQWjTpo2nZbgN8leZ8KJTLnjylyet3gYP9xi54KUdekLnyoNXbSYWRQwCw3cHk7FkdFuz9wtOnUL6okXQxV+U3lMFBiLyqRmInDYN6sBAi7JGtotGk+ph+O5gMv44d0uagj20dU082aMBJRbt4NLkYtOmTQEUJwrv3btnNcGYlJQEoLjzME00FhQUSK/FNResER7+X+Xm5+dTcrEMMMYgCALUarXXjbRQMt5WL7z4y4tOuSB/lQtPWp2FJ1950ionRqMRPj4+npZhE6PRiMLCQgQFBSlap1yQv8qEF51ywZO/PGn1RpR+j5ELXtqhu3UKAsPOc+mlsv3j3C18PKoN1GoV9OnpyPhkCXJ//93MJnzoUFR/5WX41axptyxxBOMHj7REVl4+KoeFwM/PpamzCoFLp0WPHz9eSgzOmzfP4vidO3fwySefSLaVKlVy6nou3vi6wmE0GpGXl+c160PxgrfVS2n8Xb16NVQqVan/nn/+eY/oVDL24tWnTx8Le979LSs8+cuTVmfhyVeetMqFIAiKX2w/Ly8Pf/31l+J1ygX5q0x40SkXPPnLk1Zvg4d7jFzw0g7drVNrMEprLDqiUG9EYX4B7q74GleGDDVLLAY0b456P6xF9KdLHCYWTcnP1+DIgb+Rn68pq3SvxKXp12rVqmHNmjUYN24cvvvuOyQmJmL8+PGoVq2a2W7R7dq1w6effupKKYQV1Go1QkJCoFa7NMdMlBFvqxde/OVFp1yQv8qFJ63OwpOvPGmVC9FnJRMSEoLu3bsrXqdckL/KhBedcsGTvzxp9TZ4uMfIBS/t0N06A319EOTn4zjByBh63bmIW48ugz41VXrbJyIC1Z6fi4jHH4eqHCMteakXpeDysZ2PPPII4uLiMH/+fGzfvt1sk5fAwEAsXrwYs2fPRmhoqMOyNm7ciGeeeQZBQUH46aef0KNHD6e03bhxw+7xW7duOVW+0lGr1V71JYgXvK1eyurv5s2bHXbw9evXd1KVJbzXy86dOy3emzdvHs6dO2fVnnd/ywpP/vKk1Vl48pUnrXIQExMDQPmL7fv5+XnVkjnkrzLhRadc8OQvT1q9CV7uMXLBSzt0t061WoUhrWtg6ynbu0HXybuNmWe3ocOdROj/OxGVx41DtTmz4RMRUe7r81IvSsHlT8FXr17Fs88+i+3bt1sc02q1WLhwIRYsWACdTuewrLVr1yIzMxM3btzAhg0bnNZWp04du3+dO3eWbE2H/ubm5qKwsBBA8TSo7Oxs6PV6ySfTjWkYY9IUKcYYDAaDtKu1IAgwGAySrdFodGgrTv0ury0AyVYQBBQWFkKv1zu0tVauIAhmtkajUbIVNZXXtqxxcZVteeLirK3BYIBWq4XRaPSKeJemHZq+7tu3LwYMGIBBgwZh8ODBePDBB/Hggw9i8ODBGDx4MAYMGCCt91qWunEUQ71ej8LCQgiCUK54e7LNMsYwYMAADBw4EIMHD8bAgQMxYMAAaR1c035KjIvRaLTaDitqH2HaDp2Nt6O4UB9Rels52qFctp7sI0yXfTF95tDpdMjOzpaOaTQa5OfnS+VmZ2ejqKgIAFBUVITs7GyprPz8/DLZajT/TQnKzs7Gfffdh8jISOTl5SE7O1vSX1BQYPbMlJOTA61WK8UoOztbikVhYSFyc//b3TE3N1eyNRgMDm1LPouJcTN9FtNqtTh//jyysrLMbG09t+Xl5UnrfguCIGu8S8ZQfPYVbcUYlrTNycmRbMUY2or3nTt3cPHiRWi12jLFULQVY1jeeJcmhqa2pjEUbcUYlibeubm5SEpKQm5ubqnj7SiG9tqsPVt78dZqtTh37pzkj7UYOoq3J9psedt3RkaG1A6diTf1EfL3EaVtsyVj6O4+ol27doiMjERmZqZTfUR54k19hO0YZmRkIDExEVqt1unniNLGe2y7alZ3bw4pKsRT57bhy31L0OFOovR+4P33o8Evv6Dqa68iD3Cqj9BqtUhKSsLdu3elGFaEPsJUr5y4NLl4+/Zt9OzZE/v370flypXx1Vdf4ebNmygqKkJiYiJeeeUV6HQ6fPrppxg7dqzD8qZMmYIqVaogOjq6VPZycvLkSbPX4kY0hYWFiImJkSooNTUVhw4dkmyNRqNUkYwxaDQaqYHr9XqzSi8sLJQ6H9FWbODWbMUPA1DcMMVGazAYoNFopIao1Wqt2gqCAJ1Oh/z8fMlWp9OZbaaTn58vNXCj0QiNRiM1WrFTMS1X9FW0FX0Vr2NarmgrCIKZbVFRkZltQUGBXVvTuBQUFJQphqKtqF+0FWMoYiuGtuJtGkONRmMRQ0fx1ul0UrlivEvG0FG8TfWXN94l26wr4m3aDm3F2/THh/LE2zSGpW3fJTWJcRGTBI7iLfrqTLxd3UeIiIm1kjE0bYcVvY+w1g6pj/B8H6HX66HT6Sxs5Y630vsI08RjTEwMMjMzAQBpaWlmM0LOnDmDixcvSnGIiYnBnTt3AADp6emIiYmR4nL+/HmcP39eqpuYmBikpxcvmn7nzh3ExMRIdXXx4kWcOXNGus6BAwdw48YNJCUlSbZinBISEhAXFyfZHjp0CKn/TlHKyclBTEyMVHdJSUlmz1dHjhzBtWvXABQ/nMfExEhxS05OxvHjxyXb48eP4+rVq1I8Y2JipC8NKSkpOHLkiBT7K1eu4PLly9L/Y2JipETCjRs3cPDgQanc06dP49KlSwCK22hMTAzu3r0LoHhGS2xsrGR79uxZxMfHAyhuHzExMcjIyABQ/AwcExMj1d2FCxekeAMwi/fdu3fN4n3p0iWcPn3aIt4AkJWVhZiYGOkzmJiYiFOnTkm2//zzDy5fvix9QY+JiZHa9JUrV3DixAnJ9ujRo1K8NRqNWbyvXbuGo0ePSrYnTpzAlStXABS3SdNn3+vXr+Pw4cOS7alTp5CYmGgz3qZt1jTeYpsV4y22WZHz58/jwoULAP77LNy6dQtJSUmSrfg5io+Px9mzZ6VzY2NjpRlJYrzFPqNkvA8ePGgz3tbabEpKCoDiL6oxMTHS5/fq1atSm9XpdLh69SqSk5PN4i1+gb527ZrUZoGyfdeIi4tDQkICgOL+Qwl9xNGjR6V2mJmZSX0ElNNHHD58GNevXzeLtxL7CJ1Oh6SkJJw7d86pPuL27dsAihPe1Ec430ccOXIESUlJ0Ol0Tj9HpKUVj0Z01EfcvXwGr/SKkhKMaiZg0LVjWLn3Azxy5QB8WfFnyLdWTdyZOhXa119DYLOmsvQRYjs8c+aMFO+K0EeYfnZlhbmQGTNmMAAsMDCQnTlzxqrN119/zQAwAGzTpk3S+8nJydL7+/fvt3mN/fv3S3bJycll0peammr37/jx41LZ8fHx0nk5OTmsoKCAMcaYwWBgWVlZrKioiDHGWGFhIcvOzmaJiYksPj6eJSQkMIPBwBhjTBAEptfrmdFoZIwxZjQamV6vl8o1GAwObQVBcMqWMSabrdFoNLM1GAySraipvLZljYurbF0dQ3u2zsawIsV75cqV0mcxMzOz3PFOTk5mzz33HGvevDkLCgpiQUFBrHnz5uz5559nKSkpdmM4efJkBoDVq1ePCYLAdu3axXr37s2qVKnCgoODWYcOHdjy5cslPabxfuuttxgANmzYMHb8+HHWunVrVqlSJTZz5kym0+lYamoqGzx4MAsODmZNmzZlmzdvthpDMQYLFiywGcN69eoxAGzy5MkO4927d28GgPXq1avMbfbSpUts1qxZrFmzZiwoKIj5+/uzunXrsrFjx7JDhw6Vqx1WpDZLfQTFu6y29uKSkJDA4uPjWWJiotkzh1arZVlZWZJtXl4e02g0UrlZWVlMp9MxxhjT6XQsKytL0qTRaMpkm5eXJ10nKyuLPf7442zs2LGsqKiIZWVlSfrz8/NZbm6uZJudnc0KCwsZY0yyFWNRUFDAcnJyJNucnBzJVq/XO7Qt+Swmxk18FhPJzc1l+fn5ZrYln9us2RqNRlnjXTKGWq3WzFaMYUnb7OxsybYs8S5LDEVbMYZyxdtaDE1tTWMo2ooxdFW8nWmzcsXbWgwd2XqizXo63tRHeG8fMXbsWDZ27FjqI6iPkGJ4IS2Hfbj4B7a9S38W36y59HehdVuW8cUXzPhvjKiPcNxHnD9/XvpemZqayuTCZclFo9HIKlWqxACw6dOn27QTBIE1btyYAWAjR46U3ndHctERqamp5Q66mFxMTEyUVRNBeCOrVq2SPoumHXJZ2Lt3LwsPD5fKKflXqVIltnfvXpvnT5kyRUoubtu2jalUKqvljB492uLcBQsWMABsyJAhrEGDBmb277//PhsxYoTZez4+Puzs2bMW5ZgmF20hJhenTJniMCZicrF3794ObU1ZvXo18/PzsxlLlUrFPv744zKVSRCEbZT4TOHv78/8/f09LYMgCIKogNA9hjBFe/kyu/70TLOkYnyz5iz1+edZUVqap+VxhzN5Lnu4bFp0RkaGNDS3U6dONu1UKhU6duwIANJw3fKiUlnOxSdsYzQakZeXZ7YOFOF5vK1e3OFvWloaRo0ahdzcXPj4+ODpp5/G2rVrsXbtWsycORM+Pj7IycnBqFGjcPPmTatlMJM1z15//XX0798fX331FTZt2oR33nkHlStXBlC88dTGjRutlhEXF4c2bdpg48aNeOihhwAAy5cvR3JyMtavX4///e9/8PX1hdFoxKeffipzFMqGrXo5e/Yspk+fDr1ej9q1a2PBggXYsGEDNm3ahP/973+oVasWGGOYN2+e2fQNpcPT544nrc7Ck688aZULxpjZukhKJC8vD7GxsYrXKRfkrzLhRadc8OQvT1q9DR7uMXLBSzt0t05DZiZuvfsurj40Epq//5be19epg6orvkLtzz6DX61aLrs+L/WiFFy2W3RwcLD02nQNJWuIx03PMX1trzJNF+UMDw8vs05vx6ccW7ITrsfb6sXV/i5btkxaPPe3337D0KFDpWOTJk3CiBEjMGzYMGRnZ2PZsmX48MMPbZaVnp6OcePGYdWqVdJ7o0aNwoQJE9CqVSvodDqsXr0ao0ePtjg3KysL69atQ0hICIYMGYKqVasiPT0dP/zwAwYMGACgeA2Yn376yWxNDU9hrV5WrVoFg8GAoKAgnDp1CtWqVTM7/sQTT6BVq1bIycnBihUr0K1bN3fJdRqePnc8aXUWnnzlSatcKN1nHx8fhIWFKV6nXJC/yoQXnXLBk788afVGvKVeeGmH7tIpaLW4t3oNMr/9FoLJOtS+UVGo9OwzSGvUCCEtWrhUA8BPvSgFlyUXw8PDUb16dWRkZGD37t2YO3euVbuCggJpAcwmTZpI71etWhVhYWHIy8vDvn37MGLECKvn79+/X7qeOHKIKB0+Pj5mSVxCGXhbvZTV37/++gshISE2j4eHh+OBBx4we2/Xrl0AineaNk0sigwdOhR9+/bF/v37sXv3bqvJRXFktE6nw7vvvmtxvHHjxhg+fDi2bNlitpCzKVFRUZL20NBQREVF4fr162jUqJFkI/aD4sK/nsJWvSxcuBBvvPEGfH19ERERYXG8du3a6NGjB3bs2GG2cLPS4elzx5NWZ+HJV560yoVKpVK8z8HBwWjfvr2nZbgN8leZ8KJTLnjylyet3gYP9xi54KUdulonEwTkbt+OjM+WwvDvZiUAoA4ORuRTM1BlyhSog4JQ3WUKzOGlXpSCy5KLADBhwgR89tln2LlzJ1atWoWpU6eaHTcajZg9e7a0W9GkSZOkY2q1GkOGDMHGjRvx9ddfY+zYsejSpYvZ+ceOHcOKFSsAAI8++qgrXamQsOI1N6FSqWhKuYLwtnopq7+jRo2ye7xt27Zmu2MBkHYCa9Omjc3zWrdujf3790u2tggPD0fdunWtHmvcuDEA4N69e1aPl/RP/L/p++Jr02nYnsBWvYSFhSEsLMzuuVWrVgUAaWkMHuDpc8eTVmfhyVeetMqJIAhQq122yo7TCIKAoqIi+Pv7K1qnXJC/yoQXnXLBk788afVGlH6PkQte2qErdeYfPYaMjz6C9t/dkwEAajUiHn8c1WY/C99/Z0u5M1a81ItScGmE5s+fj+joaADAtGnT8Oijj2LNmjXYvn07vvjiC3Tp0kWaWjhkyBCLEUVvvfUWAgMDUVhYiL59+2Lu3LnYsmULtmzZgrlz56JPnz7QarUICQnB/PnzXelKhcRoNCI3N9er1ofiAW+rF3f4m//vcHprI+1ExJHPtpZhEATBzM4agYGBAACDwVAemYrCXr3cu3cP8+fPR9OmTREQECAlU8S/NWvWAPB8grQs8PS540mrs/DkK09a5UIQBLPlaZRIbm4udu/erXidckH+KhNedMoFT/7ypNXb4OEeIxe8tENX6NRdvYrUWc/g+hNPmCUWQ3r3QsPftqHmu+9IiUVXabAFL/WiFFw6cjEqKgp//PEHRo0ahaSkJPzyyy/45ZdfLOyGDBmC9evXW/zS36pVK/z888+YMGEC8vPzsXz5cixfvtzMplKlSvjxxx/RvHlzV7pSIVGr1QgJCaEsvMLwtnopq7/JycmoX7++a0VZoTQjkd588028+uqrblDjemzVy7Vr19CrVy+kpqZ6SJlr4Olzx5NWZ+HJV560ysGLL76IwsJCu8tUKIGQkBB06dJF8TrlgvxVJrzolAue/OVJqzfByz1GLnhph3LqNGRm4u7//R+yNmwETH6YDWjeHFHzXkFIiWWuXKHBEbzUi1JwaXIRKJ6GGBcXh1WrVmHjxo1ITExEVlYWoqKi0L59e0yZMsXulOaRI0fi/Pnz+PTTT7Fnzx5cv34dvr6+qFOnDoYNG4bZs2fbnKJI2EetVnvNlyCe8LZ64cXf0iQXfX194evr8m7VLdiql8mTJ0uJxXHjxuGhhx6yGBG6ZMkS7N271x0yZYOXdgjwpdVZePKVJ61ysHjxYk9LKBV+fn6oUaOGp2W4DfJXmfCiUy548pcnrd4EL/cYueClHcqhU9BqcW/NWmR+843FZi3Vnn8elR4aAZWdDVTcGSte6kUpuOVbcEhICGbPno3Zs2eX6/z69etbjFgknEcQBOj1evj5+XnVFyKl4231wou/PE3xlQNr9XLp0iUcOHAAAPDcc89h2bJlVs/9+eef3aZTLnhphwBfWp2FJ1950ioHOp0OaWlpiI6ORkBAgKfl2IQXnXJB/ioTXnTKBU/+8qTVm/C2euHFX2d0MkFA7u+/F2/WcuuW9L4qOBhVZ0xHlSeegDooyKUaygov9aIUKv7TL2ETQRBQWFgorSVHKANvqxd3+BsaGgoAyM7OtmkjHrO1WYkSkovimo7iJljWEI85u7uetXqJN1kHxXQDrpLwuOYkT587nrQ6C0++8qRVDtauXYsvv/wShYWFnpZil8LCQly4cEHxOuWC/FUmvOiUC5785UmrN8HLPUYueGmH5dWZf+w4rj0+Gjfnzf8vsahWI2L0aDTevQtVZ80qVWLRGQ3lgZd6UQoVY/4eUS58fX3tbnBBeAZvqxd3+NuoUSOcOXMG586ds2kjHmvYsKHV40oYiVS3bl0kJiZa7IYtkpiYCI1GAwCoV6+ew/J8/p1yYC0ZYq1eTDeqsJdAtBdnpcLT544nrc7Ck688aZUDcTbKJ5984mEl9omIiMCIESM8LcNtkL/KhBedcsGTvzxp9SZ4ucfIBS/tsKw6dVevIuOTJdDs22f2fkjvXoh6+WUENGnicg3OwEu9KAXPf1smCIJwMUOGDAEA7Nu3D3v27LE4vmfPHuz796ZXctd6JTFo0CAAwMGDB7Fr1y6zY4wxzJ8/38LWHlFRUQCAhIQE6HQ6h/b33Xef9HrlypVWbZYvX46LFy86LIsgCIIgCIIgiIqH4d49pC/8H66OeMgssRjQrBnqfv8d6n79dbkSi4SyoeSiF2M0GqHRaMxGIxGex9vqxR3+zp07F1WqVAEADBs2DM888wx+/PFH/Pjjj3j22WcxbNgwAECVKlXw3HPPWS1DCdOiX3jhBWm3skcffRSvvvoqtm3bhh9++AEDBw7Er7/+CqB4I6x27do5LE9MpGZkZODRRx/F1q1bsWvXLuzatQs7duzAL7/8gqtXr0r2LVu2RNeuXQEA3333HYYMGYKVK1fil19+wbJly9CzZ0+88MILGDx4sLyOuwGePnc8aXUWnnzlSatcMMak0dJKRaPR4NChQ4rXKRfkrzLhRadc8OQvT1q9DR7uMXLBSzt0pFPQanH3m29x5cGByFq/XtoF2rd6ddR87z002LrF5i7QcmmQE17qRSnQtGgvpzQ74BLux9vqxdX+1qhRA7/88gsefvhhZGVl4auvvsJXX31lZlO5cmX88ssvit4RrEGDBvjpp58wduxYFBQU4MMPP7Sw6dKlC1atWlWq8saNG4fvv/8e+/fvxx9//IE//vjDwmbJkiV48cUXpf+vWbMGvXv3Rnp6upSINOXNN9/EnTt3yuiZMuDpc8eTVmfhyVeetMqF0n1WqVQICAhQvE65IH+VCS865YInf3nS6o14S73w0g5t6WSCgNwdO5Dx2Wcw3DTfrCVy+pOIfOIJqJ1cD96RBlfAS70oBRq56MX4+PggJCREWneNUAbeVi/u8rdXr144f/48XnrpJbRo0QJBQUEICgpCixYt8NJLL+H8+fPo1auXzfOVclMZMWIEzpw5g6eeegr169eHv78/wsLC0LVrV3z++eeIjY1F5cqVS1WWj48P/vjjD7z99tto3LgxfH0tf28qudZk06ZNERcXh+eeew4NGzaEv78/qlevjt69e2Pjxo343//+J4uf7oanzx1PWp2FJ1950ioXKpVKGk2tVEJCQtCpUyfF65QL8leZ8KJTLnjylyet3gYP9xi54KUdWtOZf/zfzVpemfdfYlGtRsTjj6Px7l2o9swzsiUWbWlwFbzUi1JQMSXM9VMoN27cQJ06dQAAqampqF27dqnPTUpKgsFggK+vL5oodD0BxhgYY1CpVIpJnBDeVy+8+MuLTrkgf5ULT1qdhSdfXalVic8UAQEBAACtVqvoumGMSbFTsk65IH+VCS865YInf3nS6k3wco+RC17aodEoQKPVITQwAIaUFGQsWQLNX3+Z2YT06onqL7+MwKZNXaLBnbHipV7KijN5LnvQyEUvxmg0Ijc316vWh+IBb6sXXvzlRadckL/KhSetzsKTrzxplYOmTZuiVq1ayMnJ8bQUu+Tk5OCPP/5QvE65IH+VCS865YInf3nS6k3wco+RC6W3w/ibuXhx42m0fGc3er35G5Y+9BQuDx9ullgMaNYMdb5bibrffOOyxCLg3lgpvV6UBq256MWo1WoEBwdbTHskPIu31Qsv/vKiUy7IX+XCk1Zn4clXnrTKwcmTJ3Hnzh0EyzjVyRUEBwejU6dOitcpF+SvMuFFp1zw5C9PWr0JXu4xcqHkdrjtdBpe2ngGPkVajLx6EKMT9yPEoJWOGypHos7LL6LSwyOhcsPSMO6MlZLrRYnQtGg7VPRp0QRBEARBKB96piAIgiAIwt3E38zFo8v+xsCrRzA2cS8q6/7bNbnQxx+bm/TBtqZ9sOn5/rivVrgHlRJlgaZFE7IjCAJ0Oh0EQfC0FMIEb6sXXvzlRadckL/KhSetzsKTrzxplYO7d+/iwoULKCoq8rQUuxQVFeH69euK1ykX5K8y4UWnXPDkL09avQle7jFyocR2yAwGxC7/Div2LMasc79KiUUjVNhVrzOefPBVrG8+EPlqf3x3MNltutwZKyXWi5Kh5KIXIwgCCgsLveaLEC94W73w4i8vOuWC/FUuPGl1Fp585UmrHERHR6Ndu3YoKCjwtBS7FBQUIC4uTvE65YL8VSa86JQLnvzlSas3wcs9Ri6U1A6ZICB3505cGT4CvX/9BlGF2dKx2FptMLP/K1jWfjSyAv8bqfjHuVsQBPdMiHVnrJRULzxA06LtUNGnRZtWfUXa/Yh3vK1eePGXF51yQf4qF560OgtPvrpSqxKfKXjZyZOnHcflgPxVJrzolAue/OVJqzfByz1GLpTQDhljyI+NRcbSZdBdvGh27HhUc6xtMQRXIqJtnh+/cBCC/V2/pYc7Y6WEenEFrpoWTRu6eDEV6QNSkfC2euHFX150ygX5q1x40uosPPnKk1Y5UbrfFe0LgSPIX2XCi0654MlfnrR6I95SN55uhwX//IOMz5ai8NQps/cvVG2IVS2G4EJkA7vnB/n5INDX9Zu5AO6NlafrhTdoWrQXYzQaodFoYDQaPS2FMMHb6oUXf3nRKRfkr3LhSauz8OQrT1rlgjGG/Px8T8uwS35+Po4dO6Z4nXJB/ioTXnTKBU/+8qTV2+DhHiMXnmqHhefO4/qT05EyabJZYjHwvvtQ59tvcXjOIoeJRQAY2rom1Gr3JOHcGSvqH8oGjVwkCIIgCIIgCIIgCILwAnSXL+POsuXI+/NPs/f9GzZEtblzETbwQahUKky/mYvfztyCwc56ir5qFZ7s4TgBSVR8aM1FO1T0NRcJgiAIglA+SnymENfD0ul0HlZCEARBVDToHuMaim7cwN3Pv0DO9u2AyQZ0ftHRqDp7Nio9NAIqH/PpzdtOp+GljWesJhh91SosGd0WI9vZXouRUB605iIhOzwtlO9NeFu98OIvLzrlgvxVLjxpdRaefOVJq5yIC50rlYq6GLstyF9lwotOueDJX560eiNKv8fIhavboT4jA5krViBr02ZAr5fe96lWFVVnzULlUaOg8ve3eu7IdtFoUj0M3x1Mxh/nbqFQb0SQnw+Gtq6JJ3s0wH21wq2e5ypoQxflQmsuejFGoxE5OTletT4UD3hbvfDiLy865YL8VS48aXUWnnzlSascHDlyBMuWLUNOTo6npdglJycH27dvV7xOuSB/lQkvOuWCJ3950upN8HKPkQtXtUNDVhZuf/wxrgwchKz1P0mJRXWlSqj+8ktovGcPqowfbzOxKHJfrXAsGd0Wh17sgo86G3DoxS5YMrqt2xOLgHs/s9Q/lA0auejFqNVqBAUFQa2mHLOS8LZ64cVfXnTKBfmrXHjS6iw8+cqTVjlo1aoVqlatiuDgYE9LsUtwcDDat2+veJ1yQf4qE150ygVP/vKk1Zvg5R4jF3K3Q6MmH/fWrMa9VashaDTS+6rgYEQ+MQVVpk6FT1hYmcsNDQlB107tERoSIovO8uDOzyz1D2WD1ly0A625SBAEQRCEp6FnCoIgCIIgHCFotcj66WdkfvMNjFlZ0vsqf39UHjcOkU/NgG9kpAcVEkrAVWsuesfP64RVBEFAUVERBJPFXAnP4231wou/vOiUC/JXufCk1Vl48pUnrXLQv39/9OrVC0VFRZ6WYpeioiKkpaUpXqdckL/KhBedcsGTvzxp9SZ4ucfIhbPtkOn1yNqwEVcGDUbGhx/+l1j08UHE6NFotGc3ol571enEohI+L+7UoAR/eYKSi16MIAgoKCjwmi9CvOBt9cKLv7zolAvyV7nwpNVZePKVJ61ycPDgQRw5cgQFBQWelmKXgoICnDhxQvE65YL8VSa86JQLnvzlSas3wcs9Ri7K2w6ZICBn+++4Mmw40hcsgOH27eIDKhXChw9Hox2/o+bCd+FXo4ZHdcqJOzUowV+eoGnRdqjo06Jp9yNl4m31wou/vOiUC/JXufCk1Vl48tWVWpX4TBEQEAAA0Gq1iq4bxpgUOyXrlAvyV5nwolMuePKXJ63eBC/3GLkoaztkjEGzbx/uLF0GXVKS2bHQfv1Qbe5zCGzWzOM6XYE7NSjBX1fgqmnRtKGLF8PDlzVvxNvqhRd/edEpF+SvcuFJq7Pw5CtPWuVE6T6rVCr4+fl5WobbIH+VCS865YInf3nS6o0o/R4jF2Vph/lHjiDjs6XQnj1r9n5w166o/vxcBLVr5wKFxSjh8+JODUrwlydoWrQXYzQakZ+fD6PR6GkphAneVi+8+MuLTrkgf5ULT1qdhSdfedIqF4wx5Ofne1qGXfLz83HixAnF65QL8leZ8KJTLnjylyet3gYP9xi5KE07LDx9GilPTMX1qdPMEouBbdqg7qrvUW/1KpcmFkur09W4U4MS/OUJSi56OTQrXpl4W73w4i8vOuWC/JWXf/75B0OHDkVERARCQkLQtWtXbNy4sVTnpqWlYenSpRg4cCAaNGiAypUrIzo6Go899hiOHTtm9RxBEPDFF1+gQ4cOCA4ORnh4OHr16oXffvtNTrdcTlpaGpYtW4aBAweibt268Pf3R40aNez6bo8ff/wRTz/9NDp16oSAgACoVCqsXr261Od/+OGH0ijFo0ePmh3zts8MoHyfGWPQ6XSK1ykX5K8y4UWnXPDkL09avRFvqRd77VCbkIDUZ57FtbHjUGDy3BHQpAlq/98XqL/hZ4R06+Zxne7CnRqU4C9P0JqLdqjoay4SBEEQ7mH//v0YNGgQAgMDMXbsWISFhWHLli1ISUnBJ598gpdeesnu+a+++io+/PBDNGrUCH369EG1atWQlJSEX3/9FYwxrF+/HmPGjJHsGWN4/PHHsWXLFjRq1AhDhgyBTqfDtm3bkJGRgc8//xyzZ892tduyUFbfHVG/fn2kpKSgatWqCAkJQUpKClatWoUnnnjC4bnnz59Hp06d4Ovri/z8fBw5cgRdu3Z1wrvSocRnCnE9LJ1O52ElBEEQREWD7jFAUUoK7nz+BXJ37ABMUjZ+deui2pw5CB86BCofHw8qJHjFVWsuUnLRDpRcJAiCIJzFYDCgefPmuHHjBo4ePYp2/05ZycnJQefOnXHt2jUkJiaiXr16NsvYunUrIiMj0bt3b7P3Dxw4gP79+yM0NBS3bt2SHsY3b96Mxx9/HN27d8eff/6JoKAgAMDdu3fRqVMnpKen49KlS6hfv75LfJaTsvruiL1796JJkyaoV68ePvjgA7z22mulSi7q9Xp07doVfn5+aNKkCX788UevTi4uW7YMADB37lwPKyEIgiAqGt58j9HfuoW7X36F7K1bAZOlVnyjolD1mWcQ8egjUNE6gIQTuCq5SNOivRiDwYDs7GwYDAZPSyFMsFUvBoMBQUFBUKlUePPNN8tdvlarhZ+fH1QqFRYtWuSsXKfhpR26Q2dhYaG0G9n777/vVFnO1rMn6kVO/0tSVFSEJk2aQKVSYfPmzRbHXenvvn37cOXKFYwfP15KLAJApUqV8Prrr6OoqAhr1qyxW8ajjz4qJddMtfbs2RN9+/ZFVlYWzp07J9lv27YNAPD6669LiUUAqFq1Kl544QXodDqsWrVKRi9dg8FgQL9+/dC9e3eLY7Z8d8SAAQPsJnJt8d577+HChQv4/vvv4WNlpIBpvTz77LNQqVSYMmVKma/DC1OmTEHDhg2RnZ3taSl2yc7Oxvbt2xWvUy7IX2XCi0654MlfnrR6E7zcY+QiOzsbO376CdffeRdXBg1G9qZNUmLRJyIC1efPR6Pdu1B5zGiPJhaV8HlxpwYl+MsTlFz0YtRqNYKCgqBWV5xmsGLFCmktLNM/tVqNSpUqoV69ehg0aBDeeustXLx40dNyrWKrXi5dugStVgsAZgmKsnL+/HkpgeJMOfZYunSpFPtff/3Vri0v7dAdOuPi4qTNIDp16uRUWab13LZt2zKf74l6kdP/kixbtgyXL19Gq1at8Nhjj1kcF/395ptvZO9D/v77bwDAwIEDLY4NGjQIABATE1NqX0rWjbiLna+vr2STnp4OAGjQoIHF+eJ7+/btK/U1PYWjdmjNd1dw6tQpvPfee1iwYAHuu+8+qzamWufPnw9/f3/88MMPOHnypEu1eYqgoCC0bNnSLHmtRHjRKRfkrzLhRadc8OQvT1q9CW+qF0NWFgpWfocGH36M/J9/BisqAgCoQ0NRdc5sNNr7JyKnPgF1YKCHlSqjXtypQQn+8oSyv80TLkWtViMgIEDxSZ2ycPr0aavvM8aQm5uL69evY8+ePVi0aBHuu+8+jBgxAmlpae4V6QBb9WLqmzNJwTNnzshSjj3KopWXdugOnSdOnJBeW0uuFRQUSCP7Fi9ebLcs03oub3LR3fXiyP/ykpeXhw8//BAA8Oabb0KlUlnYiP6eNdl9zxRn+pCkpCQAsDqdtUaNGggNDZVsSoNp3Vy/fh179+5FzZo10bp1a8mmatWqAIDk5GSL88X3EhMTS31NT2GvHdryXW50Oh0mT56Mdu3aYd68eaXSWrduXUyZMgWMMbz11lsu0+ZJVqxYge3bt5d6OrqnCAgIQMOGDRWvUy7IX2XCi0654MlfnrR6E7zcY5zBcOcO4t9ehPjefZGzciVU2sLi9339wMZOQqM/96Das8/CJzTUw0r/QwmfF3dqUIK/PKHsb/OESxEEAXq9HoIgeFqKbIhJrYiICJw7d076O3PmDA4ePIj169djzpw50hfv33//HR07dsSVK1c8qNocW/Ui+hYaGopGjRqVu3yxnKpVq8q2vkJJxMRWRESEwzXdeGmH7tD53HPPgTEGxhiqVKlicfzkyZPSyL7777/fblmmn4W6deuWWYsn6sWR/+Xlq6++QmZmJurWrYvHH3/cqo3oryv6kJycHADF06CtER4eLtmUBlGrTqfDpEmToNPp8OGHH5pN1R0yZAgA4IMPPpBGPANAZmYmli5dCgBcTPGw1Q71er1N3+Xm7bffRlJSElatWmX3OiW1ipv07Ny5s0KOXpw3bx7mzZsHvV7vaSl20ev1SE9PV7xOuSB/lQkvOuWCJ3950upN8HKPKQ/6mzeRvvB/SOjXH6qN6+BXVLxpjUGlxvYGD2BK/1fxUFE77Egp8LBSS5TweXGnBiX4yxOUXPRiBEFAfn6+4pM6pUUQBGndrTZt2qBVq1bSX5s2bdC9e3eMGzcOy5cvR3JyMiZPngwAuH37NkaOHCklbTyNrXoRkx5t2rSxOvKqtIjllGc0W2nQ6/WIj48HUKzVEby0QyXoPH78OABApVI5HNnnbD0rwV85MBqN+OKLLwAA48aNszkSUxAE5OXlcdGHiFqfeOIJxMbGYsaMGZg0aZKZzfjx49G3b18cOHAArVu3xpw5czBz5ky0bNkS4eHhAKD40cKA9XYoCIJd3+XkyJEj+OSTT/Dmm2+iVatWZdLarFkzdOjQAQDw+eefu0yjJxF9VjL5+fk4duyY4nXKBfmrTHjRKRc8+cuTVm+Dh3tMWdAlJ+Pm62/g8sBByFq/Hup/E1ZFal/83qAbnhzwKr5s+yjuBVWCQWB4aeMZxN/M9bBqc5TweXGnBiX4yxPK/2ZBuAwfHx+Eh4e7dMSHO0lMTERBQfEvPI6m4oaGhmLVqlXSBgkXLlzA+vXrXS2xVNiqF3E0oDNJQcaYNO3TVVOi4+PjUfTvWiGluQYv7VAJOsXkYuPGjREREWHTzrSey9telOCvHPz5559ITU0FAEyYMMGmnY+PD9LT013Sh4gjFm2NTszNzbU5qtEaKpUKL7zwAn7++WdMnDgRK1assLDx9fXFzp078c4770CtVuObb77B1q1bMXLkSGlDm+rVq5f6mp6iZDsUBAHTpk3D+vXrbfouFwaDAVOmTEGbNm3w6quvllkr8F+b27RpE/Ly8lym1VOo1WopWa1UwsPDMWjQIMXrlAvyV5nwolMuePKXJ63eBg/3mNKgTUhA2osv4uqw4cjZuhX4d030Qh9/bGncG08MfB3/1/YxZISYz9oxCAzfHbRc3saTKOHz4k4NSvCXJyi56MWImxQ4MwpOSZiu81eahIparTbbdXnr1q127Q8ePIjp06ejRYsWCAsLQ1hYGDp27IgPP/xQSkhY44MPPpBibe/L5f79+yW72NhYs3pJS0vD3bt3AfyX9Ni8eTMGDx6MqKgoBAUFoVWrVli8eDF0Op3NayQnJyM3t/gXMEcxunTpEl566SW0a9cOERERCAgIQIMGDTB9+nQkJCTYPK+sa/3ZaofljbeIIAj48ccfMXDgQFSrVg0hISFo164dli9fDqPRCI1GI23W8cknn1gto6CgAFu2bMGsWbPQuXNnVKtWDf7+/ggLC0P79u3x5ptv4t69ezY1XLp0SbrGTz/9BMYY1q1bh4EDByIqKgpqtRp9+vSxsP3555/NyqlWrRpUKhU2btwIoHgNv5IbjpgmzqzV8549ezB69GjUrVsXAQEBiI6OxsyZM5GZmWlVe0JCAnx8fKBWq6Wk2caNG6U2Fxoaio4dO2Lt2rVm5+l0OqxcuRI9evRA1apVERwcjG7dumHHjh024+TIf1MyMjLw3nvvoU+fPqhRowb8/f1RqVIldO7cGQsXLrRom2LMmjRpYnddPpVKZbbeopx9iLjWorV1FdPT06HRaKyux2gNMbm2du1ajBs3DqtXr7Y5AjEgIAALFixAQkICdDodMjIy8PXXX0trRMq9aU5pKGu/Yto/CIKAqVOnYs2aNQ59lwONRoOkpCScPn0a/v7+Zp83cXfvbt26SRtXWevLxM2DCgoKpB28KxpKHwGrVqsRGBioeJ1yQf4qE150ygVP/vKk1RvhuV4Kz5xB6qxnkDzyYeT+sRP4d2aDOjwcG1sMxJRBb2BlqxHICrSduPrj3C0IAnOXZIco4fPiTg1K8JcrGGGT1NRUBoABYKmpqWU6NzExkcXHx7PExEQXqXMeg8HA8vPzmcFg8LQUWZg/f75UXydOnCjVOVqtlvn7+zMArEaNGlZtcnJy2MSJE6Wyrf21atWKpaWlWT1/zJgxDABr0qSJXS1LliyRyrtx44ZZvfz+++/Ssd27d7PBgwfb1NKrVy+m1WqtXmPLli2S3dmzZ63a6HQ6NmfOHKZWq21eIygoiP36669Wz3/hhRcku5MnT9r1mTHLduhsvBlj7Pbt26xbt242zx8+fDj7559/pP//+eefVsvp3bu3XR0AWHR0NLt69arV83/++WfJbt++faxnz54W58+ZM8fC9uLFi1IZaWlpDjUAYO+//750jmk979+/n40aNcrmeffddx/Lz8+30L5+/XrJJjY2lg0aNMhmGYsXL2aMMXbp0iXWpk0bqzYqlcpmm7HnvykfffQRCwoKshuH7t27m51Tv359BoBNmjTJ5rUZK26HL774okv6kF27djEAbOrUqRbHVq9ezQCwd9991+G1jEYjmzx5MgPARo0axXQ6Xak0lmT69OkMANu4cWO5zi8P5e1XxP6hqKhI8n3MmDGy3bcWL17MALBVq1ZZHCsoKGBPPvmk1b8mTZowAOyhhx5iTz75JIuLi7N5T61RowYDwMaPH19unUp8pvD392d+fn5W+w8lkZ+fz06dOqV4nXJB/ioTXnTKBU/+8qTVm+DlHlMSQRCY5ugxljJ1Kotv1tzsL6HbA+zO19+wvMwsVm/+76X+y9fpPe2WhBI+L+7UoAR/XYEzeS57+ILwapSyzqAciCMXfXx80LJly1KdExAQgGrVqkkjAxljZqNONBoN+vfvL+1iO3LkSEycOBH16tVDWloafvrpJ2zcuBHnz5/HmDFjcODAAZu62rdvb1dLXFwcAKBOnToWQ69NR2W+8cYbiIuLw7Rp0zBq1ChUr14d586dwzvvvIOUlBTExsbivffew8KFCy2uIY4qDAgIQIsWLSyOG41GPProo9Ios2HDhmHMmDFo3Lgx8vPzcfDgQXz22WfIzc3F+PHjcfHiRYvNQsRr+Pr6lroexHYoR7w1Gg369OmDixcvQqVSYdy4cRg7diyio6Nx9epVLF68GL///rvZ2hnWpsAyxnDmzBl0794dgwYNQuvWrVG5cmX4+voiNTUVa9euxc6dO5GWlobZs2dbHZlnOopzzpw5iI+Px/jx4zF27FjUqlULqamp0tRU0TYoKMhsFFvlypVx7tw5JCQkYNSoUQCA5cuXo2/fvmbXMt2cx/S6b7zxBv755x/MmDEDDz/8MKKiopCUlIT//e9/iI+PR3x8PNauXYuZM2fa1P7yyy/jzJkzmDt3Lh566CEEBwdj9+7deO+996DX67Fw4UKMHDkSffv2hcFgwKJFi9CnTx8YDAb89NNP+Prrr8EYw5tvvomRI0daxMme/yIzZszAypUrAQD16tXDjBkz8MADDyAiIgK3b9/G33//jTVr1qBjx47SOTdu3MC1a9cAON4Ax1SDnH0IAPTv3x8NGzbE+vXr8dxzz0ntLScnB++//z78/f2l9RtFrly5Ar1ej0aNGsHPz89sxOKoUaPwzTffOJyynpuba9GXbN68Gd9//z3uv/9+PProo6Xy0Vmc7Vf0ej1mzZqFtWvX4vHHH8ePP/5Yqun6JWNYVoKCgqQ2V5InnngCSUlJeO2119C1a1fJT2v31M6dO+O3335DTExMmTXwgNKfI4xGI/Ly8hSvUy7IX2XCi0654MlfnrR6I7zUC2MM+bGxuLviaxT++51OxDcqCpFPTkPE449DHRQEQWAI8vNBod6xb0F+Pgj0Vc4SRUr4vLhTgxL85QrZ0pQVkIo+crGiERUVJY3EKgsNGjSQRlbp9ea/DA0dOpQBYL6+vmz9+vVWz585c6bZqEJT8vPzpZE64uguW7Rs2VIaVVcS05FnwcHBbN++fRY2KSkp0qiuyMhIZjQaLWweeughBoB16NDBqobnn3+eAWChoaE2R/OdPHmSBQQEMABs/vz5FscjIyOl0YVlxdl4M8bYhAkTpDK2bdtmcVyj0bDatWtLZdSqVcvqdXQ6nc0RiSLTpk1jAJiPjw/Ly8uz6Q8AFhgYyLZv326zLNG2c+fOVo//8MMPUlmXL1+2q0usZwCsSpUq7OjRoxY2N27ckOpx4sSJdrVXrlzZ6ijUV199VbKJiIhgLVq0sDqidNiwYZJdVlZWmf1/7733pPOnTp1qc8SeRqNhly5dkv6/YcMG6bwDBw5YPccUV/QhIvv27WN+fn4sLCyMzZgxg7344ousXr16DAD75JNPLOzFY8nJyYwxxhYsWCB9Nt944w22YMECi7+4uDizMpo3b84efPBB9txzz7F58+axPn36MACsYcOG7Nq1a2Xy0Rmc7VfK4ztjljEU+fbbb9mUKVPYlClTWIcOHaQRr+J73377rUOfpkyZwgCwI0eOOLR99913pXaYnp7u0N4aSnymGDBgABswYICnZRAEQRAVEF7uMYLRyHJ27WZXHnnEYqRi0oAH2b0NG5jRynPrCxviSjVq8cUNpz3gFVHRcdXIRUou2oGSi/xw69Ytqa7GjRtXpnMjIiKkBIop69atk8r87LPPbJ5//fp1ye6FF14wO3bkyBHp2K5du2yWUVBQwHx8fBgA9sYbb1gcF6fgAWA//PCDzXLmzJkj2cXHx1scF79sT5s2zeLYP//8w1QqFQPA/vrrL5vXYIxJU2R79uxp9r5pLKwlrOwhR7xjY2OlY4sWLbJZxscffyzZDR06tEw6TRGnuwJgCQkJFsdr1aolHf/uu+/sliXazpgxw+rxl156iQFg4eHhTBAEu2WJ9QyA7d2716Zdq1atGAD28MMP29W+efNmq+fv3bvXLHl67tw5q3amU/5tJbVs+X/+/HnpszF8+HCrSXNbmF7XWv2Y4oo+pCTHjh1jgwcPZuHh4SwoKIh17tyZ/fzzz1ZtSybGxGSWvb+SU3sXLFjAWrduzcLCwlhgYCBr0aIFe/PNN1lOTk6Z/BP5+OOP2ccff8xWrlxZ6nPk6FfK4ztjtpOLjsqbMmWKQ7/Kklz86quvpLIPHz7s0N4a9ExBEARBEMpB0OtZ9q+/sstDh1kkFS8PG8ayf/uNCTZ+cGaMsQtpOazRazvsJhYbvbaDXUgr3zMbQdiDpkUTsmMwGJCfn4+QkBD4+vLdFMq6mYtIUVGRtINrVFSU2bGPPvoIANCmTRvMnTvXZhl16tRBSEgI8vPzcf36dZu67E2LPnfunDTculWrVsjJyZHqRaPR4MqVKwCALl26YOLEiTbL6dChg/Q6PT3dbOpzdnY2UlJSAFiP0WuvvQbGGEaNGoV+/frZvAYAacpidna22ftl3cwF+K8dfvjhhwCci7c4Fbxu3bqYP3++zTJMp7yWVmdGRgZu3boFANKUzHPnzknHAwICzOzv3r2LmzdvAiiekjtt2jSbZZva2tqlWGxLbdq0sbsJk2k9P/zww+jfv79NW41GAwCIjIy0qWfgwIHSphQlMdUxd+5ctGrVyqodY0x6bW1XZHv+z5s3D0ajEWFhYVi1alWZFlS+c+eO9Lpy5cp2bU+ePCm9lqsPKUnnzp2xc+fOUpUrTucWWb16NVavXg2g9H33O++8g3feeadU1ysNr7zyCgCgUaNGePLJJ0t1jrP9isFgwLJly7By5coy36dKxlDENJblxVoZtuqlSpX/dn9MT0936rpKIicnB4cOHUL37t3LtNu5u+FFp1yQv8qEF51ywZO/PGn1JpRaL0JREXK2/oLMlSuhv3HD7FjgffchcubTCBswACoHz6v31QrHktFt8dLGMzBY2bDFV63CktFtcV8tZe1SrIR6cacGJfjLE3xnlCoKX/cGNBluv6wPgHAwAG7YLTq0OvC069abKm9y8dSpU1Lio0uXLtL7586dkxJls2bNcrijdnh4OPLz8y3W9RJ11apVS1pbzxpxJmtztGvXDgEBAVIS5ezZsxD+3V1s1qxZdnWYXiMoKMiqFvEapty8eRN79+4FULwmW2l3EI+IiCj1NWyhVquRlJQk7dRb3nib+vDMM8/YTUSY3hzs6dyxYwdWr16N2NhYZGTY/oz6+fkhOjra7D3TRGvJ9QxLUpqkrGjjaO1O0zqYMmWKTbvCwkIpOduoUSObekaPHm2zjMTEROn1mDFjbNpdvXoVQHGSpWSbKXk9U//T09OlZNwzzzyDqlWr2ryGNUx38naUXCzrTtEitvoQV6JWq836CKUiR7/Ci6+Aba2mbc90rVfeuXHjBvz9/S1+WFEaAQEBaNKkieJ1ygX5q0x40SkXPPnLk1ZvQmn3GKGgAFkbN+Le96tgKPGdIKhjR1Sd+TRCevQo9bMOAIxsF40m1cPw3cFk/HHuJgr1AoL81Bjauhae7NFAcYlFQBmfF3dqUIK/PEHJRSWgyQDybrr9sm5IKbqN8iYXDx48KL0eOHCg9Hr//v3S6yFDhtgtgzGGrKwsAEC1atWs6irtZi7BwcFo2rSp2ZdTsQyVSoXhw4fbLcd0pFaNGjXMjokJHJVKZREja5uRlIaSSanyJhcPHz4s/b+88d61a5f0eujQoXbLME06WWsvWVlZGDNmDP7880/74v+ladOmFslM04TZoEGD7J5vWjdt2rSxOC5uFgI4jqvpdXv27GnTzjRpXfKapmXYa3OiXY0aNey2cTFxZ80303JK+v/7779LiTtxM5uyEBgYKL0uLCxEWFiYTdvyjLoFbPchrkStVpv5plTk6Fd48RWwrbWwsFB6XZ6NZZSKOFJep9N5WIl9AgMDrW4SVVEhf5UJLzrlgid/edLqTSjlHmPMy0PWuvW4t2YNjP9+/xAJ6d4dVWc+jeBSbBpoC3EE48ej2kBrMCLQ1wdqtXK/pSvh8+JODUrwlycouagEQm2PaHMlTPpX5fpEo4t9FJNa1apVQ82aNUt93vfffw+geJSfaQJITIaEhYWhXr16dsu4fPkytFotAPPEjyAI0rRZRwmhU6dOAQBat24NoHh3VB8fH6jVasm3+vXrW0xfLcnx48cBFI8Qq1Onjtkx03JKDus+f/48gOIpx3/88Yfda5hSMpkqJmhq1apV6lFmgiBI2pyJt1hGQECAFEdbiP4GBwdb3DAMBgMGDhwo7Vj98MMPY+zYsWjbti2ioqIQFhYmJRJr1qyJ9PR0q4k1UU90dLTFqEZbtg0bNrSaACtL0la0rVu3rt32Ym/KvumI25J1bIqYFLeXWGSMSZ8nW3a2/Bc/P35+fma7QJcWU+337t2zm1yUuw9xJYIgwGg0Sn2Eu9Dr9QBQ6l/l5ehXPOVrebCl1fTHDGsjd3lHr9crOmmq1+uRk5ODSpUqKVqnXJC/yoQXnXLBk788afVGPHWPMWRl4d6aNchatx5CXp7ZsdD+/VF15tMIcvB9oywYjQYU5ObAr1IlqNXKbYdK+Ly4U4MS/OUJSi4qARdOF7aH0WCARqNBaGgo12suFhQUICkpCUDZRhxt27YNFy9eBABMmzbNLBEjjhIzXSvLFnv27JFe9+rVS3p9+fJlFBQUONSVk5MjJRfbtm0LQRCQn5+P0NBQs+Sio/XcBEGQRgoNGjRIWhdQRCzHWnLq9u3bAIpHoNlaN88RpmtDlnbUIlCsW7y+M/EW1zKzlwwTEUcktm7d2iJh8d1330mJxZUrV0pryxn+/byIXLhwQbqmNX9LO43Z1NbReot+fn4O68dePZsiJgarV6+OWrVqWdXTqlUrCIJgNalT2uR5cnIycnNz7drZ8l+Mb1RUVJmmmYiYtoWsrCybiWvTPsTW6Epr2OtDXEnJPsJdlPU+IUe/4ilfy4MtrVkmIx3EdSUrCqLPSk6a5ufn49ChQ+jdu7eidcoF+atMeNEpFzz5y5NWb8MT9xj97QzcW7UKWRs2gJnMPIBajfAhQxD51FMIbNZU9uvy0g6VoNOdGpTgL0/wm1EinMbHxwdhYWGK/8LmCNPpnWXZnOPpp58GUDzc+eWXXzY7LibmHA3FNxqNWLFiBYDizRoaN24sHbt06ZL0ulmzZjbL+OGHH6TNXNq2bWtWL0ajURr9k1fiV7OS7NixQ9rIo+Rae3q9HvHx8QCsJ3jEaXuZmZl2r2GPs2fPSlNYy5Lk9fHxkdaxcCbe4rliIssWly5dkqa9W4vFL7/8AqB4qrPpphUlPy/ffPONdKxkArGoqEhKOjlK8pnaOlpvsUWLFvD397dZlqN6NkVMLpa0M9XTsWNHiyS1SEJCgpQ8t5dAdbSpkT3/xRGq4oi5smI6gjUxMdFmTFzRh7gSXvpuOfoVXnwFbGsV1yYNCAgw67MqAmq12u6IYCUQFhaG/v37W6xDXFEhf5UJLzrlgid/edLqbbjzHlN0Iw2ZK79FzpatYKbPnX5+qDTyIVSdPh3+9eu77Pq8tEMl6HSnBiX4yxPKf1onXIZKpYKPj0+5RgQpibKut3jr1i0MHjxYGlWzfPly1C9xs2jQoAGA4pFTop01li5dKiX/SiYXTNc/tLUI7O3bt6UdjkX9pvWSmJgofUG/evWqlMwpiVarlXZy7dKli8X0zIsXL6KoqEi6RknEabtXr16VRnCVlfKstwgUt8OGDRsCcC7e4mY2ubm5SE1NtXq+IAiYM2eO3SSoeG7JEZCm9XLmzBl89dVX0rGS/l68eFFKiDkauWhqaytuCQkJAIDmzZs7LEusZ3t1YDQabY46NNXTsWNHm/1DyU2IbGE6Xd1093Jr1ytZjjii8vbt2xY7g5eGTp06SWvg/fPPPw41WtNgjdL0Ia6El75bjn6FF18B21rFtte+ffsKOaXG1g8QSsHHxwehoaGK1ykX5K8y4UWnXPDkL09avRFX14vu6lXcnP8qrgwahOyfN0iJRVVAACpPmIDGu3eh1qJFLk0sAvy0QyXodKcGJfjLE5Rc9GIEQUBBQYE0YodXSptcZIxh/fr16Ny5s5QYeeqppzBjxgwL28GDB0uvly5darW8devWYf78+QCKNxB5/PHHzY6HhIRIr61tDJKWlobBgwdLSUhxMwvTejH1rbCw0KoWrVaL8ePHIyEhAQEBAfi///s/CxtHyZMBAwZIr2fOnCmNGLOGRqMxS6yV9hq2EAQBffr0kf5f3nh37dpVer148WKL841GI2bPni3tXmtLp7ge5dmzZ812iBbr5cyZMxg2bJiUEKtbt67FdG5Ho/Vs2dpqv+JoTEcj+Ep73YSEBClpXTIGpmU0b97cZv8g2oWGhtodjSWOumzZsqXVabX2/O/bt6/0+q233rJ5Db1eb7ZztYi/v7+0g7O4Hqk1TDXYW6+zLH2IK+Gl75ajX+HFV8C6Vp1OJ6056q4Nf9wJY8xswxolUlhYiLNnzypep1yQv8qEF51ywZO/PGn1Nlx5j9FevIgbz7+Aq8OGI2fbNuDfWWTq4GBETn8Sjf/aixpvvQm/EksHuQpe2qESdLpTgxL85QmaFu3FMMZgMBikUVy8IiYGSk4jFgQBWVlZuH37Ng4dOoQdO3ZIawKqVCq8//77ePXVV62WOWDAAHTr1g1HjhzBBx98gHv37mHMmDGoVKkSrl69ih9//BG//fYbgOLdzDZs2GBRRrdu3aBWqyEIAubNm4eMjAx0794dRUVFiI2NxbfffovAwEB06NABp06dQoMGDRAWFgaj0SjVi+l6i+Hh4Xj77beRk5ODRx99FD4+Pjh58iSWLl0qTcFeunSp1Y0vxARP5cqVra47N3LkSLRt2xZnzpzBvn370L59e8yePRsdO3ZEQEAAcnJycOnSJRw8eBDbtm1Du3btMGvWLKvXUKvVOHHihLSOpC2qVauG/v37gzGGXr16oWvXrjh69Gi54/3444/jlVdeQVZWFr766ivo9XqMHz8eoaGhiI+PxxdffIETJ06gbt26uH79OlQqldVE0tChQ3HkyBHk5eWhX79+ePPNN9GkSRPcvn0bv/76K9auXYsGDRqgcuXKyMrKsrveYqVKlaRRsLYwrRtb67E1bNgQ165dw++//44vvvgC3bp1k0bD1qtXT5oyIpYVERFhdySd6ajDkklIU+21a9e22T+IZYijbW3haMd0e/4/+uijaN68OS5duoS1a9ciNTUV06dPR9OmxWvdXLt2DbGxsdi0aRNee+016X1TRo4ciZiYGBw/fhx5eXl2N8xRq9UwGAyy9CGuhJe+W45+hRdfAetaY2NjpR8FHnnkEU9Jcyl6vV7R04X0ej0yMzNRv359ReuUC/JXmfCiUy548pcnrd6I3PeYgrg4ZK74GpoY8z0P1JUqocqkSagycQJ8PLC2Hi/tUAk63alBCf5yBSNskpqaylC8nTJLTU0t07mJiYksPj6eJSYmukgdwRhjRqORBQcHS/Xk6E+lUrFHHnmEnThxwmHZ169fZ02bNrVb3tixY1lWVpbNMp599lmb57Zu3ZpduHCB3XfffQwAe+SRRyzOHzhwIAPA+vfvz44cOcLCwsKslhUQEMBWrFhhU0e/fv0YANanTx+bNikpKaxVq1aliuMLL7zgVD0AYJMnT5Y93lu2bGG+vr5Wz/X19WVvvfUWmz17NgPAWrVqZbWMvLw81rZtW5saunbtyhITE5lKpWIA2IIFC2zGu3fv3ja1lrS1Vzfbt2+Xrlfy7+TJk2W+7ssvv8wAsODgYGY0GsulvWrVqgwAe/bZZ23a3Lt3T9L5+eefW7Vx5H9CQgJr2LChw/YUGxtr9fy7d++ygIAABoCtWbPG4rgr+xDCuX6lIvDEE08wAKxly5ZOlaPEZ4qcnByWk5PjaRkEQRBEBUTOe4wgCExz+DC7NnkKi2/W3OwvoXsPdvfbb5khTyPLtQiCB5zJc9mDRi4SXJOYmGhzHcKwsDBUqVIFVapUQZs2bdCzZ0/069fP4UgykTp16uDEiRNYunQpNm/ejMuXL0OtViM6OhoPPPAApkyZgt69e9stY/ny5WjUqBG+/fZbXLlyBeHh4WjZsiUmTJggbboiTue0NiVWHNXVvHlzaWTfwoUL8ffffyMnJwe1a9fG4MGD8cILL0jrFlrD0W7EQPH03hMnTmDNmjXYunUrTp8+jXv37kGtViMyMhJNmjTBAw88gOHDh+OBBx4wO9dePdii5Eg2OeL96KOPIjY2FosWLcLhw4eh1WoRHR2NAQMG4Nlnn0Xr1q2lOJvuNG1KaGgoDhw4gHfffRebN2/GzZs3UaVKFbRt2xYTJkzAxIkTERcXJ41OsjdysTTTw0tjO3z4cOzcuRNLlizBiRMnkJ2dDcaYxe7Rpb2uOOrQ2m7ZpSnjxo0b0o7q9uzEsuzZObpe06ZNcfr0aXzzzTf45ZdfEB8fj7y8PERGRiI6Ohpdu3bFiBEjLNqkSGRkJB599FH89NNPWL9+PSZPnmx23JV9COFcv8I7Wq0WW7duBQA888wzHlYjP+Hh4Z6WQBAEQVRQ5LjHMMag+ftv3F2xAtozZ82O+dasicgnn0TEqMeg/nd9boIgnEPFGAdzjTzEjRs3UKdOHQDFmzzUrl271OcmJSXBYDDA19cXTZo0cZVEpzAajdBoNLRIqcLwtnpxp7+nT5+Wkpp//fUX+vXrV+pzqV745dixY+jatSt8fHxw5coVq0sD8OQvT1qdhSdfS2r98ccfMWnSJERGRuLatWsIDQ0td9lKfKbIzc3FkSNH0K1bN0UnGnnRKRfkrzLhRadc8OQvT1q9CWfqhRmNyNuzB3e//ga6f5eOEvGrVxdVn3oKlUaMgMrfX07JTsFLO1SCTndqUIK/rsCZPJc9aOSiF6NSqeDv78/FLpzehLfVi7v8FQQBL774IgCgWbNmZpuFlAaqF37p0qULHn30UWzduhWLFy/GihUrLGx48pcnrc7Ck6+mWgVBwPvvvw8AeOWVV5xKLCqVnj17oqioyGwNVyXi7++PevXqwV9BXyJdCfmrTHjRKRc8+cuTVm+iR48e0BUVIe5U6e8xTK9HzvbfkfnttyhKTjY7FtCkCSJnPo3wwYOhUuCPlby0QyXodKcGJfjLEzRy0Q4VfeQiQVQkrly5gkaNGlk9ptVq8fTTT2Pt2rUAgN9++w0jRoxwpzzCwyQkJKBVq1ZQq9W4cuWKbL/QEYQ1NmzYgLFjx6Ju3bq4dOmS04uAK/GZQtxUSqfTeVgJQRAEUVGIv5mLlQevYun4+8EANH9tO4a0roHpPRrivlrWR44JOh1ytm5F5rcrob950+xYYOvWqDrzaYT27QtViaWACMJboZGLhOwwxmA0GuHj48PFqBBvwdvqRS5/H3/8cQQEBGDs2LFo164dKlWqhKysLBw9ehTffPMNrl27BgB48cUXy5VYpHrhm2bNmuH777/HlStXcP36dYubKE/+8qTVWXjy1VSr0WjEggUL0K9fvwq/u6CY9FQqBoNB2ileyTrlgvxVJrzolAue/OVJa0Vn2+k0vLTxDAwCgzj6qVBvxNZTafjt9E0sGd0WI9tFS/ZCfj6yNmzEvVWrYLhzx6ys4PvvR+TMpxHywAOKf34A+GmHStDpTg1K8JcnKEJejOn6UPRhUQ7eVi9y+GswGBAfHw+dToejR49atfH19cU777yD119/3WM6eaIi+jtp0iSbx3jylyetzsKTr6Zax48f72k5bkEQBGg0GkRERHhaik00Gg1iY2PRu3dvReuUC/JXmfCiUy548pcnrRWZ+Ju5UmLRGgaB4aWNZ9CkehiahQL3fvwRWWt/gDE728wupGdPVJ35NII7dnSDavngpR0qQac7NSjBX56gadF2qOjTonkaEeJNeFu9yOGvwWDA5s2bsX37dpw6dQp37txBTk4OwsPD0bhxY/Tv3x8zZ85E3bp1PaqTJ8hf5cKTVmfhyVdXalXiM4U4LbqgoEDRm+3wtCmQHJC/yoQXnXLBk788aa3IvLjxNLaeSpP+n/LJwwCAei//Kr1XSZeHVzWn0eHUXgj5+Wbnhz34ICKffhpBrVq6Q67s8NIOlaDTnRqU4K8roGnRhOyoVCrFjwTxRrytXuTw19fXF2PHjsXYsWNlUmUJ1UvFhid/edLqLDz5ypNWOVH6w7aPjw8qVarkaRlug/xVJrzolAue/OVJa0VFEBh2nku3ebxqYTYeS4rB4JSjCDTqIYgHfHwQPmwoqj71FAIaN3aLVlfBSztUgk53alCCvzxBq5p6MYIgoLCwEIIgODYm3Ia31Qsv/vKiUy7IX+XCk1Zn4clXnrTKBWMMhYWFnpZhl8LCQsTHxytep1yQv8qEF51ywZO/PGmtqGgNRhTqjRbvqxjwXNwmfL9nMR6+egCBRn3xAV9fRIwejUa7diL6o4+4TywC/LRDJeh0pwYl+MsTlFz0Yhhj0Ov1oJnxysLb6oUXf3nRKRfkr3LhSauz8OQrT1rl4Msvv8TLL78MvV7vaSl20ev1uHnzpuJ1ygX5q0x40SkXPPnLk9aKSqCvD4L8/h0Fr9KjvvEQprZpgA+iqmFIyjH4seLEo9bHD7836YWGe/ag5sJ34f/vtM6KAC/tUAk63alBCf7yBK25aIeKvuYiQRAEQRDKh54pCIIgiIqKzqjDkxt/xIk7f8M39CJGHSnEmAP/zQIo8A3Abw2749dGPTGgWwssGd3Wg2oJgn9ozUWCIAiCIAiCIAiCILimyFiEwzcPY/e13difuh/5+nz4/bu03a6OKow4BhjVwG8tG+HXqCnQ+AfDV63Ckz0aeFY4QRA2oWnRXozRaERubi6MRss1LgjP4W31wou/vOiUC/JXufCk1Vl48pUnrXLwyiuvYMKECcjNzfW0FLvk5uZi7969itcpF+SvMuFFp1zw5C9PWnmnyFiEmNQYvH7gdfTe0Btz9s3B71d/R77+v52fmTEI2bpOGBcQgSGBLfBjnVlSYnHJ6La4r1a4Bz1wHby0QyXodKcGJfjLEzRy0YtRqVTw8/ODSqXytBTCBG+rF1785UWnXJC/yoUnrc7Ck688aZWD5cuXgzGGlStXelqKXfz8/FCzZk34+fl5WopbIH+VCS865YInf3nSyiN6ox5Hbh0pHqF4fT/y9HkWNmF+YehXtx8G1h+ICLTEmsM38FlcJzAA1R+cgaGta+HJHg0qbGIR4KcdKkGnOzUowV+eoDUX7UBrLhIEQRAE4WmU+EwREBAAANDpdB5WQhAEQSgJs4Ri6n7kFVlPKPat2xeD6g9Ct5rd4OdjnrwR7zGFhVqo1d7xox1BuAtac5GQHcYYBEGAWq32mpEWPOBt9cKLv7zolAvyV7nwpNVZePKVJ61yYjQa4ePj42kZNjEajcjPz0dISIiidcoF+atMeNEpFzz5y5NWJaM36nH01lHsSdmDv67/ZTWhGOoXir51/k0o1uoGfx9/h+UyJgCo+PXCSztUgk53alCCvzxBay56MUajEXl5eV6zPhQveFu98OIvLzrlgvxVLjxpdRaefOVJq1wIgoC8PMsvkEoiLy8P+/fvV7xOuSB/lQkvOuWCJ3950qo09IIeB9MO4u1Db6PPxj545q9n8OvlX80SiyF+IRjecDg+7/c5YsbE4P2e76N3nd6lSizycI+RC17aoRJ0ulODEvzlCbdPi9ZoNGjUqBEyMjLQvn17nDhxAmq1/RxnSkoKPv30U+zZswfXr18HANStWxcDBw7Eiy++iHr16rlEa0WfFs0Yk0YceNMoC6XjbfXCi7+86JQL8le58KTVWXjy1ZValfhMIU5Zy8/Ph6+vcifCGAwG5ObmIjw8XNE65YL8VSa86JQLnvzlSasS0At6/HPrH+xO2Y2/rv+FHF2OhU2wb3DxlOd6g/BA9AMI8Ako83V4ucfIBS/tUAk63alBCf66ggozLfqjjz5CRkYGAODTTz91mFjctm0bJkyYgPz8fLP3L126hEuXLuH777/HunXr8NBDD7lMc0VFpVJVqA9JRcHb6oUXf3nRKRfkr3LhSauz8OQrT1rlROk++/r6okqVKp6W4TbIX2XCi0654MlfnrR6CoNgwPH049hzbQ/2Xt9rM6HYp04fDKo/CN2ju5croWgNpd9j5IKXdqgEne7UoAR/ecKtn9Zbt27h008/BQA89NBD6NOnj1378+fPY+zYsdBqtQgKCsKMGTPQq1cvAEBsbCy++eYbaDQajBkzBidOnEDLli1d7UKFQhAEFBUVwd/f32GSl3Af3lYvvPjLi065IH+VC09anYUnX3nSKgcjR45Efn4+tFotAgMDPS3HJlqtFikpKahXr56idcoF+atMeNEpFzz5y5NWd2IQDPgn/R/svlY8QjFbl21hE+QbVJxQrFecUAz0lS9+vNxj5IKXdqgEne7UoAR/ecKtycUFCxZIQ5s/+ugjh/YLFy6UOpT9+/ejS5cu0rHHHnsM48ePR58+faDVarFw4UJs2LDBlfIrHIIgQKfTwdfX1yu+CPGCt9ULL/7yolMuyF/lwpNWZ+HJV560ysG3336LI0eOQKfTKfqBW6fTITk5GTVq1FC0Trkgf5UJLzrlgid/edLqagyCASdunyhOKKb8hSxdloVNkG8Q+tTug4H1B6JHdA9ZE4qm8HKPkQte2qESdLpTgxL85Qm3rbl48eJFtG7dGkajEbNnz8bnn39u114QBERERCAvLw8vvPCCNOKxJC+88AKWLl2K8PBwZGVlyfpAX9HXXCQIgiAIQvnQMwVBEAThCoyCESdun5CmPN/T3rOwCfINQq/avTCo/iD0iO6BIN8gDyglCEIuuF9zcf78+TAajYiIiMA777zj0P7u3bvSrjx9+/a1ade3b18sXboUubm5uHfvHqpWrSqXZIIgCIIgCMIKR48eBQB07drVw0oIgiCIsmAUjDh5+yT2pOzBnyl/Wk0oBvoESgnFnrV7uj2hSPcYguAPtyQXDxw4gO3btwMA3njjDURGRjo8p6CgQHodFhZm0y48PFx6nZ+fT8nFMmA0GlFQUIDg4GD4+Ph4Wg7xL95WL7z4y4tOuSB/lQtPWp2FJ1950ioHvXv3BmMMmZmZdp/TPE1eXh5OnjyJjh07KlqnXJC/yoQXnXLBk788aXUGo2DEqYxT2H1tN/am7EWmNtPCJtAnED1r9yxOKEb3RLBfsAeUFsPLPUYueGmHStDpTg1K8Jcn3JJcfOWVVwAADRo0wJw5c1x2HTfN8K5QeMMXIB7xtnrhxV9edMoF+atceNLqLDz5ypNWuVC6zz4+PqhcubLidcoF+atMeNEpFzz5y5PWsmIUjIjLiCtOKF7fi7uFdy1sAnwC0Kt2LwysPxC9ont5NKFojYpYL9bgpR0qQac7NSjBX55weXJx8+bNOHbsGADggQcewAMPPIALFy4gLCwMzZo1w9SpUzFlyhSPbDN/48YNu8dv3brlJiWewcfHB8HByrqBEN5XL7z4y4tOuSB/lQtPWp2FJ1950ioXKpVK8T4HBwejbdu2npbhNshfZcKLTrngyV+etJYGgQn/JRRT9uJO4R0LmwCfAPSM7omB9Qeid+3eiksoivBwj5ELXtqhEnS6U4MS/OUJl25nKAgCFixYIP1/3bp1OHXqFHQ6He7evYtDhw5h+vTp6Nu3L+7etfwlpSQbN25E1apVUadOHRw8eNBpfXXq1LH717lzZ8lWXP8RAHJzc1FYWAigeBpUdnY29Ho9gOLtynNyciRbxhiMRqP02mAwQBAEAMXxMRgMkq3RaHRoK47OLK8tAMlWPK80ttbKFQTBzNZoNEq2YtnltS1rXFxlW564OGsrvuct8Xa2Hcpl6yiGphrLE29PttnytG9b7bCi9hGm7dDZeNuKy/HjxzF06FBEREQgJCQEXbt2xcaNG8tU7po1a/DUU0+hU6dOCAgIgEqlwqpVq+zGUBAEfP7552jfvj2Cg4MRHh6OXr164ddff/VYvMtiK2pLSUnBZ599hoEDB6Ju3brw9/dHjRo18Nhjj+HQoUPlqpstW7ZgwIABiIyMRGBgIBo0aICxY8ciNTXVwlbUtHXrVjz44INm54wbNw7Jycku6yNMZ2aYPnPodDpkZ2dLxzQaDfLz86Vys7OzUVRUBAAoKipCdna2VFZ+fn6ZbDUajZkGEa1Wi+zsbEl/QUGB2TNTTk4OtFotAECv1yM7O1uKRWFhIXJzcyXb3NxcydZgMDi0LfksJsbN9FnMaDQiIyND0u/ouS0vL09amkcQBFnjXTKGOp3OzFaMYUnbnJwcyVaMoa14Z2VlISsrC0ajsUwxFG3FGJY33qWJoamtaQxFWzGGpYl3YWEhCgoKUFhYWOp4O4qhvTZrz9ZevG21Q9MYOoq3J9psedv3vXv3pFg4E2/qI0rXR2RlZ+HYjWNYfGwxBmwagCd2PYGfLv1kllj0V/ujX51+WNBpAXaP3I3P+n6GB+s8iKL8IkX3ETk5OU71EeWJN/URtmN479495Ofnw2g0Ov0cUd5437t3D3l5eTAajS7vI8Qlb7Kzs6UY8thHlHyOMNUrJy5NLm7fvh3x8fEAgMqVK+Prr7/GnTt3YDAYEB8fj2nTpgEADh48iAkTJjic1rx27VpkZmbixo0b2LBhgyulW3Dy5Emz10lJSQCKG2lMTIxUQampqTh06JBkazQapYpkjEGj0UgNXK/Xm1V6YWGh9GEQbcUGbs1W/DAAxQ1TbLQGgwEajUaKp1artWprNBqh0WjMbHU6ndl6l/n5+VIDF+3FRqvVaqUPg1iu6KtoK/qq0+nMbPPz8yVbQRDMbIuKisxsCwoK7NqaxqWgoKBMMRRtRf2irRhDEVsxtBVv0xhqNBqLGNqLt06nQ15enqRXjHfJGDqKt6n+8sa7ZJt1RbxN26Gr4m0aw9K2b2ttVoxFaeIt+upMvD3ZRxQVFSEvL0+q84reR1hrh3L2ETt37kSPHj1w8OBBPPLII5g2bRrS09MxZswYfPDBB6XuI9566y18++23uHbtGmrUqCH5YS2GGo0GWq0Wo0ePxnPPPYecnBxMnToVY8eORUJCAh555BF88cUXTsXb1X2EaTv87LPP8OKLL+Lq1avo168f5syZgx49emDbtm3o1asX1q9fb1Y39voInU6Hp59+GqNGjcLVq1cxZswYPP/88+jWrRsOHz6MlJQUKS5i3RgMBkyfPh2PPfYYkpOTMWrUKMyaNQs9e/bE4cOHkZCQ4LI+wjTxGBMTg8zM4rWy0tLScODAAcn2zJkzuHjxoqQ3JiYGd+4Uf7lMT09HTEyMFJfz58/j/PnzUt3ExMQgPT0dAHDnzh3ExMRIdXXx4kWcOXNGus6BAwfAGIMgCEhLS0NMTIwUp4SEBMTFxUm2hw4dkpK1OTk5iImJkT4rSUlJZs9XR44cwbVr1wAUP5zHxMRIcUtOTsbx48cl2+PHj+Pq1atSPGNiYqQvDSkpKThy5IhUzpEjR6S46HQ6xMTEICsrC0DxLBbTH6xPnz6NS5cuAShuozExMdIP4Ldu3UJsbKxke/bsWek512g0IiYmBhkZGQCA27dvIyYmRqq7CxcuSPEGYBbvu3fvmsX70qVLOH36tFm8xdk2WVlZiImJkT6DiYmJOHXqlFkMY2NjkZeXJ8VbbP9XrlzBiRMnJNujR49K8dZoNGbxvnbtmrShAgCcOHECV65cAVDcJk2ffa9fv47Dhw9LtqdOnUJiYqLNeJu2WdN4i21WjLfYZkXOnz+PCxcuAPjvs3D9+nX8+eefSE1NRUxMjPQ5io+Px9mzZ6VzY2NjpRlJYrzFPrpkvA8ePGgz3tbarNhf5ObmIiYmRvr8Xr16VWqzYjsU4yLGW/wCfe3aNanNAmX7rhEXF4eEhAQAxf2HEvqIgwcPSv5lZmZSHwH5+4hTcacQlxGHD49/iOG/Dcf0v6Zj/aX1ZglFP7UfOoR3wJSqUxAzJgbL+i1DyPUQZN7KNIu3UvsIQRAQFxfnVB9x+/ZtAEBGRgb1EXC+jzhw4AD27t2LvLw8p58j0tLSAKDMfcSBAwewb98+5OXlubyPyMvLw59//mkWb176CHvPEaafXVlhLmT48OEMAAsICGCnTp2yajNv3jwGgAFgO3bskN5PTk6W3t+/fz9jjLGNGzeyKlWqsOjoaHbw4EHGGGP79++X7JKTk8ukLzU11e7f8ePHpbLj4+Ol83JyclhBQQFjjDGDwcCysrJYUVERY4yxwsJClp2dzRITE1l8fDxLSEhgBoOBMcaYIAhMr9czo9HIGGPMaDQyvV4vlWswGBzaCoLglC1jTLI1Go1Mp9OxoqIih7bWyjUajWa2BoNBshU1lde2rHFxlW154uKsrcFgYEVFRV4Tb2fboVy2jmKo1+uZTqdjRqOxXPH2ZJstT/sW26HBYCh3vHlqs6bt0Nl4l4yLTqdjjRo1YgEBASwuLk6yzc7OZk2bNmX+/v7s6tWrpSp3165d7MqVK6yoqIi9//77DAD7/vvvbcZww4YNDADr3r07y83Nlcq9ffs2q1evHgsICGDJycmK7SNM2+HGjRul5wFT29jYWObn58cqV67MtFptqerms88+YwDYrFmzmFartbAVdZnqNT1HjJdpuYWFhS7rIxISElh8fDxLTEw0e+bQarUsKytLss3Ly2MajUYqNysri+l0OsZYcTvMysqSNGk0mjLZ5uXlSdfJyspi/v7+zN/fn+Xn57OsrCxJf35+PsvNzZVss7OzWWFhIWOMsaKiIpaVlSXFoqCggOXk5Ei2OTk5kq1er3doW/JZTIyb+CwmXjM5OVk619Zzm0hubi7Lz8+X6kLOeJeMoVarNbMVY1jSNjs7W7IVY2gr3nfv3mWpqamsqKioTDEUbcUYljfepYmhqa1pDEVbMYalibdGo2G3b99mGo2m1PF2FEN7bdaerb14i+1QPNdaDB3F2xNttrzt+86dO+zGjRusqKjIqXhTH2HeR+gNehZ3O44tOriI9d3Ql7Va3crir/3a9mzmrpnst6TfWJ4ur9xttmQM3d1HiPeYe/fuOdVHlCfe1EfYjuGdO3dYeno6Kyoqcvo5orzxvnPnDrt16xYrKipyeR9RVFTEbt++ze7duyfFUMl9RGmfI86fPy/luVJTU5lcuCy5qNVqWVBQEAPAnn76aZt2BQUFLCIiggFgEydOlN63lly0hjPJRUekpqaWO+hicjExMVFWTYT3otfrWWBgIAPA3njjjXKXU1hYyHx9fRkA9r///U9GhYSzFBQUMB8fHwaAvffee06VxWM9y+l/SXQ6HWvcuDEDwDZt2iRr2Y7YvXs3A8CmTp1qcWz16tUMAHv33XfLXO7ixYsZALZq1SqbNhMnTrT48U5k6dKlDAB7++23y3xtpTFw4EAGgP3zzz8ObQsKCljlypVZw4YNzZJ4cp/DGGPPPPMMA8AmT55c6nOsocRnitDQUBYaGuppGQRBEBUaQRDY6YzT7MPjH7L+G/vbTCjO3jub/Xb5N5ary3VcKAfQPYYgXIczeS57uGxa9OXLl6Uh7f3797dpFxQUhAceeAAApGHAhHsQBAFarVYaalsRWLFiBVQqlcWfWq1GpUqVUK9ePQwaNAhvvfWWNORbadiql0uXLknT6Nq1a1fu8s+fPy8NmXamHHssXbpUir3pum7W4KUdukNnXFycNF2jU6dOTpVlWs/lWYjYE/Uip/8lWbZsGS5fvoxWrVrhscceszgu+vvll1/K3of8/fffAICBAwdaHBs0aBAAmE3rcYSolTlYSgSANF2iQYMGFsfE9/bt21fqa7ub0rZDPz8/ACjV5nB79uxBVlYWHn74YRiNRmzduhUffPABVqxYgcuXL5f7HGta58+fD39/f/zwww9m03YqAnfu3EFcXJzZVHYlotVqcfnyZcXrlAvyV5nwolMuePJXiVoZYzh75yw+/udjDNwyEBP/mIgf4n/A7YLbko2v2he9a/fGez3ew99j/sbn/T/HiEYjEOYf5kHl8sHLPUYulNgOraEEne7UoAR/ecJlWzSbLpYZERFh11Y8bnpOeVCpVE6d722IX4R8fX2hVrt0+U23Ybq2gCmMMeTm5iI3NxfXr1/Hnj17sGjRIgwfPhwrVqxAdHS0e4XawVa9mPrmTFLQdL0LVyUXy6KVl3boDp2m69xYS64VFBQgPDwcRqMR77//Pl577TWbZZnWszPJRXfWiyP/y0teXh4+/PBDAMCbb75p9V4h+uuKPkRco6VJkyYWx2rUqIHQ0FDJpjSUJblYtWpVAMXrzLRo0cLsWHJyMgBl/7BXmnZ4/fp17N27FzVr1kTr1q0dlikm+Xx8fNCmTRsz/9VqNV544QV88sknZT7ngw8+sNBat25dTJkyBd9++y3eeust/PHHH2ULgILR6XRISEhAtWrVEBgY6Gk5NuFFp1yQv8qEF51ywZO/StHKGMP5u+ex+9pu7EnZg1v5tyxsfNW+6FazGwbVH4S+dfsi3D/cA0rdg1LqxV3w4q8SdLpTgxL85QmXJRdr1qwpvRYXj7SFuECn6Zcz023nTXcLKolpQjI8vOJ2sK7A19fXYeKXN8TEQEREhNnitIIgIC8vD9evX8eRI0fw008/4e7du/j999/RsWNHHDp0CI0aNfKQanNs1YvoW2hoqFNaxXKqVq2K2rVrl7sce4iJrYiICNSvX9+uLS/t0B06n3vuOTz33HM2j588eVIa2Xf//ffbLcv0s1C3bt0ya/FEvTjyv7x89dVXyMzMRN26dfH4449btRH9FRf3lrMPERfYrlSpktXj4eHhZdq1TdRamqTvkCFD8PPPP+ODDz5Av379pAejzMxMLF26FID5zr9Kw1E71Ov1mDRpEnQ6HT788EP4+Pg4LFNcKPvTTz9Fhw4dcPz4cbRo0QJxcXF46qmnsGTJEjRq1AizZs1y6hyRl156Cd9++y127tyJkydPomPHjmWMgjKpVKkShg0b5mkZDuFFp1yQv8qEF51ywZO/ntTKGMOFzAvFCcVre3Az/6aFja/KF11rdS1OKNbpi0oB1p8lKho8tSE54MVfJeh0pwYl+MsTLhuOUrt2bWnExMaNG23a3bhxQ9qtxvTLctWqVREWVjys296Urf379wMo/nJWuXJlp3UT/CIIAs6dOwcAaNOmDVq1aiX9tWnTBt27d8e4ceOwfPlyJCcnY/LkyQCKd2IaOXKklLRRKmKyqE2bNk6N0hXLKc9ottKg1+ulXa/atGnjkmt4K+IOZyqVyuHIPlfXMy8YjUZpR+Rx48bZTchVxD5k/Pjx6Nu3Lw4cOIDWrVtjzpw5mDlzJlq2bCn9IKfkEcP2EAQBTzzxBGJjYzFjxgxMmjSp1OcBgL+/P3799Vfcf//9CA0NRc+ePbFp0yao1WosWbLE6XNEmjVrhg4dOgAAPv/88/K6qziio6MVNeqfIAiCBxhjuHD3Aj49+SmGbB2CcTvGYfWF1WaJRV+VL7pHd8fCBxbi7zF/46sBX+Hhxg97TWIRoHsMQfCIy75R+Pr6Sl+8du3ahRUrVljYFBQUYPLkydDr9VCr1Zg6dep/wtRqDBkyBADw9ddf49ixYxbnHzt2TCr30UcfdYUbFRqj0Yi8vDxFfiEuD4mJiSgoKADgeCpuaGgoVq1ahd69ewMo3tp9/fr1rpZYKmzVizga0JlkEWNMGpnlqinR8fHxKCoqKvU1eGmHStApJhcbN25sdzSXaT2Xt70owV85+PPPP6XR8RMmTLBpZzQaERcX55I+RByxaGt0Ym5urs1Rjba05uXllWo9TF9fX+zcuRPvvPMO1Go1vvnmG2zduhUjR47E5s2bAQDVq1cv9bXdja12KAgCpk2bhvXr12PixIlWnzFsIca6U6dOqFWrltmxVq1aoWHDhrhy5YrZiM7SnpOammr1MyO2vU2bNtmdjcETd+/exZ07dxTvT15eHg4cOKB4nXJB/ioTXnTKBU/+ukOrOELxs5OfYcjWIRi7YyxWnV+FNE2aZOOj8kH3Wv8lFFcMWIFHmjziVQlFU3i5x8gFL58ZJeh0pwYl+MsTLh2u8Pbbb6Nhw4YAgFmzZuHhhx/G2rVr8dtvv+GTTz5B27ZtpZGHr7/+Opo2bWp2/ltvvYXAwEAUFhaib9++mDt3LrZs2YItW7Zg7ty56NOnD7RaLUJCQjB//nxXulJh4XXEijVM10orTUJFrVbjzTfflP6/detWu/YHDx7E9OnT0aJFC4SFhSEsLAwdO3bEhx9+KCUkrPHBBx9IG0LY65j2798PlUoFX19fHDx40OxYWloa7t69C+C/pMfmzZsxePBgREVFISgoCK1atcLixYuh0+lsXiM5OVlaSsBRjC5duoSXXnoJ7dq1Q0REBAICAtCgQQNMnz4dCQkJNs8rz1p/1tpheeMtIggCfvzxRwwcOBDVqlVDSEgI2rVrh+XLl8NoNEKj0UibdZRcX02koKAAW7ZswaxZs9C1a1fUr18fgYGBCAsLQ/v27fHmm2/i3r17NjVcunRJusZPP/0ExhjWrVuHgQMHIioqCmq1Gn369LGw/fnnn83KqVatGlQqlTQKPCkpyWLDEdPEmbV63rNnD0aPHo26desiICAA0dHRmDlzJjIzM21qDw8Ph6+vr5Q027hxo9TmQkND0bFjR6xdu9bsPJ1Oh5UrV6JHjx6oWrUqgoOD0a1bN+zYscNmnBz5b0pGRgbee+899OnTBzVq1IC/vz8qVaqEzp07Y+HChRZtU4xZkyZNHK7HJ45aBOTtQ8S1Fq2tq5ieng6NRmN1PUZH1y4tAQEBWLBgARISEqDT6ZCRkYGvv/4aaWnFX2rk3jzHEWXtW0r6KggCpk6dijVr1mDcuHFYvXp1meLRrFkzALbXgxbfFzelK8s54g8rJRE3ESooKMC2bdtKrZUHSjMV3ZP4+PggJCRE8TrlgvxVJrzolAue/HWVVsYYLmZexNKTSzF061CM/X0svj//vUVC8YFaD+DdB97F36P/xooHvTuhaA0e2pAc8PKZUYJOd2pQgr9cIdu+0zZITExkrVq1kra6tvY3d+5cZjAYrJ7/66+/spCQEJvnVqpUiW3fvt0l2p3ZojsxMZHFx8ezxMREl2gjLJk/f75UXydOnCjVOVqtlvn7+zMArEaNGlZtcnJy2MSJE+224VatWrG0tDSr548ZM4YBYE2aNLGrZcmSJVJ59+7dMzv2+++/S8d2797NBg8ebFNLr169mFartXqNLVu2SHZnz561aqPT6dicOXOYWq22eY2goCD266+/Wj3/hRdekOxOnjxp12drOBtvxhi7ffs269atm83zhw8fzv755x/p/3/++afVcnr37m1XBwAWHR3Nrl69avX8n3/+WbLbt28f69mzp8X5c+bMsbC9ePGiVEZaWppDDQDY+++/L51jWs/79+9no0aNsnnefffdx/Lz8+1qj42NZYMGDbJZxuLFixljjF26dIm1adPGqo1KpbLZZuz5b8pHH33EgoKC7Mahe/fuZufUr1+fAWCTJk2yeW0RV/Uhu3btYgDY1KlTLY6tXr2aAWDvvvtuqa5nyuLFixkAtmrVqjKfyxhj06dPZwDYxo0by3V+WXG2b2GMMaPRyCZPnswAsDFjxth8drDH5cuXGQDWuHFji2NFRUUsIiKChYSEML1e79Q5JalRowYDwMaPH19mzUp8pvD392f+/v6elkEQBKEYBEFgFzMvsqUnl7IhW4awVqtbWfy1XdOWzdg9g21K2MTuFd5zXKiXQvcYgnAdzuS57OHy5CJjjBUUFLAVK1awXr16saioKBYQEMAaNGjAxo0bx2JjYx2en5yczObMmcOaNWvGgoKCWFhYGLvvvvvYK6+8wlJSUlymu6InFwVBYEajkQmC4GkpsiAmP3x8fFhhYWGpz4uOjmYAmK+vr0Us8vLyWKdOnaR2MHLkSLZp0yZ2/Phx9ssvv7DRo0dLx3r06GG1/GbNmjEAbPTo0XZ1iAm1OnXqWNTLokWLpOt06tSJ+fj4sGnTprE//viDnThxgq1atYrVq1dPsnnrrbesXuPtt99mAFhAQIDVL8EGg4ENGzZMKmfYsGFs7dq17PDhw+zPP/9kCxYsYOHh4QwACw4Otvr569evnxRPW0lOU0zboRzxzsvLYy1atJASWuPHj2e//fYbO3nyJNu0aRPr0KEDA8D69u0rlXXnzh2ruiIiIlj37t3ZwoUL2bZt29ixY8fY4cOH2U8//cSGDBkinT906FCrWl577TXJpmXLlmZ6Tpw4wX755Rd26NAhM9ugoCCzhElBQQE7d+4c27x5s1TW8uXL2blz58z+srKypHPEegbAHnjgAebn58dmzJjBduzYwU6cOMF++ukndt9990k2X331lYX2V199VTreuXNnFhAQwObOncv++usvduTIEfbOO+8wPz8/SXN8fDyLiopikZGRbNGiRezgwYPs77//Zk8//bRZUtgWtvwXERNhAFi9evXYokWL2L59+9ipU6fYzp072fz581mNGjXYc889J51j2ocvX77c5rXF+h44cKDsfQhjjOn1etawYUMWEBDA4uLipPezs7NZ06ZNmb+/P0tOTjY75/Lly+zixYusqKjIqlaj0cjef//9UiUXc3JyLN7btGkTU6vV7P777y9Xgq6slLdvMe0fjEYjmzJlCgPAHn/8cbuJPBFbcRTr+ttvvzV7f+HChQwAmzhxokVZpTnH3j31oYcekn6QKCtKfKYQv/gZjUZPS7GL0WhkWq1W8TrlgvxVJrzolAue/HVWqyAI7FLmJbbs5DI2bOswqwnFNmvasCd3P8k2JmxkmYWZMntQMeHlHiMXvHxmlKDTnRqU4K8r4Dq5yCsVPbmo1+tZVlZWqb6g8UBUVJQ0EqssNGjQQEpElYzF0KFDpaTB+vXrrZ4/c+ZMqZ3s3r3b7Fh+fr40Skcc3WWLli1bSl+6S9aL6ciz4OBgtm/fPovzU1JSpFFdkZGRVjtB8ctthw4drGp4/vnnGQAWGhpqczTfyZMnWUBAAAPA5s+fb3E8MjLSYSLJFNN26Gy8GWNswoQJUhnbtm2zOK7RaFjt2rWlMmrVqmX1OjqdzmxEorXPy7Rp06RkVF5enkUZoj8AWGBgoN1R1qJt586drR7/4YcfpLIuX75ssxzG/qtnAKxKlSrs6NGjFjY3btyQ6tFaIsU0eVq5cmWro1BNE5ARERGsRYsWVkeUmiaVTJOgpfX/vffek86fOnUq0+l0VsvQaDTs0qVL0v83bNggnXfgwAGr54jo9XpWvXp12fsQkX379jE/Pz8WFhbGZsyYwV588UXpB4FPPvnEwl48VjLp+O2337JJkyaxcePGsfbt2zOgeLTmlClT2JQpUywSX4wx1rx5c/bggw+y5557js2bN4/16dOHAWANGzZk165dK5Ov5aW8fYvp527BggVSGW+88QZbsGCBxZ9p8pYx23G8fPmyVN/Dhg1jL730kvTDSL169ditW7cs9Dk6JzU11e499d1335XaY3p6epnip8RnCn9/f+br62vzM60UsrKy2K+//qp4nXJB/ioTXnTKBU/+lkeraUJx+NbhthOKu55kGy5tYHcL7rrOgQoKL/cYueDlM6MEne7UoAR/XQElFz1ARU8uGo1GptPpKkQm/tatW1JdjRs3rkznRkRESAkUU9atWyeV+dlnn9k8//r165LdCy+8YHbsyJEj0rFdu3bZLKOgoID5+PgwAOz111+3qJcmTZpI5fzwww82y5kzZ45kFx8fb3Fc/KI9bdo0i2P//PMPU6lUDAD766+/bF6Dsf9Gifbs2dPsfdNYWEtYWUNsh6bJs/LGOzY2Vjq2aNEim2V8/PHHDkcd2tJpWi/idFcALCEhweKcWrVqSce/++47u+WLtjNmzLB6/KWXXmIAWHh4uMPRxqajWPfu3WvTTlyy4uGHH7arffPmzVbP37t3r1ny9Ny5c1btTKf820pm2fL//Pnz0mdj+PDhZeqvTK9rrX5MMZ1+LlcfUpJjx46xwYMHs/DwcBYUFMQ6d+7Mfv75Z6u2tpJi4sg9W39TpkyxKGvBggWsdevWLCwsjAUGBrIWLVqwN9980+qIRkd8/PHH7OOPP2YrV64s9TnO9C2mnztHvgOWozhtxZGx4r7kiSeeYDVq1GB+fn6sTp067Nlnn2W3b9+2qc/eOY7uqV999ZWk8/Dhw/aDVgIlPlOIo0qsja5VEkVFRezmzZuK1ykX5K8y4UWnXPDkr1arY1dSUplWa/2HSxFBEFjCvQT2+anP7SYUp+2aRglFGeDlHiMXvHxmlKDTnRqU4K8rcFVy0ReE16JWq+Hv7+9pGbJQ1s1cRIqKiqQdXKOiosyOffTRRwCANm3aYO7cuTbLqFOnDkJCQpCfn4/r16/b1NW+fXubZZw7d07aYbRdu3Zm9aLRaHDlyhUAQJcuXTBx4kSb5XTo0EF6nZ6ejhYtWkj/z87ORkpKCgDrMXrttdfAGMOoUaPQr18/m9cAgLp160plmlLezVz8/f2lTVWciffChQslffY2eWrZsmWZdWZnZyM7OxuFhYVgjAEw3wAkICDAzP7u3bu4efMmAOD+++/HtGnTbJZtamtrl2KxLbVp0wYqlcquTrGeH374YfTv39+mrUajAQBERkba1DNo0CBpM4qSmOqYO3cuWrVqZdVOjBcAq7si2/N/3rx5MBqNCAsLw6pVq8q0ccedO3ek15UrV7ZrK+6uDcjXh5Skc+fO2LlzZ6nKvXbtmtX3V69ejdWrV5daHwC88847eOedd8p0ji1eeeUVAECjRo3w5JNPluocZ/oW0/tUeXy3FUeguC9ZtWpVmcpzdI69e2qVKlWk1+np6WW6rhLZvn07AMDPz8/DSuzj5+eHmjVrelqG2yB/lQkvOuWCB3/jb+Zi5cGr2HkuHYV6I4L8fDCkdQ1M79EQ99UKl+wuZ13G7pTd2H1tN5Jzki3KUUGFTjU6YVC9Qehfrz+qBlV1pxsVFl7uMXLBw2cGUIZOd2pQgr88QclFBTDm9zG4W3jXMxdnAGznKWSjalBVbBi+wWXllze5eOrUKSnx0aVLF+n9c+fOSYmyWbNm2U3mAEB4eDjy8/MtboCirlq1aqF69eo2z4+Li5Net27dGjqdDn5+flCr1Th79iwEQZC02MP0GkFBQVa1AJYJnJs3b2Lv3r0AinehduSvSMmdU+1dwxaCICAuLs7peJv68Mwzz8DX13b3Zprgsqdzx44dWL16NWJjY5GRkWHTzs/PD9HR0WbvmSZaZ86cafPckra22q9oYy9JDZjXwZQpU2zaFRYWSsnZRo0a2dTz+OOP2ywjMTFRej1mzBibdlevXgVQnFyxttuuLf/T09OlZNwzzzyDqlXL9sBuupO3o+Si6WdQjj7ElQiCAL1eL/URSsbZvoUnXx1pNW2D+fn57pTmEnr37o1bt25Bp9NZ/LiiJHQ6HW7duoWaNWsqWqdckL/KhBedcqF0f7edTsNLG8/AIPz342eh3oitp9Lw2+mbmP9QBPSBp7H72m5czblqcb4KKnSM6oiB9QfiwXoPUkLRBfByj5ELpX9mRJSg050alOAvT1ByUQHcLbyLjALbiQvCMeVNLh48eFB6PXDgQOn1/v37pddDhgyxWwZjDFlZWQCAatWqWdXlKCEkJjaCg4PRsGFDFBQUwMfHB2q1WipDpVJh+PDhdssxHalVo0YNs2NiAkelUlnEaMeOHXbLtUXJpFR5k4ti8gEof7x37dolvR46dKjdMkyTTtbaS1ZWFsaMGYM///zTvvh/adq0qUUy0zRhNmjQILvnm9ZNmzZtLI6npaXh7t3iHyAcxdX0uj179rRpZ5q0LnlN0zIGDx7s8Fo1atSw28bFUYHWfDMtp6T/v//+u5S4GzVqlM3ybREYGCi9LiwsRFhYmE1bufsQVyIIAgoLC6U+Qsk427fw5KsjrYWFhdLrijASo7CwEGfPnkVERISiH7h50SkX5K8y4UWnXCjZ3/ibuRaJRQBQ+2fAN/wsfMPOYXnCbYvzVFChQ1QHDKxXnFCsFlzNwoaQDyW3IVfAi79K0OlODUrwlycouagAvOHXLlf7KCYGqlWrVqahy99//z2A4lF+pgkgMRkSFhaGevXq2S3j8uXL0Gq1AMwTP4IgSNNmHSWETp06BaB41KK/v7/Z1DrRt/r161tMXy3J8ePHARSPEKtTp47ZMdNySk5NPX/+PIDiKX9//PGH3WuYUjKZKiaJatWqVepRZr6+vkhKSgLgXLxF/wICAtC6dWu7ZYj+BgcHo0mTJmbHDAYDBg4ciBMnTgAonlo8duxYtG/fHrVq1UJwcLCUOKhZsybS09OtJtZEPdHR0RajGm3ZNmzY0GoCrCxJW9G2bt26dtuLvSn7piNu7WkXk+L2EouMMenzZMvOlv/i58fPzw8dO3a0eQ1bmLbPe/fu2U0uim1Xrj7Elfj6+lodAeoO9Ho9AJR6BKKzfYsnfS0rjrSa/qjBi0/2ePXVVwEADz30kIeV2CciIkLxGuWE/FUmvOiUCyX7u/Lg1X8TiwzqgHT4hl2Ab9g5+ARaTyi2r95eGqFYPdj2LCRCXni5x8iFkj8zpihBpzs1KMFfnqDkogJw5XRhb6CgoEBKTpVlxNG2bdtw8eJFAMC0adPMEjHiKDHTNbJssWfPHul1r169pNeXL19GQUGBQ105OTlSctGanZh4cbSemyAI0iihQYMGwcfHx2o51pJTt28XP1DVqFHD5rp5jjBdG7K0oxZF5Ii3uIZZyYSnNcQRia1bt7YYYfTdd99JicWVK1faXFfuwoUL0jWt+Vvaacymto7WW/Tz83NYP/bq2RQxMVi9enXUqlXLqh572kubPE9OTkZubq5dO1v+i/GNiooqdTLLFNO2kJWVZTNx7Yo+pKJib7kBa8jRt1QUxBHXwH9rS/KMuPbkihUrPKyEIAiidOj0Rdh1ORYBURfgGxoPtX+2VTtDQT2o8tvhr5mzUTO0hlUbwrXQPYYg+EPZc4wIl2I0GqHRaKSNRHjFdHpnaRMDGRkZePrppwEUT518+eWXzY6LiTmdTme3HKPRKN30OnfujMaNG0vHLl26JL1u1qyZzTJ++OEHqQ7atm1rVi9Go1Ea+ZOXl2dXy44dO6SNPEqutafX6xEfHw/AeoJHnK6XmZlp9xr2OHv2rDSFtSwJGqPRKJ3nTLzFc8VEli0uXbokTXu3FotffvkFQPFUZ9PEYsnPyzfffCMdK5mEKyoqkpJOjpJ8praO1lts0aKF3Q0jHNWzKWJysaSdqZ777rvPZv+QkJAgJc/tJSEdbWpkz39xhKo4Wq6smI5gNV0fsiSmfYijUa8ijvoQV8JT3+1s38KTr460im0wICDArO/iGcaYtDGUUtFoNDh8+LDidcoF+atMeNEpF0ryN7coF39c/QPzYuahz6be8In+Fv5VDlskFo0F9aBNHw5N0msoTJmFgrvdUMm/4s8uUzI83GPkQkmfGXsoQac7NSjBX56gkYteTnlGAymNsq6VduvWLQwbNkwaUbN8+XLUr1/fzKZBgwYAikdO3b592+aowaVLl0rJv5LJBdP1D22t0XD79m1ph2NT/WK9JCYmSl/Or169ioKCAgQHB1uUo9VqpV1cu3TpYjE98+LFiygqKjK7hini1NerV68iKSnJYqpwaSjPeosiYvydiff/s3fe8VFV6f//TEtP6BAIvbfQq4I0vypYsCKrq66K38W17FpWXX/2dXFdZZdV96trW3UtKyoKClhWMRCKEEJoIYROCqGE9CmZmXt+fwxznUlmJmXuzJwn93m/XrwIzLl3Pp/znDnn5plTvIfZVFdXo6ioqNGycMAz2+6ee+4JmQQtKioCEHgGpDcuO3fuxKuvvqr+f0O/+/btUxNiTc1c9C0brN72798PABg6dGiT9/LGOVQM3G530FmHvnpCfZ58D0AJ9V6+y9V9Ty8P9H4N7+OdUXny5EkcP368xbO9JkyYgISEBNjtdmzbtg0LFiwIqRHQrg+JNFT6bi36FipegdBat23bBsDTJ7SFPRe9yB4fg8EAi8UivU6tYL9yQkWnVsTab3FNMX4s+hE/Fv2I7Se3wyVcjcoIYYK7rj9ctcPhqhkG4Wrv93qixYQEs6nRdUx04c+MXMigM5oaZPBLCZ65qGNMJhOSk5MbLZ+lRnMTA0IIfPjhh5g0aZKaGPnf//1f3HHHHY3K+h5isWzZsoD3++CDD/Dwww8D8Bwg0vBU3eTkZPXnQAeDlJSU4JJLLlGTkN7DLHzj4uvNZrMF1GK323HDDTdg//79iI+Pxz/+8Y9GZZpK/F144YXqz4sXL1ZnjAWitrbWL7HW3PcIhslkwuWXX67+u7X1PWXKFPXn5557rtH1brcbd999t9/hMYF0evej3LVrl98J0d645Ofn49JLL1UTYr179260nLup2XrBygZrv97ZmE3N4Gvu++7fv19NWjesA997TJ06NWj/4C2XkpISchaWd9bliBEjAi6pDeV/1qxZ6s+PP/540PdwOp0BZybGxcWpJzh79yMNRHPrrSV9SCSh1HeH27dQ8hpKq8PhUPcejdbBP9HAYDD4jXUykpycjIkTJ0qvUyvYr5xQ0akV0farCAW7Tu/CS7kv4aqVV2Huirl4ftvz+KnsJ7/EYmpcKtJN58FWfANqCx+Hreh2OCumNkosAsC8zO4wGjmhEEsojDFaQaWPkEFnNDXI4JcSPHNRx3hnbwG0vxXyJgaMRqPfMmJFUVBRUYGTJ09i48aNWL16tbonoMFgwJIlS9TNghty4YUXYurUqdi8eTP+/Oc/4+zZs7j++uvRrl07HD58GO+//z5WrVoFABg3bhw+/rjxvplTp06F0WiEoih46KGHcOrUKZx//vmor6/H+vXr8cYbbyAhIQHjxo1Dbm4u+vXrh9TUVL+4+O63mJaWhieeeAJVVVW4+uqrYTKZsH37dixbtkxdgr1s2bKAB194EzwdOnQIuO/c/PnzMXr0aOzcuRM//PADxo4di7vvvhvjx49HfHw8qqqqUFBQgOzsbKxcuRJjxozBnXfeGfA9jEYjcnJy1H0kg9GlSxfMmTMHQgjMmTMn7Pq+7rrr8Pvf/x4VFRV49dVX4XQ6ccMNNyAlJQX5+fl45ZVXkJOTg969e+P48eMwGAwBl8DOmzcPmzdvRk1NDWbPno3HHnsMgwYNwunTp/Hll1/irbfeQr9+/dChQwdUVFSE3G+xXbt26izYYPjGJtjMvP79++Po0aP46quv8Morr2Dq1KnqbNg+ffqoB5V479W+ffuQM+l8Zx02TKb5au/bty+EEAH7B+89Ro8eHbL/aOrE9FD+r776agwdOhQFBQV47733UFRUhEWLFmHw4MEAgKNHj2L9+vX45JNP8Ic//EH9f1/mz5+PrKwsbN26FTU1NSEPzDEajXC5XJr0IZGEUt8dbt9CyWsorevXr1e/HLjqqquiqivSBOsjZEEIAbfbDZPJJLVOrWC/ckJFp1ZEw6/dZcdPJ37CuqJ1yCrOwhnbmYDleqb0xKzeszCr1yyM6ToGB8psuOKVbKDBadG+mI0G3D4t9PMbEx1kH2O0gkofIYPOaGqQwS8pBBOUoqIiz1FigCgqKmrRtYWFhSI/P18UFhZGSF34OJ1OUVFRIZxOZ6yltBq32y2SkpLUODX1x2AwiKuuukrk5OQ0ee/jx4+LwYMHh7zfwoULRUVFRdB73HXXXUGvzczMFHv37hXDhw8XAMRVV10lhPCPy0UXXSQAiDlz5ojNmzeL1NTUgPeKj48Xr732WlAds2fPFgDEzJkzg5Y5duyYGDlyZLPq8b777gsrDgDEzTff7Of38OHDYdf3Z599Jsxmc8BrzWazePzxx8Xdd98tAIiRI0cGvEdNTY0YPXp0UA2TJ08WhYWFwmAwCADiySefDFrfM2bMCKq1JbH58ssv1fdr+Gf79u0tft8HH3xQABBJSUnC7XYH1HPBBReE7B86d+4sAIi77ror6PucPXtW1fnyyy8HLNOU//3794v+/fs32Z7Wr18f8PozZ86I+Ph4AUC8++67jV6PZB8SKaj13eH0LZS8htL6q1/9SgAQI0aMaNW9ZXymiIuLE2azOWSfLAMVFRXiiy++kF6nVrBfOaGiUysi5feM9YxYUbhC3PP9PWLCvyeIke+MbPQn851McePqG8Ubu94QBysOCkVRGt3nix3FYsAfVos+D3/V6M+AP6wWX+wo1lQ303KojDFaQaWPkEFnNDXI4DcShJPnCgXPXNQxRqMRSUlJjU7LpURhYaF6qERDUlNT0bFjR3Ts2BGjRo3C9OnTMXv27CZnknnp1asXcnJysGzZMnz66ac4ePAgjEYjMjIycN555+GWW27BjBkzQt7jpZdewoABA/DGG2/g0KFDSEtLw4gRI3DjjTeqh654l3N6l4T6xsU7q2vo0KGYMmUKtmzZgmeeeQY//vgjqqqq0LNnT1xyySW477770L9//6A6mjqNGPAs783JycG7776LFStWIC8vD2fPnoXRaESnTp0waNAgnHfeebjssstw3nnn+V0bKg7B8M5k8/pNS0sLu76vvvpqrF+/Hs8++yw2bdoEu92OjIwMXHjhhbjrrruQmZmp1rPvSdO+pKSkYMOGDXj66afx6aeforS0VG1DCxcuxM0334ydO3eqs5RCzVxszvLw5pS97LLLsHbtWixduhQ5OTmorKyEEKLR6dHNfV/vrMNAp2X73iNY/1BcXKye8B3qvbz3ClWuKc2DBw9GXl4eXn/9dXz++efIz89HTU0NOnXqhIyMDEyZMgWXX355ozbppVOnTrj66qvx0Ucf4cMPP8TNN9/s93ok+5BIQa3vDqdvoeQ1mFa73Y4VK1YAAH7zm9/EQlpEuOOOO2Cz2QLuAywTSUlJGD9+vPQ6tYL9ygkVnVqhlV8hBI5UHcG6onX4sehH7Dy9EwKNZxwmmBIwpccUzOo1Cxf0vACdE0MfxDJ/TAYGdU3FW9lHsGZ3KWxOBYkWI+Zl9sDt0/pheI+0sHQz4UNljNEKKn2EDDqjqUEGv5QwCCEa99AMAM8v0N5DIYqKitCzZ89mX3vgwAG4XC6YzeZWbWDPMIz25OXlqUnN77//HrNnz46xIiYa/PTTT5gyZQpMJhMOHToUcGsAhokU77//Pm666SZ06tQJR48eRUpKSovvwc8UDMPoBZfiwo5TO9QDWY7XHA9YrlNCJ8zsNRMze83E5O6TkWhObNX7KYqA3eVGgtnEeywyDKMLwslzhYJnLuoYRVHUX1YozArRC3qLS7T8KoqC+++/HwAwZMgQv8NCmns9x4UmkydPxtVXX40VK1bgueeew2uvvdaoDCW/lLSGCyWvgbQqioIlS5YAAH7/+9+3KrEoK/X19Th58iS6deuGuLi4WMsJChWdWsF+5YSKTq1oqd86Zx02lmzEuqJ1WF+8HtX11QHLDWw/UE0oZnbOhNEQ/rjgcjlRrqPYUIE/M3Iig85oapDBLyXkflJnIoqiKLBarVAUJdZSGB/0Fhet/HoP2giE3W7HrbfeinXr1gEAXnjhhRZvystxoc2SJUtgNpvxr3/9C8XFxY1ep+SXktZwoeQ1kNZPPvkE+/btQ+/evXHvvffGUJ32rFixAv/85z9bvCVGtLFarcjNzZVep1awXzmholMrmuO3rK4M/yn4DxZ/txjT/zMdD2Q9gK8Of+WXWDQZTJiYPhEPTXwIa65ag8/nf47fjvstRncZrUlisblamehDZYzRCirtUAad0dQgg19K8LLoELT1ZdGC0CmcekJvcdHK77hx4xAfH4+FCxdizJgxaNeuHSoqKrBlyxa8/vrrOHr0KADg/vvvx9KlS2Omkwpt0e+///1vHDp0CBdddFGjvf0o+aWkNVwoeQ2k9cMPP0RhYSFmz54ddJ/X5iDjM4X3xHq73S51bIQQUBQFRqNRap1awX7lhIpOrQjkVwiBgrMF+LHoR6wrWod9Z/cFvDbZkoxpGdMws9dMTM+Yjnbx7aKulYk9VMYYraDSDmXQGU0NMviNBLwsmtGctvQBaUvoLS5a+HW5XMjPz4fD4cCWLVsCljGbzXjqqafw6KOPtuo9OC70uemmm4K+RskvJa3hQslrIK033HBDDJREF9ljZDAYYDKZYi0jarBfOaGiUyu8fuvd9dhWtk09kOWk9WTA8t2Tu6vLnSd2mwiLyRJ1rYycyD7GaAWVdiiDzmhqkMEvJTi5qGPcbjfsdjsSEhL4QyMReouLVn7feecdfPnll8jNzcXp06dRVVWFtLQ0DBw4EHPmzMHixYvRu3fvmOukAvuVF0paw4WSV0patUIIgbq6OiQnJ8daSlDq6uqwd+9ejBgxQmqdWsF+5YSKTi04YzuDHw7/gDX712CfbR+srsDLCYd3Go6ZvWZiVq9ZGNJhSMySSHqKDTUojDFaQaUdyqAzmhpk8EsJTi7qHF4VLyd6i0u4fs1mMxYuXIiFCxdqpCgwHJe2DSW/lLSGCyWvlLRqheyevUuaZNepFexXTqjobA1uxY3dZ3ZjQ8kGbCjeEHS5s8VoweTukzGr1yxc0PMCpCenR1lpYNpybNoCeokLlXYog85oapDBLyV4z8UQtPU9FxmGYRiGkR8Znym8+2E5HI4YK2EYJtqcsZ3BptJN2FC8AZtKNwU93bl9fHtc0PMCzOw1E+f1OA/JFp75wzQPHmMYJnLwnosMwzAMwzAMwzBMVPGdnZhdko388vygZVMNfVBVPgD26kFwufrBZsxARv/+nFhkGIZp4xhjLYCJHS6XC5WVlXC5XLGWwvigt7hQ8UtFp1awX3mhpDVcKHmlpFULunfvjg4dOqCysjLWUkJSWVmJlStXSq9TK9ivnFDR6Uu5rRyrDq3CQ1kPYcbyGbhp7U14fdfrjRKLqZZUXNTnIlzV637YDv4/lObfibqTF8Ft6webE1iRW4IrXsnGyrySGDkJDcXY6AEqY4xWUGmHMuiMpgYZ/FKCZy7qGKPRiMTERBiNnGOWCb3FhYpfKjq1gv3KCyWt4ULJKyWtWrB//36UlZUhMTEx1lJCkpiYiDFjxkivUyvYr5xQ0OmdnZhdko3skmzsLd8btOzQjkMxLWMapmVMw+guo1FYZsUVr2TDpQTebculCDywfCcGdU3F8B5pkbLQKijERo9QGWO0gko7lEFnNDXI4JcSvOdiCHjPRYZhGIZhYg0/UzAMEwnKbeXYWLoR2cXZ2HRiE6ocVQHLpVpSMaXHFEzPmI7zM85H16Sufq/fvzwPK3Kbnpl4zbieWLpgtCbaGYZhmNbBey4ymqMoivrLil5mWlBAb3Gh4peKTq1gv/JCSWu4UPJKSasW1NfX48yZM+jcuTPi4uJiLScoVHRqBfuVE1l0tmR24pAOQzC953RMy5iGUV1GwWK0BCynKAJrd5c16/3X7D6BF64dBaPR0Cr9kUCW2DD+6C0uVPzKoDOaGmTwS4m2//TLBEVRFFitViiKEmspjA96iwsVv1R0agX7lRdKWsOFkldKWrUgNTUVffr0gdVqjbWUkFitVmzbtk16nVrBfuUkljrLbeX48tCXeGj9z3sn/nPXPxslFlMtqfifPv+DZ857Bt9f9z0+veJT/HbcbzG+2/igiUUAsLvcsDndzdJic7phdzWvbLSg0ob0BpUxRiuotEMZdEZTgwx+KcHLokPQ1pdFCyEghIDBYIDBIM83iHpHb3Gh4peKTq1gv/JCSWu4UPIaSa0yPlPEx8cDAGw2m9QzNfU2o5T9ykk0dboVN/aU70F2STY2FG9Afnk+BAL/ujekw5Cf907sOjpkEjEYiiIw4slvmpVgTLSYsPfpi6WauUilDekNKmOMVlBphzLojKYGGfxGAl4WzWgOhV/W9Ije4kLFLxWdWsF+5YWS1nCh5JWSVi2R/WHbaDTqaikT+5WTSOs8az+LjSUbsaFkAzaXbkalozJguRRLCqb2mIppGdNwfo/z0S25W9jvbTQaMDczvVl7Ls7L7C5VYhGg04b0iuxjjFZQaYcy6IymBhn8UoKTizrG7XbDbrcjISEBJpMp1nKYc+gtLlT8UtGpFexXXihpDRdKXilp1QohBOrq6pCcnBxrKUGpq6tDQUEBhg4dKrVOrWC/cqK1Tt/ZidnFnr0TIzk7sSkWTeuPVXmlQU+LBgCz0YDbp/XT/L3DhUob0iMUxhitoNIOZdAZTQ0y+KUEJxd1jl72hqKG3uJCxS8VnVrBfuWFktZwoeSVklatkH13HSEEbDab9Dq1gv3KiRY6vbMTs0uysal0U1RnJzbF8B5pWLpgNB5YvjNggtFsNGDpgtEY3iMt4lpaCpU2pFf0Ehcq7VAGndHUIINfSvCeiyFo63suMgzDMAwjPzI+U3j3w3I4HDFWwjBtE7fixt7yverJznvO7Ak6O3Fwh8Hq7MQxXcdEZHZic8gvrcZb2UewZvcJ2JxuJFpMmJfZHbdP6ydlYpGRFx5jGCZy8J6LDMMwDMMwDMMwbZQKewU2lnpmJ24s2RhyduKU7lMwvef0qM1ObA7eGYwvXDsKdpcbCWaTdHssMgzDMJGBk4s6xuVyoba2FikpKTCbuSnIgt7iQsUvFZ1awX7lhZLWcKHklZJWLfjuu++wY8cOVFVVoV27drGWE5Sqqips2LAB06dPl1qnVrBfOQmmUxEK9p7Ziw0lG8jMTmwONTXVJOIC0GlDeoPKGKMVVNqhDDqjqUEGv5Ro+0+/TFCMRiMSEhJ0cwoXFfQWFyp+qejUCvYrL5S0hgslr5S0asHkyZORkZGBhISEWEsJSUJCAoYNGya9Tq1gv3Liq9N3duKmkk2ocFQEvCbZkoyp3c/tnZhxPtKT06OsuvVQiQtAS6ueoDLGaAWVdiiDzmhqkMEvJXjPxRDwnosMwzAMw8QafqZgGLq4FBf2lu/FppJNyC7Jxu4zu4POThzUYRCmZUzD9Izp0s9OZBiGYWjCey4ymqMoCtxuN0wmk25mWlBAb3Gh4peKTq1gv/JCSWu4UPJKSasWXHnllXA6nfjiiy9gscibAHE6naioqECHDh2k1qkV7Df2CCFwrPoYNp/YjC2lW7CtbBtqnDUByyZbkj17J2ZMJzc7MRQyxiUYlLTqCSpjjFZQaYcy6IymBhn8UqLtP/0yQVEUBXV1dVAUJdZSGB/0Fhcqfqno1Ar2Ky+UtIYLJa+UtGrB2rVr8e2336Kuri7WUkJSV1eHzZs3S69TK9hvbDhrP4u1R9biiY1P4OLPLsblX1yOJT8twQ9FPzRKLA7qMAi3jrwVb1/8NjZcvwHLZi3DNYOvaTOJRUCeuDQHSlr1BJUxRiuotEMZdEZTgwx+KcHLokPQ1pdFCyEghIDBYIDBwCe5yYLe4kLFLxWdWsF+tWfbtm148sknsWnTJjidTmRmZuL+++/HggULmry2pKQEn3zyCdasWYOCggKUlZWhY8eOOP/88/HQQw9h8uTJzdLw/PPP45FHHgEAbN68GVOmTAnLU6TxxqW0tBSffvppWP5bU4d2ux2PPvoocnJycPDgQZw9exbt27fHgAEDsGjRIvzyl79Uv8mOZBuS8ZkiPj4eAGCz2aSeqakoChwOB+Lj46XWqRXsNzrYXXbknsz1zE48sQUFZwuClu0Q3wGT0idhfJfxmNl7Jrqndo+azlhBqR1S0qonqIwxWkGlHcqgM5oaZPAbCSK1LJqTiyFo68lFhmEYJjqsW7cOF198MRISErBw4UKkpqbis88+w7Fjx/Diiy/igQceCHn9I488gueffx4DBgzAzJkz0aVLFxw4cABffPEFhBD48MMPcf3114e8x549ezBhwgSYzWb1m1jZk4tetPDfmnucOXMGvXr1wqRJkzB48GB06dIFFRUVWLt2LY4dO4aLLroIa9eujfgDp4zPFN5f/BwOR4yVMEzkcStuFJwtUJc67zi1A/VKfcCy8aZ4jOs6DlN7TMWU7lMwpOMQGA1t55dShokGPMYwTOTg5GIMaOvJRbfbrWbiTSZTrOUw59BbXKj4paJTK9ivdrhcLgwdOhTFxcXYsmULxowZAwCoqqrCpEmTcPToURQWFqJPnz5B77FixQp06tQJM2bM8NO6adMmzJkzBykpKThx4oT6MN4Qp9OJKVOmwGKxYNCgQXj//fdJJBe9XtesWYMuXbpgxowZfq9v2LChWf4B/zps7j0URYHL5UJcXJzfNS6XC//zP/+DH3/8EV999RUuvfTSiLYhGZ8p4uPjIYRAZWUlkpKSYi0nKFarFYWFhRg8eLDUOrWC/WpHcU2xmkz8qewnVDmqApYzwIChHYdiao+pmNpjKsZ2HYt4k39fxHGRF0pa9QSVMUYrqLRDGXRGU4MMfiNBpJKL/DWaznG73bGWwAQgUFxcLhcSExNhMBjw2GOPtfredrsdFosFBoMBzz77bDgyNYNKO4y0TpvNBrPZDIPBgCVLloR1Ly3iHO24aOm/IfX19Rg0aBAMBgM+/fTTgGUi5feHH37AoUOHcMMNN6iJRQBo164dHn30UdTX1+Pdd98NeY+rr77aLynm1Tp9+nTMmjULFRUV2L17d9Dr//SnP2Hv3r14++23ySWL3W43rrrqqkZJQaD5/oHGddicexiNxkaJRQAwm8246qqrAAAHDx700woAd911FwwGA2655ZamDRJH9v7b7XajqqpKep1awX5bT5WjCt8e/RbPbH4Gcz+bi7kr5uKZzc/g22PfNkosZqRk4JpB1+CFGS8g6/osLL98Oe4bfx+mdJ/SKLEIAE6XC6fKK+F0ucLWSQFK7ZCSVj2il7hQaYcy6IymBhn8UoJPi9YxJpMJqampsZahKa+99hruvPPORv9vMBiQmpqK9u3bY+jQoZg0aRJuuOEGDBs2LAYqQxMsLgUFBbDb7QDgl6BoKXv27IHr3MNtOPcJxbJly3DfffcBAD7//HNceeWVQctSaYfR0Lljxw518JowYUJY9/KN8+jRo1t8fSzioqX/hvz973/HwYMHMXLkSFxzzTWNXvf6jUQf8uOPPwIALrrookavXXzxxQCArKysZntpGBvvnn9mc+AhPTc3F3/605/wzDPPYPjw4c1+HxloTjtsyn9zaOk9FEXB119/DQAYOXIkAH+tDz/8MN588038+9//xr333ovx48e3WpvMeD8XMpOamhowqdxWYb/Np95dj7xTeersxL3leyEQeEFXalwqJqdP9sxO7D4VPVN7Nmtv1fzSaryZfRhrd5fB5nQj8cdNmJuZjkXT+mN4j7RW6aYApXZISaveoDDGaAWVdiiDzmhqkMEvJTi5yLQp8vLyAv6/EALV1dWorq7G8ePH8e233+LZZ5/FZZddhtdeew0ZGRnRFdoKfL2FkxTcuXOnJvcJhVZa9UZOTo76c6DkmtVqRVpaGtxuN5YsWYI//OEPQe/lG+fWJBdjQVP+W0tNTQ2ef/55AMBjjz0W8hfCSPQhBw4cAICAy1nT09ORkpKilmkpx48fx3//+190794dmZmZjV53OBy4+eabMWbMGDz00EOteg+Zacq/Vveor6/HkiVLIIRAeXk5vv/+exQUFODWW2/FnDlzGpXv3bs3brnlFrzxxht4/PHHsWbNmlZpk5lwZtAzTCxQhIIDFQew5cQWbC7djO0nt8PutgcsazaaMbbrWEzpPgVTu0/F8E7DYTK2bNb3yrwSPLB8J1zKzwlLm9ONFbklWJVXiqULRmP+GPmfPxkmFvAYwzD04OSijnG5XKirq0NycnJYMz5kwpsYaN++PTZs2KD+v6IoqKmpwfHjx7F582Z89NFHOHPmDL766iuMHz8eGzduxIABA2Kk2p9gcfF6S0lJCUur9z6dO3fWbH+FhngTW+3bt0ffvn1DlqXSDqOh895778W9994b9PXt27erM/smTpwY8l6+n4XevXu3WEss4tKU/9by6quvory8HL1798Z1110XsIzX744dOwBo24dUVXmW07Vr1y7g62lpaWqZ5uDVGhcXh5tuugkOhwPPP/98wOXOTzzxBA4cOIDt27eTWw4NhG6HTqezSf9N0dx71NfX4+mnn1b/bTAY8OCDD+K5554LqvWBBx7AG2+8gbVr12L79u1tbvbivffei02bNqGqqipo25aBqqoqbNq0Ceedd57UOrWC/fpTVleGzaWeE523nNiCs/azQe81uMNgTzKxx1SM6zoOSZbW76+VX1rdKLHoi0sReGD5TgzqmtomZzBSaoeUtOoJKmOMVlBphzLojKYGGfxSQt7f5JmIYzQa29Sx6oqiqPtljRo1Sl2q5sv555+PX/ziF1iyZAnuuusuvPfeezh58iTmz5+PnTt3SvHLd7C4eJNFo0aNatZSnGB47xOp2WxOpxP5+fkAPFqbgko7lEHn1q1bAXgSG03N7As3zjL41QK3241XXnkFAPCLX/wiqB+j0QiLxYI9e/YAkLsP8Wq9/fbbsX79etxxxx246aabGpXbvHkzXnzxRTz11FMBvVAgWDtUFAW/+tWvQvpvipbcIyUlBUIIKIqC0tJSfPnll3j00UexefNmrFmzBmlpaY20DhkyBOPGjUNubi5efvllvPPOOy3WKDPx8fEYMGBAyEN0ZICKTq3Qu9/a+lpsLduqzk48Wn006LVdk7piavepmNJjCqZ0n4LOiZ010/Vm9uGgiUUvLkXgrewjWLqAxuqClkCpHVLSqif0FhcqfmXQGU0NMvilBCcXdYzRaERCQkKsZWhGYWEhrFYrgKaX4qakpOBf//oXjh07hqysLOzduxcffvhhq35B1ZpgcfHOBgwnKSiEwK5duwBEbrlyfn4+6uvrm/0eVNqhDDq9ycWBAweiffv2Qcv5xjmc5GKs/WrBd999h6KiIgDAjTfeGLSc0WjE8ePHI9KHeL/pDDY7sbq6Gh06dGiOHZXf/OY3+Oijj/DLX/4Sr732WqPXXS4XbrnlFowaNQqPPPJIi+4tE4HaoaIouO222/Dhhx8G9d8Urb2H0WhEz549ceedd6Jz585YsGAB/vSnP+H5558PqPXGG29Ebm4uPvnkE7z88sttau+oDz/8EABw2223xVhJaBISEjB48OBYy4gaevNrijOhtl0t3ip4C1tKt2D3md1wi8Ab7ydbkjGx20RM6eFZ6tyvXb+wvqwNhqIIrN1d1qyya3afwAvXjoLRqL2OWEKpHVLSqieojDFaQaUdyqAzmhpk8EsJ2lNSmLAQQsDlckGI0N+sUsF3r7TmJFSMRqPffh4rVqwIWT47OxuLFi3CsGHDkJqaitTUVIwfPx7PP/+8mpAIxJ///GcYDAYYjUbU1NQELbdu3ToYDAYYDAZ8//33fnEpKSnBmTNnAPyc9Pj0009xySWXoFu3bkhMTMTIkSPx3HPPweFwBH2PI0eOoLq6GkDTdVRQUIAHHngAY8aMQfv27REfH49+/fph0aJF2L9/f9DrWrrXX7B22Nr69qIoCt5//31cdNFF6NKlC5KTkzFmzBi89NJLcLvdqK2tVev7xRdfDHgPq9WKzz77DHfeeScmTpyITp06wWKxIDU1FWPHjsVjjz2Gs2eDL7EqKChQ3+Ojjz6CEAIffPABLrroInTr1g1GoxEzZ85sVPY///mP3326dOkCg8GA5cuXA/Ds4ect6/3jmzgLFOdvv/0WCxYsQO/evREfH4+MjAwsXrwY5eXlAbXv27dPvbf3AW/58uVqm0tJScH48ePx3nvv+V3ncDjw5ptvYtq0aejcuTOSkpIwdepUrF69Omg9NeXfl1OnTuFPf/oTZs6cifT0dMTFxaFdu3aYNGkSnnnmmUZt01tngwYNCrknnxAC27dvV/+tZR/i3Wsx0L6KZWVlqK2tDbgfYyAURcGtt96Kd999F7/4xS/wzjvvBJyNWVtbiwMHDiAvLw9xcXF+bcV7MvXUqVNhMBjwxRdfNOu9taCl/UrD/qG5/kOhxT2Anw/o8R7YE6gv8x4eZLVasXLlyha/h8zceeeduPPOO9WDo2TF5XKhvLxcep1a0db9uhQXdp3ehbd2v4XF3y3G+R+dj1u+vgWv7XwNeafz/BKLJoMJY7uOxZ2j78R7c9/DhoUb8PKcl3HjsBvRv33/iCQWAcDucsPmbN7JojanG3ZX2zuFlFI7pKRVT1AZY7SCSjuUQWc0NcjglxSCCUpRUZEAIACIoqKiFl1bWFgo8vPzRWFhYYTUhY/T6RQVFRXC6XTGWoomPPzww2q8cnJymnWN3W4XcXFxAoBIT08PWKaqqkr88pe/VO8d6M/IkSNFSUlJwOuvv/56AUAMGjQopJalS5eq9zty5IhfXL766iv1tW+++UZccsklQbVccMEFwm63B3yPzz77TC23a9eugGUcDoe45557hNFoDPoeiYmJ4osvvgh4/X333aeW2759e0jPQjRuh+HWtxBCnDx5UkydOjXo9ZdddpnYtm2b+u/vvvsu4H1mzJgRUgcAkZGRIQ4fPhzw+v/85z9quR9++EFMnz690fX33HNPo7L79u1T71FSUtKkBgBiyZIl6jW+cV63bp249tprg143fPhwUVdX10j7Bx98oJZZv369uPjii4Pe47nnnhNCCFFQUCBGjRoVsIzBYAjaZkL59+Uvf/mLSExMDFkP559/vt81ffv2FQDETTfdFPS9hfC0w9/+9rcR6UO+/vprAUDceuutjV575513BADx9NNPN/lebrdb3HzzzQKAuOqqq4J+zoUQwmq1ittvvz3gn0GDBgkA4oorrhC333672LFjR7O8hkNr+xXf/sHX//XXXy9cLleLdWhxDy/5+fl+bS7YmJqeni4AiBtuuKHV7yXjM0VcXJwwm82ioqIi1lJCUlFRIb744gvpdWpFW/PrdDvFrlO7xFu73xK//u7XYtL7k8TId0YG/XP555eLJVuWiHXH14kaR01MNLvdihj62FrR5+Gvmvwz9LG1wu1WYqIzklBqh5S06gkqY4xWUGmHMuiMpgYZ/EaCcPJcoeDkYgjaenJRURThcrmEorSNhxpv8sNkMgmbzdbs6zIyMgQAYTabG9VFTU2NmDBhgtoO5s+fLz755BOxdetW8fnnn4sFCxaor02bNi3g/YcMGSIAiAULFoTU4U2o9erVq1Fcnn32WfV9JkyYIEwmk7jtttvEmjVrRE5OjvjXv/4l+vTpo5Z5/PHHA77HE088IQCI+Pj4gElll8slLr30UvU+l156qXjvvffEpk2bxHfffSeefPJJkZaWJgCIpKQkcezYsUb3mD17tlqfoZIfXnzboRb1XVNTI4YNG6YmtG644QaxatUqsX37dvHJJ5+IcePGCQBi1qxZ6r1Onz4dUFf79u3F+eefL5555hmxcuVKsWXLFrFp0ybx0Ucfiblz56rXz5s3L6CWP/zhD2qZESNG+OnJyckRn3/+udi4caNf2cTERL+Eh9VqFbt37xaffvqpeq+XXnpJ7N692++P76DnjTMAcd555wmLxSLuuOMOsXr1apGTkyM++ugjMXz4cLXMq6++2kj7I488or4+adIkER8fL37729+K77//XmzevFk89dRTwmKxqJrz8/NFt27dRKdOncSzzz4rsrOzxY8//ih+/etf+yWFgxHMv5dFixap9+nTp4949tlnxQ8//CByc3PF2rVrxcMPPyzS09PFvffeq17j24e/9NJLQd/bG++LLrpI8z5ECE/SqX///iI+Pt4vkVdZWSkGDx4s4uLixJEjR/yuOXjwoNi3b5+or68XQniSYrfccosAIK677jpht9tb3Xd777N58+ZWXd9SwulXvP2Dy+Xy89+cL8WaqsPm3GPv3r0Bk+91dXXqlzx/+tOf/LQ2jMsVV1yhfhHRWmR8poiLixNxcXFhJWijgcvlEtXV1dLr1Arqfp1up9h9erd4e/fbYvF3i8XkDyaHTCbO/HimuPfb+8SnBZ+JE7UnYi1f5b6PdzQruXj/x3mxlhoRKLVDSlr1BJUxRiuotEMZdEZTgwx+I0Gkkou856KOMRgMUhxgohXeZdFDhgxp0V5xcXFxADwHP7jdbr8TSa+//nrk5OTAbDbjvffewy9+8Qv1tYkTJ+LKK69Ex44d8dprryE7OxvffvutulQO8CyF8y6FHDt2bEgd3lNqR48e3Sguvku+8/Pz8d1332HWrFnq/40fPx6zZ8/G0KFDYbPZ8H//93946qmngh4KM2LEiIAnAD/44INYvXo1UlJS8Pnnn+PCCy/0e/3CCy/EFVdcgfPOOw9WqxX/93//hz//+c9+ZbzLoocOHdqszW9922G49Q0Aixcvxr59+2A2m/HZZ5/hiiuuUF8bN24c5s6di6FDh2LdunUAgB49eqBz58abuDudTuTm5qJfv36NXps6dSoWLlyI22+/HW+//Ta++eYb1NbWIiUlJWBdAMChQ4ewatUqXHbZZer/+Z4e6y2bmZnpF3/vknffNjBv3ryQJ4b7li0oKMCGDRswefJkv/edPn06BgwYAIfDgY0bN2Lx4sV+9/Du2Qh4lvNu2rQJ48aNU/9vypQpsNvt+POf/wybzYbzzjsP3bt3x3//+1/06NFDLTdjxgwUFxdj9erV2LNnDyorKwPuFxnMPwAsWbIEb775JgDg1ltvxWuvvaZ+br1ccsklePzxx1FcXKz+36ZNm9Sfm/r8GQwGVYOWfQgAmM1mvPnmm7j44otxwQUXYOHChUhNTcVnn32GY8eO4cUXX2x0qvqcOXNw7NgxHDlyBH379sUzzzyDd999FykpKRg8eLDfKcVerrzyyojtpRoO4fQr3v7hqaee8vP/7LPPNnqfhv6bqsPm3GP58uX461//imnTpqFv375IS0tDSUkJ1q5di/LyckyfPh333Xefn9aGjB8/HqtWrUJJSQlOnjyJbt26taYapUX25wiTydSm9rpsCmp+3YobBWcLsK1sG7ad3Ibck7moddYGLd85sTMmpk9Ez4RM7D3cGet3A0ecCr61mDA3swyLpiVJcfryomn9sSqvNOShLmajAbdPa/yM0Rag1A4padUjso8xWkGlHcqgM5oaZPBLCU4u6hhFUeBwONrEibBlZWU4efIkgJYfYFFRUQEAaN++vV9S4MMPP8SaNWsAAC+88IJfosuXRx99VD0M4Ouvv/ZLdu3atQuKogAIndyw2WwoKCgA4Dml1maz+cXFN0n1z3/+0y+x6KV3795YtGgRXn75ZZSXl2P//v0YNmyYXxnvfQIlIHJycvD3v/8dALBy5UrMnj07oNZx48Zh5syZ+Oabb/ySNwBQVFSk7uHX3CSHtx1+9tlnYdf3hg0b8MEHHwAAnnrqKb/Eopfk5GT89re/xe9///uQOuPi4vwSi4E+LwsWLMDbb78Nt9uN0tLSRhv++ib5/vGPf/glFhvS1OnO3tfT0tLQv3//oPcB/NvL8uXL/RKLXjIyMjBo0CDs2bMHtbWNf5Hz1f7GG2/4JRa9XHjhhWoSyG63Y/ny5X6JRS+zZ89W91ysqqoKmFwM5n/v3r144oknAACXXXYZ3nzzzaD9VXJyMoYMGaL+2zfR2LVr14DXeCktLdW8D/Fl1qxZyM7OxpNPPomPP/4YTqcTmZmZeP7553H99dc3+R5Hjx4F4NlL8U9/+lPAMn379o1octG7N2mHDh1w++23N+uacPsV7+fuyJEjAMLz35o6vOyyy1BaWopNmzZh8+bNqK2tRbt27TBq1CgsXLgQt912mxrzYGOqb9s7fPhwm0ouCiFgs9mQmJgYaylBsdlsOHToEAYMGCC1Tq2Q3a9bcaOgogA5ZTnYVrYN209uD5lM7JTQCZPSJ2FC+gRMTJ+Ivml9sWpnKR5YvhOuc89XgGfvwhW5JViVV4qlC0Zj/piMaNgJyvAeaVi6YPQ5nY0TjGajAUsXjJYiERoJZG+HvlDSqjcojDFaQaUdyqAzmhpk8EsJTi7qGCEEnE5noxlAFGnpYS5e6uvr1RNcG/7C95e//AWAJ9n329/+Nug9evXqheTkZNTV1eH48eNBdYVKLu7evRtut1t9P9+41NbW4tChQwCAyZMn45e//GXQ+/gmgMrKyvySi5WVlTh27BiAwHX0hz/8AUIIXHvttUETAF569+6t3tOXlh7mAvzcDr2Ji3Dq+5lnnlH1Pfzww0HvMWLEiBbrLC8vR2lpqXo4D+CJm5eGszTPnDmD0tJSAJ5Zl6FOu/MtGyw54m1Lo0aNCrkJvW+cr7zySsyZMydoWW9SsVOnTkH1XHTRReqhFA3x1fHb3/4WI0eODFhO+Bxw4T05Odj7NfT/0EMPwe12IzU1Ff/6179a9EXI6dOn1Z+bOo3ZO3MY0K4PacikSZOwdu3aZt3Xmwjz8s477+Cdd94B4JkhWVdXh+Tk5FZ9o+97r5bgTcgPGDCg2cnFcPsVb//w9ttvqwfRNJdQddhcJkyYgAkTJjSrbLAxtWPHjurPZWXNO0GWEk6nU+oHbqfTiVOnTqF3795S69QK2fy6FTf2V+zHtrJtyCnLwfaT21HjDH64XaeETpiYPhET0ydiQvoE9EvzP9E5v7Q6aMIOAFyKwAPLd2JQ19SYJ+7mj8nAoK6peCv7CFbvLoXdqSDBYsSlmT1w+7R+MdcXSWRrh6GgpFWPyD7GaAWVdiiDzmhqkMEvJTi5KAFHrrkWrnMnAbdVzJ07o99nn0bs/q1NLubm5qqJD9/ZXbt371YTZXfeeWeTJwqmpaWhrq4OFosloK4ePXqEnDnlm9gYO3Ys0tJ+fuD0nf145513htTh+x4NO0DfOmqYwCktLcV///tfAJ5TqJt7gmLDGWih3iMYJpMJx44dC7u+fT385je/CTqDDPBPcIXSuXr1arzzzjtYv349Tp06FbScxWJBRob/LAnfRGvDJccNaU5S1lumqeW9vjG45ZZbgpaz2WxqcrbhEmtfPQsXLgx6j8LCQvXnULPvDh8+DMCTZAm1JBrw919WVqYm437zm98EXL4eCt+TvJtKLvomirXoQyKJyWTy6yNkRYt+hYpXILhW37ZXV1cXTUkRxdt3yh6ftLS0JhPbbYlY+1WEgv1n96vLnLef3I6a+uDJxI4JHT3JxG6ehGK/dv1C9hVvZh8OudQY8CQY38o+gqULWjYLPRJ4ZzC+cO0o2F1uJJhNMBojc0q1TMS6HbYESlr1BJUxRiuotEMZdEZTgwx+KcHJRQlwnTkD17nleEzraG1yMTs7W/3Zd3mtdz8+AJg7d27Iewgh1GWRXbp0CairufstJiUlYeDAgQHvYTAYQi6rBfxnaqWnp/u95k3gGAyGRnXkXbLaUhompVqTXAS0qe+vv/5a/XnevHkh7+GbdArUXioqKnD99dfju+++Cy38HIMHD26UzPRNmF188cUhr/eNzahRoxq9XlJSgjPnvoBoql5933f69OlBy/kmrRu+p+89QtWlt1x6enrINu7dvzGQN9/7NPT/1VdfqYm7a6+9Nuj9g+G7b6LNZgu5Z4rWfQijXb9CHZvNpv7c8Asoyvz000+xlsBIgCIUHKg4gK1lW9VlztX11UHLd0zoiAndJqizE/u369/sLx4URWDt7ubN/l2z+wReuHaUNIk8o9GApDj+tYthmguPMQxDDx7lJMDcwtk4WqIoSlT2W4y0R29ioEuXLujevXuzr3v77bcBeGb5+SaAvMmQ1NRU9OnTJ+Q9Dh48CLvdDsA/8aMoijobqqmEUG5uLgDPYRZCCFRVVSElJQUmk0n11rdv30bLVxuydetWAJ4ZYr169fJ7zfc+DZem7tmzB4BnybF338Pm0DCZ6k0SBTskJRButxs5OTkAwqtvr7/4+HhkZmaGvIfXb1JSEgYNGuT3msvlwkUXXaRquvLKK7Fw4UKMGjUKaWlp6Nq1q5og6N69O8rKygIm1rx6MjIyGs1qDFa2f//+ARNgLUnaesv27t07ZHsJtWTf+1r37t1DxtGbFA+VWBRCqJ+nYOWC+fd+fiwWi9/hN83Ft32ePXu2WclFrfqQSOJ2u9UDhKK50bnT6QSAZicCtOhXYuW1NQTT6vtlRqCZu1Sprq7Gli1bMGXKFKlnllDRqRWR9utNJm4r2+ZZ6nwyJ2QysUN8B3W/xIndJmJA+wHN7kMaYne5YXO6m1XW5nTD7nJLk9DjdigvlLTqCb3FhYpfGXRGU4MMfikhx4ircyK5XDgUbeVAF98TmVsy42jlypXYt28fAOC2227zS8R4Z4n57pUVjG+//Vb9+YILLlB/PnjwIKxWa5O6qqqq1OTi6NGjYTAYEBcXpz58e5MeTe3npiiKOlPo4osvDnridKDklPcgi/T09KD75jWF796QLZm1aDAY1JmI4dS3dy+zhgnPQHhnJGZmZjZq+2+99ZaaWHzzzTfVveW8nxdvve7du1d9z0B+m7uM2bdsU/stWiyWJuMTKs6+eBODXbt2bXQIi1ePtz0GornJ8yNHjqC6ujpkuWD+vfXbrVu3Vv0y6tsWKioqgiauffuQYLMrAxGqD4kkDfuIaBFqq4FAaNGvxMprawim1du/AT/vK9kWqKysRHJysvSzMS0WC3r16iW9Tq3Q2q8iFBysPOiXTKxyVAUt3z6+vd/MxAHtB8Bo0OYZM8FsQqLF1KwEY6LFhASzPF9IcDuUF0pa9QSVMUYrqLRDGXRGU4MMfinByUUdYzQa28TGpL7LO5ubXDx16hR+/etfA/AsnXzwwQf9XvcmkBwOR8j7uN1u9eTiSZMm+S1p9p7+DMDvBNuG/Pvf/1YPcxk9erRfXNxutzr7p6Ym+J5FgGcJovcgj4Z77TmdTuTn5wMInODxLtvznvTcGnbt2qUuYW1JktdoNKoHIIRT395rvYmsYBQUFKjLsAPVxeeffw7As9TZ99CKhp+X119/Xf25YQKxvr5eTTo1leTzLdvUfovDhg0LeQBTU3H2xZtcbFjOV8/48eODfvGwf/9+NXkeKoHa1KFGofx7Z6h6Z8y1FN8ZrIWFhUHrxLcPaW5ivKk+JJJQ6bu16FeoeAWCa/XuTRofH99o2wvKeGd9N9Vvx5rExES/w83aOuH6VYSCQ5WH/JKJlY7KoOXbxbfzSyYObD9Qs2RiQ4xGA+ZmpmNFbkmTZedldpdmSTTA7VBmKGnVE1TGGK2g0g5l0BlNDTL4pQQnF3WMEAJutxsmk4nErJBgtHSvtBMnTuDSSy9VZ9W89NJL6Nu3r1+Zfv36AfDMnDp58mTQWYPLli1Tk38Nkwu++x82PEnYy8mTJ9UTjr36feNSWFio/oJ++PBhWK1WJCUlNbqP3W5XT3KdPHlyo+WZ+/btQ319vfoeDfEu2z18+DAOHDjQaKlwc2jtfotCCHVGWTj17T3Mprq6GkVFRY2WhQOe2Xb33HNPyCRoUVERgMYzIH3jsmvXLrz66qvqaw397tu3T02INTVz0bdssHrbv38/AGDo0KFN3ssb51AxcLvdQWcd+uoZNWoUhBAB+wffQ4hCvZfvcvVAg3Mo/94ZlSdPnsTx48dbPOtrwoQJSEhIgN1ux7Zt27BgwYKQGoHmzVxsTh8SSaj03Vr0K1S8AsG1btu2DYCnL2iL33y7XK4Wz2qNJi6XS12uLrNOrWipXyGEJ5l4cpt6onOFoyJo+bS4NL9k4qAOgyKWTAzEomn9sSqvNOShLmajAbdP6xc1Tc2B26G8UNKqR2QfY7SCSjuUQWc0NcjglxJ018IyYePdH8o7a44qzU0uCiHw4YcfYtKkSWpi5H//939xxx13NCp7ySWXqD8vW7Ys4P0++OADPPzwwwA8h15cd911fq8nJyerPwc6GKSkpASXXHKJmoT0HmbhGxdfbzabLaAWu92OG264Afv370d8fDz+8Y9/NCrTVOLvwgsvVH9evHixOmMsELW1tX6Jtea+RzDcbrff8ubW1veUKVPUn5977rmA73P33Xerp9cG0+ndj3LXrl1+J0R745KXl4dLL71UTYj17t270XLupmbrBSsbrP16Z2M2NYOvue+7f/9+NWndsA587zF48OCg/YO3XEpKSsjZWN5ZlyNGjAg4KIfyP2vWLPXnxx9/POh7OJ1Ov5OrvcTFxaknOHv3Iw2Er4ZQy3db0odEEip9txb9ChWvQGCtDodD3XO0LR74oygKamtrYy0jJLW1tcjKypJep1Y05debTPxPwX/wwI8PYObymbhq1VVY8tMSfHfsu0aJxdS4VMzqNQsPTXwIn17+KTYs3IC/z/47fjn8lxjScUhUE4vAz6cvm4PMSjQbDVi6YDSG95Brbyxuh/JCSaveoDDGaAWVdiiDzmhqkMEvJTj9qmNMJhOJTfKbwpsYMBqNfsuIFUVBRUUFTp48iY0bN2L16tXqnoAGgwFLlizBI488EvCeF154IaZOnYrNmzfjz3/+M86ePYvrr78e7dq1w+HDh/H+++9j1apVAIBx48bh448/bnSPqVOnwmg0QlEUPPTQQzh16hTOP/981NfXY/369XjjjTeQkJCAcePGITc3F/369UNqaiqEEI0Oc+nWrRvS0tLwxBNPoKqqCldffTVMJhO2b9+OZcuWqUuwly1bFvDgC2+Cp0OHDgH3nZs/fz5Gjx6NnTt34ocffsDYsWNx9913Y/z48YiPj0dVVRUKCgqQnZ2NlStXYsyYMbjzzjsDvofRaEROTo66j2QwunTpgjlz5sBkMuGyyy4Lu76vu+46/P73v0dFRQVeffVVOJ1O3HDDDUhJSUF+fj5eeeUV5OTkoHfv3jh+/DgMBkPAg1/mzZuHzZs3o6amBrNnz8Zjjz2GQYMG4fTp01i1ahXefvtt9OvXDx06dEBFRUXI/RbbtWunzoINhm9sgs3M69+/P44ePYqvvvoKr7zyCqZOnarOhu3Tp496UIn3Xu3btw85k8531mHDJKSv9hEjRgTtH7z3CLUvI9D0iemh/F999dUYOnQoCgoK8N5776GoqAiLFi3C4MGDAQBHjx7F+vXr8cknn+APf/iD+v++zJ8/H1lZWdi6dStqampCHpjjXQKuRR8SSaj03Vr0K1S8AoG1rl+/Xv1S4KqrroqVtIhhNBqRkpISaxkhSUlJwYwZM6TXqRUN/QohcKTqiGeZ87nZiWftZ4Nen2pJxfj08ZjYzTMzcXCHwTAZ5fr8zR+TgUFdU/FW9hGs2X0CNqcbiRYT5mV2x+3T+kmXWAS4HcoMJa16g8IYoxVU2qEMOqOpQQa/pBBMUIqKigQAAUAUFRW16NrCwkKRn58vCgsLI6SOEUIIt9stkpKS1Dg19cdgMIirrrpK5OTkNHnv48ePi8GDB4e838KFC0VFRUXQe9x1111Br83MzBR79+4Vw4cPFwDEVVdd1ej6iy66SAAQc+bMEZs3bxapqakB7xUfHy9ee+21oDpmz54tAIiZM2cGLXPs2DExcuTIZtXjfffdF1YcAIibb75Z8/r+7LPPhNlsDnit2WwWjz/+uLj77rsFADFy5MiA96ipqRGjR48OqmHKlCmisLBQGAwGAUA8+eSTQet7xowZQbU2LBsqNl9++aX6fg3/bN++vcXv++CDDwoAIikpSbjd7lZp79y5swAg7rrrrqBlzp49q+p8+eWXA5Zpyv/+/ftF//79m2xP69evD3j9mTNnRHx8vAAg3n333UavR7IPYcLrV9oCv/rVrwQAMWLEiLDuI+MzRVxcnIiLi4u1DKYBiqKIQ5WHxMcFH4sHf3xQzPjPDDHynZFB/0z9YKq4+793i3f2vCP2ntkrXG5XrC20CLdbEXUOp3C7lVhLYRhGQ3iMYZjIEU6eKxQ8c1HHtIXTogsLC9VDJRqSmpqKjh07omPHjhg1ahSmT5+O2bNnNzmTzEuvXr2Qk5ODZcuW4dNPP8XBgwdhNBqRkZGB8847D7fccgtmzJgR8h4vvfQSBgwYgDfeeAOHDh1CWloaRowYgRtvvFE9dMW7nNO7JNQ3Lt5ZXUOHDsWUKVOwZcsWPPPMM/jxxx9RVVWFnj174pJLLsF9992H/v37B9XR1GnEgGd5b05ODt59912sWLECeXl5OHv2LIxGIzp16oRBgwbhvPPOw2WXXYbzzjvP79pQcQiGdyab129GRkbY9X311Vdj/fr1ePbZZ7Fp0ybY7XZkZGTgwgsvxF133YXMzEy1nn2XYvuSkpKCDRs24Omnn8ann36K0tJStQ0tWLAAv/rVr7Bz505138ZQMxebszy8OWUvu+wyrF27FkuXLkVOTg4qKyshhGh0enRz39c76zDQadm+J0XbbLaA/UNxcbF6onqo9/LeK1S5pjQPHjwYeXl5eP311/H5558jPz8fNTU16NSpEzIyMjBlyhRcfvnljdqkl06dOuHqq6/GRx99hA8//BA333yz3+uR7EMiBaW+O5x+BaDltaFWu92OFStWAAB+85vfxFhdZBBCwGazSX3ojs1mw9GjR9G3b1+pdbYWp+JEQXkBck/lIu9UHnJP5uKsI/jMxBRLCsZ3G4+J6RMxIX0ChnYYKt3MxJbgcNhxjEB823o7bAglv5S06g0KY4xWUGmHMuiMpgYZ/FLCILy/ITONKC4uVg+FKCoqQs+ePZt97YEDB9QNaFuziX008O4PRWXJmV7QW1yi6TcvL09Nan7//feYPXt2s6/luNDlp59+wpQpU2AymXDo0KGAWwNQ8ktJa7hQ8tpQ6/vvv4+bbroJnTp1wtGjR8NaUiPjM0V8fDyEEDhz5gzS0uRbhuqluroaW7ZswZQpU6TW2Vxq6muw8/RO5J7MRd7pPOw+vRt2d/D9TJMtyZ5k4rllzkM6DoHZ2HbmFlCJLxWdWkHJLyWteoLKGKMVVNqhDDqjqUEGv5EgnDxXKDi5GIK2nlxkGD2hKAouvPBCrFu3DkOGDMG+ffukP32W0Y5rrrkGK1aswK9//Wu89tprsZbDtHEURcHIkSOxb98+/PnPf1YPo2otMj5TFBcXA4BmD6RMYE7UnkDuqVzsOLUDO07twIGKAxAI/ugu3Alw2/rAYB+IqRmT8LtpM5HZs2PQ8gzDMDLCYwzDRI5IJRfbzleXDMPomkOHDmHAgAEBX7Pb7fj1r3+NdevWAQBeeOEFTizqjCVLlmDVqlX417/+hccee4wfVpmI8sknn2Dfvn3o3bs37r333ljLiQj8GdIet+LGgcoDnkTiyR3IPZWLk9aTIa/pkdwDXSxDsG1/Ozjr+kJxdAXg2ULg+9NA1q4tWLpgNOaPyYiCA4ZhGG3gMYZh6MHJRR3jdrtRV1eH5ORk6Zeb6Qm9xUUrv9dddx3i4+OxcOFCjBkzBu3atUNFRQW2bNmC119/HUePHgUA3H///bj88stjppMKbc3vkCFD8Pbbb+PQoUM4fvx4o4dWSn4paQ0XSl59tbrdbjz55JOYPXt2m92jp7q6Gjk5OZgwYYLUS4Vk1ml1WrH7zG51VuLO0ztR56wLWt5oMGJIhyEY23UsxnYdizFdx+BsVRKueCUbLiXwbEaXIvDA8p0Y1DVVylOUw0Xm+PpCRadWUPJLSaue0FtcqPiVQWc0NcjglxJRTy7W1tZi6NChKCkpwYABA7B3717Ex8eHvObYsWP461//im+//RbHjx8H4Nkk/qKLLsL9998fcP8spmkMBgMsFgvP4JIMvcVFC78ulwv5+flwOBzYsmVLwDJmsxlPPfUUHn300ZjppERb9HvTTTcFfY2SX0paw4WSV1+tN9xwQ6zlRJx58+bBZrMhOzs71lJCYrFY0LVrV1gsllhLwWnraTWRuOPUDhScLYBbuIOWTzQnYlSXUWoycXSX0Ui2JPuV+cvqvKCJRS8uReCt7CNYumC0Jj5kQqb4hoKKTq2g5JeSVj1BZYzRCirtUAad0dQgg19KRH3PxYcffhh/+ctfAABfffUVLr300pDlV65ciRtvvBF1dYG/yU1JScEHH3yAK664QnOtvOciw9DA5XLh008/xZdffonc3FycPn0aVVVVSEtLw8CBAzFnzhwsXrwYvXv3jrVUhmGYFiPjM4X3i2GHwxFjJXKiCAVHqo74JROLaopCXtMlsQvGdB2DcV3HYWy3sRjSIfThK4oiMOLJb2BzBk9Qekm0mLD36YthNMqfqGcYhuExhmEiR5vYc3H//v3429/+BgC4/PLLm0ws7tmzBwsXLoTdbkdiYiLuuOMOXHDBBQCA9evX4/XXX0dtbS2uv/565OTkYMSIERH30JYQQkBRFBiNRhKzQvSC3uKihV+z2YyFCxdi4cKFGqv7GY5L24aSX0paw4WSV0patcTtdku9ZN3tdsNqtSIpKSmiOh1uB/LL85F70nP4St7pPFQ5qkJeM7D9QDWZOKbrGPRM6dmitmN3uZuVWAQAm9MNu8uNpLi2tSNStOIbLlR0agUlv5S06hHZxxitoNIOZdAZTQ0y+KVEVJ8w7rnnHjidTiQkJGDZsmVNln/mmWdgt9uRkJCAdevWYfLkyepr11xzDW644QbMnDkTdrsdzzzzDD7++OMIqm97uN1u1NbWIiUlBWZz23rYpIze4kLFLxWdWsF+5YWS1nCh5JWSVq1QFAU1NTVo3759rKUEpaamBllZWZgxY4amOivtlcg7nYfcU7nIO5WHPWf2wKk4g5aPM8ZhZOeRfvsltotvF5aGBLMJiRZTs2cuJpjb3i9GkYqv1lDRqRWU/FLSqjcojDFaQaUdyqAzmhpk8EuJqD39fvbZZ/juu+8AAA899BD69+8fsryiKPj6668BAHfeeadfYtHL5MmTsXjxYixbtgxff/21OmOAaR4mkwkpKSmchZcMvcWFil8qOrWC/coLJa3hQskrJa1aYTQakZKSEmsZIUlJScG0adPC0imEQHFNMXJP5apLnA9XHQ55Tfv49j8vce46FsM7DUecKa7VGgJhNBowNzMdK3JLmiw7L7N7m1wSrUV8owEVnVpByS8lrXqDwhijFVTaoQw6o6lBBr+UiEpy0Wq14v777wcA9O3bF4888kiT15w5cwY1NTUAgFmzZgUtN2vWLCxbtgzV1dU4e/YsOnfurI1oHWAwGHQzu4ISeosLFb9UdGoF+5UXSlrDhZJXSlq1RHbPZrMZnTp1atE1TsWJ/Wf3I/dkrmd24slclNvLQ17TO7W3OitxbLex6JfWLyrL4xdN649VeaUhD3UxGw24fVq/iGuJBa2JbyygolMrKPmlpFWPyD7GaAWVdiiDzmhqkMEvJaLyaV2yZIl6yvPf/vY3JCYmNnmN1WpVf05NTQ1azvdI8Lq6Ok4utgBFUVBfX4+4uDie8SkReosLFb9UdGoF+5UXSlrDhZJXSlq1Qgihbl8jK3a7HcePH0fv3r2D6qytr8XO0zvVWYm7z+yGzWULek+zwYxhnYb5LXHunBib58/hPdKwdMFoPLB8Z8AEo9lowNIFozG8R1qAq+nTnPjKABWdWkHJLyWteoPCGKMVVNqhDDqjqUEGv5SIeHLx4MGDePHFFwEAF198Ma688sqIvVeUD74mj6IocDgcMJvNuvlFiAJ6iwsVv1R0agX7lRdKWsOFkldKWrXgueeew+HDh+FwOKR+4HY4HDh06BC6deum6iyrK1MPXtlxagcOVB6AIpSg90ixpGB019EY22UsxnUbh5GdRyLR3PQX5dFi/pgMDOqaireyj2D17lLYnQoSLEZcmtkDt0/r12YTi0Dg+MoIFZ1aQckvJa16gsoYoxVU2qEMOqOpQQa/lDCICGfkLr30UqxZswZxcXHYvXs3Bg8e3Kzrjh49in79PEs41q1bh5kzZwYs9+OPP6rLpo8cOYK+ffs2W1txcXHI10+cOIFJkyYBaPkR3QcOHIDL5YLZbMagQYOafR3DMAzDMIwv/EzRepwuF/aW78e+s7uw47QnmVhWVxbymu7J3X9e4tx1LAa2HwiTkcZemooiYHe5kWA2tck9FhmGYRiGCY/i4mL06tULQMvzXKGI6Ffrq1atwpo1awAA999/f6PEYt++fWEwGPCrX/2qWfdbvnw5OnfujF69eiE7Oztsfb169Qr5x5tYBKDu/wgA1dXVsNk8y2XcbjcqKyvhdHpOCLTb7aiqqlLLCiHgdrvVn10uFxTF8+24oihwuVxqWbfb3WRZby64tWUBaFZWURS/sm63Wy3r1dTasi2tl0iVjXQdhiobbh1yfctV37GsQ+4juM1yfctf36Hqxfd7YN9nDofDgcrKSvW12tpa1NXVqfetrKxEfX09AKC+vh6VlZXqverq6lpUtra21k+Dw+EAADidTlRWVqr6rVar3zNTVVUV7Ha7X1lvXdhsNlRXV6tlq6ur1bIul6vJsg2fxVwuF8pt5fjm0Dd45L9/wox/X4+x/56Cm75eiCVbl2DtkbWNEosGGDCo3SAsHLIQf7ngL/j8ks/xxbwv8PwFz2PB4AXoZuwGxa1oUt/B6tBb1luHDctWVVU1u75raqphVFwwGg0tqkNvWW/ba259A42ffWtqatTtjRRFadRmfcv61qG3rLcOI1Xf4bTZUGVb22a9ddhU2WC/azRV39xHtKzNxrK+o9FHtLbNch/BfQT3EW2nj/DVqyURSy7a7Xb87ne/AwD07NkTjz32WNj3fO+991BeXo7i4mJ8/PHHYd+vJWzfvt3v5wMHDgDwNNKsrCw1QEVFRdi4caNa1u12q4EUQqC2tlZt4E6n0y/oNptN/TB4y3obeKCy3g8D4GmY3kbrcrlQW1urNkS73R6wrNvtRm1trV9Zh8Pht99lXV2d2sC95b2N1m63qx8G7329Xr1lvV4dDodf2bq6OrWsoih+Zevr6/3KWq3WkGV968VqtbaoDr1lvfq9Zb116CVYHQarb986rK2tbVSHoerbbrejpqZG1eut74Z12FR9++pvbX03bLORqG/fdhip+vatw+a270D1XVNToyYfmqpvr9dw6juWfYTD4fBrh229j3C73aipqeE+ooX1Hek+or6+HjU1NY3uq7c+wjfxmJWVhfJyz+EiJSUl2LBhg1p2586d2Ldvn1oPWVlZOH36NACgrKwMWVlZar3s2bMHe/bsUWOTlZWFsjJP4u306dPIyspSY7Vv3z7s3LlTfZ8NGzbg//2//4fFixejuLgYWVlZaj3t378fO3bsUMtu3LgRRUVFADwPt1lZWWrsDhw44Pd8tXnzZhw9ehSA5+E8KytLrbcjR45g69atatmtW7di/8H92H16N97Z9Q7uWnMX5n0+DzOXz8SD2Q9idcl/cFbJh8HogC9CsaCz0h+/HPBL/PPCf+L9ye/jdsvt+H9T/h/m9puLE4UnUFBQAMDTRrOysnDmzBkAnhUt69evV++1a9cu5OfnA/C0j6ysLJw6dQoAcPLkSWRlZamx27t3r1rfAPzq+8yZM371XVBQgLy8PL/69q62qaioQFZWlvoZLCwsRG5url99Z2VloaamRq1vb5s+dOgQcnJy1LJbtmxR67u2ttavvo8ePYotW7aoZXNycnDo0CEAnjbp++x7/PhxbNq0SS2bm5uLwsJCAJ62n5WVhYqKCgCe2RK+bTYvL0+tb2+b9da3t8162bNnD/bu3Qvg58/CsWPH/P72fo7y8/Oxa9cu9dr169fjxIkTfvXt7TMa1nd2dnbQ+g7UZo8dOwbA84tqVlaW+vk9fPiw2ma97Xn//v1+9e39Bfro0aPYvHmzet+W/K6xY8cO9b719fVS9BHr169X/ZWXl8esjzh82HOqe11dHbKystTEwrFjx9T69t7H+1kO1GZ9J7X4tlmKfcSmTZvUsxBk7iP++Mc/YvHixdi+fXtYfcTJkycBAKdOneI+Atr0EV5d4T5HlJSUAECr+givhkj3Ed57bN26Va3vttBH+H52tSRiy6KffvppPPXUUwCAjz/+GAsWLGhUpm/fvjh27BhuueUWvPPOO36vBVoW/cknn2Dx4sVITEzExx9/jPPPPz9qy6Lz8/MxbNgwAJ6OwWKxIDExUf2FNDk5GRaLBXa7HQ6HA2fOnEF9fT0MBgMGDhwIs9mszmI0Go0wGo1QFAWKoqinYHk7O5PJFLSsyWSCwWBodVnA01EYjUZ1k9y4uDiYzeaQZQPdV1EUCCHUsm63GwaDQb232+1uddmW1kukyjZVh5EoC3g6/vj4eLXO2nJ9h9sOtSrbVB06nU7U19cjISEBRqOxxfUdyzbbmvbtbYdxcXHqa225j/BthxaLhfsISfoILdoh9T7C5XLh4MGDEEIgLi4OnTp1Up85HA4HbDYb2rdvD8Dzy4jBYEBycjKEEKiqqkJSUhLi4uJQX18Pq9WKdu3awWAwqL/cNLesEAIpKSkAPN+Wd+vWDUIInD59GkIIpKWlwWg0wmq1wu12q4fxVVVVIT4+HgkJCXA6nairq0NqaipMJhNsNhucTqd6OF91dTXi4uKQkJCgJom9Za1WK4qqinDEfsRz+ErZDhRWFcKpeH75C4bibAe3rRfc1r5w2/pAsfeA2WjGisVTMKp3R/W5rV27dgA8v4yYTCYkJSVBURRUV1drVt8N6zAxMRHx8fFqWW8dNixbVVWFhIQExMfHq3UYrL5PnjyJ4uJiDBs2DHFxcX51GKi+vc+z3vpOSUmB2WwOWdb77Ost29I6tNvtalnfOvSW9dZhc+rbYDDgyJEj6NevH4QQzarvpuowVJsNVbZhm/WtQ6vVij179mDgwIHo2LFjwDqsr68PWd8Nf9eIRpttbR9RVlaGkpISDBs2DBaLpdX13ZI+orVt1mq1Yu/evejfvz86deoU0/qORh/R3DYb6z6ia9euEEKgpKQESUlJre4jWlPf3EcEr8OzZ8/ixIkTGDJkiPpFRLTru7y8XNVgMBgi2kdYLBYUFhaiR48eSElJQVJSUpvoIwoLCzFy5EgA2i6LjlhyMTExEXa7HbNmzcIPP/wQsExLk4uBCCe52BThrEUvKipSs+T9+vXjDUAZhmEYhmkxdrsdR44cAQCkpKSozyWxJj4+HgDU2RpaY3Vasbd8L3ae3oldp3dh1+ldKLeXh7wmwZSABNEbp06nexKKtt4QrnYBy14zrieWLhgdCekMwzBMmER6jGEYPROpPRcjdlq0d7nPBRdcEKm3kJrk5GQ1uVhdXS1lclEIASEEDAYDDAbe9FsW9BYXKn6p6NQK9isvlLSGCyWvkdLquz9QcnKyZvfVCkVRwj4dWxEKjlYd9SQSz3gSiQcrD4Y8wRkA+qb1RWbnTIzqMgqjuozCgHYDMebpH+BwukNeBwBrdp/AC9eOanOHniiK59Ty+Ph4XZxaTsUvFZ1aQckvJa16RIsxhgJU2qEMOqOpQQa/lIhYctHL008/jaeffjrSbwMAUv3ikZKSou7xUF5eDpPJhPbt26tLomTAuyeUd/ovIwd6iwsVv1R0agX7lRdKWsOFklettbrdng3DvfsiAVCXt8iCd7mPd3lPc6m0V6pJxF2nd2HPmT2ocdaEvCY1LvXnRGLnUcjsnIn2Cf7va613wdaMxCIA2Jxu2F1uJMXJ3a5aindPrxkzZrQ4LhSh4peKTq2g5JeSVr3R2jGGIlTaoQw6o6lBBr+UkPaJKikpSf3Z97Sghvh+o+9dPy8DcXFx6NKli7oB6qlTp3Dq1Cl1/yVZ8O6XxMiF3uJCxS8VnVrBfuWFktZwoeRVK62+e0566dKli7r3pCwYjcYmZ1M6FScKKwrVROKu07twvOZ46PsajBjUfpA6I3FUl1Hom9YXRkPoWQMJZhMSLaZmJRgTLSYkmOX5wlcrkpOTMXXqVClnuUYCKn6p6NQKSn4padUbzRlj2gpU2qEMOqOpQQa/lIhYcvGjjz5qssw999yjnpzTkM6dOyM1NRU1NTX44YcfcPnllwcst27dOgCexGKHDh1aLzgCdOrUCfX19X5HfTf8ZYFhGIZhGCYU7dq1Q6dOnWItIyDeA5C8lNWV/ZxIPLML+eX5cLhD75nVObEzRnX+OZE4otMIJFmSQl4TCKPRgLmZ6ViRW9Jk2XmZ3dvckmjAE4+uXbvGWkbUoOKXik6toOSXklY90nCMaatQaYcy6IymBhn8UiJiycWFCxc2WeaRRx4Jmlw0Go2YO3culi9fjn/+859YuHAhJk+e7Ffmp59+wmuvvQYAuPrqq8MXrTEGgwE9evRAx44dUVlZqZ58JAuKosBut6snWzJyoLe4UPFLRadWsF95oaQ1XCh51Vqr96TB9u3bS7lv85w5c2Ctq8aWoi3YV7VPTSaesp4KeV2cMQ7DOg1TE4mjO49GenK6Zqs6Fk3rj1V5pXApwc8rNBsNuH1aP03eTzYcDgeKi4vRs2dP9UCEtgwVv1R0agUlv5S06ok5c+aop/DqIS5U2qEMOqOpQQa/lJB2WTQAPP7441i1ahVsNhtmzZqFO+64Qz0gZv369Xj99ddht9uRnJyMhx9+OMZqg5OQkID09PRYy2hEVVUVNmzYgOnTp6tHpzOxR29xoeKXik6tYL/yQklruFDySklrqxECOJGHV7f+BSnXlqDU6MYdP9wR8pKeKT1/TiR2GY0hHYbAYorcTJThPdKwdMFoPLB8Z8AEo9lowNIFozG8hzxb6WiJ3W7Hvn370LlzZ138IkTFLxWdWkHJLyWteuKjjz7Chg0bYLfbdREXKu1QBp3R1CCDX0oYhBDBv9qNMH379sWxY8dwyy234J133glYZuXKlbjxxhtRV1cX8PV27drh/fffx2WXXaa5vkgd0c0wDMMwDEMClwM4sgHYvwbYvxaoKcWDXTrhm5TG+w8lW5IxsvNIjOrsSSRmdslEx4SOMRAN5JdW463sI1iz+wRsTjcSLSbMy+yO26f1a7OJRYZhGIZhmKaIVJ5L6pmLADB//nzs2bMHf/3rX/Htt9/i+PHjMJvN6NWrFy699FLcfffd6N27d6xlMgzDMAzDtA3qyoED33oSiod+AOpr/V4e5ajHqkojujkNMHQYiRPW0YCjN56ZfyGuGivHM5l3BuML146C3eVGgtnUJvdYZBiGaYvk5+cDAIYPHx5jJQzDNJeYbmB09OhRCCGCzlr00rdvX7z00ksoKCiA1WpFdXU19u7di7/85S+cWAyD2tpaZGdno7a2tunCTNTQW1yo+KWiUyvYr7xQ0houlLxS0hqQ8kPAppeBf80DXhwIfLEY2LfKL7HoEBb84B6D3RVX4eCTx5D97FEcP7EIzqqJcNq74fef7EF+aXUMTTTGaq1D7tYtsFoDr4Bpa5Bvhy2Eil8qOrWCkl9KWvXE2LFjMWbMGN3EhUo7lEFnNDXI4JcS0s9cZCKHwWBAYmKiZpuoM9qgt7hQ8UtFp1awX3mhpDVcKHmlpBUAoLiB4hxg/2rPcuczhYHLJXYEBl+Cf5UPwwsHM2CF53AZgdcaFXUpAm9lH8HSBaMjqbxFkItLmLBfOaGiUyso+aWkVY/oJS5U2qEMOqOpQQa/lIjpnouyw3suMgzDMAzTZqivAw6t8yQTC78GrGcCl+s0CBgyFxgyD+g1CQqMGPHkN7A53WqRYy9eCQDo8+AXfpcmWkzY+/TFvASZYRiGaTXewzMcDkeMlTBM20O3ey4ykUNRFLhcLpjNZhiNMV0hz/igt7hQ8UtFp1awX3mhpDVcKHmVVmtNmSeRWLAGOPwj4A7wi5rBCPSa/HNCsfMgv5ft9S6/xGIobE437C43kuLkeMSUNi4Rgv3KCRWdWkHJLyWtekRRFF3EhUo7lEFnNDXI4JcSXEM6prq6GmvXrkV1tVz7I+kdvcWFil8qOrWC/coLJa3hQsmrNFqFAE7uBda/ALwxG1g6BPjyt8CBb/wTi5ZkYNjlwJWvAg8eAG77Gjj/t40SiwCQYDYh0WJq1tsnWkxIMDevbDSQJi5Rgv3KCRWdWkHJLyWtekNRFN3EhUo7lEFnNDXI4JcScnytzMSEpKQkTJw4EUlJSbGWwvigt7hQ8UtFp1awX3mhpDVcKHmNqVa3Ezi2ybPcef8aoPJY4HIp6T/PTux3AWBJaNbtjUYD5mamY0VuSZNl52V2l2pJNKU2pAXsV06o6NQKSn4padUbRqNRN3Gh0g5l0BlNDTL4pQTvuRgC3nORYRiGYRgpsVcBB77zJBQPfAc4qgKX6zbSk0wcMhfoPgZo5bKe/NJqXPFKNlyK57Ex0J6LZqMBq+6ehuE90lr1HgzDMAwD8J6LDBNJeM9FRnMcDgfKysqQnp6uduBM7NFbXKj4paJTK9ivvFDSGi6UvEZFa8Uxz/6J+9cAR7MBxdW4jNEM9J3mSSgOvgTo0EeTtx7eIw1LF4zGA8t3wqUI9P7dJ36vm40GLF0wWrrEIqU2pAXsV06o6NQKSn4padUTp0+fRllZGRwOhy7iQqUdyqAzmhpk8EsJ3nNRx9hsNuTl5cFms8VaCuOD3uJCxS8VnVrBfuWFktZwoeS1zmrFT9vzUGe1andTRQFKcoEfngVePR/4+yhg7UOeg1l8E4vx7YCR1wLXvAU8dBi4eSUw+deaJRa9zB+TgVV3T8M143oiMTEeBrMFCRYjrhnXE6vunob5YzI0fT8toNSGtID9ygkVnVpByS8lrXpCURTs27dPN3Gh0g5l0BlNDTL4pQQviw4BL4tmGIZhGCYU+aXVeDP7MNbuLoPN6UaixYS5melYNK1/62bxOe3AkfWe2YmFXwM1JwKXa98bGHKpZ7lzn/MAkyU8Iy1EUQTsLjcSzCap9lhkGIZhGIZhgsPLohmGYRiGYSRiZV6JukzYi83pxorcEqzKK8XSBaObN5uvrtxzmnPBauDQOsBZF7hcxvifD2TpOhwwxC6pN3LkCABAfn5+zDQwDMMwbZPhw4cD4DGGYSjBy6J1TG1tLbZs2YLa2tpYS2F80FtcqPilolMr2K+8UNIaLjJ7zS+tbpRY9MWlCDywfCfyS6sD3+DMAWDj34G3LwFeHAh8cSdQ8JV/YtEUDwy6GLj878AD+4E7fgAu+D3QbURME4sAcOjQIRw8eFDK2PgicxuKBOxXTqjo1ApKfilp1RNUxhitoNIOZdAZTQ0y+KUEz1zUMQaDAUajEYYY/4LC+KO3uFDxS0WnVrBfeaGkNVxk9vpm9uGgiUUvLkXgrewjWLpgNKC4gaKtnuXO+9cA5QcDX5TU2XMQy5C5wIBZQFxyBNRrh4yx8UXmNhQJ2K+cUNGpFZT8UtKqR/QSFyrtUAad0dQgg19K8J6LIeA9FxmGYRiGaYiiCIx48hvYnO6Q5ZJgx4WWPfj7uBMwHPgWsJYHLth5sGep85B5QM8JgNEUAdXa4j010eFwxFgJwzAM09bgMYZhIgfvuchojhACiqJwNl4y9BYXKn6p6NQK9isvlLSGi6xe7S530MRiV1TgQlMuLjRux/nGvYg3g8M3GAABAABJREFUOIGdDQoZjEDvqZ7ZiYPnAp0HRl50hBBCSBWbhsjahiIF+5UTKjq1gpJfSlr1iOxjjFZQaYcy6IymBhn8UoL3XNQxVVVV+Oqrr1BVVRVrKYwPeosLFb9UdGoF+5UXSlrDRVavCWYTEi2e2YVGKBhtOIh7TSuwMu4xbE24C0ssb2G2Kc+TWPRiSQaGXQFc+Rrw+0PArWuA8+4hnVhUFEW62DRE1jYUKdivnFDRqRWU/FLSqjcojDFaQaUdyqAzmhpk8EsJnrmoY5KSkjBu3DgkJSXFWgrjg97iQsUvFZ1awX7lhZLWcElISMSwzDFISEiMtRQ/jDWleLLndqQUr8f5xj3oYAi80fcJ0RGHO16A8+fdBPSdBlgSoqw0shiNRunboZ4+LwD7lRUqOrWCkl9KWvUGhTFGK6i0Qxl0RlODDH4pwXsuhoD3XGQYhmGY6JNfWo03sw9j7e4y2JxuJFpMmJuZjkXT+mN4j7ToC3LagGMbgYM/AId+AE7vC1p0r9IH/1XG4zv3OBQY+mPV3dNjoznCfPbZZwCAa665JsZKGIZhmLYGjzEMEzl4z0VGc+rr63Hq1Cl07doVcXFxsZbDnENvcaHil4pOrWC/8kJJa2tYmVeCB5bv9DuJ2eZ0Y0VuCVbllWLpgtGYPyYjsiKEAE7tAw59Dxz8Hji2CXAH3lS+WiQhWxmJDUomstyjUYrOAACz0YClC0a3ycQiAFx++eU4deoU6uvrpW6Hbf3z0hD2KydUdGoFJb+UtOoJKmOMVlBphzLojKYGGfxSgvdc1DFWqxXbt2+H1WqNtRTGB73FhYpfKjq1gv3KCyWtLSW/tLpRYtEXlyLwwPKdyC+t1v7NrWeB3Z8CX9wF/HU48OpU4NvHgMPr/BOLBiPQcyIw42Hgtm9RfMdefJ/5Ij43/g9K0RkJFiOuGdcTq+6eFvkkaAyh0g6p6NQK9isnVHRqBSW/lLTqCb3FhYpfGXRGU4MMfinBy6JD0NaXRQsh4Ha7YTKZ+PQjidBbXKj4paJTK9ivvFDS2lLuX56HFbklTZa7ZlxPLF0wOrw3czuB4m2eZc4HvwdKdwAI8kiUlgEMmA0MnAP0mwEkdWx8O7eCOkc9kuPjYDK1/e9uH3zwQQgh8OKLL0rdDtvy5yUQ7FdOqOjUCkp+KWnVE1TGGK2g0g5l0BlNDTL4jQSRynNxcjEEbT25yDAMwzCyoCgCI578Bjanu8myiRYT9j59MYzGFj7onT3iSSYe+gE4sh5wBJkBaU4E+p4PDJjjSSh2Hgy0oYdKLYiPjwcAOByBl4szDMMwTGvhMYZhIkek8lxt/6t1Jih1dXXYtm0b6urqYi2F8UFvcaHil4pOrWC/8kJJa0uwu9zNSiwCnj0Y7a5mlHXUAvvXAqsfBF4aC7w0Blh9P1DwVePEYtcRwHn3ADd9ATx8FPjlZ8DU3wBdhjQrsdhW4xIKIYT0fvUWF/YrJ1R0agUlv5S06g0KY4xWUGmHMuiMpgYZ/FKCD3TRMUIIOJ1O8ORVudBbXKj4paJTK9ivvFDS2hISzCYkWkzNnrmYYDY1fkFRgLJd5w5i+QEo+glQnIFvktQJ6D/Ls9x5wGwgrXtY+ttqXJpCdr96iwv7lRMqOrWCkl9KWvWIXuJCpR3KoDOaGmTwSwleFh0CXhbNMAzDMNGjVXsu1pw8t9T5e+DQOsB6JvBFRjPQa/LPycTuYwAjL+BoLbxkjWEYhokUPMYwTOSIVJ6LZy4yDMMwDCMFi6b1x6q80qCnRQNAktGFe/uVAN9+6kkqntwT/IYd+nn2TBwwG+g7HUhIi4BqhmEYhmEYhtE3/JW9jqmsrMSqVatQWVkZaymMD3qLCxW/VHRqBfuVF0paW8rwHmlYumA0zH4HtQgMMJTgVtNa/CvuL9iV+Gv0Wf0LYNNLjROLcSnAkHnAvBeBe3cAv80DLl0KDL004onFthyXYCiKIr1fvcWF/coJFZ1aQckvJa16g8IYoxVU2qEMOqOpQQa/lOCZizomMTERo0aNQmJiYqylMD7oLS5U/FLRqRXsV14oaW0N88dkYFhSNXJ+XIX44k2YbNiDngafpc5+WzIagO6jz81OnAP0mgSYLNGWDKDtx6UhCxYsgM1mk96v3uLCfuWEik6toOSXklY9QWWM0Qoq7VAGndHUIINfSvCeiyHgPRcZhmEY2VAUAbvLjQSzCUZj06cYk6CqGDiaDRzd4Pm74mjwsinpnmXOA+cA/WcCyZ2jpZJhGIZhGIZhSMN7LjKa43Q6cebMGXTu3BkWS2xmejCN0VtcqPilolMr2K985JdW483sw1i7+wRsTgWJFiPmZnbHomn9MbwHsb0EW5BMFKY4iN5TYRx4oSep2G0EYJAvqUqhDWkJFb9UdGoF+5UTKjq1gpJfSlr1hN7iQsWvDDqjqUEGv5TgPRd1TF1dHbZu3Yq6urpYS2F80FtcqPilolMr2K9crMwrwRWvZGNFbglsTgUAYHMqWJHr+f+VeU2fsBxTqoqBnR8DK+8C/j4a+NsI4PNfAzveb5xYNMUBfaYBMx5B7TX/wVcj/w/V898Dzr8XSB8pZWIRkL8Nac23336Lt99+W3q/eosL+5UTKjq1gpJfSlr1BJUxRiuotEMZdEZTgwx+KcHLokPQ1pdFK4oCp9MJi8UCo5HzzLKgt7hQ8UtFp1awX3nIL63GFa9khzxB2Ww0YNXd0+SZwVhV0mBm4pHgZU1xQM9JQN9pnj89JwAWz942MselIZS0akF8fDwAwGazSe1Xb3Fhv3JCRadWUPJLSaueoDLGaAWVdiiDzmhqkMFvJOBl0YzmGI1GteNm5EFvcaHil4pOrWC/8vBm9uGQiUUAcCkCb2UfwdIFo6OkqgEaJRMbInNcGkJJq5bI/rCtt7iwXzmholMrKPmlpFWPyD7GaAWVdiiDzmhqkMEvJfTxaWUCYrVakZubC6vVGmspjA96iwsVv1R0agX7lQNFEVi7u6xZZdfsPgGliSSkZlSVALuWA6vuAV4aC/xtOPD5/wI7/t04sWiKA/qcD8x4GLjlS+CR48Ctq4FZfwD6TQ+aWATkjUsgKGnVCiGE9H71Fhf2KydUdGoFJb+UtOoNCmOMVlBphzLojKYGGfxSgmcu6hi32426ujq43e5YS2F80FtcqPilolMr2K8c2F1u2JzN02RzumF3uZEUF4GhvbrUf2bi2cPBy5rigJ4TfWYmTgyZQAyFrHEJBCWtWiK7X73Fhf3KCRWdWkHJLyWtekQvcaHSDmXQGU0NMvilBO+5GIK2vuciwzAMIzeKIjDiyW+alWBMtJiw9+mLYTRqcOBJdSlwdCNwdH1Uk4kMHbzLhBwOR4yVMAzDMG0NHmMYJnLwnosMwzAMozOMRgPmZqZjRW7Tp0HPy+ze+sSimkz0zkw8FEKUpXEyMS6pde/LMAzDMAzDMAx5eM9FHVNVVYXVq1ejqqoq1lIYH/QWFyp+qejUCr35raisxIpVq1FRWRlrKY1YNK0/zE0kDc1GA26f1q/5N60+Aez6BFh1L/DSOOCvw4AVi4DcdxsnFo0WoPd5wAUPATev8uyZeNtaYPb/A/rPiGhikVI7pKRVC1JSUpCQkCC9X73Fhf3KCRWdWkHJLyWteoLKGKMVVNqhDDqjqUEGv5TgmYs6Jj4+HkOGDOETkCRDb3Gh4peKTq3Qi9/80mq8mX0Ya3efgM0JJG7bjLmZ3bFoWn8M75EWa3kAgOE90rB0wWg8sHxnwFOjzUYDli4YHVpv9QngmM/MxPKDwctKNDORUjukpFULSkpKUFxcLL1fvcWF/coJFZ1aQckvJa16gsoYoxVU2qEMOqOpQQa/lOA9F0PAey4yDMO0XVbmlTSZsJs/JiMGygKTX1qNt7KPYM3uE7A53Ui0mDAvsztun9avcWKxxcnECT7JxEm8zJlhGIZhGIZh2iC85yKjOU6nExUVFejQoQMsFkus5TDn0FtcqPilolMr2rrf/NLqoIlFAHApAg8s34lBXVOlm8G4ZP4wlJ0pR3rnToiPj/O8WFPmf5pzG0kmUmqHlLRqARW/VHRqBfuVEyo6tYKSX0pa9YTe4kLFrww6o6lBBr+U4D0XdUxdXR02b96Murq6WEthfNBbXKj4paJTK9q63zezDwdNLHpxKQJvZR+JkqLmY7NZsW/zt3Dl/Qf48nfAyxOApUOAz24Htr/TOLFotAC9pwIX/B64eeW5PRO/BmY/BvSfKW1iEaDVDilp1YL09HQMHDhQer96iwv7lRMqOrWCkl9KWvUElTFGK6i0Qxl0RlODDH4pwcuiQ9DWl0W73W44HA7Ex8fDZDLFWg5zDr3FhYpfKjq1oi37VRSBEU9+A5vT3WTZRIsJe5++uPWnMGuBongShkU/AUU/QRzfAkP5geDljRYgY/zPMxN7TQLikqOnV0MotUNKWrXAu/+Q1WqV2q/e4sJ+5YSKTq2g5JeSVj1BZYzRCirtUAad0dQgg99IwMuiGc0xmUxISpJ3xope0VtcqPilolMr2rJfu8vdrMQiANicbthdbiTFRXG4rK8DSnLPJRO3AsVbAVuF+nKjNGcbSiY2hFI7pKRVS2R/2NZbXNivnFDRqRWU/FLSqkdkH2O0gko7lEFnNDXI4JcSnFzUMVarFQcOHMCgQYP4QyMReosLFb9UdGpFW/abYDYh0WJq9szFBHMEH2yFAKqKf04kFv0ElO0GRHBtwmiBtf1QxA2ZDcvAWW0qmdgQSu2QklatEELAarVK7VdvcWG/ckJFp1ZQ8ktJq96gMMZoBZV2KIPOaGqQwS8lOLmoY9xuNyoqKuB2N28GDxMd9BYXKn6p6NSKtuzXaDRgbmY6VuSWNFl2XmZ3bZdEu+o9ycNzS5xRtBWoKQ19TVJnoNdkTxKx12TUpg7A9l35GD9+PCypqdppkxBK7ZCSVi2R3a/e4sJ+5YSKTq2g5JeSVj2il7hQaYcy6IymBhn8UoL3XAxBW99zkWEYRq/kl1bjileyQx7qYjYasOruaeGdFl135ucZiUVbgdJcwGUPcYEB6DpcTSSi1ySgY3/AEMM9HxkmAN79sBwOR4yVMAzDMG0NHmMYJnLwnosMwzAMoxHDe6Rh6YLReGD5zoAJRrPRgKULRrcssagowOkC/yXOZw+FviYuFeg54edEYs8JQEK7FrphGIZhGIZhGIaJHcZYC2BiR1VVFb7++mtUVVXFWgrjg97iQsUvFZ1aoQe/88dkYNXd03DNuJ5IsHiGwwSLEdeM64lVd0/D/DEZoW9grwYOrQN+fB7499XA832BV6cCX/0O2Plh4MRih37AqIXApX8FFm8EHjkG3PwFMOsPwMA5zUos6iE2Xih5paRVC1asWIE//vGP0vvVW1zYr5xQ0akVlPxS0qonqIwxWkGlHcqgM5oaZPBLCZ65qGPi4+PRr18/ddo5Iwd6iwsVv1R0aoVe/HpnMP7xssE4cPgoBvXvi6SkxMYFhQAqjvovcT61FxBK8Jub4oEeY/2XOKd0DVuzXmID0PJKSasWzJkzBwMHDpTer97iwn7lhIpOraDkl5JWPUFljNEKKu1QBp3R1CCDX0rwnosh4D0XGYZhdIrTDpzY6X/wSt2p0NekdDuXSJziSSZ2HwWY+WGEYRiGYRiGYRg54D0XGc1xuVyorq5GWloazGZuCrKgt7hQ8UtFp1bU1ztx+mwlunRsj7g4S6zlRBxXRRFsBzYg+eweGIu3ASfyAHd98AsMRqDbiHMzEs/NSmzfJyoHr+ipLVLySkmrFtx8881wOp3497//LbVfvcWF/coJFZ1aQckvJa16gsoYoxVU2qEMOqOpQQa/lOA9F3VMbW0tNmzYgNra2lhLYXzQW1yo+KWiM1zyS6tx//I8jPrjf3H+sq0Y9cf/4v7lecgvrY61NO2oKwcO/BfI+gvw0S+AF4fA/PeRSF1zJ4xb/gEUb22cWIxvBwy8EJj1/4CbVwKPHAcWZwOXLgVGLQA69I3aic56aYsALa+UtGrBxx9/jE8//VR6v3qLC/uVEyo6tYKSX0pa9QSVMUYrqLRDGXRGU4MMfinBy6JD0NaXRbvdbtTV1SE5ORkmkynWcphz6C0uVPxS0RkOK/NKmjw9uclDTmTDXuVZ3lySC5TuAEpzgcrjTV/XaeDPMxJ7TQY6DwGMcnwfp4e26IWSV0patcC7/5DVapXar97iwn7lhIpOraDkl5JWPUFljNEKKu1QBp3R1CCD30gQqTwXJxdD0NaTiwzDMF7yS6txxSvZAROLXsxGA1bdPQ3De6RFUVkLqLcCZbs8SURvMrH8QNPXxbcDeowBMsZ5Eok9JwLJnSMul2Eo4/3Fz+FwxFgJwzAM09bgMYZhIkek8lxyTMNgYoLNZsPevXths9liLYXxQW9xoeKXis7W8mb24ZCJRQBwKQJvZR+JkqImcNV7Eojb3gJW3gX833nAcxnA2xcDXz8C7F4eOLFoSQJ6TwWm3AVc/SZwTy7w8FHYFnyMvd2vg633TOkTi229LfpCySslrVohhJDer97iwn7lhIpOraDkl5JWvUFhjNEKKu1QBp3R1CCDX0pwclHHOJ1OnDhxAk6nM9ZSGB/0FhcqfqnobA2KIrB2d1mzyq7ZfQJKE0lIzXG7gJN7gdx/A1/dD7w+05NIfGMWsPp+YMf7wKm9gFD8rzPFAT3GARMXAfP/Ady5GXikCLjta+CSJcCo64BOAwCjkVR8KWkNF0peKWnVEtn96i0u7FdOqOjUCkp+KWnVI3qJC5V2KIPOaGqQwS8leFl0CHhZNMMwesBa78LwJ75pdvn8Zy5GUlyETkxTFODsYc/eiN7lzWW7AKc19HUGE9B1GNBjrGd5c4+xQNcRgDkuMjoZRufwkjWGYRgmUvAYwzCRI1J5Lj5Pm2EYRuckmE1ItJhgc7qbLJtoMSHBrNGGxkJ4DlfxHrRSugMo3Qk4qpq40AB0HuRJIPY4l0hMzwTikrTRxTBMk9x7772xlsAwDMO0UXiMYRh68LJoHVNdXY3//ve/qK6ujrUUxge9xYWKXyo6W4PRaMDczPRmlZ2X2R1Go6F1b1RTBuxfC/zwJ+D9a4EXBgB/HwV8cguw8e/AkfWBE4vt+wAjrgL+5xnglq+AR44Dd28Drn4dmLIY6D057MQipfhS0houlLxS0qoFjz/+OC6++GLp/eotLuxXTqjo1ApKfilp1RNUxhitoNIOZdAZTQ0y+KUEz1zUMRaLBT169IDFYom1FMYHvcWFil8qOlvLomn9sSqvtMnTom+f1q95N7Se9VnavMPzd01p09eldv95NmLGuZmJSR2b6aL1UIovJa3hQskrJa1aQMUvFZ1awX7lhIpOraDkl5JWPaG3uFDxK4POaGqQwS8leM/FEPCeiwzD6ImVeSV4YPnOgAlGs9GApQtGY/6YjMYX2quBEzv990msPNb0GyZ2PLc/4rlkYo+xQFp3DZwwDBNpPvvsMwDANddcE2MlDMMwTFuDxxiGiRy85yKjOW63G7W1tUhJSYHJpNEeakzY6C0uVPxS0RkO88dkYFDXVLyVfQRrdp+AzelGosWEeZndcfu0fhjeIw1w2oCy3Z4EonevxDMHADTxPVV8GtB9tH8ysX1vwNDKJdYaQym+lLSGCyWvlLRqwQ033AAAsFqtUvvVW1zYr5xQ0akVlPxS0qonqIwxWkGlHcqgM5oaZPBLCd5zUcfU1NTgxx9/RE1NTaylMD7oLS5U/FLRGS7De6Rh6YLR2Hj/ZLw4wY4tv0zG0v7bMXzbo8Cr04AlGcBb/wN8/TCw6z/AmUI0SiyaE4FeU4DJdwJXvwHcnQM8fAz41VeefRNHXAl06CNNYhGgFV9KWsOFkldKWrVCURTp/eotLuxXTqjo1ApKfilp1RsUxhitoNIOZdAZTQ0y+KUEL4sOQVtfFu1yuVBTU4PU1FSYzTyJVRb0FhcqfqnobDW2CqBsD3DS80eU7QZO7YPBXR/6OqMFSB/ps0/iOKDzEMBEq44oxZeS1nCh5JWSVi2Ij48HANTV1UntV29xYb9yQkWnVlDyS0mrnqAyxmgFlXYog85oapDBbySIVJ6Lk4shaOvJRYZhdIjiBs4e9ixtPrnnXEJxL1Bd3PS1BiPQZdi5g1bOHbbSbQRgjo+8boZhpML7i5/D4YixEoZhGKatwWMMw0QO3nOR0Ry73Y6jR4+ib9++SEhIiLUc5hx6iwsVv1arDYWHjmDwgH5ISkqMtZzmYa/yJA7L9gAnd3v+PrUPcNmavFTAgPrU3jD3ngBTr4meZGL6KCAuKQrCow+VdgjQ0houlLxS0qoVQgjY7Xap/eotLuxXTqjo1ApKfilp1RsUxhitoNIOZdAZTQ0y+KVExJOLdXV1ePXVV/Hpp5+ioKAANpsNXbt2xbRp03DXXXdh2rRpIa8/duwY/vrXv+Lbb7/F8ePHAQC9e/fGRRddhPvvvx99+vSJtIU2S319PY4dO4YePXrwh0Ui9BYX2f3ml1bjzezDWLP7BOxOBQmWY5iX2R2LpvX3HHAiA4oCVBzxmYl47u+q4827Pj4N6DbSMwsxfSTQLRM1iT2xOScPU6dORVqaJD4jiOzt0BdKWsOFkldKWrWkvr5ear96iwv7lRMqOrWCkl9KWvWI7GOMVlBphzLojKYGGfxSIqLLog8fPoy5c+eisLAwaJlHHnkEzz33XMDXVq5ciRtvvBF1dXUBX09JScEHH3yAK664QhO9DeFl0Qyjb1bmleCB5TvhUhp3k2ajAUsXjMb8MRnRFeWoAU7m/zwT8eQez7+dgfvJRnTsfy6ROPJcInGkVKc2MwxDg+HDhwMA8vPzY6yEYRiGaWvwGMMwkYPcnov19fUYM2YM9u3bBwC44oorcPXVV6NDhw7Yt28fXn75ZZSUlAAAXn/9ddxxxx1+1+/ZswcTJ06E3W5HYmIi7rjjDlxwwQUAgPXr1+P1119Xp0nn5ORgxIgRmnvg5CLD6Jf80mpc8Up2wMSiF7PRgFV3T4vMDEYhgIqjnmXNJ/f8vEdixdHmXR+X4pmJqM5IzAS6DgfiU7TXyjAMwzAMwzAMw0gPueTim2++qSYM//CHP2DJkiV+r586dQqjRo3CyZMnkZ6ejuLiYphMJvX1BQsW4JNPPkFCQgJ+/PFHTJ482e/6n376CTNnzoTdbseCBQvw8ccfa+6hrScXq6ursX37dowfP14Xyx6poLe4yOr3/uV5WJFb0mS5a8b1xNIFo8N7s/q6c7MR9/gfslJf07zr2/fxJA99lza37wsYja2WJGtcIgUlv5S0hgslr5S0agEVv1R0agX7lRMqOrWCkl9KWvWE3uJCxa8MOqOpQQa/kYDcgS5ffvklAKBbt2548sknG73etWtXPPHEE7jrrrtQVlaGHTt2YMKECQAARVHw9ddfAwDuvPPORolFAJg8eTIWL16MZcuW4euvv4aiKDCG8Yu0HrFYLOjUqRMsFkuspTA+6C0uMvpVFIG1u8uaVXbN7hN44dpRMBqbsaxYCKCq6OfkoXdp89nDAJrxPY8lyTP70Luc2TsbMUH7wU7GuEQSSn4paQ0XSl4padUCRVGQmpoqvV+9xYX9ygkVnVpByS8lrXqCyhijFVTaoQw6o6lBBr+UiNjMxZEjR2Lv3r24+OKL1URhQ3JycjBx4kQAwCeffIJrr70WgGdWY7du3QAAq1atwuWXXx7w+lWrVmH+/PkAgNOnT6Nz586aemjrMxcZhgmMtd6F4U980+zy+c9cjKS4Bt/VOG3AqXyfROK5WYn2qubdtF1vnwNWziUSO/QFjKYmL2UYhok08fHxAACHwxFjJQzDMExbg8cYhokc5GYu/ve//4XL5UJycnLwNzebA/5stVrVn1NTU4Ne7zs1ta6uTvPkYlvH7XbDZrMhMTHRb0k6E1v0FhcZ/SaYTUi0mGBzupssm2gxIsFaBhzde25fxHOJxPKDgFCafjNzAtB12M8JRO/S5sT24RsJAxnjEkko+aWkNVwoeaWkVUvcbrfUfvUWF/YrJ1R0agUlv5S06hHZxxitoNIOZdAZTQ0y+KVExNYRp6eno2fPnujQoUPQMtu2bVN/HjZsWFjvF8FDr9ssNTU1+P7771FT08x93ZiooLe4yOjXaDRgbmZ6o/+PRz1GGI7gOtOPeML8Hj6yPIucuP+FcdkI4MMFwA9/BPauAM4UBk4spmUAgy4Gpt0PXPs2cNc24NFS4H9/BOa/Akz+NdD3/JgnFgE54xJJKPmlpDVcKHmlpFUrFEWR3q/e4sJ+5YSKTq2g5JeSVr1BYYzRCirtUAad0dQgg19KRGxZdFMIITBx4kRs374do0aNws6dO9XXjh49in79+gEA1q1bh5kzZwa8x48//ohZs2YBAI4cOYK+ffu2SENxcXHI10+cOIFJkyYBaJvLop1OJ6qqqtCuXTveR0Ai9BYXKf26HDi0Lw8vffwl+qMYgw3FGGQoQV9DGcyGZsxGNMUDXYcC3TL9lzYndYy8do2QMi4RhJJfSlrDhZJXSlq1wLtkrba2Vmq/eosL+5UTKjq1gpJfSlr1BJUxRiuotEMZdEZTgwx+I0GklkXH7ASUN954A9u3bwcA3HvvvU2WX758OTp37oxevXohOztbEw29evUK+cebWATgl62urq6GzWYD4JkqW1lZCafTCQCw2+2oqqryu867zFtRFL+yDocDlZWVatna2lrU1dUB8CRfKysrUV9fDwCor69HZWWlOkOzrq6uRWVra2vV96msrITD4YDFYkG7du1QV1cHRfEkTKxWq5/Xqqoq2O12AJ4PV2VlJdxuz1JRm82G6upqv3rxlnW5XE2WbViHLperyTqMZX0HqkPfst46bFi2qqpKLeutw1D17Xa70blzZxgMhmbXobe+vXWoVX0HqkPfsr516C3rrcPm1rfFYkFaWhrq6uqaVd/NqcNgbbZR2fKTcBzLAXZ9AuW7p1H/7wUQL40H/pSOAZ9dhL+bX8ZvzZ9jrmkbBhpLAycWU9Lh7j8bjom/Aa5+E/jNFlTfUwDbzd8AV/4D7km/RmWHUXBaUltV37HqIxRFUbeaaG19U+ojLBYLUlNT1TprTX1zH6F9HyGEQOfOnf3+3VR9a9pH+JRtqs3abDYkJyfDYrEErMOm6pvac4QvMvcRFosF8fHxap219ecIq9WKlJQUWCyWFtUh9xGR7SMsFgvi4uLUOmvrfURdXZ16GEc49c19RGSeI1pTh7HqIxwOR9i/a7S0vrmPCF6HdXV16gEnWuQjWlPfdXV16NChAywWS8T7CIvFgs6dO8Nut7epfISvXi2JSXIxJycHv/vd7wAAU6ZMwa233trkNe+99x7Ky8tRXFyMjz/+OMIKG+NNhHp/PnDgAABPI83KylIDVFRUhI0bN6pld+zYgf379wPwBD0rKwvl5eUAgJKSEmzYsEEtu3PnTuzbtw+A58OQlZWF06dPAwDKysqQlZWlNq49e/Zgz549ADwNMSsrC2VlntNtT58+jaysLPXDsW/fPr+ZoRs2bEBJSQnsdjt2796NrKwstRHv378fO3bsUMtu3LgRRUVFADyNMisrS/0QHjhwwK9eNm/ejKNHjwLwfKiysrLURn3kyBFs3bpVLbt161YcPnwYgKfxZ2VlqR/2Y8eOYfPmzQHr2+FwICsrCxUVFQA8WXffZHNeXh4KCgoAeD44WVlZOHPmDADPTNT169erZXft2oX8/HwAnk4iKysLp06dAgCcPHkSWVlZ6gd07969an0D8KvvM2fO+NV3QUEB8vLy/OrbO0u2oqICWVlZ6oe7sLAQubm5atlNmzbh8OHDOHDggBpHb+d06NAh5OTkqGW3bNmi1ndtba1ffR89ehRbtmxRy+bk5ODQoUMAPB22b5s9fvw4Nm3apJbNzc1FYWFh0Pr2bbO+9e1ts9769rZZL3v27MHevXsBeDrarKwsnDx5Ena7Hbt27UJWVpba+efn52PXrl3qtevXr8eJEyf86tvbSTes7+zs7Mb1XVsBnNiJ09//A2c/+R3w0S+Al8Yi7eUhiP/XHGDFIhg3/hVxh76B4WzgvRLtwoK9Sh98oVyAzzsvxqqMh1B5x3bgwf04MOk5/GieCYy6Dug6DNt37CTfRxw7dgwHDhxQ79vW+wi73Y6dO3dyHwG5+oji4mIcOHAAJSUlke0jztV3oDZ77NgxAJ6H0KysLPUh8PDhw35tdsuWLdi+fTvsdrta396H46NHjwZts1T7CCEEhBDS9xF2ux2bNm1S22Fbf47YuHEjduzYof6yw32Eh1j3EXa7HdnZ2ernvq33EevXr0deXh7sdjvKy8u5j4A8fcSmTZtw/Phxv/qWtY8QQiA3Nzfs3zUAz4Gx3Edo00ccOHAAdrtdk3wEgFb1EQUFBbDb7RHvI7zvsW3btjaVj/D97GqKiDJHjx4VPXr0EABEx44dxZEjRxqVOXLkiAAgAIh169YJIYRYvny56Nixo8jIyBDZ2dlCCCHWrVunlgt0n6YoKioK+Wfr1q3q/fPz89XrqqqqhNVqFUII4XK5REVFhaivrxdCCGGz2URlZaVatrq6WtTV1QkhhHC73X5l7Xa7qKioUMvW1NSI2tpaIYQQiqKIiooK4XA4hBBCOBwOUVFRIRRFEUIIUVtb26KyNTU16vtUVFQIu90uKisrxVdffSWKioqE2+0WQghRV1cnqqur1bKVlZXCZrMJIYSor68XFRUVwuVyCSGEsFqtoqqqyq9evGWdTmeTZRvWodPpbLIOY1nfgerQt6y3DhuWraysVMt66zBUfZ88eVKsXr1anDlzptl16K1vbx1qVd+B6tC3rG8dest667C59e3bDptT3yHr0FErqvevF46t7wrx7RPC/f51wvXXkUJ5sp0QT6Y164/yx25CvDZdOJffJmzfLRFi32ohzhwURcePic9WfiXOnotJwzpsqr6p9RGnTp3ya4dtvY/wbYetrW/uI7TvI06fPi1Wr14tTp8+3ez6bk4dBmuzoco21WZLSkrEV199JSorK3XRR8TFxQmz2Sx9H+H9bJeVlcW8vqPRRxQXF6vtsCV1yH1EZPsIbzs8efJk0DpsS31EUVGR2g7DqW/uIyLzHNGaOox2H+EdY0pLS8P+XaOl9c19RPA69P1sa5GPaE19+2qIdB9RWVkpVq9eLUpKStpUPmLPnj1qnsv3d59wieqei6dPn8a0adNQWFiIhIQEfPvtt5g+fXqjctHac7EpIrUWnWGYn1EUAbvLjQSzCUajoXkXOWqBM/uBUwXA6QLg9H7g9D6g8njz39iSBHQZAnQZeu7vYZ6/2/cGjHwaGMMwTCi837QPHz48xkoYhmGYtgaPMQwTOSKV5zJrcpdmUFNTg7lz56KwsBBmsxn/+c9/AiYWGYbRB/ml1Xgz+zDW7i6DzelGosWEuZnpWDStP4b3SPMUsld7Tl4+XQCc2ncuiVgAVBU1/43iUgInEdv1Aowx23aWYRiGNPwLH8MwDBMpeIxhGHpEJbnocDgwf/58bN++HQaDAW+99Rbmz5+v6XsYDM2c8cSo1NTUYMeOHRg7dixSU1NjLYc5hx7isjKvBA8s3wmX4pk4nQorBrmKYd75X2zZXYJO3avRzX4UqA59orsfcamepGHXoecSid4kYk9Ag/5BD3Hxhf3KCyWt4ULJKyWtWkDFLxWdWsF+5YSKTq2g5JeSVj2ht7hQ8SuDzmhqkMEvJSKeXHS73fjFL36BdevWAQCWLVuGm2++OeQ1SUlJ6s++JwU1xPe0n7S0tDCV6g+TyYTU1FSYTLwEVCbabFzcTqDyOI4X7sTe1d/jaeMJ9DedQD/jCaQbKvzLngpxn/h2DZKI52YjpvXQJIkYjDYblyCwX3mhpDVcKHmlpFULFixYgNraWnzzzTexlhISvcWF/coJFZ1aQckvJa16gsoYoxVU2qEMOqOpQQa/lIj4nouLFi3CW2+9BQB48skn8dRTTzV5jaIoaN++PWpqavC73/0Of/vb3wKWu++++7Bs2TKkpaVF5Dht3nORYVqIEEDtSaD8IHDmgOfv8kNA+QGg4iiguJp9K6sxBUkZI88lEof9nERMTY9oEpFhGIZpmvj4eABQT8hkGIZhGK3gMYZhIgfJPRcffvhhNbF47733NiuxCABGoxFz587F8uXL8c9//hMLFy7E5MmT/cr89NNPeO211wAAV199taa69YKiKKivr0dcXByMvPecNJCIi6PGJ3HYIJFYH3y2cSDOiDQcFt1xQOmJQtETB0QGDigZqLV0wt5bL2n+IS8RhkRcNIT9ygslreFCySslrVqiKIrUfvUWF/YrJ1R0agUlv5S06hHZxxitoNIOZdAZTQ0y+KVExJKLr732Gv7yl78AAEaMGIFLLrkEX3/9ddDyGRkZyMzMVP/9+OOPY9WqVbDZbJg1axbuuOMOXHDBBQCA9evX4/XXX4fdbkdycjIefvjhSNlo01RXVyMrKwszZsxA+/btYy2HOYc0cXE7gYpjnlmH5QfPJRHP/V1b1rJ7mROBTgPh6tAf/7fHgCNKdxwR3XFYpKMaKYGvcSqwu9xIiovauVMhkSYuUYL9ygslreFCySslrVqhKAqqq6ul9qu3uLBfOaGiUyso+aWkVW9QGGO0gko7lEFnNDXI4JcSEVsW/atf/Qrvvvtus8vfcssteOedd/z+b+XKlbjxxhtRV1cX8Jp27drh/fffx2WXXRaO1KC09WXRTqcT5eXl6NSpEywWS6zlMOeIalyEAGrKfk4eqknEc8uYhbv59zIYgfZ9gE4DPX86D/z559QegNEIRREY8eQ3sDmbvm+ixYS9T18szcxFvX1e2K+8UNIaLpS8UtKqBd4la7W1tVL71Vtc2K+cUNGpFZT8UtKqJ6iMMVpBpR3KoDOaGmTwGwlILosOl/nz52PPnj3461//im+//RbHjx+H2WxGr169cOmll+Luu+9G7969Yy2TLBaLBenp6bGWwTQgInGxV/svYy73XcZc27J7JXf5OWmoJhIHAR36Aub4kJcajQbMzUzHitySJt9mXmZ3aRKLgP4+L+xXXihpDRdKXilp1RLZH7b1Fhf2KydUdGoFJb+UtOoR2ccYraDSDmXQGU0NMvilRMQPdKFMW5+56HA4UFJSgoyMDPXbISb2tDournqg8pjP/oc+f2pPtkyEJQnoNOBc8nCQTyJxAJDYvmX3akB+aTWueCUbLiV412M2GrDq7mkY3kOeU+D19nlhv/JCSWu4UPJKSasWeD1WV1dL7VdvcWG/ckJFp1ZQ8ktJq56gMsZoBZV2KIPOaGqQwW8k0OXMRSay2Gw27N27Fx07dmxTHxbqhIyLEEDNicZ7IJYfbP0y5s6Dfk4cehOJaT0idiLz8B5pWLpgNB5YvjNggtFsNGDpgtFSJRYB/X1e2K+8UNIaLpS8UtKqBY8++iiOHDkCm80mtV+9xYX9ygkVnVpByS8lrXqCyhijFVTaoQw6o6lBBr+U4JmLIWjrMxcZibFXBT+N2Rl4D9KgJHdtvAdiJ+8y5riIyG8O+aXVeCv7CNbsPgGb041EiwnzMrvj9mn9pEssMgzDMAzDMAzDMAx1eOYiw7QlXA6gqtgz27DymOdU5srjP/9sPdOy+1mSfZYxn9sDsdMAoGP4y5gjhXcG4wvXjoLd5UaC2STVHosMwzAMwzAMwzAMwzQNJxd1TG1tLXbu3InRo0cjJSUl1nLaFoobqC5pnDT0/l1zAkALJw0bTECHPj57IA74eUlzaveILWOONFZrHYl2qLfPC/uVF0paw4WSV0patWDZsmUoLi7GU089JbVfvcWF/coJFZ1aQckvJa16gsoYoxVU2qEMOqOpQQa/lODkoo4xGAyIj4+HgWhSKqYIAdSe8kkaHvVPJFYVA4qrFTc2QElNR52lMxJ6ZsLSbdjPMxHb94npMuZIQaUdUtGpFexXXihpDRdKXilp1YKHH34YQgg8/fTTsZYSEr3Fhf3KCRWdWkHJLyWteoLKGKMVVNqhDDqjqUEGv5TgPRdDwHsu6hghAFuFJ1FYedx/1qH3/1z21t07qbNnBmL7Puf+7n3u575Au56AmTeLZRiGYeTGu7G5w+GIsRKGYRimrcFjDMNEDt5zkdEcIQRcLhfMZrM+s/GO2sZLln0TiY7q1t03vh3Q4VzCUE0gnvu7XS8gPvSUardbQa3dgZSEeJhMxtZpIASVdkhFp1awX3mhpDVcKHmlpFVLhBBS+9VbXNivnFDRqRWU/FLSqkdkH2O0gko7lEFnNDXI4JcSnFzUMVVVVcjKysKMGTPQvn37WMvRHpcDqCzyLFkONPvQWt66+5oTPbMNA84+7AMkdmjVbfNLq/Fm9mGs2X0CdqeCBIsR8zK7Y9G0/m369GQq7ZCKTq1gv/JCSWu4UPJKSatWKIqCqqoqqf3qLS7sV06o6NQKSn4padUbFMYYraDSDmXQGU0NMvilBC+LDkFbXxZdX1+P06dPo0uXLoiLI7iXn9+hKQFOXG7NoSkAYDR7Zhj6JRD7/pw8TO6i+eEpK/NK8MDynXApjfWajQYsXTAa88dkaPqeskClHVLRqRXsV14oaQ0XSl4padUC75K1mpoaqf3qLS7sV06o6NQKSn4padUTVMYYraDSDmXQGU0NMviNBJHKc3FyMQRtPbkoPUIAtSd9koZH/ROJ1SWtPjQFaT38lyz7JhLTegBGk9ZugpJfWo0rXskOmFj0YjYasOruaW16BiPDMAxDB94Pi2EYhokUPMYwTOTgPRcZzamvr0dZWRnS09Njk4n3PTQl0OzDcA5NSe7iv1TZ92/JDk15M/twyMQiALgUgbeyj2DpgtFRUhU9Yt4OmwkVnVrBfuWFktZwoeSVklYtmDRpEurr61FfXy+1X73Fhf3KCRWdWkHJLyWteoLKGKMVVNqhDDqjqUEGv5Tg5KKOsVqt2LFjB2bMmBG5D4ujNvSJy1ocmtKhb4NEYm8gLllTG5FCUQTW7i5rVtk1u0/ghWtHwWhsW5vJRqUdagAVnVrBfuWFktZwoeSVklYt+PLLL5GVlQWr1Sq1X73Fhf3KCRWdWkHJLyWteoLKGKMVVNqhDDqjqUEGv5TgZdEhaOvLooUQ6glcrT79yPfQlEAnLodzaErDg1J8k4etPDRFNqz1Lgx/4ptml89/5mIkxbWt7wQ0aYdRgIpOrWC/8kJJa7hQ8kpJqxZQ8UtFp1awXzmholMrKPmlpFVP6C0uVPzKoDOaGmTwGwl4WTSjOc36kLhdnr0Ng80+rDnRujf3HprScMlyBA9NkZEEswmJFhNsTneTZRMtJiSYo7cXZLSg0llT0akV7FdeKGkNF0peKWnVgpKSEgCQ/otXvcWF/coJFZ1aQckvJa16gsoYoxVU2qEMOqOpQQa/lODkoo6pq6vDnt27kdmvK5Icp32Shkd/TiSGdWhKRoMTl30OT4nyoSmyYjQaMDczHStyS5osOy+ze5tbEg2ca4d79mDkyJFITpZ3OTsVnVrBfuWFktZwoeSVklYtGDBgAIQQqKiokNqv3uLCfuWEik6toOSXklY9QWWM0Qoq7VAGndHUIINfSnByUa+s+T0SD36PiZVFMCr1rbtHcpfgJy636wWYeV+C5rBoWn+syitt8rTo26f1i6IqhmEYhmEYhmEYhmGYpuE9F0PQpvdc/M+NQMFXocsktPPZ87Bvg0RiLzKHplBgZV4JHli+M2CC0Ww0YOmC0Zg/JiMGyhiGYRimMfHx8QAAh8MRYyUMwzBMW4PHGIaJHLznIqMt7ftAqIem9IEh0OEpie1jrVI3zB+TgUFdU/FW9hGs2X0CNqcbiRYT5mV2x+3T+mF4j7RYS4wYVDbKpaJTK9ivvFDSGi6UvFLSqiVez7Kit7iwXzmholMrKPmlpFWPyD7GaAWVdiiDTj7QRV6MsRbAxIgLn0TVXfuwquejqLr0dWDeC8B59wDDrwC6j+bEYgwY3iMNSxeMxsb7J+Mvk1zYeP9kLF0wuk0nFgGgqqoKX375JaqqqmItJSRUdGoF+5UXSlrDhZJXSlq1QlEU6f3qLS7sV06o6NQKSn4padUbFMYYraDSDmXQGU0NMvilBM9c1CvmeCQlGzB27FgkJSXFWg3jQ0pyMqZMGIsUnWwam5SURKIdUtGpFexXXihpDRdKXilp1Qqj0Si9X73Fhf3KCRWdWkHJLyWteoPCGKMVVNqhDDqjqUEGv5TgPRdD0Kb3XGQYhmEYhmklvB8WwzAMEyl4jGGYyBGpPBcvi9Yx9fX1KCkpQX19K0+LZiKC3uJCxS8VnVrBfuWFktZwoeSVklYtOHz4MLZt2ya9X73Fhf3KCRWdWkHJLyWteoLKGKMVVNqhDDqjqUEGv5Tg5KKOsVqtyMnJgdVqjbUUxge9xYWKXyo6tYL9ygslreFCySslrVqQnJyMI0eOSO9Xb3Fhv3JCRadWUPJLSaueoDLGaAWVdiiDzmhqkMEvJXhZdAja+rJoIQRcLhfMZjOffiQReosLFb9UdGoF+5UXSlrDhZJXSlq1gIpfKjq1gv3KCRWdWkHJLyWtekJvcaHiVwad0dQgg99IEKk8Fx/oomMMBgMsFkusZTAN0FtcqPilolMr2K+8UNIaLpS8UtKqBVOmTAEA/PTTTzFWEhq9xYX9ygkVnVpByS8lrXqCyhijFVTaoQw6o6lBBr+U4GXROqaurg45OTmoq6uLtRTGB73FhYpfKjq1gv3KCyWt4ULJKyWtWpCXl4cdO3ZI71dvcWG/ckJFp1ZQ8ktJq56gMsZoBZV2KIPOaGqQwS8lOLmoY4QQcDgc4JXxcqG3uFDxS0WnVrBfeaGkNVwoeaWkVUtk96u3uLBfOaGiUyso+aWkVY/oJS5U2qEMOqOpQQa/lOA9F0PQ1vdcZBiGYRiGaQ3x8fEAAIfDEWMlDMMwTFuDxxiGiRyRynPxzEWGYRiGYRiGYRiGYRiGYVoFJxd1zNmKCnz6xZc4W1ERaymMD5WVlfjyyy9RWVkZaylRgYpfKjq1gv3KCyWt4ULJKyWtWqEoivR+9RYX9isnVHRqBSW/lLTqDQpjjFZQaYcy6IymBhn8UoJPi9Yh+aXVeDP7MNbuPgGb04jE7VswN7M7Fk3rj+E90mItT/ckJiZixIgRSExMjLWUqEDFLxWdWsF+5YWS1nCh5JWSVq0wGo3S+9VbXNivnFDRqRWU/FLSqjcojDFaQaUdyqAzmhpk8EsJ3nMxBG1xz8WVeSV4YPlOuJTGYTcbDVi6YDTmj8mIgTKGYRiGYajw9ttvAwBuu+22GCthGIZh2ho8xjBM5OA9F5mwyS+tDppYBACXIvDA8p3IL62OsjLGF6fTibKyMjidzlhLiQpU/FLRqRXsV14oaQ0XSl4padWCm266CfPmzZPer97iwn7lhIpOraDkl5JWPUFljNEKKu1QBp3R1CCDX0pwclFHvJl9OGhi0YtLEXgr+0iUFDGBqKurw08//YS6urpYS4kKVPxS0akV7FdeKGkNF0peKWnVAip+qejUCvYrJ1R0agUlv5S06gm9xYWKXxl0RlODDH4pwcuiQ9CWlkUrisCIJ7+BzelusmyixYS9T18Mo9EQBWVMQxRFQX19PeLi4mA0tv38PxW/VHRqBfuVF0paw4WSV0pateCZZ56B2+3Gk08+KbVfvcWF/coJFZ1aQckvJa16gsoYoxVU2qEMOqOpQQa/kSBSeS5OLoagLSUXrfUuDH/im2aXz3/mYiTF8Xk/DMMwDMM0Jj4+HgDgcDhirIRhGIZpa/AYwzCRg/dcZMIiwWxCosXUrLKJFhMSzM0ry2iP1WrFjh07YLVaYy0lKlDxS0WnVrBfeaGkNVwoeaWkVSuEENL71Vtc2K+cUNGpFZT8UtKqNyiMMVpBpR3KoDOaGmTwSwlOLuoEo9GAuZnpzSo7L7M7L4mOIW63GzU1NXC7m17C3hag4peKTq1gv/JCSWu4UPJKSauWyO5Xb3Fhv3JCRadWUPJLSase0UtcqLRDGXRGU4MMfinBy6JD0JaWRQOe06KveCU75KEuZqMBq+6ehuE90qKojGEYhmEYSvCSNYZhGCZS8BjDMJGDl0UzYTO8RxqWLhgNc5BZiWajAUsXjObEIsMwDMMwDMMwDMMwDNMsOLmoM+aPycCqu6fhmnE9kWDxhD/BYsQ143pi1d3TMH9MRowVMlVVVVizZg2qqqpiLSUqUPFLRadWsF95oaQ1XCh5paRVKxRFkd6v3uLCfuWEik6toOSXkla9QWGM0Qoq7VAGndHUIINfSvBxwDrEO4Pxj5cNxsGjxzGwb28kJSXGWhZzjvj4eAwaNEhdDtDWoeKXik6tYL/yQklruFDySkmrFlxyySWw2WzS+9VbXNivnFDRqRWU/FLSqieojDFaQaUdyqAzmhpk8EsJ3nMxBG1tz0WGYRiGYRiGYRiGYRhGn/Cei4zmOJ1OnDlzBk6nM9ZSGB/0Fhcqfqno1Ar2Ky+UtIYLJa+UtGoBFb9UdGoF+5UTKjq1gpJfSlr1hN7iQsWvDDqjqUEGv5Tg5KKOqaurw8aNG1FXVxdrKYwPeosLFb9UdGoF+5UXSlrDhZJXSlq1YPPmzfj3v/8tvV+9xYX9ygkVnVpByS8lrXqCyhijFVTaoQw6o6lBBr+U4GXRIWjry6LdbjdsNhsSExNhMpliLYc5h97iQsUvFZ1awX7lhZLWcKHklZJWLfDuP2S1WqX2q7e4sF85oaJTKyj5paRVT1AZY7SCSjuUQWc0NcjgNxJEKs/FycUQtPXkIsMwDMMwTGvw/uLncDhirIRhGIZpa/AYwzCRg/dcZDTHZrNh165dsNlssZbC+KC3uFDxS0WnVrBfeaGkNVwoeaWkVSuEENL71Vtc2K+cUNGpFZT8UtKqNyiMMVpBpR3KoDOaGmTwSwlOLuoYp9OJ8vJy3qBUMvQWFyp+qejUCvYrL5S0hgslr5S0aonsfvUWF/YrJ1R0agUlv5S06hG9xIVKO5RBZzQ1yOCXErwsOgS8LJphGIZhGKYxvGSNYRiGiRQ8xjBM5IhUnsusyV3aKC6XS/35xIkTMVTCMAzDMAwjD97vpouLi2OshGEYhmlr8BjDMJHDN7flm/MKF04uhuD06dPqz5MmTYqhEoZhGIZhGPnwfvPNMAzDMFrDYwzDRJbTp0+jb9++mtyL91xkGIZhGIZhGIZhGIZhGKZV8J6LIbDb7di9ezcAoEuXLjCb285EzxMnTqizMbdu3Yru3bvHWBED6C8uVPxS0akV7Fdev5S0hgslr5S0agEVv1R0agX7ldMvFZ1aQckvJa16Qm9xoeJXBp3R1CCD30jhcrnUVbqZmZlISEjQ5L5tJ1sWARISEjBx4sRYy4g43bt358NqJERvcaHil4pOrWC/8kJJa7hQ8kpJqxZQ8UtFp1awXzmholMrKPmlpFVP6C0uVPzKoDOaGmTwqzX/n73zDo+i6v74d3eTTS+QQAIpFKWD9KZIEV+QIiA2BCkqIDZQURFfFOyK+ErxJxYQpAsogigKCoSqmNATQqghCYSWnmzK7t7fH2HG3WT7zmbnZs7nefI8m507d77nnjN3Z8/eItVUaFNoWjRBEARBEARBEARBEARBEC5ByUWCIAiCIAiCIAiCIAiCIFyCkosEQRAEQRAEQRAEQRAEQbgEJRcJgiAIgiAIgiAIgiAIgnAJSi4SBEEQBEEQBEEQBEEQBOESlFwkCIIgCIIgCIIgCIIgCMIlKLlIEARBEARBEARBEARBEIRLqBhjzNsiCIIgCIIgCIIgCIIgCILgDxq5SBAEQRAEQRAEQRAEQRCES1BykSAIgiAIgiAIgiAIgiAIl6DkIkEQBEEQBEEQBEEQBEEQLkHJRYIgCIIgCIIgCIIgCIIgXIKSiwRBEARBEARBEARBEARBuAQlFwmCIAiCIAiCIAiCIAiCcAlKLhIEQRAEQRAEQRAEQRAE4RKUXCQIgiAIgiAIgiAIgiAIwiUouUgQBEEQBEEQBEEQBEEQhEtQcpEgCIIgCIIgCIIgCIIgCJeg5CJBEARBEARBEARBEARBEC5ByUWCIAiCIAiCIAiCIAiCIFyCkosEQRAEQRAEQRAEQRAEQbgEJRcJgiAIgiAIgiAIgiAIgnAJSi4SBEEQBEEQBEEQBEEQBOESlFwkCIIgCIJLGjduDJVKZfUvKCgIt99+O8aPH4/du3d7Wy5BEARBEARB1EoouUgQBEEQRK2kpKQE586dw4oVK9CvXz889NBDKCws9LYswgUuXrwoJo0bN27sbTkEQRAEQRCECT7eFkAQBEEQBOEuvXv3RkBAgNl7RUVFOHbsGIqKigAAP/zwA3JycrB9+3b4+NAjEEEQBEEQBEFIAT1ZEwRBEATBPd99953FEW06nQ7vv/8+3n//fQDArl27sHDhQrz88ss1rJAgCIIgCIIgaic0LZogCIIgiFpLQEAA3nvvPUyfPl1879NPP/WiIoIgCIIgCIKoXVBykSAIgiCIWs9///tfcSr05cuXkZyc7GVFBEEQBEEQBFE7oOQiQRAEQRC1njp16qBVq1bi/+fPn7daVq/XY82aNXjggQfQuHFjBAQEwN/fH7GxsRg6dCi+/fZblJWV2b3m7t27xU1I+vbtC6AysfnMM8+gSZMm0Gq1qFOnDu68804sWLDAoTql0ifoeuWVV3DlyhU88MADCAsLQ4sWLbBu3Tqx3Icffoj4+HgEBQVhwIABDidl9+/fjyeeeALNmjVDUFAQQkND0bJlS0yYMAE7d+60ee7y5cur7fzdpEkT8Xh6errNXcKXL1/uUX0CnvKvQEFBAcaMGYO6desiIiICjz/+uFc2JKpTpw5UKhXGjBlT7diTTz4ptoHp6GCBSZMmQaVSoXnz5jUhlSAIgiAIb8EIgiAIgiA4pFGjRgwAA8AuXLhgt/ydd94pll+9erXFMmfPnmV33HGHWM7aX5s2bdiZM2dsXm/Xrl1i+T59+rDTp0+zevXqWa2zc+fO7Pr16zbrlEqfUO7ll19mPXv2NDtXpVKxbdu2sS+++KJavRERESwzM9NqvSUlJWzs2LF29T300EMsJyfHYh3Lli2ze76tv2XLlnlUn4An/GvKjBkzqtUxc+ZMh8+Xiu7duzMArFu3btWOdenSRdQ2YMCAasd79+7NALDhw4fXgFKCIAiCILwFbehCEARBEIQiuHLlivi6bt261Y7fvHkTffv2RWZmpvhefHw84uLiYDQacfHiRbGO5ORkDBw4EEePHkVISIhD13/22Wdx/fp1xMTEoFmzZrh58ybOnj0LnU4HAEhKSsJTTz2FzZs3WzzfE/oOHz6Mf/75B927d0dmZiaysrLAGMPbb7+NwsJCxMXFoWHDhkhKSoJer8fNmzfx4Ycf4vPPP69WF2MMo0aNwpYtW8T36tati9tuuw0qlQpnz55FTk4OAGDjxo24ceMGduzYUW3n7piYGAwcONDsPZ1Ohz179gAA/P390adPH6s2xcTEWHxfKn3WcNe/VTlx4kS1944dO+bQuVLSqlUr/P333zh79qzZ+0ajESkpKQgJCUFhYSFOnjxZ7dwzZ84AAFq3bl0jWgmCIAiC8BJeTm4SBEEQBEG4hDMjF0+ePGk2AiwrK6tamVdeeUU83q1bN3bkyJFqZX799Vez0Wnvvfee1Wuajmxr06YNCw0NZT/88INZmfz8fDZlyhQzbYcPH7ZYn5T6hOO+vr7szz//ZIwxVlpayvr06SMe+89//sPKysoYY4xt27ZNfL9p06YW61yxYoVYpn79+mz16tXMaDSKx41GI1u9erWZvnnz5lltP1MuXLggntOoUSOHzvG0Pqn9WxW5jFz86KOPxOvn5uaK76elpYm2R0REMABmoz0LCwvF81atWlXjugmCIAiCqDlozUWCIAiCIGo15eXleP7558X/u3btioYNG1Yrl5SUhKioKERFReHbb79Fhw4dqpUZNGgQFi1aJP6/adMmhzQkJydj0aJFGDlypNn7oaGh+OKLL9C9e3fxvZ9//tliHZ7Q17x5c9xzzz0AAD8/Pzz77LPiscmTJ0Or1QIA7rvvPnHNyoyMDIt1zZ8/X3z9/fffY/To0VCpVOJ7KpUKo0ePxvr168X3Fi9eDMaYTY1S4Ul9Uvi3Km+88QZGjx6NOnXqoE6dOhgzZgxmzpzp0LlSYrpWqTASEfh3ZGXTpk3RqFEjADAbvZiWlia+ppGLBEEQBFG7oeQiQRAEQRC1kqKiIuzYsQN9+vTB7t27xffffvtti+V37tyJ7OxsZGdno02bNlbrFZJxgHmyxRYhISEYPXq0xWNVN8uwNL3UU/oiIyPN/q9fv77dYxUVFdXqyc3NxZEjRwAATZo0ETc4sUTfvn3RuHFjAMC5c+dw9epVmxqlwNP6pPBvVUJDQ7F69Wrk5OQgJycHq1atcngKvpS0bNlSfG06NVpILjZv3lzccMfUNiH21Gq1WR0EQRAEQdQ+aM1FgiAIgiC4x3Q3YVv897//xaBBg9y6Vr169cTXBQUFDp3TsmVLm2v33XbbbeLr3Nxc18XBNX3ukp6eLo7wi42NtVs+Li4OFy9eBFA5EjI6OtqT8jyuryb9W9M0bdoUWq0W5eXlOHfunPi+kEhs2bKlOMLV0sjFJk2aICAgoAYVEwRBEARR01BykSAIgiCIWk9ERAQ+/PBDTJo0yW7ZzMxMrFmzBikpKbh27RqMRqPb1w8MDHT4uKWRgZ7W5y6mScyTJ0/ivvvus1neNAlVXFzsMV0CntYnpX/lho+PD26//XakpKRYHLnYpk0b+Pv7A7CcXKQp0QRBEARR+6HkIkEQBEEQ3NO7d+9qo6MCAwPRoEED9OrVC/fffz+Cg4Nt1mE0GvHee+/hnXfegcFg8KTcarRq1QorV64EAERFRVks40199jBNcObm5uL333/3oprqeFufI/6VMy1btjRLLpaWloqvW7duLY5cTE5OFs+hnaIJgiAIQjlQcpEgCIIgCO757rvvxHXyXGXmzJmYO3euNIKcJCoqCo8//rjNMt7UR7iHI/6VM8KmLkJCMSUlBQaDAbGxsQgLC0PLli2hUqlw8+ZNXLlyBQ0aNBCTi7bWByUIgiAIonZAG7oQBEEQBKF4UlJSzBJ3Dz30EI4cOYLS0lIwxqr9kT7r9OnTx6Ima3+2NldRoj45ImzIcvXqVRQVFZlNiQaAoKAgxMfHA6icGn3jxg3k5OQAoJGLBEEQBKEEaOQiQRAEQRCKZ8WKFeLrAQMGYMOGDV5UUx2561Or5f17tdz1yR1h5CJQOXpRWFvRdFRiq1atkJ6ejuTkZHEJApVKZXYuQRAEQRC1E3rSIgiCIAhC8Zw+fVp8PXbsWJtlvbHeodz1hYaGiq8LCwtr/Pr2kLs+udOiRQuoVCoAwLlz56qNXAT+HaF48uRJcTOXxo0b293shiAIgiAI/qGRiwRBEARBKJ7S0lLxdd26dW2WFRInNYnc9TVq1AgqlQqMMSQnJ6O4uBhBQUFWyycnJ4vTt1u2bAkfH88+kspdn9wJDg5GTEwMMjMzce7cOXHjlqojF4HKKfwNGjQAQFOiCYIgCEIp0MhFgiAIgiAUT6NGjcTX27Zts1n2ww8/9LScashdX506ddCxY0cAQFlZGT777DOrZXft2oW2bduiXbt26Nmzpzgizhamo99ycnKcXlfS0/o8QUFBAcaMGYO6desiIiICjz/+uFdHXZpu6pKVlQXAPHkovD5z5gzS09OrHScIgiAIovZCyUWCIAiCIBTP/fffL77+4osv8NFHH0Gn05mVSU9Px+OPP46dO3dCq9WSvipMnTpVfD1nzhx88sknKC8vF99jjGHr1q149NFHxfceffRRaDQau3XXq1cPkZGRACqnNX/xxRey0ucJPvjgA6xZswa5ubnIycnB6tWrvZI4FhA2dTl06BAYY4iPj0dISIh4XEg+3rhxA6dOnQJAO0UTBEEQhFKg5CJBEARBEIpn8ODB6NWrFwDAaDRi5syZiI6ORpcuXdC/f3+0bNkSTZo0werVqzFu3LgaH80md31A5VqQQ4YMAVC57uNrr72G+vXro3fv3rjrrrvQoEED3H///bh+/ToAoGHDhnj//fcdqlulUmH8+PHi/88//zyaN2+OHj16VPtLTU2tcX2eQFjX0JRjx455QUklQvLQWuKwTp06iIqKAvCvdhq5SBAEQRDKgJKLBEEQBEEoHpVKhY0bN6Jz587iewUFBUhKSsLOnTtx+vRpMMbQr18/vPXWW6TPAmq1GuvXr8djjz0mvpefn4+9e/fiwIEDuHr1qvh+x44dsXfvXjEZ5Qhvv/02unbtKv5/5swZ/P3339X+ioqKvKJPatq1a1ftvfbt23tBSSXCyEVhtKelUYlCMrGsrIx2iiYIgiAIBUHJRYIgCIIgCABRUVE4cOAAFi9ejD59+qBOnTrQaDSoW7cu+vbtiyVLlmDHjh3w9/cnfVYIDAzEmjVrkJCQgHHjxqFp06YICAiAn58f4uLi8MADD+D7779HYmIimjZt6lTdQUFBSEhIwLvvvos2bdrAz89PVvqk5o033sDo0aNRp04d1KlTB2PGjMHMmTO9pqdqotDSqETTMnFxcQgODva4LoIgCIIgvI+KObsiNkEQBEEQBEEQBEEQBEEQBGjkIkEQBEEQBEEQBEEQBEEQLkLJRYIgCIIgCIIgCIIgCIIgXIKSiwRBEARBEARBEARBEARBuAQlFwmCIAiCIAiCIAiCIAiCcAlKLhIEQRAEQRAEQRAEQRAE4RKUXCQIgiAIgiAIgiAIgiAIwiUouUgQBEEQBEEQBEEQBEEQhEtQcpEgCIIgCIIgCIIgCIIgCJeg5CJBEARBEARBEARBEARBEC5ByUWCIAiCIAiCIAiCIAiCIFyCkosEQRAEQRAEQRAEQRAEQbgEJRcJgiAIgiAIgiAIgiAIgnAJSi4SBEEQBEEQBEEQBEEQBOESlFwkCIIgCIIgCIIgCIIgCMIlfLwtQM6UlpbixIkTAIB69erBx4eaiyAIgiAIgiAIgiAIguAPvV6P69evAwDatWsHf39/SeqlbJkNTpw4gW7dunlbBkEQBEEQBEEQBEEQBEFIxqFDh9C1a1dJ6qJp0QRBEARBEARBEARBEARBuASNXLRBvXr1xNeHDh1CgwYNvKiGIAiCIAhCHjRt2hQAcP78eS8rIQiCIGob9BlDEJ7jypUr4gxd05yXu1By0Qamayw2aNAAsbGxXlQjPXq9HgUFBQgNDaX1JGWE0vzCi7286JQKsle+8KTVXXiylSetUqBSqQAA0dHRsrZXaX4he+UJLzqlgid7edKqJHj5jJEKXuJQDjprUoMc7PU0UtpF06IVTFFREfbu3YuioiJvSyFMUJpfeLGXF51SQfbKF560ugtPtvKkVSqMRqPs7VWaX8heecKLTqngyV6etCoNHj5jpIKXOJSDzprUIAd7eULFGGPeFiFXMjMzERcXBwDIyMiodSMXDQYDiouLERQUBI1G4205xC2U5hde7OVFp1SQvfKFJ63uwpOtPGmVAj8/PwBASUmJrO1Vml/IXnnCi06p4MlenrQqCV4+Y6SClziUg86a1CAHez2Bp/JclFy0QW1PLhIEQRAEQbiC8MWvrKzMy0oIgiCI2gZ9xhCE5/BUnoumRSsYnU6H5ORk6HQ6b0shTFCaX3ixlxedUkH2yheetLoLT7bypFUKxo4di+HDh8veXqX5heyVJ7zolAqe7OVJq5Lg5TNGKniJQznorEkNcrCXJyi5qGAqKipw5coVVFRUeFsKYYLS/MKLvbzolAqyV77wpNVdeLKVJ61S8L///Q+TJ0+Wvb1K8wvZK0940SkVPNnLk1YlwctnjFTwEody0FmTGuRgL0/QtGgb0LRogiAIgiAIgiAIgiAIojZA06IJgiAIgiAIWbB9+3Zs377d2zIIgiCIWgh9xhAEf1ByUcEUFBTgjz/+QEFBgbelECYozS+82MuLTqkge+ULT1rdhSdbedIqBffffz+GDh0qe3uV5heyV57wolMqeLKXJ61KgpfPGKngJQ7loLMmNeTl5+OX33cgLz/f49eqDfh4WwDhPXx9fdGwYUP4+vp6WwphgtL8wou9vOiUCrJXvvCk1V14spUnrVIid3uV5heyV57wolMqeLKXJ61KRCl+4SUO5aCzJjSkXC7Akn3nse3EFegqjAjYdwCD2jXAxF5N0bphqMeuyzu05qINpJqLXlpairy8PJSUlMBgMEgpkSAIgiAIosb57bffAAD33Xefl5UQltBoNNBqtQgNDUVwcDDUapqsRBAEP/j5+QEAysrKvKyEUBqbj2Zh+vpj0Burp8l81Cp8+kh7DO8Q4wVl0uGpNRdp5KIHYYzhypUryJfpMFrGGBhjUKlUUKlU3pZD3EJpfuHFXl50SgXZK1940uouPNnKk1YpaNasGYDKnRTlbK/S/GJqb1lZGQoLC6FSqRATE4OQkBBvy5Mcg8GAoqIiBAcHQ6PReFuOVXjRKRU82cuTViViMBgU4Rde4lAOOj2pIeVygdXEIgDojQzT1x9Ds/ohNILRApRc9CA3b96sllj08ZFPkzPGxA5bCQ/cvKA0v/BiLy86pYLslS88aXUXnmzlSasU1KtXD0Dlc42c7VWaXxhj0Ov1ZrYyxpCVlVUrE4yFhYVISEhAnz59EB4e7m05VuFFp1TwZC9PWpWG0WhEYWGhIvzCSxzKQacnNSzZd95qYlFAb2RYuu8CPn2kvaTXrg3QtGgbuDNctLy8HOfOnRP/r1+/PsLDw2X1S4TSHrh5QWl+4cVeXnRKBdkrX3jS6i482cqTVilISkoCAHTq1EnW9irNL4K9arUaOp0OOTk5KCoqAgCoVCo0b968Vk2R1uv1KCwsREhIiKx+wK8KLzqlgid7edKqJIRp0cXFxYrwCy9xKAedntJgNDK0mf07dBX/LmPXIicdY1K344Nu41Dq4ye+H+CrQfLbA6FW8/lc4alp0bXn6UJmCA9yABAREYGIiAhZJRaByodMuY84UCJK8wsv9vKiUyrIXvnCk1Z34clWnrRKgY+PDxf2Ks0vgr1qtRpBQUGIjY1FcHAwgMrEo+nzaW3Ax8cHderUkfWXcYAfnVLBk708aVUSkZGRiIyMVIxfeIlDOej0lIZSvcEssdg1OwUf7f8SXa+dxn8PrYDG+O8xXYUBpXraS6MqlFz0EMXFxeLr0FB5zsc3Go3Q6XQwGo3elkKYoDS/8GIvLzqlguyVLzxpdReebOVJqxS0a9cOzZs3l729SvNLVXtVKhXq1q0rHi8oKPCWNI9QWlqK1NRUlJaWeluKTXjRKRU82cuTViVx7tw5/Pnnn4rxCy9xKAedntLg76NBgG/lYLAB6Ycw++/l8DdUAAB8jXr43XoNVI5c9PeR18AxOUDJRQ9RXl4OoPKhThjWLTcYYygvLwfNjJcXSvMLL/byolMqyF75wpNWd+HJVp60SgEv9vKiUyos2RsYGCiO3BSeT2sL5eXlSE9Pl71dvOiUCp7s5UmrklCaX3ixVw46PaVBrVZhUNsojDr9B146sh4aVvkjXUJMe7zZcxJKfP3FsoPbNeB2SrQnoTUXbeDOXPQzZ85Ar9fDx8dH3FGRIAiCIAiCIGoaei4lCIIgCOswgwGnZs6GassP4ns/Ne2Fr9sNA1P9OybPR63Clud7cb1bNLdrLhYXF2PevHno0aMHwsPD4efnh7i4ODz22GPYt2+f1fMmTJgAlUrl0N9vv/3maTMIgiAIgiCIWxw+fBiHDx/2tgyCIAiiFhISElLrdrcn5IuxtBRZL75ollhc2mYIvmo3vFpi8dNH2nOdWPQkHk0unj9/Hp06dcKrr76Kv//+G/n5+SgvL0dmZibWrVuHu+++GzNnzvSkBMIGBoMBBQUFMBhoMVI5oTS/8GIvLzqlguyVLzxpdReebOVJqxQwxsSdieWM0vyiNHsLCgqwa9cu2a8lyYtOqeDJXp60Kony8nKUlZUpxi+8xKEcdEqtwZCXh0tPPoXCHX9UvuHjA/b6bLBHx8JfW7muor+vGg92isWW53theIcYSa5bG/HYNj/l5eUYOnQo0tLSAADDhg3DyJEjUadOHZw6dQqLFi1CVlYWPvroIzRt2hSTJk2yWE+7du0wd+5cm9fq0qWL5PqVgNJ2UOQFpfmFF3t50SkVZK984Umru/BkK09apUTu9irNL0qz19fXFxEREfD19fW2FJvwolMqeLKXJ61KRCl+4SUO5aBTSg0Vly/j0qTJKD93DgCgCgxE7MKFCO51Fz4F8M7QZkhOTUObls0RFBjo9vVqOx5bc3HJkiViwnDmzJn44IMPzI5fu3YNd9xxB65evYro6GhkZmZCo/l3x50JEybgu+++Q58+fbB7925PSLQLrblIEARBEARRnaSkJABA586dvayEcAR6LiUIgieEDVHLysq8rISorZSeTkPG5MnQX70KANBERCDuq68Q0LaNl5V5Hu7WXPz5558BAFFRUZg9e3a14/Xr18dbb70FAMjOzsaRI0c8JYWwgjCdifb0kRdK8wsv9vKiUyrIXvnCk1Z34clWnrRKidztVZpflGavwWBAUVGR7KeB86JTKniylyetSkQpfuElDuWgUwoNxYcOIf3xx8XEom+jeDReu6ZaYlEO9vKEx5KL524NLe3QoYP4y0NVunXrJr6+ePGip6QQVjAYDCgsLKSbRWYozS+82CtnncuXL3d4AyyVSoUXX3zRbp1yttcTqNVq+Pj4QK1WV2uvvn37elueGUryDU+28qRVSuRur9L8ojR7CwsL8eeff6KwsNDbUmzCi06p4MlenrQqDaPRqBi/8BKHctDproaC335HxlMTYbx1vn+7dmi8Zg208fGSX0tpeGzNxT/++AN6vR5BQUHWL+7jY/E1UTOo1WoEBQVBrfb4puGEEyjNL7zYy4tOqVCavTyhJN/wZCtPWqVE7vYqzS9KszcoKAh33XWXze8bcoAXnVLBk708aVUaQn+mBHiJQznodEdDzqrVuPr++8Ct0f1Bve9G7GefQW2lLjnYyxMey+hFR0fbLfPPP/+Ir1u1amWxTE5ODn777Tfx/4CAAMTGxuK2225zX6TCUavVinn45Aml+YUXe3nRuXHjRrsfgI0bN7ZbDy/2SsW2bduqvffaa6/hxIkTXlBjGyX5hidbedIqBS1atADAR3JR7hqlRGn2+vr6IjIy0tsy7MKLTqngyV6etCqJhIQEAMra0IWHOJSDTlc0MMZw/X+f4eY334jvhT3wABq88zZUNmJMDvbyhNeGCzLG8NVXXwEA7rjjDvEhtSonTpzAoEGDqr0fFxeHmTNn4plnnnFZQ2Zmps3jV65ccbluHjAajSgvL4dWq1XUg6jcUZpfeLGXF539+/dHeHi42/XwYq9UDBgwoJq9H330kZdVWUZJvuHJVp60SkFgYCDKy8thNBplba/S/KI0e0tLS5GRkYG4uDj4+/t7W45VeNEpFTzZy5NWJdGhQwdkZGSgtLRUEX7hJQ7loNNZDayiAldmvYn8zZvF9yKmPI1606ZBpVJJei2l47Wnjm+++UbcaXDq1KlOn5+RkYFnn30Wzz77rMsa4uLibP6ZrglpOs++oKAAOp0OQOXaNnl5eaioqABQGYD5+fliWWFhbeG1Xq+H0WgEUPkAqNfrxbIGg8FuWWGBblfLAhDLGo1GlJaWOlTWUr1Go9GsrMFgEMsKmlwt62y7eKqsK+3iblmDwYCysjLFtLe7cShVWXttqNfrUVpaCqPR6FJ7ezpmBaTqI6zFYW3tI0zjsGpbutqG1Ee4X1aw1WAwUB8hUVml9RHCva2k5whrcSj8L2D6PKvX65GXlyce1+l0KCgosFhWePYVylZ99i0sLERJSYmo1/Q5uayszKxsUVERiouLzcqWl5eLZfPy8iyWZYwhLy8PRUVFOHPmDIqKipCXlyfaWlxcjKKiIvHcvLw8cdfZiooK5OXliW1aUlJi9pyfn5+P0tJSs7JCG9sqK7ShUNa0DcvKypCWlib+b6kN7bW3te8a9trbXhsK7V1eXl6tDZ0pa9reN27cQFpaGsrKytxqb0tx6Eh7W2tDSzEr+Eb435vtbS1mhbJCG1Ytm5+f71J8O9OGNd1HlJWV4cyZM8jNzXWrj3ClvamPsN6Gpve2O32EO+1tqsFeH5Fz+TIuTXnm38SiSoWoN2eh/osvorCw0G7MCnGYk5MjtmFt6CNM9UqJV5KLiYmJ4oYCPXr0wBNPPFGtzPLly8EYq/Z35coVrF27Fg0aNAAALF68GL///rvHNQuJUOH1mTNnAFR2CgkJCaKDMjIysH//frGs8PANVAaM6W5DFRUVZk7X6XTizSCUFQLcUlnhZgAqA1MIWr1ej6KiIjEQS0tLLZb18fFBUFAQSkpKxLJlZWXizQBUBqYQ4AZD5W5JQtCWlpaKN4NQr2CrUFawVeiATOsVyhqNRrOy5eXlZmVLSkpsljVtl5KSEqfaUCgr6BfKCm0oYK0NrbW3aRsWFRVVa0Nb7W0wGBAWFiaeK7R31Ta0196m+l1t76ox64n29vHxQWBgoFk7SN3epm3oaHxXbe/S0lL4+fnBx8fHofYWbHWnvZ3pI6riSh+RkZGBl156CW3atEFYWBgaNGiAtm3bYurUqbh06ZLNNpwwYQI0Gg2aNm0Ko9GIP/74A3379kW9evUQFBSEzp0749NPPzX7YBZsnTNnDjQaDYYMGYKkpCS0b98eERERePrpp2EwGJCVlYX77rsPwcHBaNGiBTZs2GCxDVUqFdRqNWbNmmU1Zps2bQofHx9MmDDBrA19fHwQEBBgZlvVxK0zfcSRI0fwzDPPoGXLlggODkZQUBAaN26M0aNHIyEhgfoIONZHMMYQFhYmnmutvamPqN6Gnn6OuHjxIm7evCleR67PET4+PtBoNKJttf05QqfTwd/f3ywOhfau+oXir7/+EjdULCoqQkJCgqj54sWL+Ouvv8SyiYmJ4maNJSUlZs++ly5dwoEDB8Syhw8fRlpamqgvISEBubm5ACpnDe3du1cse/ToUaSmportkJCQgBs3bgAAsrOzxamRAHDy5EkkJycDqPRjQkICdDodBg8ejNLSUiQkJIh+TUlJwfHjx8Vz9+zZI85IunHjBhISEsT2T01NxdGjR8Wy+/btE2c35ebmIiEhQYy1M2fOmH0nOHjwINLT0wFUfqlNSEgQY+/8+fM4dOgQACAsLAx+fn6ibUJ7C1+gL168iIMHD4r1OvNd48iRIzh9+jSAynhOSEjAzZs3AQBZWVlm7X3s2DGcOnXKrL2vX79u1t5CbJ08eRInT54EUHkvJCQkIDs7GwBw/fp1JCQkiPF+6tQpHDt2zExTq1atEBYWhps3byIhIUGM4dOnT+PIkSNi2f379yMjIwNA5Rdgwa/W2luI2cLCQrOYvXDhgtjeAHDo0CGcP38eQGV/kZCQICYh0tPTxfYOCwtDUFCQaJulmN23b59Yr2nMVlRUmMXslStXsGfPHrHs8ePHkZKSAqDy3k1ISMC1a9cAAFevXkVCQoJ4fyYnJ4vtDcCsvYWYFdq7aszu3bvXasympaXh8OHDYtkDBw6Iz3RCewt9yLlz55CYmCiW9WYfMWXKFKxcuRLnzp1zq4+4ems34GvXrlEfAff7iKSkJAwaNAhhYWFu9RF79+5FVlYWADjdRyQlJaFPnz4ICwuz2Ufkpacjfdx4lNxqC+bri5tPPom6Y8YAcKyPCAsLw+DBg5GWlia2d23oI0zvXUlhNczFixdZw4YNGQBWt25dduHCBZfqOXnyJPPx8WEA2AMPPOBSHRkZGTb/Dh06xAAwACwlJUU8Lz8/n5WUlDDGGNPr9Sw3N5eVl5czxhjT6XQsLy+PpaWlsZSUFHb69Gmm1+sZY4wZjUZWUVHBDAYDY4wxg8HAKioqxHr1er3dskaj0a2yjDHJyhoMBrOyer1eLCtocrWss+3iqbKebkNbZd1tQ2pvebW3J9tw2bJlYl+Vk5PjUnv//vvvLDQ0VKyn6l9YWBj7448/rLbh+PHjGQDWqFEj9tNPPzGVSmWxnocffrhaG86ePZsBYPfddx9r0qSJWfkPPviA3X///WbvaTQadvjw4WrtIhx/8803rbZho0aNGAA2fvx4u+3du3dvBoD16dPHqZhdvnw58/X1tdqWKpWKffzxxxbjUE4xS31E7ekj7NnqSnsnJiayxMREeo7gJGbT0tJYcnKy1efZiooKlpubK9pXUlLC8vPzLZYVnn2FssKzr0BBQQErLi4W9Zo+J5eWlpqVLSwsZEVFRWZly8rKxLK5ubkWyxqNRrOyZWVlLDc3V2yXoqIiVlhYKJ6bm5vLSktLGWOMlZeXs9zcXLGdiouLWUFBgVg2Ly+P6XQ6s7JCG9sqK7ShUNbZNrRXtup3DUfb25029HZ7W2pDqdrbWht6s72ttaFQVmjDqmXz8vJcam9n2rCm+witVsu0Wi31EdRHuNRHlKWnszP3/oeltGjJUlq0ZKldu7Gcffuoj7jVhidPnhS/l2RkZDCpUDFmMu/Lw1y/fh29evVCWloa/P39sX37dtx9990u1zds2DD8/PPPaNiwoZj5lpLMzEzExcUBqPwFIDY21uFzz5w5I46GadasmeTapMBgMKCkpASBgYHQaDTelkPcQml+4cVeOetcvny5OAI8NzfX6TUXs7Ky0LZtW+Tl5UGj0WDixIno2bMnysrKcPjwYSxZsgQGgwHh4eFITk5Gw4YNq9UxYcIEfPfdd2jUqBGCg4PRoEEDPPjgg4iMjERycjIWLFgg/sL3/fff45FHHhHPnTNnDt5++21ER0eje/fuGDNmDFatWoUtW7YgOjoakZGReOONN3Du3Dm8/fbb0Ov1mDBhApYtW2amQVg3Zfbs2ZgzZ45FWxs3boz09HSMHz8ey5cvF9+35N++ffsiISEBffr0we7dux1qy+PHj6Nz587Q6/WIjY3FU089hdatW0OtViM1NRWLFy/G5cuXoVKpsH//fvTs2dOhek2RcyxKDU+28qRVCoSRAh06dJC1vUrzizV7eXgudYXCwkIcOXIEHTt2REhIiLflWIUXnVLBk708aVUSfn5+YIzh5s2bivALL3EoB532NOhOnETG00/DkJMDAPCJjkb8N1/Dz4XPPjnY6wncyXPZosY2dCksLMSgQYOQlpYGHx8frFu3zq3EIgC0bNkSP//8szhUl3AeJTxo84jS/MKLvbzodJYFCxaI639s2bIFgwcPFpd0eOqppzBs2DAMGTIEeXl5WLBgAT7++GOrdWVnZ+Oxxx4zS/w99NBDGDNmDNq2bYuysjIsX77cLLkokJubi9WrVyMoKAiDBg1CZGQksrOzsXLlStx7770AKqexrF271mxagFRI4d9ly5ZBr9cjICAAhw8fRr169cyOT5gwAW3btkV+fj6+/PJLl5KLUmnlBZ5s5UmrklCaX5Rkr0ajQUhIiOxt5kWnVPBkL09alYhS/MJLHMpBpy0NRXv3IXPaNLBbU/39mt2OuK+/hu+tJfWkvBZRnRpJLpaVlWH48OFISkqCSqXC0qVLMXz4cLfrDQwMBABxPQTCOTQajdiGhHxQml94sZcXnX/++SeCgoKsHg8NDcWdd95p9t5vv/0GAOjXrx8GDx4MwNzewYMHo1+/fti1axd+//13m8nFsrIyvP3229Xev/322zF06FD88MMPZmujmBIVFSVqDw4ORlRUFC5duoTbbrtNLCOMuBHWLpEKqfz7zjvv4L///S98fHwsjiCNjY1Fr1698Msvv5itPeMMvMSiFPBkK09apUTuD9xK84vS7A0MDETHjh29LcMuvOiUCp7s5Umr0lCpVIrpz3iJQznotKYh76efcGXWm8CtdQcDunRG3P/9HzS31imX8lqEZTyeXDQYDHjsscewa9cuAMD8+fMxbtw4m+ccOnQI3bt3BwBs2LABDz30kMVywpdLpXQ6UsNubZKjUqnsbsNO1BxK8wsv9vKi01p/KdC+fXuzBX4BiIsZ33HHHeJ7Ve1t164ddu3aJZa1RmhoKOLj4y0eu/322wEAObemKVSlarsK/5u+L7yWekUPqfwbEhJid9pEZGQkALi8UxsvsSgFPNnKk1YpEWyWK0rzi9LsNRqNKC8vh1arhVrtlX0qHYIXnVLBk708aVUiRqNREX7hJQ7loLOqBsYYbn6zBNf/9z+xTMiAAWj4yVyo/fwkvRZhG4+30NNPP41NmzYBqFwHa+rUqXbPMf1iarpjVVX++eefauUJxzEYDCgoKBB3zSLkgdL8wou9vOh0BWHXOtORdlXtrVOnDgCIu9ZZQyhnCX9/fwCwusO1N5HSvzk5OZgxYwaaN28OPz8/8Uu+8Pfdd98BcD1BWptjsSo82cqTVimRu71K84vS7C0oKMDvv/8u7vApV3jRKRU82cuTVqVhNBoV4xde4lAOOk01MIMBV9//wCyxWGf0aMR89j+3E4tVr0XYx6MjF2fMmIGlS5cCAKZOnWp1gf2qREdHo2PHjjhy5AgWLVqE8ePHo1WrVmZlvv32W3Hr9kGDBkmqWymo1WoEBQVRFl5mKM0vvNjLi84LFy6gcePGbtfjCXtnzZqF119/XbL6pEQqey9evIjevXsjIyNDImXV4SUWpYAnW3nSKgVRUVFcjChRml+UZm9QUBC6d+9uczkQOcCLTqngyV6etCqJl19+GTqdTjF+4SUO5aBT0BDg44Osl6ej8PffxWP1XnwREU9Plmzkvhzs5QmPJRe//PJLzJ07FwDQpk0b3HfffeK6XpaIiYlBu3btxP/ffvttDBs2DCUlJejSpQueffZZdO7cGSUlJfjjjz+wdu1aAJUjbaZPn+4pM2o1arVaMQ+fPKE0v/BiLy86pcIT9vr4+MDHp8b2EXMKqewdN26cmFh87LHHMGzYsGprL3766af4448/XL6GkmKRJ1t50ioFUu0s6GmU5hel2evr64vo6Ghvy7ALLzqlgid7edKqJD788ENvS6hReIlDOej09fVFvcBAZD7zLEpuzWSFRoMG776L8JEPSH4tb9vLEx77lvfXX3+Jr5OTk8VNAqwxfvx4LF++XPz//vvvx7x58/Daa6+hpKQE8+bNq3ZOnTp18OOPPyImJkYy3UrCaDSioqICvr6+inoQlTtK8wsv9vKiUyrIXudJTU3F3r17AVSO1l+wYIHFcuvWrXNZJ6As3/BkK09apYAXe3nRKRVKs7esrAxZWVmIiYmBnwRT4DwFLzqlgid7edKqJJTmF17slYPO4kuXkDFpMlh6OgBAFRCA2AXzEdy7t+TXkoO9PCHrp47p06fj0KFDGDduHOLj46HVahEUFIR27dphxowZSE5ORt++fb0tk1uMRiN0Oh2MRqO3pRAmKM0vvNjLi05XCA4OBgDk5eWJ71W1Vzhmb7MSbyKs6Xjz5k2rZYRjVTcCk8K/KSkp4uuxY8daLefumpO1ORarwpOtPGmVgps3b+LatWuyt1dpflGavTqdDsnJydDpdN6WYhNedEoFT/bypFVJrFixAl988YVi/MJLHHpbZ9nZs8gcO05MLGrq1kWjFd95JLEIeN9e3vDYyMXly5ebjUR0lc6dO4uL3xPS4uPjU226HuF9lOYXXuzlRacr3HbbbTh27BhOnDghvlfVXuFY06ZNa1qew8THxyMtLa3abtgCaWlpKCoqAgA0atTI7Jgl/2o0GgBw+Eu66QYKthKIpu3sCrU5FqvCk608aZWCS5cuAQDi4uK8rMQ2SvOL0uwNDw/H/fff720ZduFFp1TwZC9PWpXE888/DwAWZy/WRniJQ2/qTPl9D8pefxn+usqNKLODIpAwdhYeiWiE1h66Ji9+kQuyHrlIEARBeB5hU6ydO3di+/bt1Y5v374dO3fuBAC7S1x4k4EDBwIA9u3bV22NX8YYZsyYUa2sLaKiogAAp0+fRllZmd3yrVv/+2izZMkSi2UWLlyIU6dO2a2LIAiCIAiCIAjgz6+/R/lLz4mJxTNhMXjp7uexPN2AYZ/vw+ajWV5WSACUXFQ0BoMBRUVFZqNtCO+jNL/wYi8vOl1h2rRpqFu3LgBgyJAhePbZZ7FixQosWbIEzz77LIYMGQIAqFu3LqZOnepNqTZ56aWXxN3cRo4ciddffx2bN2/GypUrMWDAAPz0008AgOHDh6NDhw5m51ryr5BIvXbtGkaOHIkff/wRv/32m9lf+q1pGUDl5mU9evQAACxduhSDBg3CkiVLsGnTJixYsAB33303XnrpJdx3331u2VmbY7EqPNnKk1Ypkbu9SvOL0uwtKirC/v37xVHpcoUXnVLBk708aVUajDHF+IWXOPSGzpTFyxD1v7fhZ6ycFZRUvzlm9HoGef6VSzXpjQzT1x9DyuUCya/Ni1/kgjy37SRqDKm2aSekRWl+4cVeXnQ6S3R0NDZt2oQRI0YgNzcXixcvxuLFi83K1KlTB5s2bZL1jmlNmjTB2rVrMWrUKJSUlODjjz+uVqZ79+5YtmyZxfOr+vexxx7Dt99+i127duHXX3/Fr7/+Wu2czz77DC+++KL4/3fffYc+ffogOztbTECaMmvWLFy/ft0F62xrrc3wZCtPWpWE0vyiJHtVKhX8/PxkbzMvOqWCJ3t50qpElOIXXuKwJnUyxnB94UKoFn8Jza33/ojrjAUdH4ZebZ7G0hsZlu67gE8faS+pBl78Ihdo5KKC0Wg0CAoKEtcVI+SB0vzCi7286HSV3r174+TJk5g+fTpatWqFgIAABAQEoFWrVpg+fTpOnjyJ3h5aLFlK7r//fhw7dgyTJ09G48aNodVqERISgh49emDRokXYs2cP6tSpU+08S/7VaDT49ddf8dZbb+H222+Hj4/93+OaN2+OI0eOYOrUqWjatCm0Wi3q16+PPn36YP369Xj33XfdtrG2x6IpPNnKk1Ypkbu9SvOL0uwNCgpCly5dxFHrcoUXnVLBk708aVUaKpVKMX7hJQ5rSifT63Fl1izcXPyl+N76Zv3waadR1RKLAr+euAKjkUmqgxe/yAUVY0xaD9QiMjMzxYXKMzIyEBsb6/C5Z86cgV6vh4+PD5o1a+YpiW7BGANjDCqVirLxMkJpfuHFXl50SgXZK1940uouPNnKk1YpSEpKAgB06tRJ1vYqzS/W7OXhudQVGGOiXXL2Ly86pYIne3nSqiT8/PwAAKWlpYrwCy9xWBM6jSUlyHrpZRQlJFT+DxW+ajcMW2672+65Ke8MRKBWusm5vPjFWdzJc9mCRi4qGIPBgIKCAsWsy8MLSvMLL/byolMqyF75wpNWd+HJVp60SoG/vz98fX1lb6/S/KI0e/Pz8/Hrr78iPz/f21JswotOqeDJXp60KonmzZujYcOGivELL3HoaZ36nBykT3hCTCyqfH3xvx5jHUosBvhq4O8j7ah9XvwiF2jNRQWjVqsRGBgItZpyzHJCaX7hxV5edEoF2StfeNLqLjzZypNWKWjVqhX0er3s7VWaX5Rmb2BgILp06YLAwEBvS7EJLzqlgid7edKqJJKSknD9+nXF+IWXOPSkzvLMTGQ8NRHltzZLVAcHI/b//g9h6VrgsP3doAe3awC1WtrRhbz4RS5QclHBqNVqaLVab8sgqqA0v/BiLy86pYLslS88aXUXnmzlSasU8GIvLzqlQmn2arVaxMTEeFuGXXjRKRU82cuTViWhNL/wYq+ndJampODS5KdhuHEDAOBTvz7ivvka/i1aYGJcAbYcvQy9jfUUfdQqPNWrieS6ePGLXFDGz5qERYxGI8rKymA0Gr0thTBBaX7hxV5edEoF2StfeNLqLjzZypNWKaioqIBOp5O9vUrzi9LsLS8vx6VLl1BeXu5tKTbhRadU8GQvT1qVxI0bN5CcnKwYv/ASh57QWbR/P9IfHysmFrW33YbG69bCv0ULAEDrhqH49JH28LEyKtFHrcKnj7RH64ahkmkS4MUvcoGSiwrGaDRy8cVAaSjNL7zYy4tOqSB75QtPWt2FJ1t50ioFx48fR0pKiuztVZpflGZvSUkJjhw5gpKSEm9LsQkvOqWCJ3t50qokYmJi0KFDB8X4hZc4lFpn/s8/I+PpKTDeqi+gY0c0Xr0Kvg0bmpUb3iEGW57vhQc7xcLftzKF5e+rxoOdYrHl+V4Y3sEzowt58YtcoN2ibaCE3aIFatPuR7yjNL/wYi8vOqWC7JUvPGl1F55s5UmrFPC0W7SAnHVKhTV7eXgudQVedgPnRadU8GQvT1qVhBJ3i+YhDqXSyRhDzrfLcO2TT8T3gu/tj5h586D297d5rsFghK5CjwBfH2g0nh0rx4tfnMVTu0XTmosKpjbdILUJpfmFF3t50SkVZK984Umru/BkK09apUTudstdn9Qo0V4ebOZFp1TwZC9PWpWIUnzDSxxKoZMZjbj28cfI+W6F+F74qEcR/eabUGns7/as0agRrKmZtYV58YtcoGnRCsZgMKCoqAgGg8HbUggTlOYXXuzlRadUkL3yhSet7sKTrTxplRK526s0vyjN3uLiYvz9998oLi72thSb8KJTKniylyetSoMxphi/8BKH7uo0lpfj8iuvmCUW602biujZsx1KLEqhwRl48YtcoJGLBEEQBEEQBEEQBEEQhEcwFBYi8/kXUPL335VvaDRo8PYchD/0kHeFEZJBay7aoLavuUgQBEEQBOEKwpqLnTt39rISwhHouZQgCJ4Q1lwsKyvzshLCFKORoVRvgL+PBmoruzdbouLqNWRMnoyy06cBACp/f8R89j+E9OvnKamEDWjNRUJylLbIOS8ozS+82MuLTqkge+ULT1rdhSdbedIqJcJC53JFaX5Ror08LLbPi06p4MlenrQqEbl/xkiF3OMw5XIBluw7j20nsqGrMCDAV4NB7aIxsVdTtG4YavPcsvPnkTFxEiouXwYAaMLDEfflYgR06OCSlppsK7n7RW7QmosKxmAwID8/XzHr8vCC0vzCi7286JQKsle+8KTVXXiylSetUtCyZUvExcXJ3l6l+UVp9ubn5+Pnn39Gfn6+t6XYhBedUsGTvTxpVRIHDx7EggULFOMXOcfh5qNZGPb5Pvx4OAu6isrPFl2FAT8ernx/89Esq+eWHDmC9MdGi4lF35gYNFqzxuXEIlCzbSVnv8gRGrmoYNRqNQICAqBWU45ZTijNL7zYy4tOqSB75QtPWt2FJ1t50ioFAQEB8PHxkb29SvOL0uwNDAxEx44dERgY6G0pNuFFp1TwZC9PWpVE27ZtERkZqRi/yDUOUy4XYPr6Y9AbLa+kpzcyTF9/DM3qh1QbwVi4cyeyXp4OVloKAPBr1QpxX30J3/r13dJUk20lV7/IFWU8eRAWUavV8PPzU8wDKC8ozS+82MuLTqkge+ULT1rdhSdbedIqBbzYy4tOqVCavVqtFvHx8dBqtd6WYhNedEoFT/bypFVJKM0vcrV3yb7zVhOLAnojw9J9F8zey12/HpnPvyAmFgN79kCjlSvcTiwCNdtWcvWLXFHGkwdhEaPRiPLychiNRm9LIUxQml94sZcXnVJB9soXnrS6C0+28qRVCk6fPo3U1FTZ26s0vyjN3vLycmRlZaG8vNzbUmzCi06p4MlenrQqif79+6N3796K8Ysc49BoZNh2Ituhsr+euAKjsXJ9wuuLPkf2W7OBW59DoUOHIv6rr6AJDpZEV022lRz9ImcouahgjEYjSkpKFPMAygtK8wsv9vKiUyrIXvnCk1Z34clWnrRKQVFREYqLi2Vvr9L8ojR7S0pKkJiYiJKSEm9LsQkvOqWCJ3t50qok9u3bh4MHDyrGL3KMw1K9QVxj0R66CgN0pWXIfms2bvzf/4nv133iCTSc+zFUEo78q8m2kqNf5IyKmW4rR5jhzhbdZ86cgV6vh4+PD5o1a+YpiW5Bux/JE6X5hRd7edEpFWSvfOFJq7vwZCtPWqUgKSkJANCpUydZ26s0v1izl4fnUldgjIl2ydm/vOiUCp7s5UmrkvDz8wMAlJaWKsIvcoxDo5GhzezfHUowhqkM+DnvNxTv2iW+V//1GYiYMEFyXTXZVnL0ixS4k+eyBW3oomCU8qDNG0rzCy/28qJTKshe+cKTVnfhyVaetEqJ3G1Wml+UaK+vr6+3ZdiFF51SwZO9PGlVIkrpz+QYh2q1CoPaRePHw9Z3gwaAkPJiLDi+CsWZZyrf8PVFw48+RNiQIR7RVZNtJUe/yBmaFq1gDAYDiouLYTA4NtyZqBmU5hde7OVFp1SQvfKFJ63uwpOtPGmVErnbqzS/KM3e4uJiJCYmori42NtSbMKLTqngyV6etCoNxphi/CLXOJzYqyl81NYTvPWLc/C/PZ8j6lZiUR0UhPhvvvZYYhGo2baSq1/kCiUXFQ7NipcnSvMLL/byolMqyF75wpNWd+HJVp60Kgml+UVJ9jLGUFZWJnubedEpFTzZy5NWJaIUv8g1Dls3DMWnj7S3mGBskn8Z/9v7OWKLrgMANPUi0WjVSgT16OFRTTXZVnL1i1yh5KKC0Wg0CA4Ohkaj8bYUWaHT6cR1FT744IMav74zfiktLYWvry9UKhXee++9GlAnPbzEobM6pYwjb/jZHb94+h4qLy9Hs2bNoFKpsHHjRknq5CUOAb60ugtPtvKkdfny5eL02YsXL7pVlzftdaQvkNovzz33HFQqFcaPHy9pWangKQ6lIDg4GHfddReCJdqF1FPwolMqeLKXJ61KQ6VSKcYvco7D4R1isOX5XniwUywCfCs/W7rmnsf8A4sRUVoAANA2aYLGa9fBv1Urj+upybaSs1/kCCUXiVpJbm4u5s+fjyFDhiA2NhaBgYHQarWIjIxEly5dMHHiRKxYsQI5OTnVzj1y5Ig4nahLly41Ld0pTp48Cb1eDwDo0KGDR64xf/588UvoTz/95JFr1EakjCNTP7dv395tbZ7G0/fQggULcPbsWbRt2xYPPvig5PXbo6CgAOvWrcP06dPRp08f3H777QgLC4NWq0X9+vXRt29fzJ07Fzdv3pTFdfr27Svew47+7d692y3tnqKm2l7qayUmJuKdd97BgAEDEBsbCz8/PwQHB6N58+Z44oknsG/fPrf11jSxsbGSLQDuKo70BV9++aXFGFer1QgLC0OjRo0wcOBAvPnmmzh16pTda86YMQNarRYrV64UN7WRoixBEATxL3PnzsXcuXO9LYO4hTCCMfntgfinpxHv7P8a2jIdACCgfXs0WrMa2tgYL6skvA4jrJKRkcEAMAAsIyPDqXPT0tJYSkoKS0tL85A696moqGC5ubmsoqLC21Ikw2g0skWLFrGgoCDRd7b+xo4dW62OBQsWiMdv3rxZ4zY445clS5a4HKOOMn78ePEaFy5ckLx+XuLQWZ324qi4uJhpNBoGgH3wwQc26zL1c3p6ukv6ncUdv3jyHiooKGAREREMAFu3bp1k9Tpj744dOxzqXyIjI9lvv/3msiaprtOnTx+H6hH+1Go1y8zMdFm3lFT1S021vSvXshZDd999t0P1jBs3jpWVlbml2VGWLVvmdr/u7b7b0b5g0qRJTsX/0KFD7ca/UOegQYPs6nSmrBRY8wsPz6WukJuby7Zs2cJyc3O9LcUmvOiUCp7s5UmrklCaX3ixN3PxYpbSoqX4d+npKcxQUlKjGmqyrXjxi7O4k+eyBe0WrWDUajUCAgKgVteeAawvvPAC/u///g8A0LBhQzz55JO48847ERUVhfLycqSnp+PAgQP48ccfkZmZic6dO1erY+rUqZg6dWpNSxdxxi9Hjx4FAERGRnpsBMmxY8cAAOHh4WjcuLHk9fMSh87qtBdHSUlJ4ui+rl272qxL8HN4eDji4+MdE+wm7vjFk/fQ4sWLcfPmTcTHx+Phhx+WrF5n7Y2Li0O/fv3QuXNnxMXFoUGDBjAajcjMzMTGjRvx448/4saNGxg2bBgOHTrk8ohTS9fR6/VIT0/HTz/9hE2bNtm9zrJly+wuRJ2SkoJHH30UANC/f3/ExMjj12dLfqmptnf2Wn/99Rdat25dLYYuX74MoPIz6eGHH8bdd9+N+Ph4GAwGHDx4EJ9++imysrKwYsUKVFRUYM2aNS7rrUm83Xc72hccP34cQGX/uXfvXvF9o9GIwsJCXLp0CQcPHsTatWtx48YNbN26FZ07d8b+/ftx2223Waxz+vTp+Oabb7Bt2zYkJSVZfJZwpawUeNsvNU1AQADatGmDgIAAb0uxCS86pYIne3nSqiSU5he528uMRlz7ZB4Kli0T3wt/+CFEz54NlU/NppRqsq3k7hfZIVmashZS20cu1jZMR2KMHDmSFRUVWS1rMBjYxo0bWXJycg0qlJ5evXoxAKx///4eqb+8vJxptVoGgPXu3dsj11Aq8+bNYwCYSqWy+2uY4Oc+ffrUiDa5otfrWVxcHAPAZsyY4VUd9ti0aZPYHz3wwAOyvg5jjL322mtiPStXrnS5nqrMnj1b0tityTaR6lpDhgxh33//vdX6rl+/zpo3by7Wk5CQ4LJmR5Fi5GJ2djbLzs6WVpiDONoXGAwGFhgY6NBnWGFhIRs3bpzYLm3atLEZA506dWIA2Pjx4+3qdaasp6DnUoIgeGL+/Pls/vz53pZBMMaMZWUsc/orZiMWry1YyIxGo7elES7iqZGLyvhZk7CI0WhERUUFjEajt6W4DWMMb731FgAgJiYGq1atQlBQkNXyarUaDz74IFq3bl1TEh3GUb8wxsQRGZ5abzElJQXl5eUevQYvcSi1zkOHDgEAbr/9doSHh1stZ+rnmlxvUY5+2bFjBzIyMgAAY8aMkbRuZ+x1ZKOEESNGoEWLFgBgNlrKGaxdx1SrFNcxGo1YvXo1gMqFq0eOHOlSPZ6gql9qqu1dvZalGNq6dSseeeQRq/VFRkbi008/Ff+XapMiT5OZmYnMzEyv9BGO9gVpaWkoKSkBYL//DA4OxrJly9CnTx8AQHJyss1RpMJ1N2zYgMLCQpt1O1PWXeTYd3uSiooKZGdno6KiwttSbMKLTqngyV6etCqJ1157Da+99ppi/CLXODQUFSFjyhQUbN1a+YZajcDpLyP8mSlQqarvIF0T1GRbydUvcoWSiwrGaDSiuLi4VjyAHj16VPyiMXjwYJeHLqempoqLva9bt67a8eTk5Gqbm2zfvh2PPvoo4uPj4efnh5iYGEyZMsXuIv9GoxGrVq3CgAEDUK9ePQQFBaFDhw5YsGABCgoKUFBQIF5r3rx51c6/cOECCgoqd+iy96UpNTUV06dPR4cOHRAeHg4/Pz80adIEEydOxOnTp62eJ0yJduQatti3bx8mTpyIVq1aISQkBCEhIejcuTM+/vhjFBUV2Y1Da221cOFCGAwGFBUV2WwrACgpKcEPP/yAZ555Bl27dkVERAR8fX0REhKCjh07YtasWRY3+BFISUmBVquFRqPB2rVrwRjD6tWrMWDAAERFRUGtVqNv374AbMdRvXr1oFKpsH79egDAmTNnqm00YPpl2ZKft2/fjkceecThmDPVI3xZXr9+Pe677z5ERUUhODgYnTt3xooVK8zaPCcnB9988w169eqFyMhIBAYGomfPnvjll1+stpO9e8iUa9eu4f3330ffvn0RHR0NrVaLsLAwdOvWDe+880612BTarFmzZmjXrp3Nup3FE/1hSEgIgMrdvqWkqlZ3r/Pnn38iKysLAPDQQw8hMDBQGqES4KpfPNX29q7lagz169dPfH3u3DnJtLlLeXk5vvjiC/Tr1w/16tWDVqtFdHQ0Bg8ejF9//RVGo9GmvTdv3sRrr72GFi1aICAgAFFRUfjPf/6DTZs2AXB912pH+wJhSQkADvUZarUas2bNEv//8ccfrZYVNpApKSnB5s2bbdbrTFl3qU3Pdo5QXFyMv//+2+7SD96GF51SwZO9PGlVGkJ/pgTkGIf669eRPnYcig8cBACo/PxQ56OPcLR+fa/qrMm2kqNfZI1kYyBrIbV9WrTRaGQGg6FWDGn+8ccfRV9NmTLF5XrWrVsn1nPq1Klqx1evXi0eP3LkCHvggQesLgrfunVrVlxcbPE6V69eZT179rR67pAhQ9ihQ4fE/3fs2FGtjh9++EE8fvz4cYvXKSsrYy+88AJTq9VWrxUQEMB++ukni+e/9NJLYrmkpCQnWrKS/Px89vjjj9tcPL9t27YsIyPDahzaa6uhQ4eyf/75x2ZbMebYphYxMTHs/PnzFs9fu3atWG7nzp0WN2l44YUXGGPW4ygrK8uhDQVMN3gx9fOuXbvYQw895HTMmerZs2cPGzhwoNU6PvzwQ8YYY6dOnWJ33HGHxTIqlcpqzNi7hwTmzp3LAgICbLbDXXfdZXZO48aNGWB5IyZ3kbo/TE1NZT4+PgwA69KliyR1CphqleI6pvfozp07JdXq7rRoV/ziyba3dy1XY+jmzZuiD+6//34PKDXHkWnRFy5cYC1btrR5j3bo0IHduHHD4vnHjx9nUVFRVs+dPHmyy9OzHe0LZsyYIdb/zz//OFR3aWmpuBxIdHS0zbLR0dEMABs9erTdep0p6w7W7hkenktdwWAwMJ1OxwwGg7el2IQXnVLBk708aVUSWq2WabVaxfhFbnFYev48O3NPf3Ea9Olu3Vlx0mFZ6KxJDXKw1xN4alo0JRdtUNuTi7WJzZs3i76KjIxkZ8+edamemTNnigk3S2stCeuS+fr6sp49ezJfX182efJk9ssvv7DExES2du1a1rp1a1HL4sWLq9VRWFjIWrVqJSZpRo8ezbZs2cKSkpLYhg0bxLWZ+vXrJ9Zz/fr1avW89dZbDADz8/OzuFunXq9nQ4YMEesYMmQIW7FiBTtw4ADbsWMHmz17NgsNDWUAWGBgoMVdiO+55x4GgPn4+LDS0lKn2rKwsJB16dJFvP7w4cPZhg0b2KFDh9imTZvYI488Ih7r1auX1TqkaCuj0cjCw8PZXXfdxd555x22ZcsW9s8//7CDBw+ytWvXskGDBonnDx482KIWITaAyrW4TPUkJiayTZs2sf3795uVrRpHJSUl7MSJE2zjxo1iXQsXLmQnTpww+zNdg1HwMwB25513Ml9fXzZp0iSnYs5Ue7du3Zifnx+bNm0a+/PPP9nBgwfZnDlzmK+vr6g5JSWFRUVFsYiICPbee++xffv2sd27d7Onn35arKdt27Y228naPcQYYxMnThTradSoEXvvvffYzp072eHDh9m2bdvYjBkzWHR0NJs6dap4jml/vHDhQov1epvi4mKWlpbGPv30U7OkyqpVq2R7ncLCQhYUFCT6Quofm6Rec9EaNdX2nrqW6Q9kr732moRqLWMvqVdYWMiaNm0qlhkxYoTY123YsMHsx5o777yz2r2em5vLGjZsKJYZO3Ys27ZtG0tMTGTr1q0TfzDq3r2708lFZ/oC4YcUjUbDdDqdo83DYmJixM8+W/fEsGHDGFD5w5Q9nCnrCei5lCAInhCSi0TNU3L0KDvdo6eYWEzr14+VuvjdmpAnlFz0ArU9uajX61lxcbFDi9bLnWvXrjE/Pz/RX76+vmzEiBFs+fLlLDMz0+F6Bg8eLCZgLGE64qtu3brsr7/+qlYmMzNT1PL4449XOz5mzBjxS8vmzZurHc/Pzxe/2ABgDRs2tKhF+KLSqVMni8dffPFFBoAFBwdbHc2XlJQkarW0KH5ERITNRJIthLb08fFha9assVhmypQpop2//vprteP22qqoqIjFxsbabauysjKrIxIFnnzySfFLaGFhYbXjpglIf39/9vPPP1uty14crVy5UqzLXiJc8LM7MSfoAcDq1KljcRTq66+/LpYJDw9nrVq1YmfPnq3WP5gmrC1tRGPP9vfff188/4knnmBlZWUWyxUVFbHU1FTx/++//148b+/evRbPcQdX+0PTJI2lv9dff12ShJ2nrrN8+XKxjv/+979u66yKu8lFW36pqbZ39FoVFRUuxZDBYGDdunUT60pMTJREsy3sJRdfeeUV8fisWbOqHTcajWZ94hdffGF2XPj8AWBxQX69Xs+GDx9u1oaOJhed6QuE5G+rVq2c8kuTJk0YUPmjlqUf7wTefvttUYu9zW2cKesO1u4ZHp5LXaG4uJgdPnzY6kwRucCLTqngyV6etCoJrVbLfH19FeMXucRhwa5d7FSHjmJi8dyw4aw8+6p4XA46a1KDHOz1BLShC+ERDAaDtyVIQr169bBo0SJxwfyKigr89NNPmDBhAmJjY9GyZUu88sorOHnypM16hPWZrK0vaLoG4ffff4/u3btXKxMTE4NmzZoBAIqKisyO7d27V9w4Yc6cORg2bFi184OCgvDMM8+I/1vbSEXQYul4YmIiFixYAADYvHkz7r33Xot1dOrUSVwn8MCBA2bHMjIyxDX8nN3MZc2aNfj1118BAJ988gkee+wxi+XeeOMN8fXvv/9udszRtpo2bZr4vzWdWq0WTZo0san5kUceAVB5T1y+fLnacVPf/9///R+GDh1qtS57cSQcDw0NRdOmTW3qMr3u+vXrnY450+sBwDfffINOnTpVK2MaI6WlpVi7di3q169frdw999wjvs7Pz7d6LUu2JycnixsvDR06FEuWLIFWq61WDqj0rbBRBlC5eYSAJV1SIGV/2KFDBxw6dAgffvihRxe8dvc6putsjhs3TkppkuGsX2qq7S1dy5UY+uyzz8QNnkaOHInOnTs7df68efMwb948LF261OlrW6KsrAxLliwBALRp0wZz5sypVkalUmHGjBkICwsDAHz++edm5y9fvhwA0LVrV7M+WkCj0eCrr76Cv7+/0/oc7Quys7Nx9epV0Q5nyM3NBQCEh4fDx8fHajnT658/f95mnc6UdZfa8mznCAaDAYWFhbK3mRedUsGTvTxpVSJK8Ysc4jDvhx+Q+dzzYDodACCwWzc0WrUSvlH/fn7JQWdNapCDvTxh/YmJqDm+6gMUXavxy2oAhNTUxYLrA08nePQSkyZNQs+ePTFv3jz88MMPZkmW06dP4/Tp0/j0008xevRofPXVVwgODjY7/8aNG2JSyVKS6tq1a8jOzgYADBkyxGrCDvg3wRMREWH2/jvvvAMAiI+Px4wZMyyeq9FozJI/lpI0eXl5SE9Pt3p85syZYIzhoYceMksGWSI+Pl6s0xR3NnOZO3cuAOCOO+6w+MVSIC4uDkFBQSguLjb7wgg41laA+ZdGR3Xm5OQgLy8POp0OjDEAwIkTJ8Tjfn5+ZuVNY6Nr16548sknrdZtL46AfxNwd9xxh83kh6mfR4wYgf79+1stay3mTPUMHDhQ3FigKqY6pk2bZrUthfYCICYWLF3Lku2vvfYaDAYDQkJCsGzZMqjVjv++df36dfF1nTp1HD7PUTQajbgxhzOMGDECXbp0AQDodDqcO3cO69evx6ZNm/DYY49h/vz5NhPR3rxOZmYmdu/eDQDo0aMHmjdv7rZOqbHll5pqe2eu5WwMJSQk4PXXXwdQmXxavHix09peffVVAMBtt92Gp556yunzq5KUlCR+HkyYMMHqLtcNGjTA4MGDsXbtWqSkpODKlSto0KABEhMTxfMff/xxq9eJiorCwIEDnd7gxNG+wPRHlS5duji0+zdQuYmN8MNJVFSUzbJ169YVXwvPB1KUdQdX+zJeCQkJQe/evb0twy686JQKnuzlSauSEHyilP7Mm3HIGMPNL7/E9QUL/9Uz6D40/PhjqKsMApDD/VKTGuRgL09QclEOFF0DCquPlCKcp23btli+fDm+/vpr7N27F9u3b8eOHTtw5MgRscyaNWtQUFCAn3/+2exce8k00+Njx461qkGn0+HSpUsAKr/sCVy+fBl//PEHAODZZ5+1ORrCNGljKUlj+qWp6nHT62zcuNHhkTvh4eEOX8MWJ06cENvqmWeesXv90NBQFBcXw9fXV3xPyrYS+OWXX7B8+XLs2bMH165ZT+b7+voiJibG7D1T30+ZMsXquVXL2hsB27FjR5t1mfpg/PjxVstZi7mqeh599FGrdaSlpTlUThhxU7du3WoxY8v27OxsbNu2DUClTyMjI61ewxKmO3k7klyUYsTasmXLMGHCBJtlwsPDzdqha9euGDVqFFauXInx48dj+PDhWLp0qd167OGJ66xatUrcUdZWfNnDkbZOSEiwWc6Rtq5KTbW9p66VnJyMBx54AHq9Hv7+/tiwYYPHRuU6g+kIf0sjpQWaN2+OgQMHYu3ateJ5DRo0MDvf3ijMLl26OJ1cdLQvMO0/nfmB7PDhw+KPKLbsr3p9eztJOlOWIAhC6ezYscPbEhQBMxiQ/e67yFv3vfhe3fHjUH/GDKicGARAEABAESMHgusDIQ1r/I+FNIAxOBospIHnrxdcs1+YtFot+vfvj48//hiHDx/G2bNnxWmvALB161YkJyebnSMkRlQqFe64445qdZomTu6++26r1z5+/Lj4hd20nt9++018PXjwYKvn6/V6ZGRkiP/bSnSqVKpqx3/55RerdduialLK1eTirl27xNeDBg2yWZYxJk4/Mx1x52hbAeZfNC21VW5uLgYMGIChQ4di48aNNhOLQOUX5qrJTFPf2xo9aFrWWhxlZWXhxo0bAOy3q7sxV7UOW20plIuOjkbHjh2h1+uRn58PvV5f7VqWrmNahyXbt27dKn5hf+ihh6zqsIbp9Endrekacmbs2LF4+OGHYTQa8fzzz5vFqbuY+sad66xcuRJA5UhdWwllb2ItDm3hyba3d62LFy86pPXChQsYMGAAcnNzodFosG7dOtn8Mm7aXraSnXq93mxEiXCe0KcDlUuW2MLecUs42heYfoY1adLE4Rjat2+f+HrAgAE2y5pe3/QHMnfLuoMr9wzP5Ofn49dff7W4TIec4EWnVPBkL09alYTS/OINe42lpcicNs0ssVj/1VdR//XXrSYW5eCXmtQgB3t5gkYuygEPTxe2BjMaUV5eDq1WW+t/mbjtttuwZs0aHD16VByhdeTIEbMptcIXkaZNm1ocgi8kTqKiotCwYUOr1zL9QmM6Mk1438/PD+3atbN6vlqtFjUGBgaKa+lZukbjxo2rTU0VRo3ExcWJ6x46QtUveYK9DRs2dGqUmZB8CgkJQaNGjWyWPXv2LEpLSwGYJ9ocbSvgX3sttZVer8eAAQOQmJgIoHJq46hRo9CxY0c0bNgQgYGB4tTcBg0aIDs72+JoQkFPw4YNERcXZ1OPvThyJmkrlI2Pj6823dlanVX1m2q3NcVPGN0rnK9Wq+Hn52c2dZkxJvrXVjtZsl2Ydu7r6+v0mnKAeXzm5OTYnSZz6tQpp+o3Go2oqKiAr6+vWUy4w/Dhw7F+/XoUFxfjt99+w+jRo92qT6Cqb1y5TmJiIlJSUgBUrn/pzlRz0yUFqvLFF19g8eLF6NKlC5YtW2a1XGxsrMX3LcWhI3iq7e1da/fu3XbXrrx8+TLuvfdeXL58GSqVCt9++y2GDx/u8vUrKioASDNatyq26hSuW9M42hcI/VG9evXQqFEjh2Po22+/BQAEBARg4MCBNsuaJmKrjuR2p6w7uHrP8Iqfnx+aNWtWbTkTucGLTqngyV6etCqJzMxMaLVaxfilpuPQkJeHjGefg+7w4co3fHzQ8MMPEHb//TbPk8P9UpMa5GAvT1ByUcGo1WqXFlPnFY1Gg+7du4uJu6pfmmxtkGJ63N5UViFJU79+fbMkpLDGkr2RGmq1WlwHrV27dha/IAhfmixpFRawj46ORtu2bW1eyxpFRUU4d+6c1WvYQhiVZ7q+lDW2b98uvhY2lgEcbyvg32kTltpq6dKlYmJxyZIlVtcjS05OFq9pyV7B9506dbL7hc1eHAm+8/X1tesfW342xVrMmeqxFbdGo1FMEAnXstQ/XLhwAQUFBVY12bJdaN+oqCiXkiCmsZCbm2s3cd2yZUunryE1ppqFtTOloKpvXLmO6UYu7kyJBmAzjoWRb0FBQS71R65+Tnmq7e1d68qVKzb7iBs3buA///mPuLzAokWL3N5Ix9ayEa5g2ndfvXrV6lqcKSkpZoll4TzTRPX169dtruVpun6iozjSF5SUlODMmTMAKke0OxpDmzdvFn+YePLJJ23+qCNcX0BYv1iKsu6gtGc7f39/iz/Cyg1edEoFT/bypFVJCOvPl5WVeVlJzVCTcVhx+TIuTZqM8lvf9dSBgYhZtBDBd91l91w53C81qUEO9vKEMn7WJCwijNQRplMqAdORA6a7B5eXl4tfKCxNrS0vL0dqaioAx5OLVRMswoejkJyxRkpKiji12FKSpqKiQhxxZOm4MPVK2OnZFY4fPy5OYXV2Mxdh0Xx7DwMGgwFffvklgMr1y0x3TXa0rVJTU2221aZNmwBUTnW2tdHB119/Lb6u6l/T2GjXrp3N+8VeHAH/JuBatWpldadkwL6fTbEWc6Z6bNVx+vRplJSUAPjXfkv9g60RkvZsF0aoujrayXQEq+n6kFLhif4wKytLfF11Ayl3qKrV2etUVFRg3bp1ACoTNfaWL/AmrvrFU21v71oBAQFWtebn52PgwIHiff3RRx/hueee86g2VzBNAv/99982y5ouLyKcZzojICkpyeb5wo8/zuBIX1B1qQhHYujatWt4+umnAVR+mXjllVfsahGu7+fnh9tvv12ysu6gtGe7iooK3Lhxw2sjaR2FF51SwZO9PGlVIkrxS03FYenpNFwc9ZiYWNRERCB+5QqHEouAPO6XmtQgB3t5gpKLCsZoNKK4uJjrB1DTnWvtkZ6ejj///BNA5ag+04XaT506JXYalpIwKSkp4nHTnZyrYjAYqo0AExBG8BQUFJitqWiK0WjE1KlTbSb2Tp06hfLycqvHhc1Izp8/L47ccBZX11sE/k3aZmdni6MoLTF//nxxSvOzzz5rFoeOttULL7xgs62Ec22NgDx27JjZDq1V7TWNjVatWtm8X+zFEVCZyAPsj6wz9bMtH9iKOVM9tpLiphseCXVY6h9Mp6u3atXK6rUs6RVGVF69elXcfMYZunTpIo7G+eeff5w+3x6e6A83bNggvrY3vd8Zqmp19jrbtm0TR4yNHj1a8pFvUuKqXzzV9vaudfvtt1vUWlJSgiFDhuDwrelH//3vfzFjxgyP6nKVzp07i9N2v/vuO6ttX1xcLI4cb926tbiMQJcuXcTlOlatWmX1OlevXsXvv//utD5H+gLTz7B27drZjaErV67gvvvuEz+zFi5ciMaNG9vVIly/Y8eOdtdRdKasO9SGZztnKC4uxv79+2W/SQ4vOqWCJ3t50qo0hP5MCdREHBYfOoT0xx+H/tb6876N4tF43VoEmPwoaLcOGdwvNalBDvbyBCUXFYxGo0FISIg40oxHvv32W4wbN06cwmuN8+fPY+jQoeLoqffff9/Mbnu7SppuimErSXP69Glx5GDVBEuPHj3E1x9++GG1cw0GA55//nkxAWqpjqpaLR2/9957xddTpkwRbbZEUVGRWWLN0WvY4r777hNfz58/32KZ1atXi1+sBw8ejLFjx5r5w9G2EnaUtqZT+IJ7/Phxixu5nDhxAkOGDBGTYvHx8dWmc5u2Rc+ePW3eL47sTiqMxrT3C5itUYKm2Io5R+sQygUHB4sjaiz1D8J90KZNm2oJKXu29+vXT3z95ptvWtVSUVFhcTSSVqsVfxA4dOiQ1fNdxZn+cPny5TbvKwD47LPPxDVPmzRpYnFDHpVKBZVKZTWJYe06ploduU5VTKdEuzsl19NU9YtUbQ+43v62rjVgwIBqMVReXo4HHngA+/fvBwBMmzYN7733ns16vYmfnx8mTpwIoHJN23fffbdaGcYY5s6di7y8PADA888/Lx7z9/cX4+qff/7BggULqp1vNBrx9NNP221fSzjSF1Tt+6zd24wxrFmzBt26dRN/ZJk8eTImTZpkV0dZWZm4Bq29jV+cKesuteHZzhlCQkLQv39/u+vwehtedEoFT/bypFVpqNVqxfjF03FY8NtvyHhqIoyFhQAA/3bt0HjtWmjtrCVfFTncLzWpQQ728oR8hysQHkelUnH/8Hno0CGsXLkSq1atQr9+/TBw4EB07NgRkZGRqKiowPnz57F9+3asXbtW/BIzbdo0PPnkk2b1CEmTOnXqWFwLSTgeGhpqNn23KqYjwKomcx5++GG8+uqryM3NxeLFi1FRUYHRo0cjODgYKSkp+Pzzz5GYmIj4+HhcunQJKpXK4ogbU62W1poaPnw42rdvj2PHjmHnzp3o2LEjnn/+eXTu3Bl+fn7Iz89Hamoq9u3bh82bN6NDhw545plnLF5DrVYjMTFRHG1jjXr16om7KN97773o2bMnDh48iI8++gg5OTl49NFHERYWhvPnz2PVqlXYsmULgMpRoN9//321OJSqrQYPHoyDBw+isLAQ99xzD2bNmoVmzZrhxo0b+Pnnn7FkyRI0adIEderUQW5urs11BMPCwuxOZbMXR0DlZicXL17E1q1b8fnnn6Nnz57iIsGNGjUSP7yEusLDw22OoLEVc6baTZcBsFZH+/btxfUQLfUPwhd2S4lKe7aPHDkSLVu2RGpqKlasWIGMjAxMnDhRXI/t4sWL2LNnDzZs2ICZM2daXKdt+PDhSEhIwKFDh1BYWCjpB70z/eGcOXMwffp0PPjgg+jVqxduu+02BAcHo7CwECdOnMDq1avFRJJWq8XXX3/tUl/rievk5uZi69atACqnsdoaiS0Hqvqlptre1WtZWurgscceE9eXveeee/DUU0+Jo7YtodVqba5TWBO89dZb+PHHH3H+/HnMmTMHJ06cwBNPPIEGDRrgwoUL+Pzzz8W1gXv27InJkyebnT9nzhxs2LAB2dnZePHFF5GUlIQxY8agXr16OHv2LBYsWIADBw6gW7duYoLQmbVY7fUFQl+lVqthNBrFJRuMRiNyc3Nx9epV7N+/H7/88ov446RKpcIHH3yA119/3SENe/bsEX8keuCBByQr6y614dnOGTQajceXPpACXnRKBU/28qRViSilP/NkHOasXIWrH3wA3JrtFdSnN2I/+wzqwECn65LD/VKTGuRgL1cwD1NUVMQ++eQT1r17dxYWFsa0Wi2LjY1lo0aNYnv37rV7/sWLF9nUqVNZy5YtWWBgIAsMDGQtW7ZkU6dOZRcvXvSo9oyMDAaAAWAZGRlOnZuWlsZSUlJYWlqah9S5j8FgYMXFxcxgMHhbisuMGDFC9JG9v/DwcLZkyRKL9dxzzz0MAOvbt6/N471797ap55VXXmEAWGBgoMV2/eGHH5iPj49FfT4+PuzNN99kzz33HAPA2rZt65JWxhhLT09nbdu2dahdXnrpJbNzDQYDCwwMdLhdAbBx48aZ1XHp0iXWvHlzm+eMGjWK5ebmWo1DR9rq+eeft9lWhYWFrH379lY19OjRg6WlpTGVSsUAsNmzZ1tt7z59+ti9Xxzxzc8//yxer+pfUlKSxevawlbMOVpHZGQkA8Cee+458b2qfsnJyRF1Llq0yCXbT58+zZo2bWo3nvbs2WPx/Bs3bjA/Pz8GgH333Xc2bXIWZ/rDRo0aOXRfxMbGsu3bt1utRyjXqFEjj17HlMWLF4vnzZ0716Fz3GH27NkOxaA1qvpFyjaRuv2txZAzfaktPVKybNky8XoXLlywWObChQusZcuWNrW2b9+eXb9+3eL5R48eZfXq1bN67oQJE9jSpUvF/7Ozsx3Wb6svcPYzTKVSsQceeIAlJiY6fH3GGJswYQIDwNq0aSNpWXexFoc8PJe6QklJCTt27BgrKSnxthSb8KJTKniylyetSkKr1TJfX1/F+MUTcWg0GtnVefNYSouW4l/WzDeYsbxcVjrlrEEO9noCd/JctvDoyMXz589j0KBB1aa4ZWZmYt26dVi3bh1ef/11i9Megcpd+8aMGVNtjntqaipSU1Px7bffYvXq1Rg2bJjHbKjNMMag1+udWrdQbmzatAlHjx7F77//joMHDyI1NRVXrlxBcXExAgMDUa9ePXTs2BEDBw7E6NGjERQUZLEeqXeKtrbL88iRI7Fnzx689957OHDgAEpLSxETE4N7770Xzz33HNq1aydOKbU2lc+eVqByem9iYiK+++47/Pjjjzh69ChycnKgVqsRERGBZs2a4c4778TQoUNx5513mp2blpYmbu7hKFXbJS4uDomJiZg/fz42btyIs2fPQq1WIyYmBnfeeSfGjx+PPn36AKic4mwpDp1pq969e1vUFRwcjL179+Ltt9/Gxo0bcfnyZdStWxft27fHmDFj8Pjjj+PIkSPitW2NXGzfvr3d+8UR3wwdOhTbtm3Dp59+isTEROTl5YExVm33aEfqAmzHnCN1ZGZmijt8m5ar2j+YLg3g7E7RAs2bN8fRo0fx9ddfY9OmTUhJSUFhYSEiIiIQExODHj164P77768WkwIREREYOXIk1q5dizVr1kg6pdeZ/vD333/HL7/8gv379+Ps2bO4evUqbt68iYCAANSvXx8dOnTA0KFD8cgjjyDQhV+FHblOZGQkOnbsiPvvv9+p66xcuRJA5S+xY8aMcVlbTVHVLzXV9q5cy1pfxiuNGzfGsWPH8M0332DDhg04efIkCgoKULduXXTs2BF33nkn7rvvPrPdoU1p3749UlJS8NFHH2HLli24dOkSQkJC0K5dO0yaNAmPPfaY2dIZwjIWjmCrL7D1GRYSEoK6deuibt26uOOOO3D33XfjnnvusTmy2xKlpaX48ccfAVSuGSxVWSmoDc92zlBRUYGbN2+icePGCAgI8LYcq/CiUyp4spcnrUqkoqJCEX6ROg5ZRQWuzJqF/M1bxPcipjyNetOmOTVTwNM65a5BDvbyhIp56OmjvLwcHTp0EKeiDBs2DCNHjkSdOnVw6tQpLFq0SNxh8euvv662vs3JkyfRtWtXlJaWIiAgAJMmTRITCHv27MHXX3+N0tJS+Pv7IzEx0Wx3QqnIzMxE3K11CDIyMhAbG+vwuWfOnIFer4ePjw9tX044zNGjR8VE3Z9//ol77rnHy4rkC7WVMvn777/Ro0cPaDQanDt3zuLSAARBeB6DwQDAvSlrEydOxNKlSxEbG2t18y5reLMvWLVqFcaOHYuIiAhcvHjR5pQpZ8p6EnouJQiCJ4Q1ykNDQ72shD8MRcXImjYNxbeWboFKhag3Z6Hu6NHeFUbIBnfyXLbw2IYuK1asEBOLM2fOxObNmzF+/HgMGzYMM2bMwOHDhxEVFQWgcm0f4SFV4J133hGTh7t27cKCBQvw4IMP4sEHH8SCBQuwe/du+Pv7o7S0FO+8846nzCCIGsNoNOLll18GALRo0cJsAwzCHGor5dK9e3eMHDkSBoPB6qh3giA8j0ajcSuxqNPpsHnzZgDmm3g5irf6AqPRiA8++AAA8Oqrr9pMFjpTliAIgviX0NBQSiy6gP7GDVwaP15MLKq0WsQsmE+JRaJG8Fhy8eeffwYAREVFYfbs2dWO169fH2+99RYAIDs722xTAqPRiN9++w0A8Mwzz4i7AprSvXt3TJkyBQDw22+/wWg0Sm5DbcdgMCA/P79aYpfwDLZ2tC4tLcUTTzyBXbt2AahcDF8pMW0pDp1pq08++cSt4f3u6KzNyNneDz74AD4+Pli2bBkyMzMlqVPO9laFJ63uwpOtPGmVAnv2njt3zurUXIPBgGeeeUZckmH8+PEuaXCkL5DaLxs2bMCpU6cQHx+PqVOnSlZWKpQWhwUFBfj999/FUU5yhRedUsGTvTxpVRJK84sU9panp+PiY6NRmpwMAFCHhiL+26UIHTBAKpmy8EtNapCDvTzhsTUXheRAhw4dxJ1Qq9KtWzfx9cWLF9GlSxcAwI0bN1B4a5t0WyOS+vXrh/nz56OgoAA5OTmIjIyUSr4iUKlU0Gq1NZKYISp3QPbz88OoUaPQoUMHhIWFITc3F3/99Re+/vprXLx4EQDw0ksvYfjw4Yrxi6U4dLStXn75Zdx///1e01mbkbO9LVq0wLfffotz587h0qVLkgzll7O9VeFJq7vwZCtPWqUgNTUVjDG0bt3a4vF3330Xhw4dwqhRo9C9e3fUr18fOp0Ox48fxzfffIPDhw8DAO69914MGTLEJQ2O9AVS+8VgMGD27Nm455577K6/5ExZqVBaHGq1WjRq1MjiTu1yghedUsGTvTxpVRJ33303ysvLzQYg1WbcjUPdiRPIeHoKDDk5AACf6GjEf/M1/CReBkMO90tNapCDvTzhsTUXs7OzodfrERQUZHWxb9M10zZt2oQRI0YAqEw0Cotr79q1C3379rV4/u7du8Xk48WLFyVfb4fWXCSkQq/XIzg4GGVlZVbL+Pj4YM6cOXjjjTcU86XAEtRWBEEQ8icpKQkA0LlzZ4vHJ0yYgO+++85mHXfddRc2b96MiIgIyfUR5tBzKUEQPCEMTrL1fYCopGjvXmROnQam0wEA/Jo1Q9w3X8M3OtrLygi54qk1Fz02cjHagWD+559/xNetWrVy63pK2RVPShhjMBgM0Gg0lKCpAZYvX46ff/4Zhw8fxvXr15Gfn4/Q0FDcfvvt6N+/P6ZMmYL4+Hhxp0el+MVSHDraVt7WWZshe+ULT1rdhSdbedIqJYwxi/bOnDkTzZs3xx9//IGLFy/i+vXrqKioQEREBLp06YJHH30Uo0aNqrbLvSf0KckvSrNXr9ejsLAQISEh8PHx2Ncat+FFp1TwZC9PWpWI8KNIbcfVOMzb9BOuvPkmoNcDAAK7dEHsF/8HjYfWq5TD/VKTGuRgL094rYUYY/jqq68AAHfccQdatGjhLSmKxWAwoKioCMHBwXSzeBgfHx+MGjUKo0aNsltWaX6paq8zbVWTKN0vtR2e7OVJq7vwZCtPWqXEYDBYtLdFixZ444038MYbb3hB1b8ozS9Ks7eoqAh79uxBnz59EB4e7m05VuFFp1TwZC9PWpWG0WhEUVGRIvzibBwyxnDz629w/bPPxPdCBgxAw0/mQm1lSTpv6ORdgxzs5QmvPXV888034pQaRxa5Xr9+PZ599lkEBARg7dq16NWrl9sa7G0EcOXKFbevIWc0Gg2Cg4Pd2u2RkB6l+YUXe3nRKRVkr3zhSau78GQrT1qlRO72Ks0vSrM3JCQEffv2lf1O3LzolAqe7OVJq9JQq9UICQnxtowawZk4ZAYDrr7/AXLXrBHfqzNmDKLemAmVh/t+OdwvNalBDvbyhGfnolghMTERL774IgCgR48eeOKJJ+yes2LFCty8eROZmZn4/vvvJdERFxdn8890wxlhgxmgctcg3a01DQwGA/Ly8lBRUQGgcifb/Px8sawwPUV4rdfrxV2AjUYj9LeGMAt12SsrTP92tSwAsaxKpYJarYbBYLBb1lK9RqPRrKzBYBDLCppcLetsu3iqrCvt4m5Zxpg42kAJ7e1uHEpV1l4bGo1GqNVqqFQql9rbmzHrSnwLcVjV1traR5jGobvtba9dqI9wvKwUcUh9hGf6CAG59xEqlQoqlUpW7W2vXdwpazAYrMah8L+A6fOsXq9HXl6eeFyn05ntjmnp2VcoW/XZt7CwECUlJaJe0+fksrIys7JFRUUoLi42K1teXi6WzcvLs1iWMYa8vDwYDAaEhYWJmgRbi4uLUVRUJJ6bl5cnrt1WUVGBvLw8sU1LSkrMnvPz8/NRWlpqVlZoY1tlhTYUypq2oTBNXbDNUhvaa29r3zXstbe9NhQ0lZeXV2tDZ8qatndhYSH8/f2h0Wjcam9LcehIe1trQ0sxq9FooFarxfjwZntbi1mhrNCGVcvm5+e7FN/OtKG3+gidTudWH+FKe8u5jzCWlSHrpZfNEouRL74Iv+efg/6WXk/GbGFhIUJDQ6HRaNzqI9xp78LCQvFHNE/3ERqNBmFhYSgpKRHbsDb0EaZ6paTGk4vp6ekYPnw4dDod6tati7Vr1zq03s748eNRt25dxMTEeGW6pDDKUnh95swZAJVBmpCQIDooIyMD+/fvF8saDAbRkYwxFBUViQFeUVFh5nSdTifeDEJZIcAtlRVuBqAyMIWg1ev1KCoqEgOxtLTUYlmj0QidTmdWtqysTLwZgMrANO3kioqKxKAtLS0VbwahXtMPZlNby8rKzMoWFxeLZY1Go1nZ8vJys7IlJSU2y5q2S0lJiVNtKJQV9AtlhTYUsNaG1trbtA2LioqqtaGt9i4rK4NOpxP1Cu1dtQ3ttbepflfbu2rMeqK9jUYjSkpKPNrepm3oaHxbau/i4mLxC6699hZsdae9vdlHlJeXm8Vhbe8jLMUh9RHe7yOqxqGn2pv6COf7CAG59xHCMVvtXdueI6rGodDeVb9Q/PXXX7h48aJ4jYSEBFHzxYsX8ddff4llExMTce7cObGNTJ99L126hAMHDohlDx8+jLS0NFFfQkICcnNzAVTOGtq7d69Y9ujRo0hNTRXbISEhATdu3ABQuTlkQkKCWPbkyZNITk4GUOnHhIQEZGRkICUlBZmZmUhISBD9mpKSguPHj4vn7tmzR5yRdOPGDSQkJIjtn5qaiqNHj4pl9+3bJ85uys3NRUJCghhrZ86cMftOcPDgQaSnpwOo/KKakJAgxt758+dx6NAhAJWxsm/fPvH7g9Dewhfoixcv4uDBg2K9znzXOHLkCE6fPg2gMp4TEhJw8+ZNAEBWVpZZex87dgynTp0ya+/r16+btbcQWydPnsTJkycBVN4LCQkJyM7OBgBcv34dCQkJYryfOnUKx44dM2vvpKQk6HQ63Lx5EwkJCWIMnz592mwH4P379yMjIwNA5RfghIQE8V6x1N5CzBYWFprF7IULF8T2BoBDhw7h/PnzACrvi4SEBDGxkJ6eLra3TqfD/v37xTi0FLP79u0T6zWN2YqKCrOYvXLlCvbs2SOWPX78OFJSUgBU3rsJCQm4du0aAODq1atISEgQ78/k5GSxvQGYtbcQs0J7V43ZvXv3Wo3ZtLQ0HD58WCx74MABXLp0yay9hT7k3LlzSExMFMt6u49gjOHw4cNu9RFXr14FAFy7do37PuKvP/9ExlMTUbh9e2X7qNVo8OGHCHh8DPbs2VNjfURKSgp0Op1bfcTevXuRlZUFAC71ESdOnIBOp/N4H6HT6ZCSkoJ//vlH9E1t6CNM710p8dhu0Za4fv06evXqhbS0NPj7+2P79u24++67q5VzZbfoCxcuoHHjxk7pcWRatDB6MSUlRdx0pqCgAL6+vggICIDBYEBhYSGCgoLg6+uL0tJSlJWV4dq1a9DrKzfluO2226DRaMAYE39RVqvVMBqNMBqN4ggUobOzVVb4VcPVskBlR6FWq8EYQ3FxMfz9/eHr62uzrKV6jUYjGGNiWYPBII7+ETS5WtbZdvFUWXtt6ImyjDHodDoEBgaKx2pze7sbh1KVtdeGQpIjODhYHOHmTHt7M2ZdiW9rcVhb+wjTONRqtdRHyKSPACq/pLgTh9RHeKaPyM3NRVlZmbiBn1z7CCHBFhgYCF9fX1m0tydj1locnj17FhUVFVCpVBafZ4UEp7BWo5DUD721KYClZ1+hrPDsGxYWBqDyC51Go0FgYCCMRiMKCgrE5+SysjKUlpaKZYuKiqBSqRAUFCSWDQwMhFarFX9IEda5Mi3LGEN+fj4MBgOOHDmCjh07iiNMVCoViouLwRgTp7Ll5eUhICAAfn5+qKioQHFxMUJDQ6FWq1FSUgKDwSBOv8zPz4efnx/8/f3FsiEhIdBoNDbLCm0olDVtw4KCAvz111/o2LEj6tWrZ7ENy8vLbbZ31e8ajra3vTYU2ru8vBwlJSVmbQjA4bKm7Z2VlYWUlBR0794dAQEBLre3pTjUarV229uZmBV806FDB9SvX9+r7W0tZoWyQhtWLZufnw9/f3+n49uZNqzpPmLjxo04d+4cpk6dipCQEJf7CFfaW459RFF6Oq488yz0t5JhqoAA1PtkLiLuvbdGY/b69evivS187tR0e1+7dk3U4Ovr69E+QqVS4dChQ2jTpg3CwsIQGBhYK/qItLQ0tG3bFoC0u0XXWHKxsLAQ/fr1Q1JSEnx8fLBx40YMHz7cYtmaSi7aw50tus+cOQO9vnJ3q2bNmkmqiyAIgiAIgiAchZ5LCYIg+KTszBlcmjQZ+luj1DR16yLuqy8R0K6dl5URvOJOnssWNbKhS1lZGYYPH46kpCSoVCosXbrUamLRVVQqlaT1EQRBEARBEARBEARBeIOSxERkPPscjLem6/rGxSF+yTfQNmrkZWUEUR2Pr7loMBjw2GOPYdeuXQCA+fPnY9y4cTbPEaY/AeYbqVTFdEFOYXgr4TgGgwEFBQXilBpCHijNL7zYy4tOqSB75QtPWt2FJ1t50ioFGRkZOH/+vOztVZpflGZvQUEB/vjjD7PvBHKEF51SwZO9PGlVEq+++irGjBmjGL9YisOC7dtx6cmnxMSif5s2aLx2jVcTi3K4X2pSgxzs5QmPJxeffvppbNq0CQAwe/ZsTJ061e45kZGR4hz7nTt3Wi0nJCxDQ0NRp04dCdQqC5VKJa5xR8gHpfmFF3t50SkVZK984Umru/BkK09apeDatWvIzc2Vvb1K84vS7PX19UWDBg3g6+vrbSk24UWnVPBkL09alcTChQuxYcMGxfilahzmrFmDrGkvgt3a5CSoVy80WvEdfCIjvSlTFvdLTWqQg7084dHk4owZM7B06VIAwNSpUzFnzhyHzlOr1Rg0aBAA4KuvvsLff/9drczff/+NL7/8EgAwcuRIaQQrDLVajYCAAId26yZqDqX5hRd7edEpFWSvfOFJq7vwZCtPWqVE7vYqzS9KszcgIABt2rRBQECAt6XYhBedUsGTvTxpVRoqlUoxfhHi0N/fH9c+m4+r77wL3NoaI2z4cMQt/gLqoCAvq5TH/VKTGuRgL094bM3FL7/8EnPnzgUAtGnTBvfddx9+++03q+VjYmLQzmRR0jfffBNbtmyBTqdDv379MGnSJPTu3RtA5VbxX3/9NUpLSxEUFIQZM2Z4yoxaDWMMRqMRarVaMb9w84DS/MKLvbzolAqyV77wpNVdeLKVJ61SwhiTtb1K84vS7DUYDCguLkZQUJC4c6kc4UWnVPBkL09alYiw431tx2AwoCg/H0WffIKCTT+J70dMmoR6L78km/5cDvdLTWqQg7084bGfNf/66y/xdXJyMgYPHoxBgwZZ/fv000/Nzm/bti3WrVuHoKAg6HQ6LFy4EA899BAeeughLFy4EKWlpQgLC8O6devQsmVLT5lRqxG2UVfKujy8oDS/8GIvLzqlguyVLzxpdReebOVJq5TI3V6l+UVp9hYWFmLXrl0212iXA7zolAqe7OVJq9IwGo2K8Uv+tWs488ST/yYWVSpE/fe/qD/9ZdkkFgF53C81qUEO9vJEjewW7SrDhw/HyZMn8b///Q/bt2/HpUuX4OPjg7i4OAwZMgTPP/884uPjvS2TWzQaDYKDgykLLzOU5hde7OVFp1SQvfKFJ63uwpOtPGmVErnbqzS/KM3e4OBg3H333QgODva2FJvwolMqeLKXJ61KQ61WK8Iv+pwc5L0wFUGnTwMAVL6+aPjJXITed5+XlVVHDvdLTWqQg708oWLs1mR+ohqZmZmIi4sDULkrYmxsrMPnnjlzBnq9Hj4+PmjWrJmnJBIEQRAEQdQ4SUlJAIDOnTt7WQnhCPRcShAET/j5+QEAysrKvKzEs5RnZODSxImoSL8EAFCHhCD2888R1L2bl5URtRl38ly2UMZqz4RFjEYjSktLYTQavS2FMEFpfuHFXl50SgXZK1940uouPNnKk1YpCA8PR2hoqOztVZpflGZvaWkpTp8+jdLSUm9LsQkvOqWCJ3t50qokhg8fjnvvvbdW+0V3MhkXRz0mJhZRty4afLtU1olFOdwvNalBDvbyBCUXFYzRaERZWZliHkB5QWl+4cVeXnRKBdkrX3jS6i482cqTVilo1KgR6tevL3t7leYXpdlbVlaGCxcuyH50Ey86pYIne3nSqiS++eYbvPDCC7XWL0X79uPSuHEw3LwJANA0bozzzz4Hw63RZHJFDvdLTWqQg708QdOibUDTogmCIAiCIAjeoedSgiAIeZC/ZQsuv/FfQK8HAGTHt8BrHcfiusofAb4aDGoXjYm9mqJ1w1AvKyVqKzQtmiAIgiAIgpAFRUVFKCoq8rYMgiAIohby119/4a+//vK2DElhjOHm0qW4/NoMMbF4sEFbPN1+Aq6r/AEAugoDfjychWGf78Pmo1nelEsQTkPJRQVjMBhQWFgIg8HgbSmyQqfTwcfHByqVCh988EGNX98Zv5SWlsLX1xcqlQrvvfdeDaiTHl7i0FmdUsaRN/zsjl88fQ+Vl5ejWbNmUKlU2LhxoyR18hKHAF9a3YUnW+Wodfny5VCpVFCpVLh48aKkdZ8+fRqnT5+uEXvduedd9ctzzz0HlUqF8ePHS1rW08gxDj1JYWEhdu/ejcLCQm9LsQkvOqWCJ3t50qok+vTpg969e9cavzCjEVc//BDXPpknvvdrk554r9s4lGt8q5XXGxmmrz+GlMsFNSnTLnK4X2pSgxzs5QlKLiocjUbjbQkeITc3F/Pnz8eQIUMQGxuLwMBAaLVaREZGokuXLpg4cSJWrFiBnJycauceOXJEfCjv0qVLTUsH4LhfTp48Cf2tX746dOjgES3z588Xv5z+9NNPHrkGL3HojE4p48jUz+3bt3erLmdw1S+evocWLFiAs2fPom3btnjwwQctlrl27Rq2bt2Kt956C4MGDUJkZKQYxxMmTLB4jiV7XanHWQoKCrBu3TpMnz4dffr0we23346wsDBotVrUr18fffv2xdy5c3Hz1ro81rRW5dKlS5g9eza6dOmCevXqwd/fH3Fxcbj77rvx1ltv4eTJk5Lo9zQajQbp6emYPn06WrZsiaCgINStWxddu3bFJ598gpKSEo9de8aMGaK/VSoVdu/ebVdreXk5lixZgoEDB6JBgwbw8/NDcHAwWrRogSeeeAIHDhzwmN7aiiP3PAB8+eWXZv5SqVTw8fFBWFgY6tati0aNGmHgwIF48803cerUKZvXnDFjBrRaLVauXCnujC1F2ZqAl89UKdBoNKhTp47sbeZFp1TwZC9PWpVIbfCLsbwcWdOnI3fFSvG9xHsexqI7RsKosp6O0RsZlu67UBMSHUYO90tNapCDvVzBCKtkZGQwAAwAy8jIcOrctLQ0lpKSwtLS0jykjrCE0WhkixYtYkFBQaLvbP2NHTu2Wh0LFiwQj9+8edMLVjjOkiVLXI5RRxk/frx4jQsXLnjkGrURe3FUXFzMNBoNA8A++OADm3WZ+jk9Pd1TkiXDk/dQQUEBi4iIYADYunXrrJazdd+PHz/e4etJVY8tduzY4VB/FRkZyX777TeH6ly4cKHdfnDatGmS6Pc0W7ZsYaGhoVbtaN68OTtz5ozk1z1y5Ajz8fExu9auXbtsnnPx4kXWpk0bu7584YUXmNFolFxzVZYtW+ax/jsxMZElJiZKWqclHL3nGWPs6aefduheEv6GDh3KMjMzrdY3adIkBoANGjTIrk5nynoDei4lCIIntFot02q13pbhNvqCAnZx7DiW0qJl5V/rNuzm+g2s5axtrNGMrXb/Ws7axgwGzz8vEMrCnTyXLWjkooJhjMFgMIDVoj19XnjhBbzwwgsoLi5Gw4YNMWvWLPz6669ISkrCwYMHsW7dOkydOlVctLRz587V6pg6dSoYY2CMoW7dujVtglN+OXr0KAAgMjJSsoVYq3Ls2DEAQHh4OBo3bix5/bzEobM67cVRUlKSOLqva9euNusS/BweHo74+HjnhLuIO37x5D20ePFi3Lx5E/Hx8Xj44YcdOic+Ph4DBgywWcYRex2px1Xi4uIwbtw4LFiwAD/++CMOHjyI/fv34/vvv8fDDz8MjUaDGzduYNiwYTh69KhNre+99x6mTp2K4uJiNG/eHJ988gl2796NI0eO4I8//sAnn3yCO++8E2q1/B8BDh8+jEcffRQFBQUIDg7G+++/jwMHDuDPP//EpEmTAABpaWkYMmSIpFNWjEYjJk+eDL1ej/r16zt0Tnl5OYYMGYLk5GQAwB133IHly5fj4MGD2L59O9566y0EBQUBABYtWoSPP/5YMr3exNN9tzP3vGlfeeLECZw4cQLHjx/H4cOHsXfvXqxZswYvvPACIiMjAQBbt25F586dce7cOYv1TZ8+HQCwbds2uyMSnSnrSXj5TJUKg8GAkpIS2U8D50WnVPBkL09alQjPfqm4ehXpYx5HyaFDAACVvz9i/+9z+A8fAV2Fg8ssVRhQqpdPG8jhfqlJDXKwlyskS1PWQmr7yMWKigqWm5vLKioqvC1FEkxHaIwcOZIVFRVZLWswGNjGjRtZcnJyDSp0DGf80qtXLwaA9e/f3yNaysvLmVarZQBY7969PXINXuJQap3z5s1jAJhKpWK5ubk2ywp+7tOnjyTXdgQ5+kWv17O4uDgGgM2YMcNm2bfeeov9/PPPLDs7mzHG2IULF2yOOLRmr7P1uGqXPTZt2iRed8SIEVZ988cff4jlxo0bx8rLy63WWVZW5pZuU2bPnu2RGBVi38fHhx04cKDa8blz54r2zp49W7LrfvbZZwwAa9myJZs5c6ZDIxfXrVsnluvZs6dFvyYmJjJfX18GgIWHh3v8/qqJkYuetMGZe95gMLDAwMBqn1eW7u3CwkI2btw4sW3atGlj9T7s1KmTw/e7M2U9hbW+jIfnUlfIzc1lP/30k93PUW/Di06p4MlenrQqCa1Wy3x8fLj1S+nZsyytXz9xxOLp7j1YydGjjDHGDAYjtyMX5XC/1KQGOdjrCWjkIiE5arUaQUFBXIxesQdjDG+99RYAICYmBqtWrRJHiFhCrVbjwQcfROvWrWtKosM46hfGGI4fPw7Ac+stpqSkoLy83KPX4CUOpdZ56NavmLfffjvCw8OtljP1c02utyhHv+zYsQMZGRkAgDFjxtgs+/bbb2Po0KGIiopyqG5r9jpbjys4so7LiBEj0KJFCwDAvn37LGo1Go145plnAFTGytKlS+HrW32RcAGtVuuGas9z6NAh7Nu3DwDw5JNPomfPntXKTJ8+Ha1atQJQuS5fRUWF29e9dOkS3nzzTQCVa/g52k6mu1rOnDnTol87d+6MoUOHAgDy8vLsrvvHA57sI5y559PS0sT1N00/ryzd28HBwVi2bBn69OkDAEhOTsaaNWss1itcd8OGDXZHxzpT1lPIse/2JEFBQejZs6fNZz45wItOqeDJXp60Kg2hP+ONksNHcHH0GOgvXwEA+MbEoNHaNQi49RyvVqswqF20Q3UNbtcAarXKY1qdRQ73S01qkIO9PKGMJw/CImq1Gr6+vrXiAfTo0aPiF5DBgwcjICDApXpSU1PFReDXrVtX7XhycnK1zU22b9+ORx99FPHx8fDz80NMTAymTJlitvmCJYxGI1atWoUBAwagXr16CAoKQocOHfD5559DrVajpKREvNa8efOqnX/hwgUUFFTuIGYv6ZSamorp06ejQ4cOCA8Ph5+fH5o0aYKJEyfi9OnTVs8TpkQ7cg1b7Nu3DxMnTkSrVq0QEhKCkJAQdO7cGR9//LG4E7KtOLTWVgsXLoTBYEBRUZHNtgKAkpIS/PDDD3jmmWfQtWtXREREwNfXFyEhIejYsSNmzZplcYMfgbS0NGi1Wmg0GqxduxaMMaxevRoDBgxAVFQU1Go1+vbtC8B2HNWrVw8qlQrr168HAJw5c6baBgSmX6It+Xn79u145JFHHI45Uz3CF+j169fjvvvuQ1RUFIKDg9G5c2esWLFCPEetVsNoNOLbb79Fr169EBkZicDAQPTs2RO//PKL1Xaydw+Zcu3aNbz//vvo27cvoqOjodVqERYWhm7duuGdd96pFptCmzVr1gzt2rWzWbez8NAfhoSEAIDVe2b79u04c+YMgMoNJnx8fGpco5SYbiD15JNPWiyjVqsxbtw4AJXJul27drl93eeeew5FRUUYP368mHxyBNPEZtOmTa2Wu+2228TXwo833qa8vBxffPEF+vXrh3r16kGr1SI6OhqDBw/GqlWrYDQaq50j3OdCHN68eROvvfYaWrRogYCAAERFReE///kPNm3aBMC1naudueeFKdGA+eeVtXtbrVZj1qxZ4v8//vijxXqFDWRKSkqwefNmmxqcKespeOjLpMTX1xf169e3+UOKHOBFp1TwZC9PWpWEVquFVqvlzi+Ff/6JS088AWN+PgDAr3UrNF63Fn5NmpiVm9irKXzsJA191Co81auJzTI1jRzul5rUIAd7uUKyMZC1kNo+LdpgMDCdTscMBoO3pbjNjz/+KPpqypQpLtdjOq3t1KlT1Y6vXr1aPH7kyBH2wAMPWF0ovnXr1qy4uNjida5evcp69uxp9dzBgwezv//+W/x/x44d1er44YcfxOPHjx+3eJ2ysjL2wgsvMLVabfVaAQEB7KeffrJ4/ksvvSSWS0pKcqIlK8nPz2ePP/64zQX127Zty86dO2c1Du211dChQ9k///xjs60YY6xPnz52F/ePiYlh58+ft3j+mjVrxHI7d+5kd999d7XzX3jhBcaY9TjKysqyqwEw3+DF1M+7du1iDz30kNMxZ6pnz549bODAgVbr+PDDDxljjKWkpLB27dpZLKNSqazGjL17SGDu3LksICDAZjvcddddZuc0btyYAZY3YrKHvenMjvaHnpgW7Qipqani5iJdunSxqPXJJ58U/VNQUCC+f/PmTZaWlubRDao8MS1auMeCgoJsTuE+cOCA6JO33nrLrWt+//33DACrW7cuu379OmPsX9uEe9AaphsZbdmyxWo54XNDpVKx/Px8t/Taw5Fp0RcuXGAtW7a0eS/26tWrWvyY3jPHjx9nUVFRVs+fPHmyS1O0nbnnZ8yYIdZvutGMrXu7tLRUXPojOjraat3R0dEMABs9erRdHc6U9QTW7OXhudQVdDodO3PmDNPpdN6WYhNedEoFT/bypFVJ8OiXnHXfs5RWrcWp0OlPPMH0hYVWy/90JJPdNvMXi9Ohb5v5C/vpiPUNx7yFHPxSkxrkYK8noGnRhOQYjUaUlpZaHJHAG6bTzzZu3Gh1cXZ7CCP1AgIC0KxZM6vHfX198eyzz2Lr1q2YPHkyfvnlFyQmJmLt2rXiVOuUlBSzkWACRUVF6Nu3Lw4ePAiVSoXRo0djy5YtSEpKwoYNG9CxY0f8+uuvmDFjhniOpSnJghY/Pz9xWqApBoMBI0eOxKJFi2A0GjFkyBCsWLECBw4cwI4dOzB79myEhoZCp9Nh9OjRuHTpktVr+Pj4oE2bNvaar5qd/fv3x6pVqwAAw4cPx4YNG3Do0CFs2rQJjzzyCADg5MmTGDNmjMU4tNdWnTp1wtatW/Haa6/ZbCvGGI4dO4a77roL77zzDrZs2YJ//vkHBw8exNq1azFo0CAAQFZWFp5//nmL9piO4nzhhRewb98+UU9iYiI2bdqEUaNGmZWtGkd16tTBiRMnsHHjRvG9hQsXihsPCH/C1Naq1/3vf/+LzZs3Y9KkSU7FnGkdr7zyCnbv3o1p06bhzz//xMGDBzFnzhzxF7l33nkHp06dQr9+/ZCVlYV33nkH+/btw+7du/H000+L7Wk64sfStazdQwAwadIkvPbaa9DpdGjUqBHee+897Ny5E4cPH8a2bdswY8YMREdHm224lJmZKY52srcBjivIsT8sKSnBmTNn8L///Q99+vSBXq8HUBl/lrQK03IbN26MkJAQrFmzBu3atUNERASaN2+OiIgItGjRAvPmzUNZWVmN2+MswpThJk2a2ByF1bJly2rnuEJeXh6mTZsGAPj444/FTT8c5ZFHHhFHl3788ccWF/8+cuSIOPJ39OjRCA0NdVmvFAj9dGpqKoDK6fdCn7ZhwwZx5Oa+fftw//33m9kk3DM5OTm47777cPXqVQDA2LFjsW3bNiQmJmLdunXo2bMnvv76a3z55ZdOaXP2nhdGLmo0GrPPK1v3tp+fH+rVqwcAuHHjhtVNULp16wYASEhIsKvDmbKeQI59mScpKyvD6dOnZd+n8aJTKniylyetSoInvzDGcH3hImTPng3c6ntDhw5F3JdfQhMcbPW84R1isOX5XniwUyz8fSufc/x91XiwUyy2PN8LwzvE1Ih+Z5CDX2pSgxzs5QrJ0pS1kNo+crE2ce3aNebn5yf6y9fXl40YMYItX76cZWY6/qvP4MGDGQDWrVs3i8dNR3zVrVuX/fXXX9XKZGZmiloef/zxasfHjBnDgMoNCjZv3lzteFFREYuNjRWv07BhQ4tahg0bxgCwTp06WTz+4osvMgAsODjY6mi+pKQkUaulxfIjIiLE0YXOIrSlj48PW7NmjcUyU6ZMEe38/fffqx2Xqq3KysqsjkgUEEZ9aTQaVmjhV0bBHgDM39+f/fzzz1brshdHK1euFOs6e/asTV2Cn92JOVPtderUsTgK9fXXXxfLhIeHs1atWrGsrKxq5YYMGSKWs7S4sT3b33//ffH8J554wuqItKKiIpaamir+L4woA8D27t1r8RxbSDXi0NMjF01Hd1n6e/3115nRWH1hb4PBII5Q7tq1K5s6darNeu68805JF6eWeuSiTqcTtQ4ZMsRu+aCgIAaA9ejRw+VrTpo0SRwxa9rGjo5cZIyxzZs3i5uKdOzYkX333Xfs4MGDbMeOHWzOnDksJCRE7LeFTYI8ib3Rgq+88op4fNasWdWOG41GsR8GwL744otqZYTPGgBs/vz51Y7r9Xo2fPhws/hzZOSis/e8MHKydevWdsua0qRJE3EkqbXNad5++21Riz2/OVO2JqHnUoIgCOkxVlSwy7NmiaMVU1q0ZNkfz2VGJ2cGGgxGVlxWIavNW4jaC41cJAgb1KtXD4sWLRJHMFZUVOCnn37ChAkTEBsbi5YtW+KVV17ByZMnbdYjjHywtr6g6Qiw77//Ht27d69WJiYmRhyxVVRUZHZs7969WL16NQBgzpw5GDZsWLXzg4KCxNEzgPWNVAQtlo4nJiZiwYIFAIDNmzfj3nvvtVhHp06dxHUCDxw4YHYsIyNDXMPP2c1c1qxZg19//RUA8Mknn+Cxxx6zWO6NN94QX//2229mx6RsK61WiyZNbK9ZIoykNBgMuHz5crXjput5/d///Z+4KYMl7MWRcDw0NNTm2myAecytX7/e6Zirqv2bb75Bp06dqpUxjZHS0lKsX78eDRs2rFbunnvuEV/n31pPxtK1LNmenJwsbrw0dOhQLFmyxOpmGUFBQeIGJkDlKCaB+vXrWzynNtOhQwccOnQIH374IVSq6mv05OfniyOVTpw4gYULF6JBgwZYtWoVcnJyUFJSgoSEBPTo0QNA5f1ubR1DOWC6GUawjV/9BYSFti3FvyPs3bsXS5YsgY+PD7788kuLbewIw4YNQ1JSEiZOnIijR49i/Pjx6NmzJ/7zn/9gzpw5CAwMxPz587F3716nNwmaN28e5s2bh6VLl7qkrSplZWVYsmQJAKBNmzaYM2dOtTIqlQpffPEFIiIiAACff/65eOzYsWP4559/sHz5cgCVowtN+2MBjUaDr776Cv7+/k7pc+aez87OFkdOOrs+cG5uLgAgPDzc6jqlptc/f/68zfqcKUsQBEFYJiYmBjEx8hu5Z4pRp0Pm8y8gb8O/M5Lqvz4DUa+9CpWT696q1SoEan1ktXkLQTgL36u91xIe3foobuhueOXazMigqoFOLDIgEt8P/d6j15g0aRJ69uyJefPm4YcffjD7knn69GmcPn0an376KUaPHo2vvvqq2hfWGzduiEklS0mqa9euITs7GwAwZMgQqwk74N8vuMIXMoF33nkHABAfH2827dkUg8Fglgiz9EUpLy8P6enpVo/PnDkTjDE89NBDZskgS8THx4t1muLOZi5z584FANxxxx0Wv2wKxMXFISgoCMXFxaI9Ao60FQCz6W+O6szJyUFeXh50Op04De7EiRPicT8/P7PyprHRpUsXm0kZe3EE/JuAu+OOO2wmMUz9PGLECPTv399qWWsxZ6pn4MCB4oYDVTHVMW3aNLRq1QqFhYUIDAw0W3aAmUwbDAsLs3otS7a/9tprMBgMCAkJwbJly5zacOD69evi6zp16jh8nqMYDAaUlJRUs7emGTFiBLp06QIA0Ol0OHfuHNavX49Nmzbhsccew/z58zFo0KBqWouLi8U6SktLERgYiF27dpklaHv37o2dO3eiZ8+eOHbsGDZt2oS///7bYsLa25SWloqvVSoVDAaDTb8I96xOp3P6WuXl5Zg8eTIYY3jppZfQtm1b5wWjMoby8vKwfPlybN682eIU26tXr2LVqlVo0qSJxR9MbPHqq68CqNwQ5qmnnnJJoylJSUlivz9hwgSr7RsaGopHHnkEixcvRkpKCq5cuYIGDRpAr9fj+PHjYh2PP/641WtFRUVh4MCBTm1y4sw9b20zF8D2vV1eXi7+SGIr2Vu3bl3xtfAcIEVZTyCXvqymKCwsxNGjR9GhQwdxWQI5wotOqeDJXp60KglhqYrCwkJZ+kWfm4vMKc9AJ3xf8vVFw48+RNiQIS7Vx0scykFnTWqQg708QclFGXBDdwPXSq55W0atoG3btli+fDm+/vpr7N27F9u3b8eOHTtw5MgRscyaNWtQUFCAn3/+2exce8k00+Njx461qkGn04nrF5ruCnr58mX88ccfAIBnn33W5k6u4eHh4mtLSRrTL1JVj5teZ+PGjQ6PwDG9pr1r2OLEiRNiWz3zzDN2rx8aGori4mKzXbicaSvTBJctnb/88guWL1+OPXv24No16/ebr69vtV9KTX0vrDtoDUeSskKZjh072qzL1Afjx4+3Ws5azFXV8+ijj1qtIy0trVo5S8k/YSRO3bp1q8WMLduzs7Oxbds2AJU+dXY9O9OdvD2RXAQs21vThIeHm7Vr165dMWrUKKxcuRLjx4/H8OHD8c0331TzZdVRYRMnTjRLLAoEBATg/fffF0feWhuBbQlH+pKEhASb5ZYtW4YJEybYrcfUHtNdmK0hrIUTEBBgt2xVPvjgA6SmpiI+Ph6zZ892+nyB4uJiDBs2DAcOHIBGo8Frr72GJ554Ak2bNkVpaSn+/vtvcQ3TESNGYN68eXj55Zddvp67mI7ktxcD3bt3x+LFi8XzGjRoAABm6xubrpFqiS5dujiVXHTmnreVXASs39uHDx8Wk8C22sD0+qaJfHfLego59GU1hUajQVBQkOwTqbzolAqe7OVJqxKRo1/KM7OQMXEiym+tC6wOCkLs/32OoFuzQ1yBlziUg86a1CAHe3mCkosyIDLAuS/ZPFLTNmq1WvTv3x/9+/fHxx9/jHPnzuGNN97A+vXrAQBbt25FcnKy2ag3ITGiUqlwxx13VKvTNHFy9913W7328ePHxemJpvWYTvsdPHiw1fM1Go3Z6BtbiU6VSlXtuLBZgLNUTUq5mlzctWuX+FrYKMUajDFxSprpVDJH2wow/wJqqa1yc3Px6KOPYseOHbaF36J58+bVkpmmvrdnk704ysrKwo0blSOV7bWruzFXtQ5bbSmUi46OFpOewlTTqteydB3TOizZvnXrVvFL/EMPPWRVhzVMk006nU7yXw+Fhwe5MnbsWGzduhXr16/H1KlTMWLECDO9VdtjwIABVuvq378/fHx8oNfr8c8//3hMszuY2lNaWmr3oU5I4jgyhdqU1NRUfPjhhwCARYsWuRUD7777rri8xNKlS81+ENBqtfjPf/6Dfv36YcCAAdi1axdeffVV9O/f3+mR4VJh2nfam3YcHR1t8TzT6evCxijWsHe8Ks7c87aSi7bu7X379omvbd0zpp/Jpj+EuVvWE8i9L5OawMBAi0t9yA1edEoFT/bypFVpqFQqBAYGeluGGaWnTuHS5MkwXK98lvepVw9x33wNf5PN5VyBlziUg86a1CAHe3mCkosywNPTha3BGANjDCqVyuX1pXjhtttuw5o1a3D06FFxhNaRI0fMkovCl5OmTZta/BIjJE6ioqIsrkVXtR7AfGSa8L6fnx/atWtn9XzGmDhFNzAw0OKOu0JdjRs3rjY1VRiNEhcXJ6576AhVv/gJ9jZs2NCpUWZC8ikkJASNGjWyWfbs2bPi9EfTL4SOthXwr72W2kqv12PAgAFITEwEUDnldNSoUejYsSMaNmyIwMBAcYRHgwYNkJ2dbXE0oaAnJibGpu9Ny1qLI2eStkLZ+Pj4atOdrdVZVb9wrGHDhjan/Qmje4XzLfUPjDHRv7bayZLtQkz7+vraHeFkCdP4zMnJkTy5yEN/OHz4cKxfvx7FxcX49ddfMWbMGFGrsOutMJU0Li7Oaj3+/v6IjIxEdna22dRTe5guHVCVL774AosXL0aXLl2wbNkyq+ViY2Mdupa/vz8iIiJw8+ZNZGZmir6xRG5urphctGW3JT777DOUl5ejadOmKCkpwbp166qVMR3ht3PnTnGq6/333y8mcRhj+PbbbwFU/kBhbaSxj48P3n33XfTq1QtGoxHLly/HZ5995pBWYQSnJ+JTjjHvzD0v9D316tUTR1UK2Lq3BZ8FBARg4MCBVus3TahWHbHtTllPwENfJiVGoxEVFRXw9fWV9YhNXnRKBU/28qRViRiNRtn4pfjgQWQ+/wKMt545tE2aIO6bb6CNdX9tSF7iUA46a1KDHOzlCUouKhiDwYCioiIEBwfbnHZaW9BoNOjevbuYXKz60G1rgxTT4/amsgpJmvr165slooQvpPZGbxgMBnHkXrt27Sx2ZMIXKUtahUXto6OjXV47rKioSJzu5uxmLsKoPNN1p6yxfft28fVdd90lvna0rQCIIxIttdXSpUvFxOKSJUusrlOWnJwsXtOSvYLv27ZtC4PBYPN+sRdHgu98fX3t+seWn02xFnOmemzFrdFoFBNHwrUs9Q8XLlxAQUGBVU22bBfaNyoqyqUvvKaxkJubazdx7Sw89IembZCWllYtFtu0aYPdu3cDqLTHFsJxZ2y1Fa/CyLegoCCX+52qtG7dGnv37sXZs2dRVlZmdUOQ1NRU8XWrVq2cuoYwnfr8+fNWN54y5d133xVfX7hwQUwuXr16VUwq2btfTZPrptrtIXVcmvbRV69eRfPmza2WNV070PQ804Tf9evXbdbhTCIbcPyeLykpwZkzZwBYHr1u7d7evHkzTp06BQB48sknbf6AI4ywB/5dp1iKsp6Ah75MSgoKCpCQkIA+ffp4JZnrKLzolAqe7OVJq9IwGo0oKCiQhV/yf/kFl1+fCdz6oS+gfXvEfrkYPhIt1cNLHMpBZ01qkIO9PEHpVwWjVqvNRm4pAdMRBaabppSXl4tfMix9OSkvLxe/BDqaXKz6BVP4EiskZ6yRlpaGvXv3WqwDqBy9kpKSYvW4MCVL2OnZFY4fPy5OYXV2yp4wfVGw1xoGgwFffvklgMp15Uy/lDraVqmpqeI0bEttsWnTJgCVI4lsbYDw9ddfi6+r+tc0Njp16mTzfrEXR8C/CbhWrVpZ3SkZsO9nU6zFnKkeW3WcPn0aJSUlAP6131L/YGuEpD3bhRGqjqyfZwnTEaym60NKBQ/9YVZWlvi6Tp061bT27t1bfG1rl9qCggLxRwA578TYq1cvAJVTnk3Xza1KQkKC+Nr0R4qaxDSJo9frbZY1vQe8mfwxTQL//fffNsseOnTI4nmmy2kkJSXZrEP4ocdRHL3nTZeFsLbeYtV7+9q1a+L6uf7+/njllVdsahGu7+fnh9tvv12ysp6Ah75MSoKCgtCtWzfZTwXnRadU8GQvT1qVhlqtloVfbi5bjsvTXxETi8H9+iF++TLJEosAP3EoB501qUEO9vKEMp48CIuo1WpotVquH0At7cZpjfT0dPz5558AKkf1mS7efurUKfELn6UkTEpKinjc1roLBoOh2ggwAWFkT0FBATIyMiyebzQaMW3aNJuJvVOnTqG8vNzqcSFZcP78eXE0h7O4ut4i8G/SNjs7WxxFaYn58+eL0w1fffVVszh0tK1eeOEFm20lnGtrBOSxY8fEjQqA6vaaxkaXLl1s3i/24gioTOQBQEs7a7OY+tmWD2zFnKkeW0lx08SNUIel/sF0unrVEWL2bBdGVF69elXcfMYZunTpIo5c88Q6gTz0hxs2bBBfd+zYsZpW053A/5+98w6Potrf+Lstm900IEBoCZ0gvTfB0KQrCFdAlKIXO+pVxPZTwF65F8u9KoLSFAUEAZUiCoFQJSGUBEIIJYGQQEjZbC8zvz+WGXaT3c0mmd2dkzmf58lDyJ6ded9zzpyZ/e4538MF1j2xefNm/rrxlcsz1EyaNIn/fdWqVR7LMAyD1atXA3AuQR02bFi1zrFy5Up+Gam3H9dNXvbs2cP/vVWrVvzfGzRogOjoaADA4cOHfQYYXYOhrl9yBZvevXvz38KvWrWKD9BVpLy8nM9X3KlTJ37Zcbt27TBhwgQ+NcfatWu9nquwsBA7d+6slj5/r3l/NnNxvbavXbuGMWPG8Penzz77zK0tPcGdv2fPnlXmUaxO2UBAwlgmJCqVCk2bNg1JXVcHUnQKBUl+SdIqJbZt24Zt27aFtF1YhkHhBx/i+ocf8n+rd//9aPH5Z5DXYAM5X5DSD8WgM5gaxOCXJKTx5EHxCMMwsFgsXj9QkMC3336LWbNmue1Y6YkLFy5gwoQJ/Oypd999122DgKo+nLhuiuErSJOVlcXPHKwYYBngsoMYt4GAKw6HA/PmzeN3SfZ0jIpaPb0+cuRI/vcnnniC9+wJvV7vFljz9xy+GDNmDP/70qVLPZb5/vvv8fLLLwNwbpBy7733uvVDoeqK+9B78uRJjztEnzp1CuPHj+eDYgkJCZWWc7vWRadOnXxeL1X1I+D2bMyqZvD5miXoiq8+5+8xuHKRkZH8TBtP4wN3HXTu3LnSjKuqvLsGfd544w2vWmw2m8dZSmFhYfwXAq6zqIQi0OMhl//MUxBj5cqVPq9TwJkbkMuh2rp1a/Tr16+S1m7duvEbDq1bt47/MsWVgoICvP766wCcdfrwww/XxE5Q6NevHx/8XLFiBQ4dOlSpzJIlS/gZs88995zHhz9fdS8Ucrmc3zApPz8f7777rsdyJSUl/NgHgN+1OxSo1WrMnTsXgDOvpOuSbw6WZTFv3jx+puu8efP416KiolCvXj3MnDkTgDOo9umnn1Y6BsMwePzxx6vs4xXx95qvauzhrm2Hw4EffvgB/fr1479Qeeyxx/Doo4/61GGxWPhcs742falu2UBRF57tqoPFYsGlS5eqXC0RakjRKRQk+SVJq5RISkpChw4dQtYurNWK/AUvoXjlSv5vDefNQ5O33oQsAKsOSOmHYtAZTA1i8EsSdT8ZC8UrDMPAZDJBoVAQ+w330aNHsWbNGqxduxbDhg3D6NGj0bNnTzRs2BA2mw0XLlzArl27sG7dOv6DzXPPPYdHHnnE7Thc0KR+/foecyRxr0dHR6NNmzZe9bjOAKsYzLn//vuxYMEClJSU4Msvv4TNZsOMGTMQGRmJzMxMfPHFFzh27BgSEhKQm5sLmUzmcTMTV62eclBNnDgR3bt3x4kTJ/DXX3+hZ8+emDdvHnr37g21Wo2ysjKcPXsWKSkp2LJlC3r06IEnn3zS4znkcjmOHTuGtLQ0r54B58zAESNGAHAGNwcOHIhDhw7hgw8+QHFxMaZNm4aYmBhcuHABa9euxdatWwE4Z4H+8MMPlfqhUHU1btw4HDp0COXl5Rg+fDhef/11tG/fHkVFRdi2bRuWL1+O1q1bo379+igpKfGZRzAmJgZNmjTxmVi6qn4EODc7uXTpEn799Vd88cUXGDhwINRqNQCgZcuWfA4z7lj16tXzGRTx1edctfuaIcUdo3v37nw+RE/jA/ch3lOgsirvkydPRseOHXH27FmsXr0aeXl5mDt3Lr8c/tKlS9i3bx82bNiAV1991WPutokTJyI5ORlHjx5FeXm5zw0eUlJScP78ef7/XHAEcG4ktNLlYREAHnroIY/jYXWPM2fOHK+avLF48WLMnz8fU6ZMweDBg9G2bVtERkaivLwcp06dwvfff48DBw4AcAZcvvzyS1itVo+zk5YuXYpDhw6htLQUEyZMwL/+9S+MGzcOGo0GR48exfvvv48rV64AcOYPFPOyaMAZPExKSoLJZMKoUaPw2muvYdiwYTCZTPjxxx/5lAYdOnTA/PnzQ6r1//7v/7B161YYjUYsXrwYqampmD17Ntq0aQOz2YzDhw9j6dKl/MzdESNGhCwAxbFw4UJs2rQJFy5cwOLFi3Hq1Ck8/PDDaNq0KS5evIgvvviCz+M5cOBAPPbYY/x7uTHijTfewMaNG1FQUIB//etfSE1NxYMPPohGjRrh/Pnz+PTTT3Hw4EH069ePDxL6m3fVn2ueG5fkcjkcDgc/I55hGJSUlCA/Px/JycnYvXs3/0WkTCbDe++9h1deeaVKDfv27eO/DLrvvvsEKxso6sKzXXUwmUw4efIk6tWrx99LxQgpOoWCJL8kaZUSoWwXh16PK888A+Ohw84/yOVosmgR6k+bGrBzktIPxaAzmBrE4JcoWIpX8vLyWAAsADYvL69a7z137hybmZnJnjt3LkDqKCzLspMmTeLbqKqfevXqscuXL/d4nOHDh7MA2KFDh/p8/a677vKp58UXX2QBsFqtlnU4HJVe//nnn1mlUulRn1KpZN944w123rx5LAC2S5cuNdLKsix7+fJltkuXLn7Vy/PPP+/2XofDwWq1Wr/rFQA7a9Yst2Pk5uayHTp08Pme6dOnsyUlJV49CFFX5eXlbPfu3b1qGDBgAHvu3DlWJpOxANhFixZ5re+kpCSvWiuW9dU227Zt489X8Sc1NbXa5/XV5/w9RsOGDVkA7NNPP+21THFxMa/z888/r/S6P96zsrLYNm3aVNmf9u3b5/H9RUVFrFqtZgGwq1at8ulp9uzZ1erDgT4O93rLli0rvdayZUu/jt2iRQt2165dPn2zLMvu37+fjYuL83ocmUzGvv7661UepzosWrTI7+ukumzdupWNjo726qdDhw5sdna21/f7qnt/4LwBYPfs2eOz7B9//MFfT75+hg8fzhYXF9dIT3X47rvv+HNevHjRY5mLFy+yHTt29Kn3zjvvZG/evOn2vkuXLrGXLl1iWZZl09PT2UaNGnl9/5w5c9gVK1bw/y8oKPBLf1XXfHXvVzKZjL3vvvvYY8eO+V2Hc+bMYQGwnTt3FrRssKHPpRQKhSQef/xx9vHHHw/6ea2FhWzOpPvYzMSObGZiR/ZMt+6s7s8/g66DQgkktYlz+aLuf6VJqdNs3rwZx48fxwcffICJEyciMTER0dHRUCgUiIqKQps2bTBlyhQsW7YMV65c8bqph9A7RXvb5Xny5MnYt28fxo0bh3r16iE8PBxt27bF448/jrS0NLz11lvYt28fAPfNGaqjFXAu7z127Bi+/vprjB49GnFxcVCpVFCr1WjWrBmSkpLw6quv4sCBA/j3v//t9t5z587xm3v4S8V6iY+Px7Fjx/DWW2+hW7du0Gq1iIyMRGJiIh5++GHs3bsX69at87nrlhB1FRkZif3792P+/Plo2bIlVCoV4uLiMGrUKKxatQoHDhyATqfj889VdwfkmpSdMGECtm/fjrvvvhv169fnZ/BU3D3a3/P66nP+HOPKlSv8bDxf5VxTA9S0njp06ID09HR88sknuPPOO1G/fn0olUrExcWhV69eeOqpp7B9+3YMGjTI4/tjY2MxefJkAMAPP/zg9TyksXPnTixZsgSTJ09Gt27dEBcXB6VSiaioKLRt2xZTpkzBd999h6ysLNx9991VHm/w4MHIyMjAokWL0L17d0RHRyM8PBytW7fGww8/jNTUVI9LYMXKPffcg5MnT+L5559Hhw4doNVqUa9ePfTp0wcffvghjh8/HpKNMzwxcuRInD17Fh9++CGGDh2KRo0aQaVSQaPRoHXr1pg6dSp++eUX7N69G/UFTARfG1q1aoUTJ07giy++QFJSEmJjY/mxcsyYMVizZg327dtXKWVEUVERP3Z0794dmZmZmD9/Ptq3bw+1Wo2GDRti2LBh+OGHH/Ddd9+5bdDFpayoiqqueV/3q6ioKLRs2RI9e/bE7NmzsXz5cuTk5GDTpk1uO3b7wmw2Y9OmTQCAp556SrCyFAqFQvHNd999h++++y6o57RcuIjLD8yA5Va6FUVMDBK++w5Rw4cHVQeFQioylq3GjhgS48qVK4iPjwfg3BiiRYsWfr83OzsbdrsdSqUS7du3D5TEWuFwOGAymaDRaNzyD1JCR3p6Oh+o27Vrl1+BBNKpaT90ras///wTwwN845fa9SJWv0eOHMGAAQOgUCiQk5PjMTVATRCrX0+QpLW2kOSVJK1CwO0O3aNHD7/8zp07FytWrECLFi28btTlidpe87Vpl7Vr12LmzJmIjY3FpUuXEBkZKUjZQOLNLwnPpTVBr9fj5MmT6NatW8jq3B9I0SkUJPklSauUUKvVYFkWxcXFQWkX04kTyHv8CThKSwEAymZNkbB8OdQ+0mEJCSn9UAw6g6lBDH4DQW3iXL6gMxcljr95jyiBh2EYvPDCCwCA9u3bV3vXU5Kpbj90ravExMSg1ZXUrhcx+u3fvz8mT54Mh8PhcbOf2iBGv94gSWttIckrSVqDiclkwpYtWwC4b9jlD0Jc8zVpF4Zh8N577wEAFixY4PNDRXXKBgMp9UOZTAaVSiV6z6ToFAqS/JKkVYoEo13K9+zB5dlz+MCiOjERrdb9GLTAIkBOPxSDzmBqEINfkqAzF31Q12cuUoJLTk4O2rZt6/E1s9mMxx9/HKtXrwYAbN26Fffcc08w5YkKWlcUX2RlZaFLly6Qy+XIyckR7Ns2CoXiP9zMxd69eyMnJwdt2rTx+PDtcDjwz3/+E6tWrQIAbNu2rdq7ZIfimv/pp58wffp0JCQk4OzZs9BoNIKUDRX0uZRCoZAEt3lGoHfpLd24EdcWLQYcDgCAtn9/tPjicyh8bBpIoZBOoGYu0t2iJYxrXJlG4wPP/fffD7VajenTp6NHjx6IiYlBSUkJDh8+jGXLluHSpUsAgOeffx4TJkwAy7KSaBdP/dDfunrhhReCFliU2vUiZr+JiYn49ttvkZOTg9zcXEFuiGL2WxGStNYWkrySpFVIWJbF22+/jaNHj2L69Ono378/GjduzO+w+M033yAtLQ2AMyfl+PHjq32O2lzzNW0Xh8OBRYsWYfjw4VUGC6tTNtBIrR+yLAuHwwGFQiFqv6ToFAqS/JKkVYoE6vMQy7Io+vJLFH32Of+36HFj0fSDDyAPCxP8fP7oIaEfikFnMDWIwS9J0OCihHE4HNDr9YiMjIRSSbtCILHb7cjMzITFYsHhw4c9llEqlVi8eDFeeukllJWVSaZdKvbD6tTVa6+9FjKddR2x+505c6agxxO7X1dI0lpbSPJKklYhcdya7XHmzBksWrTIa7k777wTP/74Y40fzmt6zde0XWbMmBGQsoFGav2wrKwMycnJSEpK8rlJXKghRadQkOSXJK1Sg2EYlJWVCd4urMOBgrfeRulPP/F/azB7Nhq//BJkHjbkDAak9EMx6AymBjH4JYm6/9RB8YpcLodWq/W4qzFFeFauXIlt27YhLS0NN27cQFlZGaKjo9GuXTuMGDECTzzxBBISEsAwjKTaxVM/9LeuQq2zLkP9iheStNYWkrySpFUIGjVqBIZhIJfL8eqrr6JDhw7YvXs3Ll26hBs3bsBmsyE2NhZ9+vTBtGnTMH369JDUjdTaRWp+tVotevfuDa1WG2opPiFFp1CQ5JckrVLi0UcfhclkErxdGLMZV+e/CP2ff/J/a/zSS4h95GFBz1NdSOmHYtAZTA1i8EsSNOeiD2jORQqFQqFQKBQK6dDnUgqFInUcpaXIe/IpmI4fd/5BpUKz995FDM3dTpEYdLdoiuAwDAOr1QqGYUItheKC1NqFFL+k6BQK6le8kKS1tpDklSStQkCKX1J0CoXU/FqtVuTl5cFqtYZaik9I0SkUJPklSauUELpdbFev4tKMB/nAolyrRfxXX4omsEhKPxSDzmBqEINfkqDBRQnDMAyMRqNkHkBJQWrtQopfUnQKBfUrXkjSWltI8kqSViEoLS3FjRs3RO9Xau0iNb9GoxFpaWkwGo2hluITUnQKBUl+SdIqJTZt2oSvv/5akHYxZ53DpQdmwHrhAgBA0bAhEtasRuSdd9b62EJBSj8Ug85gahCDX5Kgy6J9UNeXRUttR0FSkFq7kOKXFJ1CQf2KF5K01haSvJKkVQhSU1MBAL169RK1X6m1ize/JDyX1gSWZfncn2JuX1J0CgVJfknSKiXUajUAwGw216pdDEeO4srTT4PR6wEAYS1bIn75Nwi79RlfLJDSD8WgM5gaxOA3EARqWTTd0EXC1KULpC4htXYhxS8pOoWC+hUvJGmtLSR5JUmrkIjdt9j1CY0U/SoUilDLqBJSdAoFSX5J0ipFajOm6XbsQP6Cl8DabACA8G7dEP/Vl1A2aCCUPMEgpR+KQWcwNYjBL0nQZdESxuFwwGAwwOFwhFoKxQWptQspfknRKRTUr3ghSWttIckrSVqFROx+pdYuUvNrMBhw9OhRGAyGUEvxCSk6hYIkvyRplRosy9a4XYpXr8HV51/gA4sRSXeh5crvRBlYBMjph2LQGUwNYvBLEnTmosShq+LFidTahRS/pOgUCupXvJCktbaQ5JUkrVJCau0iJb/ckjWxeyZFp1CQ5JckrVKkuu3CMgxu/PvfuLl8Bf+3mCmT0fTNNyFTijf0QUo/FIPOYGoQg1+SoDkXfVDXcy5SKBQKhUKh1AQu52Lv3r1DrITiD/S5lEKhkASXc9Fisfj9HtZqRf7rr0O3dRv/t9gnn0CjZ5+VXMoICsUXNOcihUKhUCgUCoVCoVAoFIoLDr0BV597DoYDB5x/kMvRZOEbqD99emiFUSgSguZclDB2ux2lpaWw2+2hlkJxQWrtQopfUnQKBfUrXkjSWltI8kqSViFQqVRQKpWi9yu1dpGa39LSUmzZsgWlpaWhluITUnQKBUl+SdIqJZo2bYr69ev71S72oiLkzprFBxZlYWFo/ulSogKLpPRDMegMpgYx+CUJOnNRwsjlcmg0GsjlNMYsJqTWLqT4JUWnUFC/4oUkrbWFJK8kaRWCLl26wGazid6v1NpFan41Gg169OgBjUYTaik+IUWnUJDklyStUiIrKwsFBQVVtov10iXkPvoYbHl5AAB5dDTiv/wftISl7CClH4pBZzA1iMEvSdCciz6gORcpFAqFQqFQKKRDn0spFEpdw3TqFPIefwKO4mIAgLJpUyR8swzqdu1CrIxCETeByrkoja81KR5hGAZWqxUMw4RaCsUFqbULKX5J0SkU1K94IUlrbSHJK0lahYAUv6ToFAqp+bVarcjPz4fVag21FJ+QolMoSPJLklYpUVW76Pftw+VZs/nAorp9e7Ra9wOxgUVS+qEYdAZTgxj8kgQNLkoYhmFgNBol8wBKClJrF1L8kqJTKKhf8UKS1tpCkleStArB8ePHcerUKdH7lVq7SM2v0WjE33//DaPRGGopPiFFp1CQ5JckrVIiKioKLVu29NgupZs2I+/Jp8CaTAAAbZ8+aPn9WqiaNAm2TMEgpR+KQWcwNYjBL0kEJbhot9sxf/58yGQy/mfx4sU+3zNnzhy38r5+duzYEQwbdQ6FQoHo6GgoFIpQS6G4ILV2IcUvKTqFgvoVLyRprS0keSVJq5CI3a/U2kVqfqOjozF27FhER0eHWopPSNEpFCT5JUmr1JDL5W7twrIsir76Gtdeew1wOAAAUaNHI37FcigIbz9S+qEYdAZTgxj8kkTAN3S5du0apk2bhv379wf6VJRqwgVnKeJCau1Cil9SdAoF9SteSNJaW0jySpJWIRG7Z6m1i9T8yuVyhIWFhVpGlZCiUyhI8kuSVmniHM9YhwOF776Lkh/W8a/Uf+ghxL36CmR14MsUUvqhGHQGU4MY/JJEQIOL+/btw7Rp01BQUAAAmDlzJtasWVOtY3Tt2hUfffSRzzJ9+vSpsUYp43A4YDabER4eLplvuElAau1Cil9SdAoF9SteSNJaW0jySpJWIXE4HKL2K7V2kZpfg8GAs2fPomPHjoiIiAi1HK+QolMoSPJLklYpkJmvw/KUC7A5GLAAOi/agQkdY/Hw3u8g27+XL9do/guInTu3znyZQko/FIPOYGoQg1+SCFhwcdOmTZg2bRrsdjvCwsKwdOlSPPnkk9UOLjZo0ABjxowJkEqKVHLykIbU2oUUv6ToFArqV7yQpLW2kOSVJK1SQmrtIiW/LMvCZDKBZdlQS/GJg2FQUm6EQyJtQ0q7AGRpretsSb+K+etPwM6w4FpDYdCj7/8+h+zmRecflEo0e/cdxEycGDKdgYCUfigGncHUIAa/JBGwnIsnT56E3W5Hy5YtkZKSgieffDJQp6LUEIVCgaioKEl8s10dTCYTlEolZDIZ3nvvvaCfvzrtYjaboVKpIJPJ8M477wRBnfCQ0g+rq1PIfhSKdq5NuwT6GrJarWjfvj1kMhk2btwoyDFJ6YcAWVprC0leSdIqBNu2bUOfPn2gVCpx6dKlUMvxSlXtEojxpCqefvppyGQyzJ49W9CygPT6YWRkJAYPHozIyMhQS/FIZr4OL6xPR/+PDmDuDh36f3QAL6xPR2a+LtTSAorY28UVkrTWZTLzdXxgkUPGAh/v/y+63gosmhRhYN9dUucCiwA5/VAMOoOpQQx+SSKgG7qMGTMGqamp6Nu3byBPQ6FUoqSkBEuXLsX48ePRokULaLVahIWFoWHDhujTpw/mzp2L1atXo7i4uNJ7jx8/DsetJMFiX3J/+vRp2O12AECPHj0Cco6lS5fyOZx++eWXgJyjLiJkP3Jt5+7du9daW6AJ9DX06aef4vz58+jSpQumTJki+PGrS25uLhYtWoQ+ffqgUaNGCA8PR3x8PIYMGYKFCxfi9OnTHt937NgxvPXWWxg1ahRatGgBtVqNyMhIdOjQAQ8//DBSUlIE1Wk2m/G///0PI0aMQKNGjRAWFoZmzZph3Lhx+PHHH32+V6fT4ccff8T8+fORlJSEdu3aISYmBmFhYWjcuDGGDh2Kjz76CDdv3hRUc6CpTZ1UB6vViuXLl2P06NFo2rQp39aJiYl4+OGHcfDgQZ/vv379On799VcsXLgQY8eORcOGDflxec6cOYLplCL+jCdfffWVxw0F5XI5YmJi0LJlS4wePRpvvPEGzpw5U+U5X375ZYSFhWHNmjVITU0VrCxFXGxJv4p7v0jBprSrMNmc90STzYFNac6/b0m/GmKFgYNhWBitdjAMne1D8Y/lKRdgZ+yA3AyZUgcZy0LJOtCqvBAAUBoWgZcHP4kVlrgQK6VQKN4I2LLoBx54AAsXLoRcHpQNqSk1wG63Q6/XIzIyEkplwPf2CQosy+K///0vXnnlFRgMhkqv37x5Ezdv3kRqaipWrFiBmTNnYvXq1W5ljh07xv8eiuBiddrlxIkT/O+BCi6mp6cH9Byk9MPq6qyqHxmNRkRHR8PhcOC9997Dq6++6vVYru0crOBibdolkNdQeXk5PvzwQwDA66+/LliunZr6/fzzz/Hqq69WGm+uXLmCK1euICUlBTqdDkuXLnV7/a677vK40ZnVakV2djays7OxcuVKzJo1C998841bMumaaM3KysLEiRORlZXl9vdr167h2rVr2L59O7777jv8/PPPHr+dPXr0KB544AGPx75x4waSk5ORnJyMjz/+GGvXrsXo0aP90lUVgRwfalsn/mq9fPkyxo8fj4yMDLfyVqsV586dw7lz57By5Uo888wz+PTTTz326bg48X2YatKkSagl+IWvPuTveOJ6H3SFZVnodDrodDrk5uZi165deOeddzBhwgR89dVXaN68ucf3JSQkYPbs2fjmm2/wxhtv4Pfff/eqvzplq/JbFykrK8P+/fsxZMgQxMTEhFoOj6dZWK7YGRbz159A+8ZR6NSs7uxCyuXL+/3UNZhtDMJVcozr2hRzB7cRrU+x9iGxwrAMzHYzTHYTjHYjTHYT/2O0GT3+XrFspddsRpSaDYi6w/lFesc8Fm+3jYfG6jxnfkQsXh/4KK5FNsSVU9fw8T+6QS6vG7kWOUjph2LQGUwNYvBLEgF76khMTBTkOMXFxdixYwf/f41GgxYtWqBt27aCHF/KyOVyhIeH16kA8DPPPIP//ve/AIBmzZrhkUcewaBBgxAXFwer1YrLly/j4MGD2LRpE65cuYLevXtXOsazzz6LZ599NtjSearTLtwHnoYNG6JFixYB0cMFturVq4dWrVoJfnxS+mF1dVbVj1JTU/nZfVXN7ubauV69ekhISPBPcC2pTbsE8hr68ssvcfPmTSQkJOD+++8X7Lg18fvOO+/gjTfeAAB06NABjz76KPr27YuYmBjcvHkTx48fx+bNmz0eMz8/H4BznLr//vsxZMgQJCQkwOFw4NChQ1iyZAmuXr2K1atXw2az4Ycffqix1uvXr+Puu+9GXl4eAOD+++/H7Nmz0axZM+Tn52PVqlXYsGEDdu3ahenTp+PXX3/1eJz4+HgMGzYMvXv3Rnx8PJo2bQqGYXDlyhVs3LgRmzZtQlFREe69914cPXpUkEB4oMYHoeqkKq02m80tsNitWze88MILSExMRHl5OVJSUrBkyRIYDAZ8/vnnaNasGV555RWf50lISEDHjh2xa9euWtRA7SFl90Rffcjf8cR1DHb9UoBhGJSXlyM3NxeHDh3CunXrUFRUhF9//RW9e/fGgQMHvD6vzp8/H9988w22b9+O1NRUj88jNSlLyj1VKMLDw3HHHXcgPDw81FLccM7C8j1rz86wWJFyEUumin9Fgj+45svjMNsYbEq7iq3p+VgytTsm9vAccA8lYu1DtYFlWVgZK0w238E97m9uQUEfAUPuJxDIXIasLpdY9JaHA+FAdsNovNF3HsrUUQCcs3/Ndge0YXXryxNS+qEYdAZTgxj8koSMDXJ2Su5b4UWLFmHx4sVey82ZMwerVq3y+np8fDxeffXVWuVyvHLlis/Xr127hn79+gEA8vLyqhW8yc7Oht1uh1KpRPv27WuskeI/K1euxMMPPwwAmDx5MlavXu11VyeGYbB582bccccd6NSpUzBlCsqQIUOQkpKCESNGYPfu3YIf32azITIyElarFXfddReSk5MFP4dUWbJkCV588UXIZDIUFxejXr16Xsty7ZyUlIS9e/cGTaPYcDgcaN26NfLy8vDyyy/jgw8+CJmWP//8EyNHjgQAzJo1C8uXL4dKpfJY1mq1VgrETJgwAbNmzcKUKVM85kYrKirCnXfeiXPnzgEAkpOTcdddd9VI67x58/gvXbzdexctWoS33noLALBhwwb84x//cHvdnx2Bf/nlF9x3330AgPvuuw+bNm2qkd6KLHFrmmoAAM8gSURBVF68GG+++aag/V+IOvGHjRs38kGrgQMHYv/+/ZXqMTU1FQMHDoTNZkO9evVw48aNSjPOFi1ahL59+6Jv376Ii4vDpUuX0Lp1awDA7NmzsXLlymprqy2u99yLFy8G5MunQOLveMIwDKKiomA0Gqu8D+r1ejz99NP8iojOnTvjxIkTXq+d3r17Iy0tza82rE5ZT9TV51KGYWG2OxCuVIhmJhPDsOi8aCe/FNoXGpUCGW+OFo32mpKZr8O9X6T4DKgq5TJsnTdYtDMYQ4GdsVcruOdrNmDF1x1s1f0vlMhlcmiUGmiUGmiVWlwusoFxhIFlwsA6VHj6r3w0MNjx3qB7YLDcDsDXlWuGQgklV65cQXx8PIDqx7l8QWzIPy8vD0899RROnTqF//3vfzU6Bleh/lBeXs7/rtPpoFKpoNFo4HA4UF5ejoiICKhUKpjNZlgsFr4sy7L8hzLud7lcDrlcDoZhwDAM/yGCm8Xkq6xCoYBMJqtxWcC5ZIb7Rttut0Mmk/GbL3gr6+m4DMOAZVm+rMPh4HMQufquSdma1MvChQsBAM2bN8fatWsRHh7uUb9SqYRcLsekSZMqtVN16zAQZbk6UCgUPuvbbrfj5MmTAJxLZe12u+D1nZGRAavVuSahR48eNWqbqsrWth8KVbaqPmu323k/3LGqU98VNR09ehQA0K5dO0RFRXnthw6Hg2/nbt26VTmeCDVGcL44DzWpb6HHiD/++IOfaTZt2jT++hW6H3JBQl9luS+2unfvjhUrVrj1iYr1olQq3a5Ph8OBLVu2+KzD2NhYLFmyBPfccw8AZ5DqrrvuqtYY4XA4wDAM1q5dCwBo2bIlXn/9dQCoVPb//u//sHLlSuTm5uKDDz7ApEmTKh23qvqeNGkSEhMTkZWVxc/uqm3buPY5lmXBsmytr3uLxeJWJ6+++qrH4y5cuNCtTqZMmVLtMeLAgQN8vb300kse+3evXr0wfvx4/PLLLygtLUVGRgY6d+7sVi8LFy7k64U7D4fr78F8jigsLOTPa7fba9Q2wXiOYBgGNpsNSqXSzeuuXbv8Gk8yMzNhNBoB3L7Xeuuz4eHhWLFiBS5fvozk5GRkZGTg+++/x6xZszzWy4wZM5CWloYNGzbgP//5D+rVq+e1DqtT1tO9iruGuPy9gPvzbMXl1CaTCTabDdHR0ZXKcs++XFnu2ZdbMlZeXg6FQgGtVguGYaDT6fjnZIvFArPZzJfV6/WQyWSIiIjgy3J5si0WC0wmE//lm2vZjPwyfPlXFv7MugmTjYFGJceIxFg8OTwRnZvFwGAwgGVZPqVBaWkpNBoN1Go1bDYbDAYDoqOjIZfLYTQa4XA4+HtxWVkZ1Go1wsPD+bLcJjm+ynJ1qFBr/AosArdnYckZO6xWq8/6rvhZw9/69laHLMuirKyMr2+r1Qqj0YiYmBjIZDI+3Yc/Zb/ae87vmZpvT2jvd3176odhYWFu9e2rrD991maz4erVq2jQoAGfrsa1vo0mI8qMZVBpVTDZTCjSFcHKWsEoGBisBhSXF4NRMrAwFujNepSby8EoGRhtRpSby2F2mGFlrTDajTBYDDAzZj4AaGNsfvWTUBKuCIdWpUW4IhxquRqRYZHQqrQIk4dBLVcjRhMDjVIDuUOOSHUkojXRUMvVgA1oENkAkepIKBgFFIwCjes3hkapgcPsgEalcbvu39xxAZvTr/HnfSXTuYFho97uM3tHJsbCbrdVOUb4079DNUZ46rNcP4yNjUVUVJTHPiuGMUKn08HhcKBBgwb8Z8Rg13dZWRnsdjtiY2Nht9sDOkZotVqUlJRApVJBrVZDq9WGdEz2VodcWa4OK5YtKytDeHg4X99lZWU1HxR8INo1EytXruQ/SLj+XLt2DevWrUPTpk0BOJe07Ny5M+B6XJNop6amIjs7G4BzV9Tk5GS+gfLy8tw+TDgcDj7YyLIs9Ho9/yBos9mg1+v5siaTCWaz2a0s9xDoqazJdHtaul6vh83mvEFxFxL3YdBsNnssyzAMjEYj3/kA54cu7iEaAAwGAz9wOBwO6PV6/oOM2Wx2yzOm1+t5r1xZzqvFYnErazAY+LIMw7iVtVqtbmWNRqPPsnq9Hunp6fyHhLvvvhsajcavOuTqm9N/+vRpyGQyKBQKt5mzXB1mZGTwwYeff/4ZALB9+3ZMnToVLVu2hFqtRnx8PB577DF+YwO9Xl+pDlmWBcMwWLlyJe6++240atQIERER6NmzJ/7zn/9Ap9PxA5lcLscnn3xSqQ4zMjKg0zl3G+zatWul+nb1evz4cTz//PPo0aMH6tevj4iICLRp0wZz587F6dOnvda3a56p7t278/XtWtafPpuSkoJHHnkEnTp1QlRUFKKjo9GnTx988MEH0Ov1fD+sWN8cOp0Oq1atwqhRoxAXF4eYmBj07NkTn332GQwGA65fv84n2H///fc99lmj0YiffvoJjz/+OPr27YvY2FhoNBr+WP/3f/+HvLw8vn9XrO/jx49DrVZDoVDg+++/R3l5OdasWYNRo0ahadOmUKlUGDp0KF+W+5C7bt06t7aJi4uDSqXC+vXrAThnk3AfAuVyOVQqFR588EG+Dl3buWPHjjCbzdi1axemTp2KVq1aQaPRoHnz5nj88ceRm5vr1r+5Ojx79ixUKhUUCgV++OEH2O12rFmzBmPGjOHrs0+fPvxsG67PFhcXY9myZRg8eDAaNWoErVaLQYMGuc1IqzhGpKWlQS6XQyaTYc2aNT7HiIsXL+Kdd97B0KFD0bRpU749+vXrh4ULF+LUqVMAbl/3P/30EwBnQLZNmzYe+6y3MaKqPus6HrrWYcUxwm63Y9euXfw94KWXXuIfQqozJruOs97GiGHDhvFlcnJy+Prm+iZ3jXnrs3q9HhkZGfz9KSkpiX+t4hhhNpv586WmpiIjI8OvMbnifY2bLc7Vm79jhLf6ttlsfD1y5+COX9P6PnHiBF8nI0aMgMlkcqtDrqxCoeDrLDU1FefPn/dZ3waDAUajkf9SwLW/A+45Cg0GA++VYRi3b4wNBoPf9c359VSHgX6OcP2/0Wj0+BxhtVrx6aefYtiwYfxmR82bN8e4ceOwdu3aStecp+eI69ev46WXXkLHjh0RGRmJuLg43H333fjxxx9hsViwcuVKfuzkrhPXPsswjFu9cGMENwa3a9eOnwXKeXGtwyNHjvCvde7cuco+yzAMH8QHgM2bN3utQ+7LA6PRiPXr1/scIyZMmOCxrKfntor9kOuzFT9QHD58mN/pW6/XIzk5mfd36dIlHD58mC977Ngxvn6NRqPbs29ubq7bpkRpaWn8rGuLxYLk5GSUlJQAcM6WcF1anp6ejrNnzwJw9rvk5GQUFRUBAAoKCtxmip4+fRoZGRnYkn4VE784gF9P34DJ5vRmsjH49fQNTPziALakX0VmZib/xRwA7Nu3D9euOQMXRUVFSE5O5vv72bNn3Z53UlJS+NVNJSUlSE5O5vtldna222eCQ4cO4fLlywCczyrJyclwWM3QqPzbrTtcJUe4UoFLly7h0KFD/N+r81nj+PHjfO5Yq9WK5ORk/hn06tWrbvV94sQJftMhrr5v3LjhVt9c3zp9+jS/IRnLskhOTkZBQQGA27l2nfdPFjszbn/Z4IvfT13DmbNncfz4cf5vBw4c4J/hy8rKkJyczF8rnuqb67Pl5eV8n2VZFlk5Wfjr0F/I1+cjpzQHG1I2YFv6NiTnJWNL1hYs2bUE36Z/i+WnluP9/e/jlV2vYPHBxXgp+SUsOLAAc3fOxYO/PYjJWyfjnm33YPjG4ej3fT/0X98fo34dhWHrh2Hc5nGY9ecszP1rLh774zE8n/w83k57G+8efRefHPsEX53+Ct+f/x7rzq7Dlpwt+OvqXzhYcBDHCo8h82YmLusvo9BYCJ1VJ2hgUQEFIpWRaBLRBAkRCWimaIZejXphSPMh6BfTD/0j++OBjg/gkS6PYFTEKMxuORsLBy7E//X4P8zQzsCngz/FmrFr8MEdH+CNpm9gz9Q9ODLjCD5u8jFW916N5GnJ+GnkT/in4p/43+D/Yfno5XimxTMY6xiLxYMW4+V+L6O3qTeGhA3Bg3c8iNHNRkOVo0L3qO7o17QfogxRuHb6GppFNkP98PrIOJHB929ujJjStQGULrMRjReOwXjhmJtPpVyGO+T5VY4RgHOsT05O5r8Iu379uvP6vHX/DOUYwd2fLly4wE82MBgMOHHiBF8v3JjMTXASyxhx4MABHD58GAaDwe8xAgDOnDnjlkN+//79uHrVuanVzZs3kZyczD8LZ2Vl+RwjDhw4gCNHjsBgMPg9RgDOVRZcfQPOfOIXLlzg6z85OZn/zHX58mUcOnQIBoMBhw4dQlpaWqU+63pfc92E0fW+ZrPZ3O5r165dw759+/iyJ0+eRGZmJgDnc09ycjKuX78OACgsLERycjJ/D8/IyHDbJNK1vrk+y9V3xT67f/9+tz7ren8XEuJmLjZp0gTTp09H165d0aNHD9jtdnz99dc1Sh7PdVJvuC6Lds1v07t3b35mi0ajQVJSEv+BKj4+Ho0bN+Y7hUKhgFqtBuBcEh4ZGcnPfOE+7HNoNBr+9+qUBeBWVqlUIjIykl+CXjFHAFdWJpMhKiqKn20AgNfKERERwR9XoVC4nSc8PNxtNovrObmynGa1Wu22LDAiIoIvK5fL3cqGhYW5LQnTarX871xZTgNXlhtEXD3UpA5dE+7379+f/52rQ9dBsW3btpg8eTL/wYHj2rVr+Pbbb3H48GH8/fffbhq4erlx4wbuu+8+t5sE4LwpLliwAHv37uVnYgLOWYMV65Ab4ACgV69eHuvbarXixRdfxH//+1+32S2A8ya1YsUK/PDDD1i7di0mT54MwL2+K24Y46ttPNW3wWDAzJkz+VlCrpw4cQInTpzAunXr8Pvvv/NfGLjWN+B8GJg4cWKlQfDEiRN47rnnsGvXLj7vHQD069ePryfXPjtu3DiPy9m44HR6ejpWr16Nffv2oU2bNj7ru1mzZrj33nsr7ebbrVu3SmV79uzJa8jPv/1A5IuuXbsCcNah67ESExMxe/ZsPrDNkZ+fj+XLl+PgwYM4evQoIiIi3Pq3azvGx8fjnnvuqZSvLT09HbNnz0Z+fj5efPFFZGdnY/r06W4PXoDzRjxt2jSEhYVh4sSJlcaI8+fP82X79u3rlprAdYz497//jcWLF7t92AacN+G///4bf//9N5KTk5GSksJf91z7DRgwwO24/owRnsq69lnud1e8jbMbNmzg38994A8PD0dxcTGuXbuG2NhY/ptDwP8xmatDrqxrYIq7trmxkzuGQqHg31uxz0ZGRrrNum/evLnPMblZs2b8/9PS0vj+7G8dZmVl8f2lY8eOPssC/t/XuDHdtayvOqyqvl37XJMmTdzeW/Ee6Lohx8GDB/Hggw96rW+uT3I6IyMj+XoAwD8AcmVd74HcA59MJkOnTp289m+uDouLi/m/ubZNMJ8jXNFqtZWeIy5duoSxY8fyD9gc169fx44dO7Bjxw4MHjzY7cuKis8RFy9exNixY91mSZrNZuzevRu7d+/Go48+ikGDBvGveXqOUCgUbuOUp/HE1U/F+nbd8Ie711ZVh0OGDOHvwdy9y1MdRkdHo0mTJigoKMDevXvx2GOPVbusp+c217qo2Adc++yAAQP459nIyEgkJSXx/lq1auXW//v06cOX1Wq1bmUTEhLcNh3q1auX21jj+pzcokULNGzYkC/bo0cPvs2VSiWSkpL4NmjSpInblyJdunRBVqEB81ekVrlRyk//7I1ucbevo7vuuotvr4YNGyIpKYn307FjR7eA/eDBg/l6rV+/PpKSkvj/t2/f3q3swIED+deio6ORlJSEqMhIjO3aBJvSqt4NelyXJpDLZWjVqpXbGOzPZw2Onj17uvV917LNmzdHgwYN+LLdu3evsr6517t06cK/TyaTuZVt1KgRkpKSnLNcbQ5Y/FyBa7JZERvfBPUYEy6WXYTJbkJEYgRy5bm4eOki9BY9SuNL8eOFH2FhLNCZdDDIDdi1fxdMdhN0jA6W8xZYzlmcMwGtBrz/2/sw2U1g2FvPua6PSDcAnHP5v/u+WkC2y+92AEaX/1v98+QvCpkC4Ypw54w9VQTC5eEIk4chSh0FrUoLFVQIV4QjWhMNrUoL2IBoTTSiNdFQQQW5XY7Y6FhEhEUANkCtUKNRTCNolBoYyg1us5J8zgJrV2EmXcvbM7sSoxKdM7s0zpldgwYOCuoYsWSqyutGSEq5DJ/c3w1DW0f6HCNc762ufbZx48ZISkriz9upUye3z7HBHCO467NNmzb8Ssro6GgMGjSI1+upvsUwRgwZMgTh4eEIDw/3e4wAgDvuuMOtvocMGcLXd2xsLJKSkvj7U2Jiolsd3nnnnXwdxsTE8PdYrVaL9u3bu6VlGThwIH+cqKgotzps3bq125e5/fr14+swIiLCrWzLli3RpEkTREVFYdSoUbBarXxZT/e1Ro0a8cft0aMHX98qlcqtbNOmTd1SYXXr1s3tuce1DuPi4pCUlMTfwzt37uxWh0lJSZX6LFffHTt2rFTf3LNF/fr1MWDAAAQC4oKLHJ07d8bYsWOxbds2t2+Vq0N11pZzAzIAfiot4OwErh2Eu9i44CI3C4773fVDALdMyPVYHIEqC7h/EKn4mq+yFY9bMVl4VZqqU7a6Xl3L/Pzzz1iwYAHatm1b7eNyM6U0Gg3uuOMOt4sduB2kUalUmDdvHo4dO4bHHnsMEydORFxcHLKzs/H2228jMzMTmZmZWL16NZ544gk3DUajEcOGDcOZM2cgk8nwwAMPYPr06WjevDkuXLiA999/H7/99pvbTIQePXpUqkNOq1qtRqdOnSp5dTgcmDx5Mn777TcAwPjx4zFt2jS0a9cOBoMBKSkp/CzJmTNnok+fPkhISHCrFy5QoFQq0blz52q1jdFoxOjRo/mdgydOnIiHHnoILVu2xNWrV7Fu3TqsX78ep0+fxowZM9y+NeOOq9frMXTo0GrVVe/evd0+RHJL5k6cOIE777wTo0ePRo8ePdC0aVPY7XZcunQJq1evxvbt23H16lU888wz+O233yrVt+s3Rc8++ywyMzMxY8YMTJ8+Hc2aNUNeXh5/I3ftRx06dOD91K9fH6dOnUJWVhafv+2zzz5zm6EG3B6b5HK523kXLlyIv//+G48++igmTZrksc+tWbMGTzzxhMd2BIAXX3yRD8zee++90Gq12LlzJ959913YbDa89dZbmDhxIoYNGwa73c7PLLTb7Vi3bh2+/vprsCyL119/HRMnTqzU7zi9Go0GiYmJbjq43x999FEsX74cgPPmzQUI6tWrh8LCQuzduxerVq3iv9SRyWQoKCjgv0To16+f13GsNuNJxTx33spywYJWrVohOjoaP/zwA95//323tuI2eHnmmWegVqv9HpNd9boGw++44w6PGqsak13vV+Xl5W4P3RXLct/WAs5vjV3LetNvMplw9epVbNu2DR999BH/jem//vWvSmVr2jacDm52csWygO97VcWyrvdsnU7n857oGpw9c+aMz/taxbZRKpWYMWMG3njjDeh0OnzyySe45557oFAo3M6Tnp7O7wA8Y8aMSvlXPdWLt3YPxXME93/XttHr9RgxYgQ/I2DSpEl45JFH0KxZM1y8eBFffPEF/+XBpEmTsG/fvkr1UlZWhgkTJvCBxZkzZ2LGjBlo1KgRzp8/j08//RTffPON2/jmqc+6pjrg/l+d8YQ7vkKhQNeuXf0ae9RqNRo1aoSrV6+iqKjIbTl3xTrs168ftm7div3791fZv6tT1tP/K7az6/igVCrd+p5Go3ELnvrz7Mvh+swsl8vdyqrVareAqGuw1p+y3/9+3q/ltz+kFrhtlOJ6XJVK5fZ/14AyALcdQatT1rUO5w5ug63p+VXmIJw7pC2AynUYjPqWyWRuZcPCwhAWFgYH43DuBix35vC7Unzldn6/sgobg1w2wmgzIaJpFhwwA3IbZHIrILM6/5U7/5XJLc7XZA7c43vD85DD5QHk8wGqtO7/V2orvcb9zbWsazmNSoMweRh/3QqNEH0W8H3dB2OMmNijOdo3jsKKlIv4DwAWzhyL47o2xT8Ht66Ur7Mm/ZujYl7+YI8RgHsdyuVytwBVVXUYqjHCNRDpWofBrG9XDcHosxXfF+wxmcNXHVZVtmIdBmrna2KDi4AzIrtt2zZ+qi6lenBLtrmlniTDfStksVhQVFSEO+64A+PHj8ekSZMwcuRIt2/WfMEFD7t27eqxTrjXbTYbn1fMdYZj7969MWTIELRt2xYWiwUHDhxwCy4CwBNPPMF/SP35559x77338q/16tULo0aNQqdOnbBnzx4Azllyrt/yc3BTnV1zc7ny4osv4rfffkNkZCQ2b97Mbz7BMXLkSNx7770YNGgQjEYj/ve//1VKaM/57dixY6XZEVUxbdo0HDt2DEqlEqtXr8YDDzzAv9a3b19MmjQJDRo0wFdffYWUlBRs374dY8eOdTtGVXU1duxYdOzYscq6stlsSEtLc1v6xjFgwABMnz4d//znP/Htt99i586dfN4pV1ynlufk5GDr1q38rDXAfXazt36k0WjQpUsXt2ONGzfO626iFc979uzZGvU515mL2dnZOHjwIHr16uVWB2azGR988AFMJhMGDRqEpk2bYtu2bWjVqhXvISkpCVeuXMFvv/2G06dPo7S0tFIgpKpr6L333uMDiw8//DC++uqrSpudjBkzBm+88YbbpluuS+569uzptb5qir/jIcMw/Eyshg0b4rnnnsNnn31Wqdy5c+ewYMECbN68Gb/99pvPDXu8ncf1epw6dWq1tQLOJZ8qlQo2m81tGYYnXF93XWJfEdeNPDzxyiuvYMaMGT7P5S8Oh4NfliQUgagTwHO7NGzYEGvWrMEDDzyAAwcOoG/fvvjXv/6FDh06QK/X48CBA1iyZAmsVit69eqFJUuW1N6gCHjzzTf5wOLrr7+Ot99+m3+td+/emDJlCmbOnInvv/8eBw8exLJlyypt0Pfmm2/yu6ovXboUzz33nNsx/vGPf2DKlCnYsmWLTy2e2qU64wk3BicmJlZrt0huXHM4HHA4HB7v04DTy9atW3H16lUUFha6ze6pSVmHwwGT2QxNeDjxz3YVYRgW208VVF0QzuW3H/+jG0K16UOnZtFYMrW7z1lYS6Z2r/HmJizLwuwwe9/ow8fGH77KGu1GWByWqgVUQF4vuLm2wuRh0KgqBPB8BfcqvubyO2sFLl/MR887uiA2ugHksmA6oVSEu3a+mOmcHPD3K0MQ6WWDzrqE0WjEuXPn0KFDh0rBNTEhBp3B1CAGvyRBdHCRa2ChP3hICdcpxyTTqFEjfP7553jyySf5D6O//PILfvnlFwDODwUTJkzAnDlz3KZwV4T7ENG9e3ePr7sGaX766Se3IA9H8+bN0b59e5w+fdotNxPgzHfw/fffA3DugOoaLOOIiIjAk08+yeds6tGjh08tnl4/duwYPv30UwDAli1bMHz4cI/H6NWrF4YOHYqdO3e6fdgCnGkDuHwc3jR444cffuBn4nz88cdugUVXXnvtNXz11VcAgJ07d7oFF/2tq+eeew4LFizwqTMsLMxjYNGVqVOn4ttvv4XD4UB+fj46dOjg9rpr2//3v/91CyxWpKp+xL0eHR3tljvQE67nXb9+fbX7nOv5AOCbb75xCyxyjBw5kg9mmc1mrFu3zm1JBcfw4cP52bBlZWWVgma+vGdkZPDL/SdMmIDly5dXmv3FERERgcTERP7/roFGT7qEwJ/xsKysjE8xcOrUKfz9999o2rQpPv74Y4wbNw7h4eH4+++/8fLLL+Pw4cM4ePAgHnnkkWrvnPyf//yHzwszefJkt+C1v1oBZz0OHz4cO3fuxMmTJ7Fu3TqP1+O6dev4GbeA+4w9f+nRoweWLVuGvn37Vvu9vqiY0qG2BLJOPLXLvffei9TUVCxZsgQrVqzA7Nmz3V6Pi4vD22+/jUcffTQkD66ffPIJAOfM6n/+85+1Pp7FYuG/QOjcuTMWe9iJWyaT4X//+x927NiBmzdv4osvvnALLnK5FAHnl1GugUUOhUKBr7/+Gjt37nTLe+iJiu3i73hSUFDAz5z0Np57g8vFVK9ePa+BxYrnv3Dhgs/goq+yJqsDRXoLykw2MCwLucyOGI0KDSPV0ITVjSCj2e6o9kYp2rDQfdSZ2KM5WjcMx/IDZ/HH2VxYHGaow+wY0DYKIzvVQ3jMaWzOPlqjIKDJbgIL3zM4Qw3LygHGufsvmDCADUOnJg0Rq43yazagt4BhuDIcSnnt2zUzX4ev9lzA9lPXnJsC/fY3xnZtirmD29AdrUUEK/AzgFhxOBwoKysT/WdzMegMpgYx+CUJUQYXjx49yn+A3rBhA798sCJc7jLSo8gXp/wDdj/ysJGMsmFDtP55Y0DP8eijj2LgwIH45JNP8PPPP7sFWbKyspCVlYUlS5ZgxowZ+PrrryvNTCsqKuJnSXgKUl2/fp3PmTV+/PhKMwFd4c4dGxvr9ve33noLgDP3yMsvv+zxvQqFwi344+kDTWlpKZ8c2NPr3O6n//jHP7wGFjkSEhL4Y7riGtSq7oeqjz76CIAzj4SnD4Uc8fHxiIiIgMFgcPuwB/hXV4Dzw2t1dRYXF6O0tBQmk4nPR+EaRKg4S9O1b/Tt2xePPPKI12NX1Y+A2wE41zwbnnBt50mTJmHEiBFey3rrc656Ro8ejSlTpnh8v6uO5557zmtduubvqDilvirvL730Ep/357vvvvMaWPSE6wz1+vXr+/0+f1EoFG7LGLxRceMhrVaLPXv2uAVC77rrLvz1118YOHAgTpw4gc2bN+PIkSMeA8OeSE5OxiuvvALAGUz48ssva6SVY/Hixfjzzz9ht9sxe/Zs5OTkYNasWWjatCmuXbuG1atX46233uJzxAGolAvTlUmTJqFPnz58uZycHKxfvx6bN2/GAw88gKVLl/oMvlcH17zFQiJ0nXBaPbWL1WrF6tWrsWXLFrfrh6OwsBBr165F69atPX6JEmi4L2fatm0rSHAxNTWVv5/MmTPH6+y56OhoTJ06FV9++SUyMzNx7do1PvfusWPH+GM89NBDXs8VFxeH0aNH+5y96Kld/B1PKm5q5i9Wq5VPrO8rWAjAbXmXa17O6pQtNVqRV+webGJYFiVGK0qNNsQ3cM8NSSrhSgU0KoVfAUaNSoFwpX9BVQfjqBTY82eGn9vvNs/l7KwzVYSy1e0PXceswLH0mtWB0Mggc18GrKoi0FdhqS+/HFipxaHz5fjw9wuw2VUAGwawCgC3crfdmqk5sYd/K4kCzZb0q5VmlZpsDDalXcXW9HxRaZUy3P4AUoDLDyh2xKAzmBrE4JckRBlc5IIdgPMB01tw8e+//65UnkTsRUWwuyQrp9ScLl26YOXKlVi2bBn279+PXbt24Y8//nDbceqHH36ATqfDtm3b3N5bVTDN9fWZM2d61WAymfjlc67LXfPz87F7924AwFNPPeVzJoNr0MZTkMb1A0/F113Ps3HjRr/zu3ibgeZNgzdOnTrF19WTTz5Z5fmjo6NhMBjccmIJWVccv/32G1auXIl9+/bxOVE9oVKpKi2jd237ikuOK+JPUJYr4+9yPACVZju54q3PVdQzbdo0r8fgdvasqhy31LFBgwZel0QDlb0XFBRg+/btAJxt6mn5ui9cN7DwJ7goRF6j7777DnPmzHH7W8VlkXPnznULLHJoNBq8++67fJDN20znimRkZOC+++6D3W5HeHg4NmzYUOuZmgMGDMDXX3+Nxx9/HDabDW+88YbbJkic3o8//hjz5s0DAJ8P8/Xq1XNr+759+2L69OlYs2YNZs+ejYkTJ2LFihWV6s4X/rRXcnKyz3Ke2ssbQteJNwwGA8aOHYv9+/dDoVDgpZdewsMPP4w2bdrAbDbjyJEjeOutt/jcg5988gleeOGFap8nFHjL1+Oae7SqPt+/f38+eH769Gk+uOh6jIqzdivSp0+fKpdGV8Tf8aSmwcW0tDQ+kFxVHbie3/XLC3/LmqyOSoFFV1iwyCs2IayKPIVix7kM2IQRXTT47XSuW14/Pp8f/zcL2jcLx4d/H/drNqCVEXjnjgCgVqh9LvOtzpJg1/+HK8IFywPYuSEwKKETVqRcxO+nrsFkc/jMlxcqMvN1XperA7c3BWrfOEo0mqUIt4KLQqGQgyiDi02aNEHPnj1x/PhxfP7555g9ezafzJ7j22+/5ZeMVczTRhrKan7IFg4WDMPeykcT2Jw0wfYYFhaGESNGYMSIEfjwww+Rk5OD1157DevXrwcA/Prrr8jIyHCb9cYFRmQyGb9LqiuugZMhQ4Z4PffJkyf5ZXyux9mxYwf/+7hx47y+3263u+1k7ivQKZPJKr3OLVmtLhWDUjUNLnL5D4Gqr02WZfmlY64z7vytK8D9Q6KnuiopKcG0adPwxx9/+BZ+iw4dOlQKZrq2va/Zg65lvfUjLsE/UHW91rbPVTyGr7rkynHjr91uh8FgQEREhFt9cJsb+LpGPHn/9ddf+Q/b3r4w8oVrUM9kMoXsm+yK5x01apTXsiNGjIBSqYTdbue/DPPFxYsXMWrUKJSUlEChUODHH3/EXXfdVamct7bxxSOPPIIePXrgnXfewa5du/jAhFKpxLhx4/Dhhx/yM62Ams0OnTlzJn799VesX78e8+bNw7333us200psCF0nntpl8eLF/GZVFZdEh4WF4e6778awYcMwatQo7NmzBwsWLMCIESOqPVs8FLgmQnfFdUyuKjDepEkTj+/j7gsA3BLce6Kq1z21i7/jSU2DiykpKfzvvsYI7vwcrl+y+Vu2SG+pcnksCxZWBwNlgNMPsiwLK2N1n8XnYYYf9zdfeQE9vc4R2a5qLRftwMWzVZcTEqVc6XWZr5JVory4HAlNE1Avol7lMh42BOH+H64Ih0JOxtJ2Ll/e66NaIjnlIJIGD0D9auYcDjTLUy74tSnQipSLbpsCUYLLs88+i4MHD6KsrCxgm0+IibKyMhw8eBCDBg0StV8x6AymBjH4JYmABRdPnz7t9s2zp9d//PFHt79Nnz6d//3NN9/EvffeC6PRiD59+uCpp55C7969YTQasXv3bqxbtw6AcwbF/PnzA2MiSAR6ubA3GIaB1WpFWFhYtZYnkkjbtm3xww8/ID09nZ+hdfz4cbfgIvchok2bNh4/aHCBk7i4ODRr1szruVw/jLjOTOP+rlar0bVrV6/vl8vlvEatVov27dt7PUerVq0qDXTcdRcfH8/nPfSHih/QOL/eNknxBhd8ioqKQsuWLX2WPX/+PJ8ryzXQ5m9dAbf9eqoru92OUaNG8TtWT5o0CdOnT0fPnj3RrFkzaLVavu83bdoUBQUFHmcTcnqaNWuG+Ph4n3qq6kfVCdpyZRMSEiotd/Z2zIr6XbX7Wp7Hze7l3i+XyyvtcsyyLN++vurJk3du2blKpapyJpInXPtncXFxlcHFM2fOVOv4DMPAZrNBpVK59YmKcLvAcssqffWH8PBwNGzYEAUFBVVuPJafn4+RI0ciPz8fMpkM3377LSZOnOixrKe28YdevXph06ZNsNvtuHbtGqxWK5o3b84HWtauXcuXdR0bq8PEiROxfv16GAwG7Nixw++NXVzTErjCMAz++9//YtmyZejTpw++++47r8fgdlmvDkLWScV2YVkW3377LQDnlxbeZh8rlUq8/fbbGDx4MBiGwcqVK/Gf//yn2l5qCpe3urqzl/wpH6idUauDp+vF3/GEG9MaNWrkcTzwBtfuGo0Go0eP9lnWNaha1cZPFcuyLIsyk395x+0OFtwKdTtj97nMtzpLgiu+5mDFnZdKLpN7X+brY9OPKvMCKrVQKbwHh81mM3Jzc5GQkFCtjYFIRRMejk4d2kEjMq8kbQokddRqNdq2bRuQ1ChihBS/YtAZTA1i8EsSAQsubty4EW+++abX13/++Wf8/PPPbn9zDS7ec889+OSTT/DSSy/BaDTyCcddqV+/PjZt2uT3TsAUd+RyuSQecDgUCgX69+/PB+4qfujxtUGK6+tVLWXlgjSNGzd2C0Jy+ZGqmmUhl8uxd+9eAM4ddz0FELgPPJ60csnnmzRp4nPzGl/o9Xrk5OR4PYcvuFl5/sxY2rVrF//70KFD+d/9rSsA/IxET3W1YsUKPrC4fPlyr/nEMjIy+HN68su1fa9evaoM6FTVj7i2U6lUVbaPr3Z2xVufc9Xjq98yDMMHd7hzeRofLl68CJ1O51WTL+9c/cbFxdUo4ODaF0pKSqoMXHfs2LHa5/CXzp0789doVQmeudd9zTAsKirC3XffzS85//zzzzFr1iyv5Ws7diuVSo9B0dTUVP73fv361ejYru3E5Qv1B1/XAhfUiYiIqPGYVhVC1EnFdiksLOSDQVXdN1wD7txu5MHC39mvFfG2hNd17C8sLKy0OZYrrnkDXd/nOkv0xo0bPo9RVeDe0/Xiz3hiNBqRnZ0NoHqzFrds2cJ/ufHII4/4/GKIOz+Ha5oflmXBsAwYMPzvhUW3U+jUa1IPxeYSsAojZGABsJDJGODW75CxABj+d4fcgkJjCS7rL2Pywcl++wkV4Ypwn8E9i02J8wVWXLphg82uglIWjq7NGmFkx3h0aBTrNWCoVqhDEvQODw/32Y/rGmL1S9qmQFLmhx9+AACfec7rEmK9ZioiBp3B1CAGvyQh6tFy/vz5GDp0KD777DPs3bsXBQUFUKlUaNOmDcaNG4fnnnuuWt8kU9xhWRYOhwMKhUIUswuCgeu3/q67B1utVv7DgKcPEVarlf/A529wsWKAxWKxAAAfnPHGmTNn+KXFnoI0NpsNmZmZXl/nlk1xOz3XhJMnT/JLWKu7PI9L3s/59YbD4eB3iu7bt6/bsmx/6+rs2bM+62rz5s0AnLOGfG1UsGzZMv73iu3r2je6desGlmW9Xi9V9SPgdgDujjvuQFhYmFdNVbWzK976nKseX8fIysqC0WgEcNu/p/HB1wzJqrxzM1S5WVLVxXUG67lz56od9K6K6oyHd911Fx9cvHDhgtcxQafT8cF2b1+ClZWVYfTo0Xxbf/DBB3j66acF0+ovDoeD39E6Pj4egwYNqtFxrl69yv9ecdOsmsCyrOC7RftLdeukYru4Bu3sdrvP97peFzUN9gUbb/cY1wDwkSNHfKZ04NLbVHyf6yzR1NRU3HnnnV6PwX2B5A1P14s/44lruglfG1yxuBUEZBkUFBbgsccfA+D8QPLYM4+hxFzCv14xWMiwDFJPOwPYYeowMLEMzhafBcMyHjf/SctI48uqG6tRYLgG/zfNvR2sFAqlXOl1Np+3jT+8ldMqtXy5cGU45DL/ZmZbrTZcv1mCxrH1ERbme1l5KLHb7fzyTlKu8dogVr+B2hSIIjxPPvkkAGDWrFmi6kOBQqzXTEXEoDOYGsTglyQCVkOLFy/G4sWLa32c3r17Y9WqVbUXRKmEw+GAXq9HZGQksReLr0BPRS5fvow///wTgHNWn2uS9TNnzvAf7jx9yMjMzORfd93JuSIOh6PSDDAOLveUTqdDXl6ex1kyDMPgmWee8RnYO3PmDL97qafXuSDGhQsXkJ2d7XFZdVXUNN8icDtoW1BQgMLCQq9LcZcuXcovaX7qqafgcDj4fihUXXG5K33NgDxx4oTbbrwV/br2jY4dO7rprEhV/QhwBvK4Y/nCtZ19tYGvPueqx1dQ3HXDI+4YnsYH1+XqFfPgVuWdm1FZWFjILw2rDn369EF4eDjMZjP+/vtvTJ06tVrvr4rqjIdTpkzhdzPfvHmz1x24N2/ezPdPTwEWo9GI8ePHIy3NGTD4v//7P587o9dEq7+sWLGC3xTo8ccf97rDb1Vs2LCB/72qlAb+4HA4+Osg2FS3Tiq2S4MGDRAdHQ2dTodDhw7Bbrd7ba/k5GT+d9cvvkikd+/eqFevHkpLS7Fq1Sq88MILHmd8l5eX83mQO3Xq5PZlcZ8+fRATE4OysjKsXbsWzz77rMdzFRYWYufOnT71OBwOlJWXIzLSmQaDYRl07tGZH09SDqfg7nvvdgb0XAKFe4/s5Y/RrH0zXCi74BYU5H44bhTcwFMznsL1QueGYa+89woUsQrk6/N96jue6hx/7+h6ByB37lzsjdPHT/Nlq8rP6I4zt7ZSrkSkKhI9GvXwPCtQ5cdSYZdyKnnog3lGowGpRw8hKSkJYWH1Qi3HK3q9HikpKUhKSqpy+XtdQKx+5XIZxnZtgk1pV6ssO65rU7okOsQwDAO9Xi+qPhQoxHrNVEQMOoOpQQx+SaJuJ9qj+EShUCAqKqrGHyLFwLfffotZs2bxS3i9ceHCBUyYMIGfPfXuu++6+a4qabvrphi+gjRZWVn8zMGKAZYBAwbwv7///vuV3utwODBv3jw+AOrpGBW1enp95MiR/O9PPPEE79kTer3eLbDm7zl8MWbMGP73pUuXeizz/fff80GUcePGYebMmW7t4W9dcTtKe9PJ5aM8efKkxx2iT506hfHjx/NBsYSEhErLuV3rYuDAgT6vF3+S/3OzMauawedrlqArvvqcv8fgykVGRqJdO2emfE/jA3cddO7cuVKQpCrvw4YN43+vuCuvKzabzW3nao6wsDD+CwHX2U5CUZ3xsFu3bvxmRevWrXO7ZjkKCgr4nQ7DwsLw8MMPu71utVpx33334cCBAwCA5557Du+8806NtMpkMshkMrRq1crre1xnFFbkr7/+wr/+9S8Azlm+nvIYr1y50udYAgD/+c9/+DyvrVu39jljzV8UCoXPGb61obZ1wsHVf7t27dzaRS6XY/z48QCcOTXfffddj+8vKSlxCypzO4yTilqtxty5cwE4c+K+/fbblcqwLIt58+bxM3vnzZvnnGHIOGBjbJCpZJjxkDNf599//40Pl3yIUnMpis3FKDIV4brxOvLL8zH7n7Pd+mWeLg85pTnILsnG2eIsZBadQVZpFgoc+Thfdh7nSs7hfOl5XDFeQZdezpmShw4fQr4+HwWGAhQaCnHDeAM3TTeRdjyNP26rjq1gsplgtpthdVhhZ+x8YJFlWfz282+YPno6zpxyzt6+f9b9+MfMqjeuslqsOJfpHO8GDR0EhVwBlUIFtVINjVKDCFUEosKiEKOOgVamRXamc5n2yLtHoklEEzSLbIbGmmZgbLFgrA3BWBuBscTBYWkCh6UpHOZmcJibgzE3h1apRWNtY/Rs3BNrxq3B13d/jaXDluL9Ie9j4cCFeLHvi3i6x9N4pMsjmN5xOia2m4hRrUZhSIsh6B3XG51iO6F1TGvERcQhOixaFIFFwJnfefjw4SHb5MtfSNEpFGL2O3dwGyirCBoq5TL8czDZX/TUBeRyuSj7UCAQ8zXjihh0BlODGPySBJnT1SiCIJPJiA4sAs4gw5o1a7B27VoMGzYMo0ePRs+ePdGwYUPYbDZcuHABu3btwrp16/gPIM8991yl/B1c0KR+/foeZ1Rxr0dHR6NNmzZe9bjOAKsYzLn//vuxYMEClJSU4Msvv4TNZsOMGTMQGRmJzMxMfPHFFzh27BgSEhKQm5sLmUzmceaPq1ZPeaImTpyI7t2748SJE/jrr7/Qs2dPzJs3D71794ZarUZZWRnOnj2LlJQUbNmyBT169OCXHlQ8h1wux7Fjx/iZVd5o1KgRv4vyyJEjMXDgQBw6dAgffPABiouLMW3aNMTExODChQtYu3Yttm7dCsA5C/Snn36q1A+Fqqtx48bh0KFDKC8vx/Dhw/H666+jffv2KCoqwrZt27B8+XK0bt0a9evXR0lJic88gjExMXzgzRtV9SPAudnJpUuX8Ouvv+KLL77AwIED+STBLVu25G9e3LHq1avnM2jkq8+5avc1G4o7Rvfu3fmZwJ7GBy6A6ClQWZX3yZMno2PHjjh79ixWr16NvLw8zJ07l89jcunSJezbtw8bNmzAq6++6jG/ycSJE5GcnIyjR4+ivLxc0Bt9dcfDpUuX4tChQygtLcWECRPwr3/9C+PGjYNGo8HRo0fx/vvv48qVKwCAt99+u9Ky6AceeIDPOTp8+HD885//9LkJWlhYGF8nNRm7u3TpgqSkJIwfPx6dO3eGWq1Gbm4uNm/ejO+//x4Mw6BBgwZYv369x3yOixcvxvz58zFlyhQMHjwYbdu2RWRkJMrLy3Hq1Cl8//33fKA0LCwMy5YtE+T+IpPJArbhWG3rxBMVPS9cuBBbtmyB0WjE4sWLkZqaitmzZ6NNmzYwm804fPgwli5dys+QHDFihMfdhVNSUnD+/Hn+/1xQDnBujLVy5Uq38nPmzPGzFmpGxdl1BqsB5dZyfjbf0wuexoafN+DyxctYvHgxjh4/ivsfvB+N4hoh91IuVn2zCkdSjgAAevTtgcFTBiPzZqbbMR967iFs2LABRdeL8MqLr+DA0QOYMGUC6sfWR+7FXKxdthbpf6eja6+uOJXmnL1tdphhtvsOgnMMHzscxw4ew6njp2DQGxARGeH2etZp5yxzuVwOxsEg+0y2c3xkgfLScty8cRPHjx7H3l17cfmiM7+oTCbDK4tewXMvPufsuzL57R/I3f8vk+PP3X/CbnMumX/swcfQsYH3Ge1//PEH/6XUQ1MfQqzmdi5HlcyKvGKTx12jZZAhvoEGN0wyhCjDQEDhvmwRO6ToFAox++V2tJ6//oTHXaOVchmWTO2OTs2iQ6COUhHSP6v6i5ivGVfEoDOYGsTglyhYilfy8vJuZcUGm5eXV633njt3js3MzGTPnTsXIHW1x+FwsEajkXU4HKGWUmMmTZrEt1FVP/Xq1WOXL1/u8TjDhw9nAbBDhw71+fpdd93lU8+LL77IAmC1Wq3Hev35559ZpVLpUZ9SqWTfeOMN9umnn2YBsF26dKmRVpZl2cuXL7NdunTxq16ef/55t/c6HA5Wq9X6Xa8A2FmzZrkdIzc3l+3QoYPP90yfPp0tKSnx2g/9qat58+b5rKvy8nK2e/fuXjUMGDCAPXfuHCuTyVgA7KJFi7zWd1JSUpXXiz9ts23bNv58FX9SU1M9ntcXvvqcv8do2LAhC4B9+umn+b9VbJfi4mJe5+eff14j71lZWWybNm2q7E/79u3z+P6ioiJWrVazANhVq1b59FRdajIe7t+/n42Li/PqQyaTsa+//rrH91bn+gLAtmzZ0qtWT2UqEhER4fP4nTt3ZtPT072+v2XLln7pbNGiBbtr1y6/67AqHA4H+9prr/nVj6tLbeuEw7X+PfWhP/74g7/GfP0MHz6cLS4u9niO2bNnV6u/BASGYVmLnmXL8tm86xnswkUL+fPtTN3Jnr5x2u1nZ+pOtnX71j519uzXkz1w7kCl93I/G/dsZBs0bOD1/ZOmT2LfWvoW//+9GXtvvTeDPXX9DHvq+ln21PUs9lThOfZUYTZ7quA8e6rgAnuq4CJ78uJpfjz57zf/ZUtMJWyZuYzVWXSszqyr1n1QJpOx9913H3vs2LFqVemcOXP4vlbbskaLnc29aWBPXSllT+SVsKeulLK5Nw2s0WJnWZaM59KaYDQa2VOnTrFGozHUUnxCik6hIMFvxtUy9oWf0tmOr//Otnz5V7bj67+zL/yUzmZcLQu1NArLsmFhYaxKpRJ1HxISEq4ZlhWHzmBqEIPfQFCbOJcv6MxFCcOyLGw2W8CWnAWDzZs3Iz09HTt37sShQ4dw9uxZXLt2DQaDAVqtFo0aNULPnj0xevRozJgxAxERER6PI/RO0d52eZ48eTL27duHd955BwcPHoTZbEbz5s0xcuRIPP300+jatSu/pNTbksKqtALO5b3Hjh3DqlWrsGnTJqSnp6O4uBhyuRyxsbFo3749Bg0ahAkTJlTapODcuXP85h7+UrFe4uPjcezYMSxduhQbN27E+fPnIZfL0bx5cwwaNAizZ89GUlISAOcSZ0/9sDp1ddddd3nUFRkZif379+PNN9/Exo0bkZ+fjwYNGqB79+548MEH8dBDD+H48eN8XjxfMxe7d+9e5fXiT9tMmDAB27dvx5IlS3Ds2DGUlpaCZdlKu0f7cyzAd5/z5xhXrlzhZ0G5lqs4PrimBqjuTtEcHTp0QHp6OpYtW4bNmzcjMzMT5eXliI2NRfPmzTFgwADcc889XjfOiI2NxeTJk7Fu3Tr88MMPPndUri41GQ8HDx6MjIwMfP755/jll19w8eJFWK1WNG3aFEOHDsUzzzxT5ZgRLK3Lly/Hrl27cPToUVy7dg16vR6NGjVCt27dcP/99+Ohhx7ymcNt586d+O2333DgwAGcP38ehYWFuHnzJjQaDRo3bowePXpgwoQJmDp1KrRarRA2ASCgG7rUtk484aldRo4cibNnz2LFihXYvn07MjIyUFpaCqVSiSZNmqBv376YMWMG7r33XvFtrsYwgLUcMJcBZh3AOGfOyf3Y5KB5QnNs2rsJG9dsxM6tO3H+7Hnoy/WIqReDO7regQn/mIB77r8HSoXS6+y+O/veif2p+/HFki+w8/eduJp3FZFRkejcpTPmPDIH06dPx38/+y9/zr6t++KmCSgxVp2ns350Y3482bpxK56a+xT/2tmzZ73eB6OiotCgQQM0aNAA3bp1w5AhQzB8+PBq58o0m838hkFPPfVUrctqwhSIb6BFU7sdBoMRERFaYvNpVwebzYbr168jISEBGo0m1HK8QopOoSDBLzeD8Y3RrXDoyDEM7N8H9W6l06GIB5vNJto+JCQkXDOAOHQGU4MY/JKEjGU9bEdHAeD80M1tJJGXl4cWLVr4/d7s7Gw+eXtNNtSgSJP09HQ+GPHnn39i+PDhIVYkXmhdSZMjR45gwIABUCgUyMnJ8ZgagEKh1AKH7XYw0VIOeNhduFguR94NBwAZGrdqBLlcVWnJrwyySn9zfU2oQOrcuXOxYsUKtGjRArm5ucjI14Hx49FWLpNBn3eGz6Ub7PFk7dq1mDlzJmJjY3Hp0iWfu6tXp6w36HMphUIhCS7P9pEjR0KshEKpe9QmzuULuqELhSISGIbBCy+8AABITEx02wCD4g6tK+nSv39/TJ48GQ6Hw+NmPxQKpZqwLGAzAeUFwI0soPA0UJYHWMrgHliUAepoWCObw6xqDUWDtpDVb42buihYLVGIVDZArCYW9cPrI0Ydg2h1NCLDIqFVaRGuDEeYIgxKuXOWolCBRZPJhC1btgBwbgTGsPArsAg4y/XtF5rxhGEYvPfeewCABQsW+AwWVqcshUKh1BWOHDlCA4sUCmHQ4KKEcTgcKCsrg8PhqLowpdb42tHabDbj4Ycfxp49ewA4N08I1FJAseGpH1anrj7++OOgLCWU2vUiZr/vvfcelEolvvvuO37TlNoiZr8VIUlrbSHJK0lawTLOmYllV4DrmcCNs0D5NcBWYSmwXAloY4H6bYAmXVGqiUeWTo0iE8MH8RiWRYnRivPX9Sj1YzlydcjJyYG3BTYOhwNPPvkkn9Zh9uzZkMucMxL9QS6TQS4LzHhSFRs2bMCZM2eQkJCAZ599VrCyAGH9UAB0Oh127doFnU4Xaik+IUWnUJDklyStUkJq7UKKXzHoDKYGMfglibqfjIXiFZlMhrCwMPHleKqj3H///VCr1Zg+fTp69OiBmJgYlJSU4PDhw1i2bBkuXboEAHj++ecxceJEybSLp37ob1298MILuOeee0Kmsy4jZr+JiYn49ttvkZOTg9zcXEGm8ovZb0VI0lpbSPIqeq0OO2DROZc8W8oB1kvwSRkOhMc4f1Ra4JYfk9XhviMxt2O03Jl/kQWLvGIT1EoFNGHC7O759ttv4+jRo5g+fTr69++Pxo0bw2Qy4eTJk/jmm2+QlpYGwJnXcvz48ZDJZIjRqPzKuRijUUEmkwVkPKkKh8OBRYsWYfjw4VXmcKpOWYCAfigwKpUK8fHx1c6PGmxI0SkUJPklSauUKC0tRUREhGTahZR+KAadwdQgBr8kQXMu+oDmXKQIhd1uR2RkJCwWi9cySqUSixcvxmuvvSaZDwWeoHVFoVAoAmE3386faNV7KSQDwiJvBRSjAaXaY6m8YqNb0M5a4JxhHtakrVu5+towxDcQZlOfOXPmYNWqVT7L3HnnndiyZQtiY2MBOIOg56/rbwdBPSCDDO0aRwoWBCUB+lxKoVBIQq123ot8fR6gUCg1I1A5F+nMRQnDsiwcDgcUCgUN0ASBlStXYtu2bUhLS8ONGzdQVlaG6OhotGvXDiNGjMATTzyBhIQEsCwLu90umXbx1A/9ratQ66zLUL/ihSSttYUkr6LQyrKA1XAroFgGOLx8KJMpnIHE8BhAHeVc/uzzsCzKTDa/JJSZbGjBsoLUwauvvooOHTpg9+7duHTpEm7cuAGbzYbY2Fj06dMH06ZNw/Tp0yGX387y49w1WeM+y9IFGWSIb6Cps4FFUfTDIGK326HX6xEZGSnq3bFJ0SkUJPklSasU4b4UqeuQ0g/FoDOYGsTglyTozEUf1PWZi/RiESdSaxdS/JKiUyioX/FCktbaQpLXkGllHLeWO99a8uxtubNCfXu5c1gEv9zZHxwMi4z8Mre/eZu5CACdm8VAIQ9tYMtkdaBIb0GZyQaGZSG/tWS6YaS6zgYWAe/9kITn0ppQWlqK5ORkJCUloV69eqGW4xVSdAoFSX5J0iol1Go1GIbBjRs3JNEupPRDMegMpgYx+A0EgZq5SIOLPqjrwUWpfbtNClJrF1L8kqJTKKhf8UKS1tpCktegarVbnbs5m8sAix7wtgQ4LOLW7MQYQBVe49OxLIuMfJ3bTszegotymQydm0WLpr0YhoHdwUCpkLvNcKyreOuHJDyX1gRSvoAgRadQkOSXJK1SglsWbTAYJNEupPRDMeikMxdrD10WTREcmUxWpy6SuoLU2oUUv6ToFArqV7yQpLW2kOZVJg/QjDiWde7kzM1OtJu8CQDU3HLnaEAhTN3VZKMUsSCXyxEmgaAiB2nXTG1RKpVEzCYhRadQkOSXJK1SRCrjGSn9UAw6g6lBDH5JQjpPW5RKMAwDk8kEhmFCLYXigtTahRS/pOgUCupXvJCktbaQ4NW5i7IRGfk6ZOSXISNfh7xiI0xWL8uT/YVhnIHE0lygMAMoOgfoCyoHFhVhgLYh0KAt0KQr0KA1oG0gWGCRo2GkGjL4DhrKIEPDSM8bwoQKEvqQkEjNr8lkwpkzZ2AyeQm4iwRSdAoFSX5J0io1WJaVTLuQ0g/FoDOYGsTglyRocFHCsCwLq9UKujJeXEitXUjxS4pOoaB+xQtJWmuL2L2WGq04f12PEqOVXzLMsCxKbv291I+Zfm44bIChCLh5ASg4BRRfAIw3AabCZioqLRDVFGiUCDTuBNSLd27QIgvcYx23UYq3AKNYN0oRex8SGqn5tdlsyMvLg83m34ZDoYIUnUJBkl+StEoRqbQLKf1QDDqDqUEMfkmC5lz0QV3PuUihUCgUCqVmmKwOnL+u97gjMYcMMrRrHOk94MaygN18e3dnm9HrkaCOurUhS7RztmKI4DZKKdWbwLAsFEqVJDZKIR36XEqhUEjiypUrACBYLjgKhXIbmnORQqFQKBQKRSQU6S0+A4sAwIJFkd6C+AZalz8yzk1YLLfyJzq8zG6UK29vxqKOBAKVz7GaOGcwatGivgYMC8hlEFWORQqFQqGQDw0qUijkQZdFSxiHwwGdTgeHo5Z5oSiCIrV2IcUvKTqFgvoVLyRprS1i9cqyLMpM/i2RKTPZwDrsgLEYKL4IFJwGinMAw43KgUVlOBAZBzTsAMR1AeolAJoY0QQWXWEYBgZ9uehz+4m1DwUKb37r6kIlnU6Hv/76CzqdLtRSfEKKTqEgyS9JWqWE1NqFFL9i0BlMDWLwSxJ05mKAUCgUsNvtcDgcYBgGchHuVCiTyaBSiWtXR4r02oUUv6ToFArqV7yQpLW2iNUrw4LPsegNNWyIkhkRDSNQaPZSSgaERd5e7qwU12YovsjOzgbDMOjYsWOopfhErH0oUHjy63A4+GCjQiG+QHVtUKlUaNy4MVQqVail+IQUnUJBkl+StEqJcePGwWQyISUlJdRSggIp/VAMOoOpQQx+SYLmXPRBbdai5+fno6ysDADQvHlzREdHB0QjhUKhUCiU4MKyLDLydW4BRhkALcx8QDFc5mVmo0zhDCSGxwDqaFHOSvSH1NRUAEDv3r1DrIRSFTdv3sT169cBAPXr10eTJk1CrIhCoVB8o1Y7v2yzWCwhVkKh1D1ozkXCiI6O5oOLBQUFAIDIyEhRzWBkWZafVSmVb/RJQGrtQopfUnQKBfUrXkjSWlvE6lUmkyFGo0KZ0YwomBAtMyIKRihlXpYIK9S3ZifGAGERgIi81BaWZUXVNhURax8KFJxfmUwGq9UKnU6Hmzdv8q/Xr18/hOqEx+FwwGg0QqvVinpWJik6hYIkvyRplSIOh0MS7UJKPxSDzmBqEINfkqDBxQAREREBjUYDk8kEh8OBq1evQiaTiapTsizLD9hSeOAmBam1Cyl+SdEpFNSveCFJa20RpVeWARg7WIcdasYOqwwogvPndhnAATnsUEAVFga5XAHojAC87QZNLtnZ2eJpGw+Isg8FEJZlYbfbPXqNiYnhZwPVFcrLy5GcnIykpCTUq1cv1HK8QopOoSDJL0lapQbDMCgvL5dEu5DSD8WgM5gaxOCXJOiyaB/UdroowzDIzc2FyWQKhLxaI7Vv80lBau1Cil9SdAoF9SteSNJaW0ThlWUBhw2wmwCbyevuzgxksCAMJjYMFoSBgRz1I1TQhtXN73EvX74MAEhISBB1PxRFHwoi3vw2atQIsbGxda4O7HY7ysrKEBMTA6VSvNcaKTqFgiS/JGmVEtwXIQaDQRLtQko/FIPOYGoQg99AQJdFE4hcLkfLli1hMBhQXl7Oz2KkUCgUCoXiHw6GhUIe5IAIywDGm84dnQ1FgN1LzidVOGzhsSiwR+GyUQ07K4NcBjSOkqNFAw0i1XX3MSs7OxsA0LZt2xAroXhCLpcjLCwMERERiIyMRFhYWKglBQSlUonY2NhQy6gSUnQKBUl+SdIqRepSQMcXpPRDMegMpgYx+CUJaVytIUQmkyEyMhKRkZGhllIJs9mM3NxcJCQkIDw8PNRyKLeQWruQ4pcUnUJB/YoXkrTWlMx8HZanXMD2U9dgsjHQqOQY27Up5g5ug07NArRBWnkhkL0TyNoO5OxxzlT0RLNeQOI4IHEsENcZkMnQCYDRaEL2xcto37oltFpNYDSKiC5duoBlWTz66KOi7odSuF5c4fw2b95cUn7F3r6k6BQKkvySpFVqsCwLs9ksiXYhpR+KQWcwNYjBL0nQ4KKEsVgsyMnJQVxcHL1YRITU2oUUv6ToFArqV7yQpLUmbEm/ivnrT8DO3M7aYrIx2JR2FVvT87FkandM7NG89idiWeB6JpD1O5C1A7h6zHM5ZTjQZhiQOAboMAaI8rzTrs1mRX7uRbRq0RRA3Q8uvv/++7hw4QIsFouo+2Fdv14qQv2KE1J0CgVJfknSKiVIuccIBSn9UAw6g6lBDH5JguZc9EGg1qJTKBQKhUKpTGa+Dvd+keIWWKyIUi7D1nmDazaD0W4FLh9wzk48tx0ozfVcLqLxrWDiWKDNUCBMW/1zUSgUCoVCoVAoIoPmXKRQKBQKhVKnWZ5ywWdgEQDsDIsVKRexZGp3/w5qLAbO73bOUDz/J2DReS4X18U5MzFxHNCsJyCXV1M9hUKhUCgUCoUiTeiTs4ThtlYvLy8PtRSKC1JrF1L8kqJTKKhf8UKS1urAMCy2nyrwq+zvp66B8RWEvJkDHPwc+G488HE7YNOjQMZm98CiXOVc7jz2I+C5k8CTB4ARbwAtetcosFhX28Ubb7/9Np544gnR+5Vau1C/4oQUnUJBkl+StEoJUu4xQkFKPxSDzmBqEINfkqAzFyWMQqFATEwMFApFqKVQXJBau5DilxSdQkH9iheStFYHs90Bk83hV1mTzQGz3QFt2K3HGMYB5B11zk48twMoOuf5jeH1gA6jnZuxtB0BhAu3OUxdbRdvvPPOO2BZFv/+979DLcUnUmsX6leckKJTKEjyS5JWKUHKPUYoSOmHYtAZTA1i8EsSNOeiD2jORQqFQqFQggPDsOi8aKdfAUaNSoGM1wZBfnHPrfyJOwFTsefCDdo6g4mJ44D4/oCCfq8qBGq1GoAz2TmFQqFQKEJC7zEUSuCgORcpgsMwDCwWC9RqNeQ0t5RokFq7kOKXFJ1CQf2KF5K0Vge5XIaxXZtgU9pVr2WaoQgjFGl4MDoT8k9mAg5r5UIyORA/4FZAcSzQsH0AVd+mrrZLVTAMI2q/UmsX6leckKJTKEjyS5JWKSL2e4xQkNIPxaAzmBrE4JckaA1JGJ1Oh127dkGn85LcnhISpNYupPglRadQUL/ihSSt1WXu4DZQymX8/2Vg0FV2Ac8rN+D3sFdxMPxZvK1aiY6Go+6BxbBIoNNE4L6vgQU5wCPbgTufDVpgEajb7eINhmFE71dq7UL9ihNSdAoFSX5J0io1SLjHCAUp/VAMOoOpQQx+SYIui/ZBXV8WbbPZUFJSgvr160OlUoVaDuUWUmsXUvySolMoqF/xQpLWmrAtNQdbN63DMFkqRijSECcr9VwwJv7W7s5jgVaDAaU6qDorUtfbpSLckjW9Xi9qv1JrF+pXnJCiUyhI8kuSVilByj1GKEjph2LQGUwNYvAbCAIV56LBRR/U9eAihUKhUCiiQH/duRFL1g4g5y/AbvJYzNSoOzRd7gESxwBxXQCZzGM5SuCh+bAoFAqFEijoPYZCCRw05yJFcCwWC65cuYIWLVrwAzgl9EitXUjxS4pOoaB+xQtJWr3CssD1TOdmLFnbgaupACp/18kqw1HeuC/Cu05EWJd7oIlqEnytflIn2qUajBgxAmazmc9FJFak1i7UrzghRadQkOSXJK1SgpR7jFCQ0g/FoDOYGsTglyRozkUJYzabcebMGZjN5lBLobggtXYhxS8pOoWC+hUvJGl1w24FcvYAv78EfNoN+HIQ8NfbwNVjcAssRjQGes0Cpq+D7okT2NfsCZg6TQVEHFgECG6XGrJu3Tq88MILovcrtXahfsUJKTqFgiS/JGmVEqTcY4SClH4oBp3B1CAGvyRBl0X7gC6LplAoFAqlFhiLgfO7gazfgfN/AhYvCbEbd769u3OzXgDdkY9CoVAoFAqFQhEcuiyaQqFQKBSK+LmZ4wwmZu0Acg8BrKNyGbnKuQlL4ljnpiz1WwZfJ6VWZGZmAgA6deoUYiUUCoVCqWvQewyFQh50aoCE0ev1SElJgV6vD7UUigtSaxdS/JKiUyioX/EiOq2MA7h8CNj1BvB5H+DzXsCu14HLKe6BxfB6QLdpwP0rgZcuALN+Afo/7jOwKDqvPiBJqxD07NkTPXr0EL1fqbUL9StOSNEpFCT5JUmrlCDlHiMUpPRDMegMpgYx+CUJOnNRwshkMmg0GsjobpuiQmrtQopfUnQKBfUrXkSh1VLuXOZ8bgdwbidgKvZcrkHbW8udxwHx/QFF9R47ROHVT0jSKiRi9yu1dqF+xQkpOoWCJL8kaZUiUmkXUvqhGHQGU4MY/JIEzbnoA5pzkUKhUCiUW5TmOYOJWb8Dl1IAh7VyGZkciB9wO39iw/bB10kJCtyuiRaLJcRKKBQKhVLXoPcYCiVw0JyLFMFhGAZ2ux1KpRJymjxfNEitXUjxS4pOoaB+xUvQtDIMcO24M3di1nag8JTncmGRQLsRztmJ7e4GImIFlEDbRewwDCNqv1JrF+pXnJCiUyhI8kuSViki9nuMUJDSD8WgM5gaxOCXJGgNSRidToft27dDp/OyeyclJEitXUjxS4pOoaB+xUtpWRl++XU7SsvKhD+4zeQMJm59Fvj3HcA3w4F9H1UOLMbEA30fBR7a5MyfOHU10H26oIFFgKx2IUmrUDAMI3q/UmsX6leckKJTKEjyS5JWqUHCPUYoSOmHYtAZTA1i8EsSdFm0D+r6smir1YqioiI0bNgQYWFhoZZDuYXU2oUUv6ToFArqV3xk5uuwPOUCtp+6BpONgUYlx9iuTTF3cBt0ahZd8wOXFwLZO52zE3P2AHaT53LNejlnJyaOAeK6AEHIP0NCu3CQpFUIuCVr5eXlovYrtXahfsUJKTqFgiS/JGmVEqTcY4SClH4oBp3B1CAGv4EgUHGuoAQX7XY7Xn75Zfz73//m/7Zo0SIsXry4yvdevnwZ//73v7Fr1y7k5uYCABISEjBq1Ci88MILaNnS+y6TtaWuBxcpFAqFQgZb0q9i/voTsDOVb9lKuQxLpnbHxB7N/TsYywLXM525E7N2AFePeS6nDAfaDHMGEzuMAaKa1MIBpa5B82FRKBQKJVDQewyFEjiIzbl47do1TJs2Dfv376/2e7ds2YIHH3wQBoPB7e9nz57F2bNn8e233+L777/HvffeK5RcSWGxWFBQUIAmTZrwAzgl9EitXUjxS4pOoaB+xUNmvs5rYBEA7AyL+etPoH3jKO8zGO1W4HLK7fyJZbmey0U0vhVMHAu0GQqEaYUxUUPE3C4VIUmrENy4cQMFBQWwWCyi9iu1dqF+xQkpOoWCJL8kaZUSpNxjhIKUfigGncHUIAa/JBHQnIv79u1Dr169+MDizJkz/X7v6dOnMX36dBgMBmg0Gjz77LPYuHEjNm7ciGeffRbh4eHQ6/WYNm0aMjIyAmWhTmMymZCeng6TycsSOEpIkFq7kOKXFJ1CQf2Kh+UpF7wGFjnsDIsVKRfd/2gsBk78BGyYA3zcFlhzH3D068qBxcadgSEvAnP/BOZnAfd+DnQcF/LAIiDudqkISVqFgGEYnDlzRvR+pdYu1K84IUWnUJDklyStUoKUe4xQkNIPxaAzmBrE4JckArYsetOmTZg2bRrsdjvCwsKwdOlSPPnkk5DdytFU1bLoqVOnYsOGDQgPD8fevXvRv39/t9ePHDmCoUOHwmw2Y+rUqfjpp58E90CXRVMoFAollDAMi86LdsJkc1RZVqNSIOPZtpBn35qdmHsYYD28T64CWg0GEsc6lzvXD1x6EQqFQqFQKBQKhSIeiFsWffLkSdjtdrRs2RIbNmxA3759/X4vwzDYsWMHAODJJ5+sFFgEgP79++OJJ57A0qVLsWPHDslsU0+hUCgU6WC2O3wGFhVwoJcsGyMVqRgpS4P8v9c8FwyvB3QY7Qwoth0BhNdiAxgKBUCnTp0AAJmZmSFWQqFQKJS6Br3HUCjkEdBo3JgxY5CamlqtwCIAFBUVoby8HAAwbNgwr+W413Q6HYqLi2suVKLo9XocPnwYer0+1FIoLkitXUjxS4pOoaB+xUG4UgGNSuH2t0gYMVZ+BEtU/8Pf6iexQf0WHlf+hrbyCoHFBm2BgfOAOb8DC3KAycuAzvcRFVgUa7t4giStQpCTk4Pz58+L3q/U2oX6FSek6BQKkvySpFVKkHKPEQpS+qEYdAZTgxj8kkTAZi4+8MADWLhwYY1mExqNRv73qKgor+Wio29/QDIYDGjYsGG1zyVlZDIZ5HI5v1SdIg6k1i6k+CVFp1BQv+JALpdhbNcmOJKWjhGKNIyUp2GAPBNhssqzGRnIIU8Y4JydmDgWaNg+BIqFRazt4gmStAqJ2P1KrV2oX3FCik6hIMkvSVqliFTahZR+KAadwdQgBr8kEbCci15P6EfOxUuXLqF169YAgD179mDo0KEey+3du5efvXjx4kW0atVKUK005yKFQqFQQgLDANeOA1nbYc74DeE3PS8L0rPhSGa6YQ/bB48+8jgS27QKrk6KZOF2TbRYLCFWQqFQKJS6Br3HUCiBg7iciyRw5coVn69fu+Yld1UdgWVZPlcljcaLB6m1Cyl+SdEpFNRvCLCZgAvJQNbvwLkdgL4QABBeodhVNha7Hb2wm+mNI8wdYORhWDK1OxLbNA++5gAjinbxE5K0CgnLsqL2K7V2oX7FCSk6hYIkvyRplSJiv8cIBSn9UAw6g6lBDH5JgpgdUNavX4+GDRsiPj4eKSkpghwzPj7e50+/fv34slwOSMCZ45HbjtzhcKC0tBQ2mw0AYDabUVZW5vY+bpk3wzBuZS0WC0pLS/myer0eBoMBgLMjl5aWwmq1AgCsVitKS0vBTTQ1GAzVKuuaJ6C0tBQWiwVlZWX49ddfceXKFTAMA8C5JN3Va1lZGcxmMwDAZrOhtLQUDodzOZ7JZIJOp3OrF66s3W6vsmzFOrTb7VXWYSjr21Mdupbl6rBi2bKyMr4sV4e+6vvGjRv49ddfUVxc7HcdcvXN1aFQ9e2pDl3LutYhV5arQ3/r27Uf+lPf/tShtz7rq2xVfTY/Px+//vorysrKPNZhVfVN2hjB9cObN2/WuL5JGiNc+2FN67tGY0R5IYwpX8Hx/TTgw9bAumlA2io+sMjTrBeu93kRHyR8jRGOL7DI/jD+VvTA6C7N8ctTAzGxR/M6OUYUFRXh119/RVFRkd/1TceI4IwRnB6xjxHctV1YWBjy+g7Gc8TVq1f5flidOqRjRGDHCK4fXr9+3Wsd1qUx4sqVK3w/rE190zEiMJ81alKHoRgjGIbBtWvXav1Zo7r1TccI73Xoem0LEY+oSX27agj0GMG1S35+fp2KR7jqFRJigourV6/GzZs3ceXKFfz0009BP39qaqrb79nZ2QCcnTQ5OZlvoLy8PBw4cIAve/z4cWRlZQFwNnpycjJu3rwJwPkAuH//fr7siRMncObMGQDOiyE5ORk3btwAABQUFCA5OZnvXKdPn8bp06cBODticnIyCgoKAAA3btxAcnIyf3GcOXMGJ06c4M+zf/9+XL16FVqtFm3btkVaWhrfibOysnD8+HG+7IEDB5CXlwfA2SmTk5P5izA7O9utXg4dOoRLly4BcF5UycnJfKe+ePEijh49ypc9evQoLly4AMDZ+ZOTk/mL/fLlyzh06JDH+rZYLEhOTkZJSQkA58OLa7A5PT0dZ8+eBeC8cJKTk1FUVATAORN13759fNmTJ0/yO5A5HA4kJyfzA3phYSGSk5P5CzQjI4OvbwBu9V1UVORW32fPnkV6erpbfXMBi5KSEiQnJ/MX97lz55CWlsaXPXjwIG7evIlevXrx+rnBKScnB8eOHePLHj58mK9vvV7vVt+XLl3C4cOH+bLHjh1DTk4OAOeA7dpnc3NzcfDgQb5sWloazp0757W+Xfusa31zfZarb67Pcpw+fRoZGRkAnANtcnIyCgsLodVq0apVK6SlpfGDf2ZmJk6ePMm/d9++ffxMYq6+uUG6Yn2npKR4rW9Pffby5csAnDeY5ORkfoC/cOGCW5/NzMxEXFwctFotX9/cje/SpUte+yypY0RZWRl69eoFs9mM5OTkOj9GaLVaxMfHu3kLyBjBsrh89DcUbX4F+GY4sKQDtLtfhiJ7B2A38e9nleFAh7HI7fEiDg1aCTy2B40nvIHuTWPw84xW2PVYF/z1VA+MjMpHyxjnIoS6OEbo9Xr06tWL7wN0jBDPGMGyLORyuejHCK1WC41Gw/ePuv4ccfLkSTRr1gxarZav77r8HEHKGKHVaqFWq/n+UdfHiOPHjyM+Ph5arRY3b96kYwTEM0YcPHgQubm5bvUt1jFCLpcjJyen1p81AOD69et0jEDtx4i0tDT07NkTWq1WkHgEgGqPEWlpaejUqRO0Wm3AxwitVotevXrh3LlzdSoe4XrtCgobZACwANhFixZ5LXPx4kW+3J49e1iWZdn169ezDRo0YJs3b86mpKSwLMuye/bs4ctdvHix2lry8vJ8/hw9epQ/fmZmJv++srIy1mg0sizLsna7nS0pKWGtVivLsixrMpnY0tJSvqxOp2MNBgPLsizrcDjcyprNZrakpIQvW15ezur1epZlWZZhGLakpIS1WCwsy7KsxWJhS0pKWIZhWJZlWb1eX62y5eXl/HlKSkpYs9nMsizLWq1WtqSkhHU4HCzLsqzBYGB1Oh1ftrS0lDWZTG5l7XY7y7IsazQa2bKyMrd64crabLYqy1asQ5vNVmUdhrK+vdUhV5arw4plS0tLa1Tf1alDrixXh0LVt6c6dC3rWodcWa4OA1XftemzQtW3pzqsqiwdIyQ8RhjL2fL0rSzz24ss++8uLLso2vPPR+1Yx+an2PJj61mHubzK+qZjBB0jQjlGrFu3jt24cSMdI+hzBB0j6BhBnyPoGCH4GLFx40Z248aNdIygYwQdIwIwRpw+fZqPc+Xl5bFCQTd08UFd39DFarXi+vXraNy4McLCwkIth3ILqbULKX5J0SkU1G8tMRYD2X8A57YD5/8ELDrP5eK6AB3GAInjgGY9AXnVCwqk1DYkeSVJqxCQ4pcUnUJB/YoTUnQKBUl+SdIqJaTWLqT4FYPOYGoQg99AEKg4FzHLoinCYzQakZqayk+Fp4gDqbULKX5J0SkU1G8NKDoPHPwc+G4c8HE7YPNjQMZm98CiXAW0GQaM/Rh47iTw5AFgxBtAi95+BRYF00oIJHklSasQkOKXFJ1CQf2KE1J0CgVJfknSKiWk1i6k+BWDzmBqEINfkqgzMxcvXbqEli1bCqq1rs9cZFkWDocDCoWC7n4kIqTWLqT4JUWnUFC/fuCwA1eOOnd3ztoB3Mz2XE5TH2g/CkgcC7QdAYRHB18roZDklSStQvDiiy+CZVl88sknovYrtXahfsUJKTqFgiS/JGmVEqTcY4SClH4oBp3B1CAGv4EgUHEupSBHERitVsv/7rpTUEVcd/uJjq7dhzUpIpPJoFSKsgtIGqm1Cyl+SdEpFNSvFyzlzmXOWduB7F2Aqdhzudh2zmBih7FAfH9AIVxdSqltSPJKklYh+PzzzwEAS5YsCbES30itXahfcUKKTqEgyS9JWqUEKfcYoSClH4pBZzA1iMEvSYhyWXTDhg0RFRUFAPjrr7+8ltuzZw8AZ2Cxfv36QdFWlzAYDPj777/5Haso4kBq7UKKX1J0CoXU/Jbr9dh/6CjKb+0o50ZpHnD0G2DNfcBHbYANs4GTP7oHFmVyIGEQcPfbwLxjwDOpwKh3gFZ3ChpYBKTVNiR5JUmrULAsK3q/UmsX6leckKJTKEjyS5JWqUHCPUYoSOmHYtAZTA1i8EsSogzDyuVyjB07FuvXr8fXX3+N6dOno3///m5ljhw5gq+++goAMHny5FDIJB6WZWGz2RDklfGUKpBau5DilxSdQiEVv5n5OixPuYDtp67BZGOg+X0/xnWJw9OJerQp3udc7lx4yvObw6KAdsOdm7G0HwVoGwRFs1TaBiDLK0lahUTsfqXWLtSvOCFFp1CQ5JckrVJEKu1CSj8Ug85gahCDX5IIWM7F06dP4/Tp05X+/sADDwAApkyZgn/84x9ur02fPt3t/X379oXZbIZGo8Gjjz6Ku+66CwCwb98+LFu2DGazGRERETh27Bg6duwouIe6nnORQqFQpMyW9KuYv/4E7AwLNay4U34aI+WpGKk4jsayUs9viom/tdx5DNBqMKBUB1UzhSIW1Gpn37dYLCFWQqFQKJS6Br3HUCiBI1BxroAFFxcvXow333yzWu+pKGXLli148MEHvU5DjYmJwdq1azFhwoQa6/QFDS5SKBRK3SQzX4dHvvgVSbI0jJSnYbD8FDQyq+fCzXs7cycmjgXiOgN1KKEzhVJT6Ac/CoVCoQQKeo+hUAJHoOJcosy5yDFx4kScPn0azzzzDBITE6HRaBAVFYVOnTphwYIFOHnyZMACi1KgtLQUW7duRWlpaailUFyQWruQ4pcUnUJRJ/2yLFBwGtj3MSJWj8LhsCfxoeob3K1IdQssmlkV/nD0wiu2uVjcfhPw6F9A0gKgSRdRBBbrZNt4gSSvJGkVCoZhRO9Xau1C/YoTUnQKBUl+SdIqNUi4xwgFKf1QDDqDqUEMfkkiYDkXFy9ejMWLF9f6OK1atcJnn31We0GUSmg0GnTr1g0ajSbUUiguSK1dSPFLik6hqDN+7Vbgcoozd2LWdqAsFwDQskKx62w9/Onoid1MLxxgusAM5zfmmrM2LGRYyOWhDypy1Jm28QOSvJKkVQimTp0Kk8kker9SaxfqV5yQolMoSPJLklYpQco9RihI6Ydi0BlMDWLwSxIBWxZdF6DLoikUCoVAjMVA9h/Aue3A+T8Bi85jsTNMAnYzvbDb0Qsn2TZgvUzmz3xrNLRhotz/jEKhUCgUCoVCoVD8JlBxLvppScLYbDYUFRWhYcOGUKlUoZZDuYXU2oUUv6ToFAqLxYqrhdfRPK4x1OqwUMupmqLzzmBi1nYg9zDAOiqXkauAVoPBdBiLu3/TIsdW9e7OGpUC4UpFAATXHCn1RZK8kqRVCEjxS4pOoaB+xQkpOoWCJL8kaZUSUmsXUvyKQWcwNYjBL0mIOuciJbAYDAYcPXrU64Y5lNAgtXYhxS8pOmtLZr4OL6xPR/d3/sTw/51A93f+xAvr05GZ73n2X8hw2IHLB4FdrwOf9wG+6O38/fIB98Cipj7QbRpw/0rgpQvArF8gH/A4unft6tdpxnVtKqol0YB0+iJAlleStArBrl278O2334rer9TahfoVJ6ToFAqS/JKkVUqQco8RClL6oRh0BlODGPySBF0W7YO6viyaYRjYbDaoVCrI5TTOLBak1i6k+CVFZ23Ykn4V89efgJ2pfFtQymVYMrU7JvZoHgJltzDrgJy/nLMTs3cBpmLP5WLbOXd27jAWiO8PKCpP0s/M1+HeL1I8euVQymXYOm8wOjWLFsqBIEihL3KQ5JUkrULA7eRpMplE7Vdq7UL9ihNSdAoFSX5J0iolSLnHCAUp/VAMOoOpQQx+AwFdFk0RHLlczg/cFPEgtXYhxS8pOmtKZr7Oa2ARAOwMi/nrT6B946jgBttKc52bsZzbDlzcDzC2ymVkciB+gDOgmDgWaNi+ysN2ahaNJVO7VxlMFVtgEaj7fdEVkrySpFVIxP6wLbV2oX7FCSk6hYIkvyRplSJiv8cIBSn9UAw6g6lBDH5JQhpXK8UjRqMRaWlpMBqNoZZCcUFq7UKKX1J01pTlKRd8zuIDnAHGFSkXAyuEYYCrqcBf7wBf3gks7QpsX+CcsegaWAyLAjpNAu77GliQAzyyHbjzWb8CixwTezTH1nmDMaVXC2hUztuhRiXHlF4tsHXe4NDO0vRBXe+LrpDklSStQsGyrOj9Sq1dqF9xQopOoSDJL0lapQYJ9xihIKUfikFnMDWIwS9J0JmLEsbhcMBgMMDh8LDxASVkSK1dSPFLis6awDAstp8q8Kvs76eu4eN/dBM2D6HVCFxMdi53PrcD0Bd6LhcTf3t2YsvBgLL2G81wMxgXjmmNo6np6Ne7B2KixTdb0ZW63BcrQpJXkrQKidj9Sq1dqF9xQopOoSDJL0lapYhU2oWUfigGncHUIAa/JEFzLvqgrudcpFAoFAAwWu3otHCn3+Uz3xoNbVgtv5sqL3QGErO2Axf2AnaT53LNeztzJyaOBeI6AzJxba5CoUgVbpmQxWIJsRIKhUKh1DXoPYZCCRw05yKFQqFQAkK4UgGNSgGTrepv5TQqBcKViuqfhGWBwgxn7sSs7c6lz55QhgNthgGJY4AOY4CoJtU/F4VCoVAoFAqFQqFQggbNuShhysrK8Ntvv6GsrCzUUiguSK1dSPFLis6aIJfLMLarf0G8cV2b+r8k2m515kr8fQGwtBvw1Z3OXIoVA4uRcUCvWcADPwIvXQRm/Aj0nhPUwCJJ7UuS1tpCkleStApBZGQkwsPDRe9Xau1C/YoTUnQKBUl+SdIqJUi5xwgFKf1QDDqDqUEMfkmCzlyUMGq1GomJiXQHJJEhtXYhxS8pOmvK3MFtsDU93+emLkq5DP8c3Nr3gYzFQPYu5+zE838C1nLP5eK6OGcmJo4DmvUEQrwbIEntS5LW2kKSV5K0CsHVq1dx5coV0fuVWrtQv+KEFJ1CQZJfkrRKCVLuMUJBSj8Ug85gahCDX5KgORd9QHMuUigUKbEl/Srmrz/hMcColMuwZGp3zzsoF50Hsn535lDMPQSwTOUychXQarAzmJg4BqiXEAAHFAqFQqFQKBQKhULxBs25SBEcm82GkpIS1K9fHyqVKtRyKLeQWruQ4pcUnbVhYo/maN84CitSLuL3U/kw2RhoVHKM69oM/xzcGp2a3dpF2WEHrhx1BhSzdgA3sz0fUFMfaD/KuRlL2xFAuHh3YSapfUnSWltI8kqSViEgxS8pOoWC+hUnpOgUCpL8kqRVSkitXUjxKwadwdQgBr8kQXMuShiDwYBDhw7BYDCEWgrFBam1Cyl+SdFZWzo1i8aSqd1x4IUB+KifHQdeGIAlU7ujUwMAGZuBTY8Dn7QDvhsLHPy8cmAxth0w6Blgzu/Ai+eBycuAzveJOrAIkNW+JGmtLSR5JUmrEDRp0gTt2rUTvV+ptQv1K05I0SkUJPklSauUIOUeIxSk9EMx6AymBjH4JQm6LNoHdX1ZtMPhgMVigVqthkJRg91fKQFBau1Cil9SdAqFw+GA9fp5qC/vgfzcDuBSCsDYKheUyYH4Ac7ZiYljgYbtgy9WAEhqX5K01haSvJKkVQi4/ENGo1HUfqXWLtSvOCFFp1CQ5JckrVKClHuMUJDSD8WgM5gaxOA3ENBl0RTBUSgU0Gq1oZZBqYDU2oUUv6TorBUMA+QfB85thyJrOzSFpz2XC4sC2o1wBhPbjwK0DYKrMwCQ1L4kaa0tJHklSauQiP1hW2rtQv2KE1J0CgVJfknSKkXEfo8RClL6oRh0BlODGPySBF0WLWGMRiNOnDgBo9EYaikUF6TWLqT4JUVntbEanTs7b30G+HdHYPlwYN/HQMXAYkw80O8xYOZm4KULwNRVQPfpdSKwCJDVviRprS0keSVJq1CwLCt6v1JrF+pXnJCiUyhI8kuSVqlBwj1GKEjph2LQGUwNYvBLEnTmooRxOBwoKSmBw+EItRSKC1JrF1L8kqLTL8oLnTs7Z20HLuwF7CaPxXRR7aHuNgnqrpOAuM6ATBZUmcGEpPYlSWttIckrSVqFROx+pdYu1K84IUWnUJDklyStUkQq7UJKPxSDzmBqEINfkqA5F31Q13MuUigUicCyQGEGcG67M6B4NdVzOWU40GYYkDgG6DAGiGoSXJ0UCoUYuHxYFoslxEooFAqFUteg9xgKJXDQnIsUCoVC8R+7Fbic4gwmZu0AynI9l4uMAzqMBhLHAa2TgDCaV4RCoVAoFAqFQqFQKP5Dcy5KmLKyMuzYsQNlZWWhlkJxQWrtQopfInQai4ETPwLrZwMftQHW3AccXVY5sBjXBRjyIjD3L+CFs8C9nzs3Z3EJLBLhV0BI8kuS1tpCkleStArBpk2b8Pbbb4ver9TahfoVJ6ToFAqS/JKkVUqQco8RClL6oRh0BlODGPySBJ25KGHUajVat27NTzuniAOptQspfkWrs+g8kPW7M4di7iGAZSqXkauAVoOdsxMTxwD1Eqo8rGj9BgiS/JKktbaQ5JUkrUIwYsQItGvXTvR+pdYu1K84IUWnUJDklyStUoKUe4xQkNIPxaAzmBrE4JckaM5FH9CcixQKRXQ47MCVo86AYtYO4Ga253Ka+kD70c5gYtsRQHh0cHVSKBQKhUKhUCgUCkVU0JyLFMGx2+3Q6XSIjo6GUkm7gliQWruQ4tdqteFGcSkaNaiHsDBVcE9u1gE5fzqDidk7AVOJ53Kx7ZzLmzuMBeL7A4qa1ycp7SIUJPklSWttIckrSVqFYNasWbDZbFizZo2o/UqtXahfcUKKTqEgyS9JWqUEKfcYoSClH4pBZzA1iMEvSdCcixJGr9dj//790Ov1oZZCcUFq7SJ2v5n5OrywPh3d3t6NO5ceRbe3d+OF9enIzNcF9sSlucCRZcDqSc78iRvmACd/dA8syuRAyzuBu98G5h0DnkkFRr0DtLqzVoFFQPztIjQk+SVJa20hyStJWoXgp59+wsaNG0XvV2rtQv2KE1J0CgVJfknSKiVIuccIBSn9UAw6g6lBDH5Jgi6L9kFdXxbtcDhgMBgQEREBhUIRajmUW0itXcTsd0v6VcxffwJ2pvIwqZTLsGRqd0zs0VyYkzEMcO34rd2dtwOFpz2XC4sC2o1w5k9sfzegbSDM+Ssg5nYJBCT5JUlrbSHJK0lahYDLP2Q0GkXtV2rtQv2KE1J0CgVJfknSKiVIuccIBSn9UAw6g6lBDH4DQaDiXDS46IO6HlykUCjeyczX4d4vUjwGFjmUchm2zhuMTs1qmM/QagQuJjuDied2APpCz+ViEpy5ExPHAi0HA8qwmp2PQqFQBIL74GexWEKshEKhUCh1DXqPoVACR6DiXHRZtIQxmUzIyMiAyWQKtRSKC1JrF7H6XZ5ywWdgEQDsDIsVKRerd+DyQiB1FfDDdOdy53XTgbRVlQOLzXsDw18HnjgA/OskMO5joO3woAUWxdougYIkvyRprS0keSVJq1CwLCt6v1JrF+pXnJCiUyhI8kuSVqlBwj1GKEjph2LQGUwNYvBLEjS4KGFsNhuuXbsGm80WaikUF6TWLmL0yzAstp8q8Kvs76eugfEVhGRZoOA0sO9j4JvhwJIOwLZngXPbAbvLjUqpcW7Ecs9nwPws4NG/gLsWAE26ADJZLR1VHzG2SyAhyS9JWmsLSV5J0iokYvcrtXahfsUJKTqFgiS/JGmVIlJpF1L6oRh0BlODGPySBF0W7QO6LJpCkSZGqx2dFu70u3zmW6OhDXPZQMVuBS6nOHd3ztoOlOV6fmNkHNBhtDN/YuskIExbS+UUCoUSHOiSNQqFQqEECnqPoVACR6DiXHQ/bQqFQqlAuFIBjUoBk81RZVmNSoFwpQIwFgPZfwBZvwPn/wSs5Z7fENfFmTuxw1igWU9ATieQUygU8nj22WdDLYFCoVAodRR6j6FQyIN+qpUwOp0Ou3fvhk6nC7UUigtSaxcx+pXLZRjbtUmV5VrLruGjpnshXzUe+LgtsPkxIPMX98CiXOXMlTj2Y+Bfp4AnDzhzKbboLerAohjbJZCQ5JckrbWFJK8kaRWCN954A6NHjxa9X6m1C/UrTkjRKRQk+SVJq5Qg5R4jFKT0QzHoDKYGMfglCTpzUcKoVCo0a9YMKpUq1FIoLkitXcTqd+7gNtianu+2qYsCDvSSZWOkIhUj5WloK78GXPfwZk19oP1o5w7PbUcA4TXcTTqEiLVdAgVJfknSWltI8kqSViEgxS8pOoWC+hUnpOgUCpL8kqRVSkitXUjxKwadwdQgBr8kQXMu+oDmXKRQpM2W9KtYtP4QBuIkRipSMUyejgYyvefCse2dwcTEcUCLfoCCfndDoVDqLj///DMAYMqUKSFWQqFQKJS6Br3HUCiBg+ZcpAiOw+GAXq9HZGQkFApFqOVQbiG1dhGl39JcIGsHJp7bjnvD90PGVN4hjJXJIUsYeDt/YsN2IRAaOETZLgGEJL8kaa0tJHklSasQzJgxAwBgNBpF7Vdq7UL9ihNSdAoFSX5J0iolSLnHCAUp/VAMOoOpQQx+SUK8Cb8oAae8vBx79+5FebmXjScoIUFq7SIKvwwDXE0F/noH+PJOYGlXYPsCIOcvt8CiTR4OS/vxwH3LIFuQAzz8OzDomToXWARE0i5BhCS/JGmtLSR5JUmrUDAMI3q/UmsX6leckKJTKEjyS5JWqUHCPUYoSOmHYtAZTA1i8EsSdFm0D+r6smi73Y7y8nJERUVBqaSTWMWC1NolZH6tRuBiMpC1HTi3A9AXei4XkwAkjoWj3d3QNeiGqHqxtF3qICT5JUlrbSHJK0lahUCtVgMADAaDqP1KrV2oX3FCik6hIMkvSVqlBCn3GKEgpR+KQWcwNYjBbyAIVJyLBhd9UNeDixSK5CgvdAYSz+0AcvYAdpPncs17O5c7J44DGncCZLLg6qRQKBSRw33ws1gsIVZCoVAolLoGvcdQKIEjUHEuuixawpjNZpw9exZmsznUUiguSK1dAuqXZYGC08C+j4FvhgNLOgDbngWyfncPLCo1zryJ93wGzM8CHv0LuGsBENeZDyzSdqnbkOSXJK21hSSvJGkVCpZlRe9Xau1C/YoTUnQKBUl+SdIqNUi4xwgFKf1QDDqDqUEMfkmCBhcljNVqxeXLl2G1WkMtheKC1NpFcL92K5DzF/D7S8DSbsBXdzpzKV5NdS8XGQf0mg088CPw0gVgxo9A79lAVJPg6BQ51K94IUlrbSHJK0lahUTsfqXWLtSvOCFFp1CQ5JckrVJEKu1CSj8Ug85gahCDX5Kgy6J9QJdFUyiEYCwGsv9wzkg8/ydg9ZJ0N64rkDjGueS5aU9ATr9foVAolJrQqVMnAEBmZmaIlVAoFAqlrkHvMRRK4AhUnKvuZKWkUCjSoug8cG67c0OW3MMA66hcRq4CWg9xLnlOHAPUSwi+TgqFQqmD0A98FAqFQgkU9B5DoZAHnbYjYXQ6Hfbs2QOdThdqKRQXpNYufvt12IHLB4FdrwOf9wG+6O38/fIB98Cipj7QbTpw/0rncueZm4H+j9U6sEjbpW5Dkl+StNYWkrySpFUISPFLik6hoH7FCSk6hYIkvyRplRJSaxdS/IpBZzA1iMEvSdCZixJGpVIhNjYWKpUq1FIoLkitXXz6Neuc+ROztgPZuwBTseeDxLa/tdx5HNCiH6AQfmij7VK3IckvSVprC0leSdIqBAzDICoqSvR+pdYu1K84IUWnUJDklyStUoKUe4xQkNIPxaAzmBrE4JckaM5FH9CcixRKCCjNBbJ2OJc8X9wPMLbKZWRyIGGgM3dih7FAw3bB10mhUCgSRq1WAwAsFkuIlVAoFAqlrkHvMRRK4KA5FymC43A4YDKZoNFooFAoQi2HcguptYvNakV5zmHEXNkLxfldQOEpzwXDooB2I5yzE9vfDWgbBFWn1NqF+hUvJGmtLSR5JUmrkDgcDlH7lVq7UL/ihBSdQkGSX5K0ShGx32OEgpR+KAadwdQgBr8kIeqci3v37oVMJvPrZ/r06aGWSxzl5eX4888/UV7uZWddSkiQRLvYTMg9tAmHlj6Iknc7oMFP90BxYEnlwGJMAtDvMWfexJcuAFNXAd2nBT2wCEikXVygfsULSVprC0leSdIqFAzDiN6v1NqF+hUnpOgUCpL8kqRVapBwjxEKUvqhGHQGU4MY/JKEqJdF7927F8OGDfOr7LRp0/Djjz8Kev66vizaZrOhrKwMMTExNI+AiKiz7VJeCJzbAZzbAfv5v6B0mD0WS2faQt15PO5ImgbEdQZksiAL9UydbRcvUL/ihSSttYUkryRpFQJuyZperxe1X6m1C/UrTkjRKRQk+SVJq5Qg5R4jFKT0QzHoDKYGMfgNBIGKcxETXFy5ciXi4uK8lm3atCm6d+8u6PnrenCRQgkoLAsUZjhzJ2ZtB66meixmYsOQwnTBbqY3/nL0wA3Uh1Iuw9Z5g9GpWXSQRVMoFArFH2g+LAqFQqEECnqPoVACh+RzLiYlJaFVq1ahllGnMJvNyMvLQ3x8PMLDw0Mth3ILotvFbgUupzg3ZMnaDpTleix2na2H3Y6e+JPphQNMF5ihdj8Mw2JFykUsmSrsFwa1geh2qQHUr3ghSWttIckrSVqFgmVZmM1mUfuVWrtQv+KEFJ1CQZJfkrRKDRLuMUJBSj8Ug85gahCDX5IQdc5FSmCxWCzIzs6m3wiJDOLaxVgMnPgJWD8b+KgNsOY+4OjXlQOLcV3ADnkRUx3vor/lC7xmfxR/Mr0rBRY5fj91DQwjnonVxLVLLaF+xQtJWmsLSV5J0ioULMuK3q/U2oX6FSek6BQKkvySpFVqkHCPEQpS+qEYdAZTgxj8kgQxy6IvXrwY9JmLdFk0heKFovNA1u/OHIq5hwCWqVxGrgJaDwE6jAUSxwD1EmC02tFp4U6/T5P51mhow4iZYE2hUCiSITMzEwDQqVOnECuhUCgUSl2D3mMolMAh+WXRFAolhDjswJWjzoBi1g7gZrbncpr6QPvRzmBi2xFAuHvOxHClAhqVAiabo8pTalQKhCsVQqinUCgUisDQD3wUCoVCCRT0HkOhkAcxy6KTk5OxY8cO7NixA7t370ZaWhqdnlpLysvLsW/fPrq1usgQTbuYdUDGZmDT48An7YDvxgIHP68cWIxtBwx6Bnh4O/DieWDy10Dn+yoFFgFALpdhbNcmfp1+XNemkMvFsVM0IKJ2CRLUr3ghSWttIckrSVqFgBS/pOgUCupXnJCiUyhI8kuSVikhtXYhxa8YdAZTgxj8kgQxMxfnzJlT6W/h4eF44IEH8OGHH6JRo0bVPuaVK1d8vn7t2rVqH5MkFAoFoqKioFDQ2WFiIqTtUpp7azOW34FLKQBjq1xGJgcSBgIdxgCJY4GG7at1irmD22Brej7sPvIpKuUy/HNw6+qqDyhSu16oX/FCktbaQpJXkrQKwdSpU6HX67Fzp/+pLkKB1NqF+hUnpOgUCpL8kqRVSpByjxEKUvqhGHQGU4MY/JIEMTMXPWE2m/Hdd9+hX79+uH79erXfHx8f7/OnX79+fFnXaLVOp4PJZAIAOBwOlJaWwmaz8ZrKysrc3mc0GgEADMO4lbVYLCgtLeXL6vV6GAwGAM4EtqWlpbBarQAAq9WK0tJScCkyDQZDtcrq9Xr+PKWlpbBYLNBqtejSpQusVisYxpkzz2g0unktKyuD2WwGANhsNpSWlsLhcC5pNZlM0Ol0bvXy/+3dd3gU1f4G8Hcmm0qLdAQCBkINIGJBQYpKCSgXr8IV8KKg/q4KiKCIolKvBRUsyL2CoiJeIIKIoFLuBQkQpISeUCUEAqEE0iB9d8/vj7hLYvpmZnfOzvt5njwie2byfufMztk9THG0tVqt5bb98za0Wq3lbkNPbu+StmHhto5t+Oe26enpzraObVjW9lZVFZ07d4afn1+Ft6Fjezu2YYW3t92O3PgdyFn3JvDvbsBHHYB1k4D4X4tMLAq/6kC7wch/aD4y/rEfGPUL0O0FXA9o5NyGju3t2Ialbe92N9fEnCGdYCnlrESLquDtv7RBSM0bh6fC27si27C0fbastuXts1arFW3atEFQUFCJ+2x521u2Y4SPjw86d+4MX19fl7e3TMeIoKAgtGvXzrmNXNneXnmMqMQ2BAr22cJtC2/Dih4jCm9vi8WCzp07w2KxVHh78xjhnmPE5s2bsXv3bsMfI4KCgtCyZUvnct7+OSI/Px9t27ZFUFBQpbYhjxH6HiOCgoLQokULKIpS6jb0pmNEXl4e2rVrh6CgoCptbx4j9Pkc4co2dPcxwjHG2O32Kh0jXNnePEaUvg3z8vJw6623IigoSJP5CFe2d15eHjp27IigoCDdjxFBQUHo3LkzbDabV81HFM6rJUNPLvbq1QtCiGI/WVlZ2L17N/r37w8ASEhIwPjx43XNsnfv3iJ/Pnmy4NLQ7OxsREVFOTsoMTER0dHRzrb79+/H8ePHARR0elRUFK5evQoAOH/+PLZt2+Zse/DgQRw9ehRAwZshKioKycnJAICLFy8iKirKuXPFxsYiNjYWQMGOGBUVhYsXLwIAkpOTERUV5XxzHD16FAcPHnT+nm3btuH8+fOw2+3O9Tp24uPHj2P//v3OttHR0UhMTARQsFNGRUU534QnT54ssl1+++03JCQkACh4U0VFRTl36tOnT2P37t3Otrt370Z8fDyAgp0/KirK+WY/c+YMfvvttxK3d25uLqKiopCamgqg4OzT7du3O9seOHAAx44dA1DwxomKisKVK1cAFJyJunXrVmfbQ4cOOW8WbLPZEBUV5ZykvnTpEqKiopxv0Li4OOf2BlBke1+5cqXI9j527BgOHDhQZHs7zpJNTU1FVFSU88194sQJ7Nu3z9l2x44dOHPmDHJycpxtHQenU6dOISYmxtl2586dzu19/fr1Its7ISEBO3fudLaNiYnBqVOnAABZ6VdxbM1HsK56HpjbBv7fRCBg1yfApRv1AQBqhcB622jsaPEKkkftAoYuxtngu7E15ka7wtvbsc86trdj33KIjY1FXFwcAODBjg0xMTwf/dvchEDfgn8J8lMF/tr5ZqwZ2x23qFdx6NAh57Jbt251nkns2N6Og/Sft/f27dtL3d4l7bNnzpwBUDDAREVFOQ/w8fHxRfbZXbt24eTJk7Db7c7t7Rj4EhISSt1nZT1GnDt3Djk5Oc7t7e3HCLvdjrNnz/IYgYIPdYX32bNnz2LHjh3Otvv27cOJEydK3d6F91lXjxF2u925DXNycpzb2/EB8ciRIzxGwLPHCMd6jH6MsNvt2LNnj6k+R8THx8Nutzu3N48Rnj9G2O127Ny507nPmuEYcebMGdjtdly9epXHCBjrGHH27Nki29ubjxGXLl0CAFy+fJnHCGhzjMjOzobdbtdkPgKAS8cIx0Sa3scIu92OnJwcxMTEeNUxovB7V1NCYna7Xdxzzz0CgPDx8REpKSmVWj4xMbHMn927dwsAAoA4cuSIc7n09HSRlZUlhBDCarWK1NRUkZeXJ4QQIjs7W6SlpTnbZmRkiMzMTCGEEDabrUjbnJwckZqa6mx77do1cf36dWdtqampIjc3VwghRG5urkhNTRV2u10IIcT169cr1fbatWvO35Oamur83atXrxZnz54VNptNCCFEZmamyMjIcLZNS0sT2dnZQggh8vLyRGpqqrBarUIIIbKyskR6enqR7eJom5+fX27bP2/D/Pz8crehJ7d3SduwcFvHNvxz27S0NGdbxzYsa3tfunRJrF69Wly5cqXC29CxvR3b8M9tM5JOitzfPhfiP38T9lkNhJhWs+Sfhb1FzsZ/iqzTe4Sw20vchoW3d+Ft6Gjr2IYV3d5XU1JE5PerRcKZMxXa3hXZhqXts2W1LW+fPXfunFi9erWzzZ/32fL2b9mOEY79MDk52eXtLdMxovDx0NXtLfMxwtXtrfcx4vLly2L16tXi8uXLFd7ePEa45xjh5+cnLBaL4Y8Rjvf2hQsXPL693XGMSExMdO6HldmGPEboe4xw7IcXL14sdRt60zHi7Nmzzv2wKtubxwh9Pke4sg3dfYxwjDHnz5+v8neNym5vHiNK34aF39tazEe4sr0LZ9D7GOHol3PnznnVfERsbKxznisxMVFoRRFClH7jMwmsWrUKjzzyCABg48aN6NOnj2br1usR3UaRn5+Pq1evok6dOvD19fV0HPqDJv0iBHApDji+DjixDji/t+R2lkAgtFfBvRNb9QNqVOxhK1qSZT+UJadWWK9xyZS1qmSqVaasWvD39wdQcHaFkes1W7+wXmOSJadWZKpXpqxmIssYoxVZ9kMj5HRnBiPUqwe95rmkn1w8cuQI2rdvDwD4z3/+g+HDh2u2bm+fXCQvY80DzmwvmFA8vg5ITyy5XfUGBROJrQcAt/QE/ILcm5OIiKTn+OLnuBSMiIhIKxxjiPSj1zyXoe+5WBFBQTcmRgrfiJ/Kl5ubi/j4eB60DaZS/ZKVAhxcDnz3BPBeKLDkYWD3wuITiw3CgR6TgKc3AxOPAYPmFZytaICJRVn2Q1lyaoX1GpdMWatKplplyqolo9drtn5hvcYkS06tyFSvTFnNyCz9Ist+aISc7sxghHplYvF0gLK0a9cOR48excCBA/HTTz+V2MZxc0wAqFatmruieYXs7GzExcWhdu3azn8dIs8rt1+unLxxdmLiTkDYi7dRfYHm3QvOTmzdHwgO0T+4i2TZD2XJqRXWa1wyZa0qmWqVKasWpkyZgtOnTyM7O9vQ9ZqtX1ivMcmSUysy1StTVjORZYzRiiz7oRFyujODEeqViaEvi46IiMD69evRuHFjJCQkwGIpPhf6r3/9C2PGjAFQ8ESru+66S7Pfz8uiyRBsViBxV8G9E4+vA67+XnK7wJuAsH4Fk4kt7gcCaro3JxEREREREREZll7zXIY+c9ExuXj+/Hm8/fbbmDp1apHXL1y4gJkzZwIA6tWrhy5dungiJpH2cjKAU5sKJhNPbgSyU0tuV6flHw9jiQCa3gX4GPotTURERERERERextD3XHzqqacQElJwOee0adMwcOBALFiwACtWrMC0adPQvn17XLp0yfl6SWc2UumuX7+O6OhoXL9+3dNRCADSzgK7FsL61UOwz74FWPEkcCiy6MSiogLNugF9ZgFjY4Bxe4G+/wSad5N2YlGW/VCWnFphvcYlU9aqkqlWmbJq4aOPPsLLL79s+HrN1i+s15hkyakVmeqVKauZyDLGaEWW/dAIOd2ZwQj1ysTQsxHVqlXDTz/9hAEDBuDcuXP45Zdf8MsvvxRrN2HCBOel0VRxiqLA398fiqJ4Ooo52e1A0n7g+C/AifXApVgAJbwp/WoALe8vOEMxrC8QVNvtUfUky34oS06tsF7jkilrVclUq0xZtTB58mQIITBjxgxPRymT2fqF9RqTLDm1IlO9MmU1E1nGGK3Ish8aIac7MxihXpkY+p6LDqmpqZg3bx5+/PFHnDhxArm5uahfvz66deuG5557Dr169dLl9/Kei6S5vCzgdNQfE4obgOuXSm5Xq2nBZGLrCKBZd8Di596cREREZXDc2JxPUCQiIq1xjCHSj17zXFJMLnqKt08uCiFgtVphsVg4G6+naxcLzkw8vh6I/xWw5pTcrnEXoFUEROv+sNZuDYuvryn6RZb9UJacWmG9xiVT1qqSqVaZsmrB8cUvJyfH0PWarV9YrzHJklMrMtUrU1YzkWWM0Yos+6ERcrozgxHq1YNe81yGvuci6Ss9PR2//PIL0tPTPR3FuwgBXIwFot4HFvYG5rQG1o4veNpz4YlFS2DBg1ge+gR46TjwzGag5ySkBzTFL+vWmaZfZNkPZcmpFdZrXDJlrSqZapUpq1bsdrvh6zVbv7BeY5Ilp1ZkqlemrGYjwxijFVn2QyPkdGcGI9QrE565WAZvP3MxLy8PycnJqFevHvz8eNltlVhzgYTtf5yhuA5ITyy5XfUGQKt+QOsBwC09Ab+gYk3M1i+y1CtLTq2wXuOSKWtVyVSrTFm14Dir5Nq1a4au12z9wnqNSZacWpGpXpmymoksY4xWZNkPjZDTnRmMUK8eeFm0B3j75CJVUVYKcHJjwf0Tf98M5F0ruV2D8IJ7J7aKAG7uDKg8YZiIiOTG+2EREZFeOMYQ6UeveS5DPy2a9JWXl4eLFy+iYcOGXjUTr6srJwvOTDy+DkjcCQh78TaqL9C8e8HZia37A8EhlfoVZusXWeqVJadWWK9xyZS1qmSqVaasWrjzzjuRl5eHvLw8Q9drtn5hvcYkS06tyFSvTFnNRJYxRiuy7IdGyOnODEaoVyY8hcrEsrKysH//fmRlZXk6inHZrEBCNLDhdWBeF+DT24H/vgmc3VF0YjHwJqDjY8CQr4FX4oGRq4G7/q/SE4sAcD0zEztj9uN6ZqZmZRiZLPuhLDm1wnqNS6asVSVTrTJl1cLatWsxZcoUw9drtn5hvcYkS06tyFSvTFnNRJYxRiuy7IdGyOnODEaoVya8LLoM3n5ZtBACQggoiuJVTz+qspwM4NSmgrMTT24EslNLblen5Y3LnZveBfhU7UTgI0kZ+GJ7PNYdvojsfBsCfX0Q0aEhnu4einY316zSuo1Mlv1QlpxaYb3GJVPWqpKpVpmyakGWemXJqRXWa0yy5NSKTPXKlNVMzNYvstRrhJzuzGCEevXAy6JJc972JqmS1DM3HsaSsB2w5xdvo6hAyN1Aq/4Fk4p1wzT79T8eOI+XvjsIq/3GXH92vg2r9p3HmgNJmDO0E/5ya2PNfp+RyLIfypJTK6zXuGTKWlUy1SpTVi2cP38eAAz/D69m6xfWa0yy5NSKTPXKlNVMZBljtCLLfmiEnO7MYIR6ZcLLok0sMzMTu3btQqZJLr8twm4Hzu0FNs0C/t0N+LgjsO4VIP7XohOLfjWAdoOBhxcCk04Bo34Bur2g6cTikaSMYhOLhVntAi99dxBHkjI0+51GIst+KEtOrbBe45Ipa1XJVKtMWbXQokULhIaGGr5es/UL6zUmWXJqRaZ6ZcpqJrKMMVqRZT80Qk53ZjBCvTLhmYtkHnlZQPwW4MQ64MQG4PqlktvVCil4EEvrCKBZd8Ci781bv9geX+rEooPVLrBo+2nMGdpJ1yxERERERERERJXBey6WwdvvuWgK1y7euNw5fgtgzSm5XeMuN+6f2KA94KbTn+12gfbTNiA731Zu20BfH8TN6AdV5anZRETkWf7+/gCA3NxcDychIiJvwzGGSD+85yJpzitvUCoEcCkWOL4eOP4LkLSv5HaWQCC01x8Tiv2AGg3dGtMhx2qr0MQiUHAPxhyrDUF+3vW2lWU/lCWnVlivccmUtapkqlWmrFpy1GxUZusX1mtMsuTUikz1ypTVjIw+xmhFlv3QCDn5QBfj4j0XTSw9PR1r165Fenq6p6NUjTUX+H0T8Msk4KMOwGfdgV//WXxisXoD4LYngGHLgVfigeHLgS5PeGxiEQACLD4I9PWpUNtAXx8EWCrWViay7Iey5NQK6zUumbJWlUy1ypRVK3a73fD1mq1fWK8xyZJTKzLVK1NWs5FhjNGKLPuhEXK6M4MR6pWJd50CRZUSFBSEzp07IygoyNNRKi8rBTi5seDsxN83A3nXSm7XIPzG5c43dwZUY82nq6qCiA4NsWrf+XLbDujQyCsviZZlP5Qlp1ZYr3HJlLWqZKpVpqxaUVXV8PWarV9YrzHJklMrMtUrU1azkWGM0Yos+6ERcrozgxHqlQnvuVgG3nPRYK6cLLh34vF1QOJOQNiLt1F9gVvuLZhMbN0fCA5xf85KOpKUgUGfbi/zoS4WVcGasd3R7uaabkxGRERUMt4Pi4iI9MIxhkg/vOciaS4vLw/JycmoV68e/Pz0fSKyS2xWIHFXwdmJJ9YDV38vuV3gTUBYv4LJxBb3AwFyTcC1u7km5gzthJe+O1jiBKNFVTBnaCevnVg0/H74B1lyaoX1GpdMWatKplplyqqF+Ph4XL16FXl5eYau12z9wnqNSZacWpGpXpmymoksY4xWZNkPjZDTnRmMUK9MjHWNKLlVVlYWYmJikJWV5ekoN+RkALGrgFX/B3zQEvh6APDbp8UnFuuEAfeMA0atA17+HfjrAqD9w9JNLDr85dbGWDO2Ox65rQkCfAvelgG+Kh65rQnWjO2Ov9za2MMJ9WPI/bAEsuTUCus1LpmyVpVMtcqUVQvVqlXD6dOnDV+v2fqF9RqTLDm1IlO9MmU1E1nGGK3Ish8aIac7MxihXpnwsugyePtl0UIIWK1WWCwWzz79KPVMwZmJx9cBCdsBe37xNooKhNx94/6JdVu6P6eb2Gx2XM/JRfUAf/j4eP/8v2H2w3LIklMrrNe4ZMpaVTLVKlNWLchSryw5tcJ6jUmWnFqRqV6ZspqJ2fpFlnqNkNOdGYxQrx54WTRpTlEU+Pr6uv8X2+0FT3J23D/xclzJ7fxqAC3vB1oPAML6AEG13ZvTQ3x8VNSqFujpGG7jsf2wkmTJqRXWa1wyZa0qmWqVKasWunbtCgDYtWuXh5OUzWz9wnqNSZacWpGpXpmymoksY4xWZNkPjZDTnRmMUK9MvP+0KCpVZmYmYmJikJmZqf8vy8sCjv0CrBkHzGkNfHE/sO2D4hOLtUKAO/8B/P0H4JV4YOhioNPfTDOxCLi5XwxAlnplyakV1mtcMmWtKplqlSmrFg4cOID9+/cbvl6z9QvrNSZZcmpFpnplymomsowxWpFlPzRCTndmMEK9MuGZiyYmhEBubi50uzL+2sUblzvHbwGsOSW3a9yl4HLn1gOA+u0ALzrl2BW694vByFKvLDm1wnqNS6asVSVTrTJl1ZLR6zVbv7BeY5Ilp1ZkqlemrGZkln6RZT80Qk53ZjBCvTLhPRfL4O33XNScEMClWOD4+oInPCftK7mdJRBo0Rto1R9o1Q+o0dC9OYmIiKhK/P39AQC5ubkeTkJERN6GYwyRfnjPRdKc3S6QY7UhwOIDVXXxbEFrbsFDWI6vKzhLMT2x5HbVGxRMJraOAG7pCfgFuR6ciIiIiIiIiIgMgfdcNKEjSRmY+N0BtJu2Hu2mbkC7aesx8bsDOJKUUbEVZKUAB5cD340E3gsFvv0rsOfz4hOLDToAPSYBz2wGJh4DBn1SMLnIicUypaWlYe3atUhLS/N0FLeQpV5ZcmqF9RqXTFmrSqZaZcqqFbvdbvh6zdYvrNeYZMmpFZnqlSmr2cgwxmhFlv3QCDndmcEI9cqEZy6azI8HzuOl7w7Car9xNXxOvh2r9p3HmgNJmDO0E/5ya+PiC145WXCp8/H1QOJOQNiLt1F9gVvuBVpFAK37A8EhOlbivQIDA9G+fXsEBprjidGy1CtLTq2wXuOSKWtVyVSrTFm1oqqq4es1W7+wXmOSJadWZKpXpqxmI8MYoxVZ9kMj5HRnBiPUKxPec7EM3nbPxSNJGRj06fYiE4t/ZlEVrBnbHe0aBBVMIh5fV/CTcqrkBQJvAsL6FZyR2OI+IKCmTumJiIjIKL788ksAwOjRoz2chIiIvA3HGCL98J6LVGVfbI8vc2KxOrLQE4eQFfkVkLsbyEkruWGdsD+e7hwBNLkT8OFupKX8/HxcvXoVderUga+vr6fj6E6WemXJqRXWa1wyZa0qmWqVKasW/v73v+Pq1avIz883dL1m6xfWa0yy5NSKTPXKlNVMZBljtCLLfmiEnO7MYIR6ZcJ7LpqE3S6w7vDFYn/fREnGEz4b8I3vO9jn/w/M9/sEt6dvLDqxqKhAs25A338CY/cC42KAvrOAZvdwYlEHmZmZ2LVrFzIzMz0dxS1kqVeWnFphvcYlU9aqkqlWmbJqQZZ6ZcmpFdZrTLLk1IpM9cqU1UzM1i+y1GuEnO7MYIR6ZcLLosvgTZdFZ+VZ0W7qhj/+T+BFy/fop+5BW7XkpzsLv+pQwvoU3D8xrA8QVNt9YU3ObrcjLy8Pfn5+UFXvn/+XpV5ZcmqF9RqXTFmrSqZaZcqqhZkzZ8Jms2HatGmGrtds/cJ6jUmWnFqRqV6ZspqJLGOMVmTZD42Q050ZjFCvHvSa5+LkYhm8aXLRbhdoP20DsvNtAIDlfrPQVT1apM05URf/tXXBduV2fD51PFRff09EJSIiIoPz9y/4jJCbm+vhJERE5G04xhDpR695Lu+ZfqUyqaqCiA4Nnf//P9ttAIAD9hZ4P38o+uW+i+65H2OG9QkEd+jHiUUPysrKwv79+5GVleXpKG4hS72y5NQK6zUumbJWlUy1ypRVK0IIw9drtn5hvcYkS06tyFSvTFnNRoYxRiuy7IdGyOnODEaoVya8YZ6JPN09FGsOJMFqF1hh64kfbfcgGTcVaWNRFTzV/RYPJSQAsNlsuHbtGmw2m6ejuIUs9cqSUyus17hkylpVMtUqU1YtGb1es/UL6zUmWXJqRaZ6ZcpqRmbpF1n2QyPkdGcGI9QrE14WXQZvuiza4ccD5/HSdwdLfGq0RVUwZ2gn/OXWxh5IRkRERLLgJWtERKQXjjFE+tFrnotnLprMX25tjLD6NbBo+2n8cvgCsvNtCPT1wYAOjfBU91vQ7uaano5IRERERERERESS4D0XTajdzTUxZ2gn7HipKz7sBux4qSvmDO3EiUWDSE9Pxy+//IL09HRPR3ELWeqVJadWWK9xyZS1qmSqVaasWrHb7Yav12z9wnqNSZacWpGpXpmymo0MY4xWZNkPjZDTnRmMUK9MeOaiiQUGBCC8TSsEBgR4OgoV4u/vj7CwMOflAN5OlnplyakV1mtcMmWtKplqlSmrFvr374/s7GzD12u2fmG9xiRLTq3IVK9MWc1EljFGK7Lsh0bI6c4MRqhXJrznYhm88Z6LRERERERERERkPnrNc/GyaBPLz8/HlStXkJ+f7+koVIjZ+kWWemXJqRXWa1wyZa0qmWqVKasWZKlXlpxaYb3GJEtOrchUr0xZzcRs/SJLvUbI6c4MRqhXJpxcNLHMzExER0cjMzPT01GoELP1iyz1ypJTK6zXuGTKWlUy1SpTVi389ttvWLJkieHrNVu/sF5jkiWnVmSqV6asZiLLGKMVWfZDI+R0ZwYj1CsTXhZdBm+/LNpmsyE7OxuBgYHw8fHxdBz6g9n6RZZ6ZcmpFdZrXDJlrSqZapUpqxYc9x/KysoydL1m6xfWa0yy5NSKTPXKlNVMZBljtCLLfmiEnO7MYIR69aDXPBcnF8vg7ZOLRERERK5wfPHLzc31cBIiIvI2HGOI9MN7LpLmsrOzcejQIWRnZ3s6ChVitn6RpV5ZcmqF9RqXTFmrSqZaZcqqFSGE4es1W7+wXmOSJadWZKpXpqxmI8MYoxVZ9kMj5HRnBiPUKxNOLppYfn4+rl69yhuUGozZ+kWWemXJqRXWa1wyZa0qmWqVKauWjF6v2fqF9RqTLDm1IlO9MmU1I7P0iyz7oRFyujODEeqVCS+LLgMviyYiIiIqjpesERGRXjjGEOlHr3kuiyZr8VJWq9X55wsXLngwCREREZFxOP5t+ty5cx5OQkRE3oZjDJF+Cs9tFZ7zqipOLpYhOTnZ+ec777zTg0mIiIiIjMfxL99ERERa4xhDpK/k5GQ0b95ck3XxnotERERERERERETkEt5zsQw5OTk4fPgwAKBevXqwWLznRM8LFy44z8bcvXs3GjVq5OFEBJivX2SpV5acWmG9xq1XpqxVJVOtMmXVgiz1ypJTK6zXmPXKklMrMtUrU1YzMVu/yFKvEXK6M4MR6tWL1Wp1XqXboUMHBAQEaLJe75kt00FAQADuuOMOT8fQXaNGjfiwGgMyW7/IUq8sObXCeo1LpqxVJVOtMmXVgiz1ypJTK6zXmGTJqRWZ6pUpq5mYrV9kqdcIOd2ZwQj1ak2rS6EL42XRRERERERERERE5BJOLhIREREREREREZFLOLlIRERERERERERELuHkIhEREREREREREbmEk4tERERERERERETkEk4uEhERERERERERkUs4uUhEREREREREREQuUYQQwtMhiIiIiIiIiIiISD48c5GIiIiIiIiIiIhcwslFIiIiIiIiIiIicgknF4mIiIiIiIiIiMglnFwkIiIiIiIiIiIil3BykYiIiIiIiIiIiFzCyUUiIiIiIiIiIiJyCScXiYiIiIiIiIiIyCWcXCQiIiIiIiIiIiKXcHKRiIiIiIiIiIiIXMLJRSIiIiIiIiIiInIJJxeJiIiIiIiIiIjIJRZPByAyM5vNhuPHjyMlJQV2u71Cy/To0UPnVPqRpV5ZcmqF9ZbPU/XKlNVMLly4gP3791eqX0aOHKlzKv3IUq8sObXCessnc71Ued98843m6+Q+VHVm6xdZ6jVCTndmMEK93k4RQghPhyB95eTkYPXq1di3b1+FP5ApioJFixa5IZ05ZWVl4bXXXsNXX32FzMzMCi+nKAqsVquOyfQhS72y5NQK660YT9QrU1YtyDJOXbhwAc8++yx++umnSi0na7/IUq8sObXCeivGE/X+8MMPWLBggfNYVpGvWbL2C2C8elVVhaIomq1P5r4xErP1iyz1GiGnOzMYoV5vx8lFL7d582aMGDECly9frvAyQggoigKbzaZjMvPKyspCz549sW/fvgp9CCtMxn6RpV5ZcmqF9Vacu+uVKasWZBmnrl69ijvuuANnzpwxRb/IUq8sObXCeivO3fU+++yz+PzzzwGgUlll7BfAmPWqqrZ3/JK1b4zGbP0iS71GyOnODEao19vxsmgvFhcXh4ceegg5OTnOQb9WrVoIDg72bDCTe//997F3714AQL169TBu3Dh06NDBa/tFlnplyakV1mvcemXKWlUljVPBwcGoVauWh5MV99ZbbyEhIQGKoqBdu3Z47bXX0KFDB0Nm1YIs9cqSUyus15j1Ll68GAsXLnT+//3332/InFoxar2nT58u9e/feustnDlzBpMmTULHjh2LjalpaWk4ePAg5syZg+bNm+Pll19GSEiIG1J7P7P1iyz1GiGnOzMYoV6vJ8hr/e1vfxOKoghVVcWoUaNEYmKipyOREKJt27ZCURTRuHFjkZyc7Ok4upOlXllyaoX1GpdMWavqz+PUuXPnPB2pVKGhoUJRFNGmTRuRlZXl6Ti6k6VeWXJqhfUaU9euXYWiKCIwMFBs2bLF03F0J1O9p0+fFg0bNhTNmzcXGRkZ5bZPS0sTzZo1EzfffLM4ffq0/gFNymz9Iku9RsjpzgxGqNeb8GnRXmzLli1QFAV9+/bFl19+iSZNmng6EqHgX0cURcH48eNRt25dT8fRnSz1ypJTK6zXuGTKWlV/HqcaN27s6UilSkpKgqIoeO655xAYGOjpOLqTpV5ZcmqF9RpTbGwsFEXB2LFj0bNnT0/H0Z1M9U6fPh2XL1/G2LFjUaNGjXLb16pVC2PGjMGFCxcwY8YMNyQ0J7P1iyz1GiGnOzMYoV5vwslFL5aRkQEAePTRRz2chAqrXbs2AKBly5YeTuIestQrS06tsF7jkilrVck0TjVo0AAATPMPdbLUK0tOrbBeY/L19QUA3HnnnR5O4h4y1btlyxYAQIsWLSq8jGP83bx5sx6RCObrF1nqNUJOd2YwQr3ehJOLXqxZs2YAgGrVqnk4CRV21113AQDi4+M9nMQ9ZKlXlpxaYb3GJVPWqpJpnOrVqxcA4MiRI54N4iay1CtLTq2wXmNq3749ACA5OdnDSdxDpnovXboEADh//nyFl3G0rcyDxqhyzNYvstRrhJzuzGCEer2Kp6/LJv1MnTpVKIoixo4d6+koVEhsbKyoVauWCAkJqdC9HWQnS72y5NQK6zUumbJWlUzj1NmzZ0VISIioU6eOKe5hLEu9suTUCus1pp9++kkoiiK6d+/u6ShuIVO9LVu2FKqqii5dulSovc1mE7feeqtQFEWEhYXpnM68zNYvstRrhJzuzGCEer2JIsQfj2ckr5OVlYWhQ4di48aN+P777/HQQw95OhIBOHv2LE6cOIEPPvgAiYmJeOmll3DrrbdW+N5qsj2ZSpZ6ZcmpFdZr3HplylpVRh2ntm7dWuLfJycn4/PPP8fBgwfx9NNPo3PnzhXulx49emgZUVOy1CtLTq2w3gKy1LtixQq8+eab6NixI959912Ehoa67Xd7giz1vvrqq3jvvfegKAoGDhyIF154AaGhobBYLEXaWa1WnDp1Ch999BHWrVsHRVEwefJkvP322x5K7t3M1i+y1GuEnO7MYIR6vQknF73YzJkzIYTAb7/9hm3btuG2226r1AeyqVOn6pzQnHx8fFxeVlEUWK1WDdPoT5Z6ZcmpFdZbce6uV6aslTFz5swS/96I45SqqlAURbP1GblfAHnqlSWnVlhv1ehVb3mTaJcuXUJOTg6qV6+OOnXqlLs+RVFw6tQpreJpTvZ6MzIycPfdd+Po0aMV3r+EEGjfvj127NhRoYc8UOWZrV9kqdcIOd2ZwQj1ehNOLnqxqn5Is9lsGqYhB1V1/VaniqJI1y+y1CtLTq2w3opzd70yZa0MrScOAP3Gqar0QUmM3C+APPXKklMrrLdquB9qwxvqTUlJwYQJE7B8+XLk5+eX2dZisWD48OGYO3eu8wFrpA+z9Yss9RohpzszGKFeb8HJRS9W1Q8DdrtdoyRU2OLFi6u0/BNPPKFREveQpV5ZcmqF9VaOO+uVKWtlaP0FFdBvnIqKitJ8nT179tR8nVqRpV5ZcmqF9VadHvWOGjVK83V+9dVXmq9TK95Ub1paGmJiYnD58uVikwi+vr6oX78+br/9dgQHB3skn1mZrV9kqdcIOd2ZwQj1yo6Ti0REREREREREROQS7U8jICIiIiIiIiIiIlPg5CIRERERERERERG5hJOLVERaWhq2bt2KrVu3ejoKFbJ161aEhoaiRYsWno7iFrLUK0tOrbBe45IpKxEREREReReLpwOQsezatQsRERFQVRVWq9XTcegP2dnZSEhI0PxJq0YlS72y5NQK6zUumbISEREREZF34ZmLVCI+54eIiIiIiIiIiMrDyUUiIiIiIiIiIiJyCScXiXR08uRJHDt2zNMx3EaWemXJqRXWa1wyZSUiIiIiIioJ77noBS5cuIBPP/0UNpsN48aNQ+PGjQEAZ8+erfS6Ll26pHU803r55Zfx4YcfAgDGjx+PuXPnAgDuu+++Sq8rJSVF02x6kKVeWXJqhfUat16ZshIREREREZVGEby5nvS6du2KPXv2AADuuOMO7Ny5EwCgqqpLN/cXQkBRFNhsNk1zmk2tWrVw/fp1CCFQo0YNpKenA7jRL5V56znaG7lfZKlXlpxaYb3GrVemrERERERERKXhmYteIC4uDkDBpKDjzw6cO/acJk2a4OjRowCApk2bFnu9Q4cOqF27doXWlZKSgsOHD2uaT2uy1CtLTq2w3qKMVK9MWYmIiIiIiErDMxe9wPDhw7F8+XIAwN/+9jcsW7YMwI2zXyZMmIAOHTpUaF2HDx/G3LlzefaLBmJjY/HWW2/BbrdjypQp6NSpE4Ab/bJu3Tr07du3QuvasGEDIiIiDN0vstQrS06tsF7j1itTViIiIiIiotLwzEUv8O233+KJJ56A3W4v8Yto3759K/UF1XHfL6qa8PBw50SvGchSryw5tcJ6jUumrERERERERKXh5KIXUFUV/fr183QMIiIiIiIiIiIyGdXTAYiIiIiIiIiIiEhOPHORyM2ef/55KIqCZs2aeTqKW8hSryw5tcJ6jUumrERERERERHygixfbu3cvAKBVq1aoUaNGhZbZs2cPJk2aBEVR8Ouvv+oZjyohJycHly5dAgBTTDjIUq8sObXCeo1LpqxERERERORdOLlIRERERERERERELuE9F4mIiIiIiIiIiMglnFwkIiIiIiIiIiIil/CBLiaQm5uL+Ph4XLlyBZW5Cr5Hjx46pjK3uLg4zJ07F7GxsZXqF0VRcOrUKZ3TaU+WemXJqRXWa9x6Zcrq7YQQ2L9/PxISEmCxWNC2bVuEhYVVaNnY2FjMnTsXiqJg0aJFOid1n5MnTyI5ORlWqxXVqlVDSEgI6tWr5+lYprZ+/XosW7YMJ06cQEZGBho3bow77rgDo0aNQsuWLT0dr9KOHTuGRYsWYd++fbhw4QJq1qyJjh07IiIiAoMGDYKPj4+nI1ZZWloaDh06BMC7PnPn5uZiw4YNOH78OIKCghAWFoYHHngAqirPOS2RkZEYPnw4FEWB1Wr1dByvwjG1OI6pFZOeno6YmBgkJycjLy/Pua26dOmi+fHF28ZUd+E9F72Y1WrFG2+8gU8//RTZ2dmVWpaDqX5Wr16NoUOHwmazVWqyFyjoF5vNplMyfchSryw5tcJ6K87d9cqUVQ82mw3r1q3Drl27in2AjIiIQHh4uNuyLFq0CFOnTsXFixeL/H3Hjh0xfvx4PPnkk2Uuv2HDBkRERBi+X+677z4AwB133IHZs2eX2CYvLw+zZs3CZ599hpSUlGKvd+nSBbNmzUK/fv10zVqe0aNHV7itN3xBTUlJwYgRI7Bx40YAcB4zFEUBAKiqitdffx3Tpk1z/p2R2Ww2TJkyBXPmzIEQosgx0JG/fv36eOmllzBmzBgEBgZ6KiouX76MuXPn4pdffikyUfK3v/0NI0eORHBwcJnLO44PqqpK8Zk7KSkJ8+bNw/bt25Geno7WrVvj+eefR+/evZ1tVq9ejWeffRbJyclFlm3UqBE+/PBDDBkyxN2xXRIZGYlhw4YZ/tgtG46pN3BMLTB8+HAAwGuvvYYOHTqU2ObKlSsYP348VqxYUWK/16tXD9OnT8ezzz5bqd9dEm8bU92Nk4te7IUXXsD8+fMr/eUU8I4vqEbVpk0bnDhxAhaLBUOGDEFYWFilDk7Tpk3TMZ32ZKlXlpxaYb3GrVemrJXRqFEjqKqKpUuXomfPniW22bZtG0aOHImzZ8+Wup4hQ4bgiy++QPXq1fWKCgB4/fXX8e677wJAieOooii4++67sWzZMjRt2rTEdcjyRUhVVec+NnToUCxZsgQWy42LW7KysnD//fdj9+7dZX6mUFUVH3/8McaMGaNLzvz8fPj6+pbZpnAtZRFCGL5fymOz2dC7d29ER0dDCIHg4GDcc889CA4ORmJiInbu3In8/HwoioIXX3wRc+bM8XTkco0ZMwafffYZhBDw9fVF165d0bRpU6SlpWHHjh1IS0sDUPD+a9CgAWbMmIGnnnrK7WfF7dixA4MHD8bVq1eLvScURUGtWrXwzjvv4B//+Eep65Dl+AAAUVFReOSRR5CamgrgxvsHAKZMmYJZs2Zh7dq1+Otf/1pqLYqi4JNPPtHt+KAlTi5qj2Mqx9Sy1r9u3Tr07du32OtXrlzBXXfdhYSEhDK3laIomDhxIt5///1K/f7CvHFMdTtBXqt27dpCVVXRunVrsXHjRnH69GmRkJBQ4R/SR7Vq1YSqquKtt97ydBS3kKVeWXJqhfUal0xZK0NRFKGqqtiwYUOJr+/fv18EBgYKVVWFoihCURRRv3590bx5c1GjRg3n36mqKu677z5ht9t1y7p9+3bn72vYsKH417/+JWJiYsSBAwfE559/Lm6//XZnlrp164ro6OgS17N+/XpnOyNzZHT8t3///iIrK8v5+gsvvODcHuHh4WLevHliw4YNYsuWLWLlypVi8uTJIigoSCiKInx9fcXBgwd1yRkWFibWrVtXZptmzZqJ5s2bF/lx1FWvXr1ir8ls0aJFztomT54ssrOzi7yemJgoevfu7Wyzfft2DyWtmC1btjiz9urVSyQmJhZ5PTs7W7zyyivOfdHRtl27duLHH390W87Lly+LevXqOTPcddddYuzYseLFF18U3bp1K5JtyJAhxfrFQZbjw8WLF0XdunWddXXq1Ek8+uijolOnTs78//3vf0WLFi2EoiiiZ8+eYvv27SInJ0ekpaWJ5cuXi5CQEKEoiggICBDHjx/3dEnlWr58uRR9IwuOqRxTS1PeZ8PRo0c7t1W3bt3EqlWrxJEjR0RCQoKIiYkR8+fPFw0bNnSuJyoqqtIZHLxtTPUETi56sfr16wtVVcWyZcs8HYUK6d+/v1BVVSxfvtzTUdxClnplyakV1mtcMmWtjPI+QD7wwANCURRhsVjElClTREpKSpHX4+LinG1UVRVLlizRLeuwYcOEoiiiadOm4vLlyyW2WbBggfPDf1BQkFi7dm2xNrJ9ERo3bpxzgrdbt24iLS1NXL9+XQQFBQlVVUVERITIz88vcR2xsbHOdk8//bSuOQcPHixOnz5d6eUiIyN1yaWXLl26iK1bt5b6evfu3cvd3llZWSIsLEyoqipGjBihR0zNDB8+XCiKIlq2bFnki/ifjRo1SiiKIpo0aVJkIq9Hjx5i165duud8/fXXnV/6v/nmm2KvHzx40DnJqKqq6Nq1q7h69WqxdrIcH9544w2hKIrw8fEp9p3iP//5j1BVVbRv314oiiLuvfdeYbVai60jISFB3HTTTUJVVfHSSy/plnXGjBma/AwZMkSKvpEFx1SOqeWtq6TPhrm5uc7tN2DAgFLXkZSU5Dyp6rHHHiu1ndnGVE/g5KIXmzlzplAURbz77ruejkKFXLhwQQwaNEh07NhRbN68WSQkJIgzZ85U+Ec2stQrS06tsF7j1itT1soo6wNkamqqUFVVqKoqXn755VLXkZeXJ9q3by9UVRV9+vTRLWvTpk2FqqrivffeK7Pdnj17ROPGjYWiKMLPz098++23RV6X7YvQhg0bRFRUlKhVq5ZQVVV07NhRLF261Pl6eWccvfzyy0JRFNGiRQtdcjq2taqqIigoSMyYMUPk5OSUu5ysk4uO3A8//LA4ceJEsdfr1asnVFUVx44dK3M9H3zwga79opWWLVsKVVXFBx98UGa72NhYoSiKaN++vYiMjCxyJo3jbMGTJ0/qlrNTp05CVVXxf//3f6W2sdvtYtKkSc5c4eHhIikpqUgbWY4PHTt2FKqqilGjRpX4+pNPPums49dffy11Pa+++qqz3/RSeD+o6o8MfSMLjqkcU8tbV0mfDfft2+d8PSYmpsz1TJs2zTmBXd7vMsuY6gmcXPRyK1euFC1bthR///vfxfTp0yv8L3YzZ870dHSvZbfbxTvvvCMaNWpU6Q86Pj4+no5fabLUK0tOrbBe49YrU9bKKOsD5K5duyr8YXvu3LlCURRRr149vaIKf39/oapqiWdO/FlCQoJo1aqV88yeTz/91PmajF+EhCj4QO+4+sHX11coiiJq1qxZ7noclxIGBgbqkvP69evilVdeEX5+fs7MLVq0EGvWrClzOVknF+vXr+/M7ufnJ8aPH1/kjN6AgAChqmq5twhYs2aNrv2iFccZKuW97/Ly8pzb5fDhwyInJ0e89dZbztsnOLbXuHHjdMlZo0YNoaqqWLFiRbltFy5cKCwWi1BVVYSGhopTp045X5Pl+OCYGCnpLE0hhPjmm2+cdZR1xumqVasqfCxxVeHLUbX4MXrfyIJjKsfU8tZV0mfD//3vf87Xy5v0XLFihVAURfj7+5faxmxjqidYyr8rI8nqxIkTmDp1KuLj4xEfH1+hB7soiuK8Ieubb77phpTmM2bMGCxYsABCCPj7+6NBgwZe/bQpWeqVJadWWK9x65Upq1bS09Odfw4LCyuzbfPmzYsto7XAwEDk5+c7H15QlmbNmiE6Ohr9+/fHvn378MILLyAlJUXqMbRz587Ytm0b+vTpg8TEROcDKsqTlZUFAPDx8dElV7Vq1TB79myMHj0a48aNw//+9z/Ex8dj8ODB6N+/Pz755BO0aNFCl9/tCfHx8Zg9ezY+/PBDZGZmYt68eViyZAneeOMNjB07Fu3atcOBAweQmpqK2rVrl7oex0NQynt6sacFBwfj0qVLJT45tTBHPUDBkz39/f0xZcoUPPXUU3jttdfwzTffID8/H/Pnz8cnn3yiec78/HwAKPdBCADwzDPPoE6dOhgxYgQSEhLQvXt3bNiwodSnohqR4wENpdVbke1QmDvGs5EjR+Lrr792efnly5c7n2JLVccxlWOqK6xWq/PP/v7+ZbZ1jBtltTPbmOoRnpvXJL117drVeVr5iBEjxLRp08T06dMr/EP6CA4OFqpacH+L69evezqO7mSpV5acWmG9xiVT1soo61+nK3M2guPMxbp16+oRUwhRMH46Lp2pqGvXrhW50feECROkPcvCITExUbRp06bcS40c/v73vztvUO8OK1euFM2aNXPmDwgIEK+//nqxs6dkPXPR4cKFC+KZZ54RFoulyNkljz/+uFBVVXzxxRdlLj948GChKIro1auXmxK7plevXs5jX1k+++wz53YofCagw969e0WPHj10e9+1aNFCqKoqXnvttQovs2nTJlGzZk2hKIq46aabxI4dO6Q5PrRt21aoqipeeOGFEl8fO3ass44tW7aUuh53XBY9ceJEZ5YFCxa4vB4+0EVbHFMLcEwtTqvPhgMHDhSKoojbb7+93LZmGVM9gZOLXqxmzZpCVcu/vwW5l+PeNStXrvR0FLeQpV5ZcmqF9RqXTFkrQ4sPkHl5eSI8PFyoqiruv/9+vaKK999/35nnjTfeEHl5eRVaLjc3Vzz88MPOZTt06CD1FyEhCmq6cuWKSE1NLXMdS5cudV6eP2nSJJ2SFpeVlSVef/11ERAQ4KwjJCSkyPtH9slFh6NHj4qHHnqoyCWbiqKIOnXqlPo00QULFjjbLly40M2JK+eLL75wZv33v/9dYpsDBw44b9wfFhZW5vq+//57PWKKZ555RiiKImrVqiXi4uIqvFxMTIzzsrxq1aqJCRMmSHF8cOT09/cX27ZtK/JaVFSU8PPzE02bNhWKoogePXoIm81WbB1nz5519tvEiRN1y2q1WsW9994rFKXgydR79+51aT2cXNQWx9QbOKYW5VjXN998U+we4osXLy63v202m5g1a5az3axZsyr8u719TPUETi56sccff1woilLqPVLIM/bu3StCQ0PFww8/XOa9abyFLPXKklMrrNe4ZMpaGY4PYy+//LJYvHhxkR/HTcvL+gB5/PhxERER4Wz31Vdf6ZY1MzPTec8nVVVFo0aNxIABA0RaWlq5y9psNvHUU08V+aAq8xeh8rz44ovinnvucdZ60003ifPnz+uQsmwnT54UAwYMKPIl4YEHHhAzZszwmslFh61bt4q77rrLWZeqqiIwMFA8//zzYuXKleJ///uf+Prrr8WAAQOc/dKxY8cK3ajfk3Jzc0WXLl2cdQ0YMEB8/fXXYtOmTeL7778Xzz33nAgMDHS+vnjxYo/kPHr0qPDz83Nu9wkTJojIyMgKTZgcO3ZMhISESHV8iI+PF9WrVxeqqgqLxSIGDx4sXnnlFTF48GDn/SQjIyNF48aNhaqq4r777hO//fabyMvLExkZGWLFihXOs6ECAgLKva9uVV24cEE0atRIKIoiQkNDi9xTraI4uagtjqkVZ7YxtfA4VtJPWf390EMPOR8WpCiKCAkJqdA+9WfeOqZ6giJEBW7ER1I6d+4cZs+ejV27duG5555DaGhope5z0qNHDx3TmdegQYNgt9uxf/9+pKamVup+aoqi4NSpUzon1JYs9cqSUyus17j1ypS1MlRVLbMO8cf9fh339yqsVq1auH79urNdz549sWnTJqiqqlve+Ph4PPjggzh27BiAgm2bmJiIm2++uULLT548Ge+//75z2ZLqMgpH36xbtw59+/at1LK+vr6w2+0QQqBmzZpYtWoV7rvvPp2Slm/NmjWYMGECTp8+XWx/W7ZsGYYOHeqhZNpbuXIlpk+fjiNHjgAo+V52QgiEhoZiw4YNUtyPMjExEREREThy5Eip9QAF76933nnH3fGcvvrqKzzzzDOw2+1QFAWKouDs2bMVOj6cO3cO/fr1w9GjRwEY//gAAJGRkXjiiSeQl5dXpF+EEBgxYgSWLFmCpUuX4vHHHy+z3z7++GOMGzdO97xbt27FAw88AKvVioiICPz888+VWj4yMhLDhg2Tom9kwTG1Ysw2plbkc1xp/V142ZCQEPz0008IDw93OYs3jqnuxslFL1aVm78qilLkJqqkHceA48pbz+iDaUlkqVeWnFphvRXn7nplyloZWn2AfOSRR/Dll1+iRo0amuYrSX5+Pr755husXbsWp06dwqZNm1C/fv0KL79gwQLs3LkTQMFkhFEtXrwYANC3b180atSoUsvWrFkTjRs3Rv/+/fHSSy+hSZMmekSslNzcXLz77ruYPXs2cnJynH+/fPlyr5pcBAq+6KxZswaLFi3Cpk2bkJ2d7Xytbt26GDlyJKZOnYqaNWt6MGXl5OTkYPbs2fj6669x5swZ598rioJ7770XkydPRkREhAcTFtiyZQvefPNN7NixAwAqNVGSkpKCAQMGYPfu3YY+bhe2f/9+zJ49G9u2bUN6ejpatWqFf/zjH3j66aed3zmWLFmCF198sdiDOxo0aIAPPvgAI0aMcFveH374AYcOHQIADB8+vNyHhRUWFxeHlStXAgCmTZumSz4z4phaPrONqVFRURVq17Nnz2J/165dOzRv3hwRERF46qmnEBQUVKUsgHeOqe7EyUUvVpUzOmT5oCOjGTNmVGl52T7kyFKvLDm1wnorx531ypTVXcaMGYNmzZqhf//+6Nixo6fjEBlSXl4efv/9d2RkZKBRo0Zo0qSJbk8ZdZekpCQkJSXBz88PISEhhnw6Z0pKCk6fPo1OnTrBYrF4Oo7HZWVlYcOGDThx4gSCgoIQFhaGBx54gNuGiKTijWOq3ji56MUK/2uvK5o1a6ZREiIiIiIiIiIi8kacXCQiIiIiIiIiIiKX6HcndCIiIiIiIiIiIvJqnFwkIiIiIiJyo8jISPj4+JjmXoRmq5eIyGx4dCciIiIiInIzs92dymz1EhGZCc9cJCIiIiIiIiIiIpdwcpGIiIiIiIiIiIhcwsuiiYiISBpXr15FnTp1PB2DiExq5syZmqwnNjZWk/XozWz1EhGRaxTBm18QERGRwf36668YOXIkkpKSUK9ePSxZsgR9+vTxdCwiMhlVVaEoiibrEkJAURTYbDZN1qcHs9VLRESu4eQiERERGV7Lli0RHx/v/P/Q0FD8/vvvHkxERGbkmGzT6iuU0SfbzFYvERG5hvdcJCIiIsNLT0+HoijOM2jS0tI8G4iITG3kyJGw2+0u/yxdutTTJVSK2eolIqLK4eQiERERGd7kyZMBwHn2zMSJEz0Zh4hMasKECRBCYMmSJVi4cKHL69HqUmO9ma1eIiJyDS+LJiIiIikcPXoUsbGxaNWqFTp16uTpOERkQjabDb1798b27dvh7++P6Oho3HbbbZVeT2RkJIYNG2b4y4TNVi8REbmGZy4SERGRFNq2bYshQ4ZwYpGIPMbHxwffffcdGjZsiNzcXAwZMgSpqamejqUbs9VLRESu4eQiERERERFRBTVs2BDLly+HxWLB6dOn8fjjj3s6kq7MVi8REVWexdMBiIiIiIiIZNKjRw9ERkbi0KFDAICTJ08iLCyswsuHh4dj2rRpesXTnNnqJSKiyuE9F4mIiIiIiIiIiMglvCyaiIiIiIiIiIiIXMLJRSIiIiIiIiIiInIJ77lI5GYpKSnIzMxEWXckUBQFNWvWRK1atdyYzNzM1i9mq1cm7BsiIiIiIpIJJxdNKD09HTExMUhOTkZeXh6qVauGkJAQdOnSBarKk1n1cPToUcycORPr169HRkZGhZerWbMmHnnkEbzyyito1aqVjgm1sXHjRgDA7bffjtq1a5fa7r///S8WLFiAXbt2ITk5Gfn5+QgKCkJISAgGDBiAiRMnolGjRrrnNUu/OJilXtn2Q8A8faOFyMhIDB8+HIqiwGq1ejoOEREREZHp8YEuXmL48OEAgNdeew0dOnQosc2VK1cwfvx4rFixAjabrdjr9erVw/Tp0/Hss8/qmtVs1q5di8ceeww5OTllnolUGkVRUK1aNURGRiIiIkKHhNpRVRWKomDdunXo27dviW3Gjh2Lf//73wBQ4vZQFAXBwcFYvXo17r33Xt2ymqlfAHPVK9N+CJirb7QQGRmJYcOGQVGUEscyIiIiIiJyL04ueonyvkxfuXIFd911FxISEsq91G7ixIl4//339YxrGmfPnkV4eDiuX7+OgIAAPPvss+jduzdq1qxZ7rIZGRnYvHkzFixYgJycHAQHB+PQoUNo0qSJG5K7prz98LPPPsPzzz8PALBYLIiIiECbNm0QFBSEK1euYM+ePdi9ezcAoHbt2oiLi0ODBg00z2m2fjFbvbLsh4D5+kYLnFwkIiIiIjIYQV5BURShqqrYsGFDia+PHj1aKIoiFEUR3bp1E6tWrRJHjhwRCQkJIiYmRsyfP180bNjQuZ6oqCg3V+Cdxo8fLxRFEUFBQWLXrl0urWPnzp0iMDBQqKoqXn31VY0Taqu8/TAkJEQoiiIaN24s4uLiSmyzaNEi53qmTJmiS06z9YvZ6pVlPxTCfH2jheXLlzv7hoiIiIiIPI9nLnqJss7UycvLQ3BwMHJzc9G/f3/8/PPPJa7jwoULCA8PR1paGoYOHYply5a5I7pXa9euHY4fP44XXngBH374YYltduzYgcjISDz22GO4++67S2wzfvx4zJs3D+3bt8fhw4f1jFwlZe2H8fHxaNmyJRRFwbJlyzB06NBS1zN8+HAsX74cHTt2xIEDBzTPabZ+MVu9suyHgLn6ZubMmZqsJzY2FitXruSZi0REREREBsEHuphAXFwccnJyoChKmV/uGjVqhHHjxmHmzJmIjo52Y0LvdfbsWQBAjx49Sm3z2GOP4fz581i9ejXOnDlTYpuePXti3rx5SExM1CWnO5w7d8755169epXZtk+fPli+fDni4+N1yWK2fjFbvWUx0n4ImKtvpk+fDkVRPB2DiIiIiIg0xslFE0hJSXH+OTw8vMy2jtcvX76saya6ITs7G0IIZGVlldtW5iejZmdnO/9cv379MtsGBQUBAPLz83XNVBaz9IuDWeqVbT8EvK9veMEEEREREZF3UT0dgPRX+Mumv79/mW0dE5HltaOKCQkJAQBs27at1Dbz58/HwIEDnU+uLcnWrVuLrM/b7d27FwDQsGFDXdZvtn4xW71a0Xs/BMzZNyNHjoTdbnf5Z+nSpZ4ugYiIiIiICuHkIhWxZs0aAECrVq08nMQ79OnTB0IILFy4EDExMSW2GTp0KNauXYtHH320xNd3796Nzz//HIqilPjkW29z7Ngx/Otf/4KiKOVetuoqs/WL2erVgjv2Q8BcfTNhwgQIIbBkyRIsXLjQ5fXw0moiIiIiImPhA128hOMBBl9//TV69uxZ5LUtW7bgySefLPPm93a7HW+//TamTp0KRVEwY8YMvPHGG+6I7tXOnj2L9u3bIysrCwEBAXj++efRq1cv1KhRo9xlr127hs2bN2PBggXIyspC9erVERsba+gzkxz7YYcOHVC7du0ir6WkpODQoUOl7oerVq1CTEwM5s2bh8zMTPj4+GD37t3o3Lmz5jnN1i9mq1eW/RAwV9/YbDb07t0b27dvh7+/P6Kjo3HbbbdVej2RkZEYNmwYH+hCRERERGQQnFz0Eo4v06URQpT6RWzQoEE4cOAAzp8/DyEEmjZtikOHDqFWrVp6RjaNH3/8EcOGDXM+VKeyhBAICAhAZGQkHnroIR0SakdVyz8ZurT90LEPOw5Jc+bMwYQJEzTP6GCmfgHMVa9M+yFgrr65ePEibrvtNly8eBG33HILYmJicNNNN1VqHZxcJCIiIiIyFk4ueomqfpl2CAkJwU8//VTug1+ocuLi4jBjxgxs2LAB165dq/ByNWrUQEREBN588020b99ex4TaGDVqVIXaffXVV8X+zrEfdu7cGTNmzMCDDz6oabaSmKVfHMxSr2z7IWCevgEK7g/5wAMPwGq1IiIiAj///HOllufkIhERERGRsXBy0UtERUVVqN2fL5kGgHbt2qF58+aIiIjAU0895XxCKmlPCIErV65U6KmvQUFBqFu3rmnuL7Znzx6EhISgQYMGbv/dZusXs9VbGZ7cDwHz9M0PP/yAQ4cOAQCGDx+OsLCwCi8bFxeHlStXAgCmTZumSz4iIiIiIqo4Ti4SERERERERERGRS/i0aCIiIiIiIiIiInIJJxeJiIiIiIiIiIjIJRZPByCi8kVGRmL48OFQFAVWq9XTcXTnznqFENi/fz8SEhJgsVjQtm3bCt//LTY2FnPnzoWiKFi0aJGuOd3p5MmTSE5OhtVqRbVq1RASEoJ69ep5OpbprV+/HsuWLcOJEyeQkZGBxo0b44477sCoUaPQsmVLT8cjIiIiIiKT4uQikSTMdntUd9S7aNEiTJ06FRcvXizy9x07dsT48ePx5JNPlrn8+fPn8fXXXxt+cvG+++4DANxxxx2YPXt2iW3y8vIwa9YsfPbZZ0hJSSn2epcuXTBr1iz069dP16zuMnr06Aq39XT/pqSkYMSIEdi4cSOAG++NY8eOYdOmTXjvvffw+uuvY9q0aVI+3IWIiIiIiOTGB7oQSSAyMhLDhg2Doiiw2WyejqM7d9T7+uuv49133wVQ8kSmoii4++67sWzZMjRt2rTEdWzYsAERERGG7xdVVZ2TTkOHDsWSJUtgsdz4t6WsrCzcf//92L17d5mTuqqq4uOPP8aYMWN0z1wV+fn58PX1LbNN4W1SFiGER/vXZrOhd+/eiI6OhhACwcHBuOeeexAcHIzExETs3LkT+fn5UBQFL774IubMmeORnEREREREZF685yIRmU50dDTeeecdCCFQv359zJ8/H3v27MH+/fuxcOFCdOnSBUII/Pbbb7jtttuwY8cOT0fWhBAC3333HR566CFkZ2c7//61117Drl27IIRA+/bt8cknn2D9+vX49ddfsWLFCrzyyisIDAyE3W7HhAkTcOjQIQ9WUb727dtj/fr1ZbYJCQkp9uOYWK1Tp47z75o1a4aQkBB3xC7R4sWLsX37dgDAK6+8gqSkJPz000/49ttvERUVhVOnTqFXr14QQuCjjz5CdHS0x7ISEREREZE58cxFIh3NnDlTk/XExsZi5cqVhj9DTpZ6hw8fjuXLl6NJkybYu3dvifcTXLhwISZMmIDs7GwEBgYiMjISDz74YJE2sp25OGbMGHzxxRfIzc3F3XffjZ9//hkWiwX169dHTk4O+vXrhzVr1hQ5q9EhLi4Od955J3JycjB69Gh8/vnnHqikYhz1Dho0CB9++CGaN29eqeWWLVuGoUOH6hvyD7fffjs+/PBD3HvvvSW+fu+992LHjh1lbvPs7Gx06tQJp06dwrBhw/Dtt9/qGZmIiIiIiKgITi4S6aiil15WhKcvz6wIWeoNCQnB+fPn8e6772LSpEmltouJicHgwYORlJQEX19ffPnllxgxYoTzddkmF9etW4eAgAAMGjQI165dQ3h4OF599VWMGDECiqLg6NGjaNWqVanrmTRpEubMmYPQ0FD8/vvvbqygcpo0aYKkpCQoioKAgABMnjwZkydPhr+/f5nLeWJy0fE7//KXv2D27NnFHiZUv359XL16FUeOHEHr1q1LXc+cOXMwadIkw/cNERERERF5H14WTeQGQogq/8jE6PVevnwZANC2bdsy291+++2Ijo5GWFgY8vPz8cQTT2D+/Pm6ZtNbjx498Ouvv6Ju3bqIjY3FE088AQCoXr16mROLQMH2AICkpCTdc1bF8ePHMWnSJFgsFmRnZ2PGjBlo37491q5d6+loxdSrVw9CCPz4448IDw/Hiy++iNTUVOfr165dA4By+8bxutH7hoiIiIiIvA8nF4ncYOTIkbDb7S7/LF261NMlVIrR6w0MDASAIpM4pWnWrBmio6Nx2223wW6344UXXsCsWbN0zae3zp07Y9u2bWjSpAmsVisURUGtWrXKXS4rKwsA4OPjo3fEKqlWrRpmz56NQ4cO4YEHHoAQAvHx8Rg8eDAGDhyIU6dOeTqiU3x8PN544w0EBQUhPz8f8+bNQ8uWLfHhhx8iPz8f7dq1A1D+vpqWlgYACA4O1jkxERERERFRUZxcJNLRhAkTIITAkiVLsHDhQpfXo9WlxnqTpd42bdoAAH744YcKta9bty62bNnifHDG9OnTMXHiRD0j6q5Vq1aIjo5G69atK3ym6K+//goAFb6Hoae1bt0aGzduxIoVK5wPbFm/fj3Cw8PxxhtvFHmojadUq1YNM2fOxMmTJ/H0009DVVWkpqbi5ZdfRtu2bZ2Ti+Xtq6tWrQKAMi+dJiIiIiIi0gMnF4l09N5776F79+4QQmD8+PHYt2+fpyPpSpZ6H3nkEeelqG+++Sby8/PLXaZ69epYv349Bg8eDCEEPv744zLv1yiDJk2a4ODBg0hOTi73CdDLli3Df/7zHyiKgoiICDcl1MYjjzyCo0ePYsqUKfDz80Nubi7eeecdtGnTBt9//72n4wEAGjZsiIULF+Lw4cN48MEHnWdbLl26FEIITJ48udQ+WrhwIX788UcoioLhw4e7OTkREREREZkdJxeJdOTj44PvvvsODRs2RG5uLoYMGVKhS3FlJUu9zz//PMLCwiCEwNtvv41mzZph4MCBSE9PL3M5Pz8/rFy5EqNHj4YQAnFxcW5KrB8/Pz/UqVOn1MtpJ0yYgG7duuHxxx+HEAK1atXCiy++6NaMWggMDMQ///lPHD58GBERERBCIDExEUOHDkWfPn00e9J5VbVp0wZr1qxBVFQU7rzzTueDjVJTU9G1a1eMGTMG33//PTZt2oTFixdj4MCBeO655wAA4eHhGDlypIcrICIiIiIis+HkIpHOGjZsiOXLl8NiseD06dN4/PHHPR1JVzLUGxQUhHXr1qFNmzYQQuDixYtYv349MjMzy11WVVV88cUXmDRpknQP2nHFp59+ip07d0IIgZo1a2LlypW4+eabPR3LZS1btsTPP/+M1atX45ZbboEQAps3b8aMGTMMdfuBe++9Fzt37sR3332Htm3bQgiBnJwcfPbZZxg6dCj69u2L0aNHY/369RBCIDQ0FKtWrSr3idhERERERERas3g6AJEZ9OjRA5GRkc7LGk+ePImwsLAKLx8eHo5p06bpFU9zMtQbGhqKgwcP4ptvvsHatWtx6tQpWCwVPyTOnj0boaGh2Llzp44ptfHVV18BADp06FDpZQMDA9G4cWP0798fL730Epo0aaJ1PI8YNGgQ+vXrh3fffRezZ89GTk6OpyOV6NFHH8UjjzyCNWvWYNGiRdi0aVORe0XWrVsXI0eOxNSpU1GzZk0PJiUiIiIiIrNShBlOvSEiIvICeXl5+P3335GRkYFGjRqhSZMmhn96NxEREREReTdOLhIREREREREREZFLeM9FIiIiIiIiIiIicgknF4mIiIiIiIiIiMglnFwkIiIiIiIiIiIil3BykYiIiIiIiIiIiFzCyUUiIiIiIiIiIiJyCScXiYiIiIiIiIiIyCWcXCQiIiIiIiIiIiKXcHKRiIiIiIiIiIiIXMLJRSIiIiIiIiIiInIJJxeJiIiIiIiIiIjIJZxcJCIiIiIiIiIiIpdwcpGIiIiIiIiIiIhcwslFIiIiIiIiIiIicgknF4mIiIiIiIiIiMglnFwkIiIiIiIiIiIil3BykYiIiIiIiIiIiFzCyUUiIiIiIiIiIiJyCScXiYiIiIiIiIiIyCWcXCQiIiIiIiIiIiKX/D8VNl3NaFFiewAAAABJRU5ErkJggg==" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 15 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.709282Z", + "start_time": "2024-11-06T13:13:46.195690Z" + } + }, + "cell_type": "code", + "source": [ + "idf.parameters.set_parameter_approaches_from_worksheet(METHOD.CONVECTIVE_ADVECTIVE)\n", + "fig = idf.parameters.interim_plot_parameters()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 16 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": "## Calculations" + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.732990Z", + "start_time": "2024-11-06T13:13:46.720279Z" + } + }, + "source": [ + "idf.depth_of_rainfall(duration=15, return_period=1)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "18.042501067209535" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 17 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.758231Z", + "start_time": "2024-11-06T13:13:46.745542Z" + } + }, + "source": [ + "print('Resulting rainfall height h_N(T_n={t:0.1f}a, D={d:0.1f}min) = {h:0.2f} mm'\n", + " ''.format(t=1, d=15, h=idf.depth_of_rainfall(15, 1)))" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Resulting rainfall height h_N(T_n=1.0a, D=15.0min) = 18.04 mm\n" + ] + } + ], + "execution_count": 18 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.782453Z", + "start_time": "2024-11-06T13:13:46.769463Z" + } + }, + "source": [ + "idf.rain_flow_rate(duration=15, return_period=1)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "200.47223408010595" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 19 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.808954Z", + "start_time": "2024-11-06T13:13:46.796378Z" + } + }, + "source": [ + "print('Resulting rainfall flow rate r_N(T_n={t:0.1f}a, D={d:0.1f}min) = {r:0.2f} L/(s*ha)'\n", + " ''.format(t=1, d=15, r=idf.rain_flow_rate(15, 1)))" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Resulting rainfall flow rate r_N(T_n=1.0a, D=15.0min) = 200.47 L/(s*ha)\n" + ] + } + ], + "execution_count": 20 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.842183Z", + "start_time": "2024-11-06T13:13:46.829464Z" + } + }, + "source": [ + "idf.r_720_1()" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "11.05568516972672" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 21 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.871650Z", + "start_time": "2024-11-06T13:13:46.858954Z" + } + }, + "source": [ + "idf.get_return_period(height_of_rainfall=10, duration=15)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "0.24641175384609787" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 22 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.889954Z", + "start_time": "2024-11-06T13:13:46.877733Z" + } + }, + "source": [ + "idf.get_duration(height_of_rainfall=10, return_period=1)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + "6.073216157634265" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 23 + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.923566Z", + "start_time": "2024-11-06T13:13:46.901818Z" + } + }, + "source": [ + "idf.result_table().round(2)" + ], + "outputs": [ + { + "data": { + "text/plain": [ + " 1 2 3 5 10 20 25 30 50 \\\n", + "5 8.61 11.28 12.84 14.80 17.47 20.13 20.99 21.69 23.66 \n", + "10 14.17 17.60 19.61 22.14 25.57 29.00 30.11 31.01 33.54 \n", + "15 18.04 22.02 24.35 27.28 31.26 35.24 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864082.42100.48111.05124.37142.44160.50166.32171.07184.39194.96202.45
\n", + "
" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "execution_count": 25 + }, + { + "cell_type": "markdown", + "source": [ + "To save the table as a csv:" + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.077449Z", + "start_time": "2024-11-06T13:13:47.059488Z" + } + }, + "source": "idf.result_table(add_names=True).round(2).to_csv(output_directory / 'idf_table_UNIX.csv', sep=',', decimal='.', float_format='%0.2f')", + "outputs": [], + "execution_count": 26 + }, + { + "cell_type": "code", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.247659Z", + "start_time": "2024-11-06T13:13:47.228665Z" + } + }, + "source": [ + "print(idf.result_table(add_names=True).round(2).to_string())" + ], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "return period (a) 1 2 3 5 10 20 25 30 50 75 100\n", + "frequency (1/a) 1.000 0.500 0.333 0.200 0.100 0.050 0.040 0.033 0.020 0.013 0.010\n", + "duration (min) \n", + "5 8.61 11.28 12.84 14.80 17.47 20.13 20.99 21.69 23.66 25.22 26.32\n", + "10 14.17 17.60 19.61 22.14 25.57 29.00 30.11 31.01 33.54 35.55 36.97\n", + "15 18.04 22.02 24.35 27.28 31.26 35.24 36.52 37.57 40.50 42.83 44.48\n", + "20 20.90 25.32 27.91 31.17 35.59 40.01 41.43 42.59 45.85 48.44 50.27\n", + "30 24.84 29.96 32.96 36.74 41.86 46.99 48.64 49.99 53.76 56.76 58.89\n", + "45 28.40 34.35 37.82 42.20 48.15 54.09 56.00 57.56 61.94 65.42 67.89\n", + "60 30.60 37.20 41.06 45.93 52.53 59.13 61.25 62.99 67.85 71.72 74.46\n", + "90 33.16 40.82 45.30 50.94 58.59 66.24 68.71 70.72 76.36 80.84 84.01\n", + "120 34.61 43.12 48.09 54.35 62.86 71.36 74.09 76.33 82.59 87.57 91.10\n", + "180 36.20 46.06 51.82 59.09 68.94 78.80 81.97 84.57 91.83 97.60 101.69\n", + "240 38.34 48.27 54.08 61.39 71.32 81.25 84.45 87.06 94.38 100.18 104.30\n", + "360 41.58 51.61 57.48 64.87 74.90 84.93 88.15 90.79 98.18 104.05 108.21\n", + "540 45.09 55.22 61.15 68.62 78.75 88.88 92.14 94.81 102.27 108.20 112.40\n", + "720 47.76 57.97 63.93 71.46 81.66 91.87 95.15 97.83 105.36 111.33 115.56\n", + "1080 51.79 62.10 68.13 75.73 86.04 96.35 99.67 102.38 109.98 116.01 120.28\n", + "1440 54.86 65.24 71.32 78.97 89.35 99.74 103.08 105.81 113.46 119.54 123.85\n", + "2880 64.22 74.76 80.92 88.69 99.22 109.76 113.15 115.92 123.69 129.85 134.23\n", + "4320 69.23 82.17 89.73 99.27 112.20 125.14 129.30 132.70 142.24 149.80 155.17\n", + "5760 74.79 90.50 99.70 111.28 126.99 142.71 147.77 151.90 163.48 172.68 179.20\n", + "7200 80.77 97.28 106.93 119.10 135.61 152.11 157.43 161.77 173.93 183.59 190.44\n", + "8640 82.42 100.48 111.05 124.37 142.44 160.50 166.32 171.07 184.39 194.96 202.45\n" + ] + } + ], + "execution_count": 27 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To create a color plot of the IDF curves:" + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.582822Z", + "start_time": "2024-11-06T13:13:47.358734Z" + } + }, + "source": "fig, ax = idf.curve_figure(color=True, add_interim=False)", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 28 + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To create a black/white plot of the IDF curves:" + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.894949Z", + "start_time": "2024-11-06T13:13:47.687480Z" + } + }, + "source": "fig, ax = idf.curve_figure(color=False, add_interim=True)", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 29 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:48.303439Z", + "start_time": "2024-11-06T13:13:47.908636Z" + } + }, + "cell_type": "code", + "source": "fig, ax = idf.curve_figure(color=True, add_interim=True, logx=True, duration_steps_ticks=True)", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 30 + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.1" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/_sources/examples/example_python_api_extended.ipynb.txt b/_sources/examples/example_python_api_extended.ipynb.txt new file mode 100644 index 0000000..3ac472a --- /dev/null +++ b/_sources/examples/example_python_api_extended.ipynb.txt @@ -0,0 +1,675 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "ExecuteTime": { + "end_time": "2024-07-02T11:40:36.914661Z", + "start_time": "2024-07-02T11:40:36.892058Z" + } + }, + "outputs": [], + "source": [ + "from idf_analysis.idf_class import IntensityDurationFrequencyAnalyse\n", + "from idf_analysis.definitions import *\n", + "import pandas as pd\n", + "from os import path\n", + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "plt.style.use('bmh')\n", + "\n", + "import matplotlib\n", + "matplotlib.rcParams.update({\n", + " 'figure.figsize': (10, 8),\n", + " 'figure.dpi': 100,\n", + " 'figure.constrained_layout.use': True,\n", + "})" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "source": [ + "# Intensity Duration Frequency Analyse - EXTENDED" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "_balance_parameter_change\n" + ] + } + ], + "source": [ + "# sub-folder for the results\n", + "output_directory = path.join('ehyd_112086_idf_data')\n", + "\n", + "# initialize of the analysis class\n", + "idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)\n", + "\n", + "# reading the pandas series of the precipitation (data from ehyd.gv.at - ID=112086)\n", + "# You need to install `pyarrow` or `fastparquet` to read and write parquet files.\n", + "series = pd.read_parquet('ehyd_112086.parquet').squeeze('columns') # ['precipitation']\n", + "\n", + "# setting the series for the analysis\n", + "idf.set_series(series)\n", + "\n", + "# auto-save the calculated parameter so save time for a later use\n", + "idf.auto_save_parameters(path.join(output_directory, 'idf_parameters.yaml'))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "('Columns: ',\n", + " Index(['start', 'end', 'duration', 'rain_sum', 'last_event'], dtype='object'),\n", + " '| Number of events: ',\n", + " 1776)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "events = idf.rain_events\n", + "\"Columns: \", events.columns, \"| Number of events: \", events.index.size" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "('Columns: ',\n", + " Index(['start', 'end', 'duration', 'rain_sum', 'last_event'], dtype='object'),\n", + " '| Number of events: ',\n", + " 311)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# reduce number of event by limiting the minimum sum of rainfall\n", + "events = events[events[COL.LP] > 10].copy()\n", + "\"Columns: \", events.columns, \"| Number of events: \", events.index.size" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "291e23e444b34c2c9faa6e3938b81b5e", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "calculating rainfall_sum data-frame: 0%| | 0/21 [00:00 2].copy()\n", + "\"Columns: \", events.columns, \"| Number of events: \", events.index.size" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
1042008-06-23 19:50:002008-06-23 23:16:000 days 03:26:0034.82 days 21:52:005.44325615
1242008-07-17 14:14:002008-07-18 06:27:000 days 16:13:0074.60 days 04:09:006.296477120
1262008-07-20 17:43:002008-07-21 03:55:000 days 10:12:0027.72 days 02:48:002.8310205760
2712009-07-18 08:55:002009-07-18 13:19:000 days 04:24:0058.02 days 01:56:003.379566240
2792009-08-21 19:49:002009-08-21 20:29:000 days 00:40:0034.24 days 03:04:003.97597420
2822009-08-28 23:41:002009-08-29 00:42:000 days 01:01:0049.31 days 03:44:0019.71985320
2842009-09-04 00:31:002009-09-04 18:18:000 days 17:47:0069.05 days 11:06:002.6056741080
5442011-08-03 19:53:002011-08-04 07:44:000 days 11:51:0054.71 days 23:11:0012.73319020
6622012-07-14 16:54:002012-07-15 13:06:000 days 20:12:0059.81 days 01:15:003.7197408640
7722013-05-05 20:47:002013-05-07 12:40:001 days 15:53:00119.50 days 17:31:0030.5734312880
8192013-08-27 17:10:002013-08-27 23:48:000 days 06:38:0043.30 days 13:58:002.6174075
8202013-08-28 11:42:002013-08-28 16:21:000 days 04:39:0028.50 days 11:54:003.5424792880
9212014-05-11 10:21:002014-05-11 23:17:000 days 12:56:0055.60 days 13:17:002.0822022880
9222014-05-12 17:22:002014-05-13 17:26:001 days 00:04:0020.60 days 18:05:002.7979814320
11112015-07-08 11:50:002015-07-09 00:25:000 days 12:35:0077.88 days 13:53:005.981488720
12362016-06-05 11:03:002016-06-05 14:56:000 days 03:53:0040.40 days 19:56:006.7948415
12692016-07-21 22:29:002016-07-21 23:21:000 days 00:52:0037.25 days 00:05:002.44812430
12732016-07-25 10:18:002016-07-25 15:47:000 days 05:29:0033.80 days 19:01:003.3995095760
12752016-07-27 15:25:002016-07-27 20:24:000 days 04:59:0012.21 days 01:05:004.6634558640
15312018-06-12 17:00:002018-06-12 17:31:000 days 00:31:0021.63 days 16:11:003.0704515
15322018-06-13 14:58:002018-06-13 22:27:000 days 07:29:0063.50 days 21:27:0011.42939115
\n", + "
" + ], + "text/plain": [ + " start end duration rain_sum \\\n", + "104 2008-06-23 19:50:00 2008-06-23 23:16:00 0 days 03:26:00 34.8 \n", + "124 2008-07-17 14:14:00 2008-07-18 06:27:00 0 days 16:13:00 74.6 \n", + "126 2008-07-20 17:43:00 2008-07-21 03:55:00 0 days 10:12:00 27.7 \n", + "271 2009-07-18 08:55:00 2009-07-18 13:19:00 0 days 04:24:00 58.0 \n", + "279 2009-08-21 19:49:00 2009-08-21 20:29:00 0 days 00:40:00 34.2 \n", + "282 2009-08-28 23:41:00 2009-08-29 00:42:00 0 days 01:01:00 49.3 \n", + "284 2009-09-04 00:31:00 2009-09-04 18:18:00 0 days 17:47:00 69.0 \n", + "544 2011-08-03 19:53:00 2011-08-04 07:44:00 0 days 11:51:00 54.7 \n", + "662 2012-07-14 16:54:00 2012-07-15 13:06:00 0 days 20:12:00 59.8 \n", + "772 2013-05-05 20:47:00 2013-05-07 12:40:00 1 days 15:53:00 119.5 \n", + "819 2013-08-27 17:10:00 2013-08-27 23:48:00 0 days 06:38:00 43.3 \n", + "820 2013-08-28 11:42:00 2013-08-28 16:21:00 0 days 04:39:00 28.5 \n", + "921 2014-05-11 10:21:00 2014-05-11 23:17:00 0 days 12:56:00 55.6 \n", + "922 2014-05-12 17:22:00 2014-05-13 17:26:00 1 days 00:04:00 20.6 \n", + "1111 2015-07-08 11:50:00 2015-07-09 00:25:00 0 days 12:35:00 77.8 \n", + "1236 2016-06-05 11:03:00 2016-06-05 14:56:00 0 days 03:53:00 40.4 \n", + "1269 2016-07-21 22:29:00 2016-07-21 23:21:00 0 days 00:52:00 37.2 \n", + "1273 2016-07-25 10:18:00 2016-07-25 15:47:00 0 days 05:29:00 33.8 \n", + "1275 2016-07-27 15:25:00 2016-07-27 20:24:00 0 days 04:59:00 12.2 \n", + "1531 2018-06-12 17:00:00 2018-06-12 17:31:00 0 days 00:31:00 21.6 \n", + "1532 2018-06-13 14:58:00 2018-06-13 22:27:00 0 days 07:29:00 63.5 \n", + "\n", + " last_event max_return_period max_return_period_duration \n", + "104 2 days 21:52:00 5.443256 15 \n", + "124 0 days 04:09:00 6.296477 120 \n", + "126 2 days 02:48:00 2.831020 5760 \n", + "271 2 days 01:56:00 3.379566 240 \n", + "279 4 days 03:04:00 3.975974 20 \n", + "282 1 days 03:44:00 19.719853 20 \n", + "284 5 days 11:06:00 2.605674 1080 \n", + "544 1 days 23:11:00 12.733190 20 \n", + "662 1 days 01:15:00 3.719740 8640 \n", + "772 0 days 17:31:00 30.573431 2880 \n", + "819 0 days 13:58:00 2.617407 5 \n", + "820 0 days 11:54:00 3.542479 2880 \n", + "921 0 days 13:17:00 2.082202 2880 \n", + "922 0 days 18:05:00 2.797981 4320 \n", + "1111 8 days 13:53:00 5.981488 720 \n", + "1236 0 days 19:56:00 6.794841 5 \n", + "1269 5 days 00:05:00 2.448124 30 \n", + "1273 0 days 19:01:00 3.399509 5760 \n", + "1275 1 days 01:05:00 4.663455 8640 \n", + "1531 3 days 16:11:00 3.070451 5 \n", + "1532 0 days 21:27:00 11.429391 15 " + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "events" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "start 2008-07-17 14:14:00\n", + "end 2008-07-18 06:27:00\n", + "duration 0 days 16:13:00\n", + "rain_sum 74.6\n", + "last_event 0 days 04:09:00\n", + "max_return_period 6.296477\n", + "max_return_period_duration 120\n", + "Name: 124, dtype: object" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# lets pick one event\n", + "event = events.loc[124]\n", + "event" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# you can also reduce the displayed duration steps\n", + "fig, caption = idf.event_plot(event, durations=idf.duration_steps[:11])" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/_sources/examples/example_reverse_engeneering.ipynb.txt b/_sources/examples/example_reverse_engeneering.ipynb.txt new file mode 100644 index 0000000..571ce17 --- /dev/null +++ b/_sources/examples/example_reverse_engeneering.ipynb.txt @@ -0,0 +1,903 @@ +{ + "cells": [ + { + "cell_type": "code", + "id": "4489abaf21019d1", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.035978Z", + "start_time": "2024-11-06T10:29:18.207082Z" + } + }, + "source": [ + "from pathlib import Path\n", + "\n", + "import pandas as pd\n", + "\n", + "from idf_analysis import IntensityDurationFrequencyAnalyse" + ], + "outputs": [], + "execution_count": 1 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.042371Z", + "start_time": "2024-11-06T10:29:19.040640Z" + } + }, + "cell_type": "code", + "source": [ + "location = 'graz'\n", + "grid_point_number = 5214" + ], + "id": "c6abb7fb0b2c6f79", + "outputs": [], + "execution_count": 2 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.129815Z", + "start_time": "2024-11-06T10:29:19.127980Z" + } + }, + "cell_type": "code", + "source": [ + "output_directory = Path(f'design_rain_ehyd_{grid_point_number}')\n", + "output_directory.mkdir(exist_ok=True)" + ], + "id": "ca4dd701df65337b", + "outputs": [], + "execution_count": 3 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.321075Z", + "start_time": "2024-11-06T10:29:19.304346Z" + } + }, + "cell_type": "code", + "source": [ + "fn_idf_ehyd = output_directory / 'design_rain_ehyd_5214.csv'\n", + "if fn_idf_ehyd.is_file():\n", + " df = pd.read_csv(fn_idf_ehyd, index_col=[0,1])\n", + " df = df.rename(columns=int)\n", + " df = df.rename(index=int, level=0)\n", + "else:\n", + " from ehyd_tools.design_rainfall import get_max_calculation_method, get_ehyd_design_rainfall_offline\n", + " df = get_ehyd_design_rainfall_offline(grid_point_number, pth='')\n", + " # idf_table = get_max_calculation_method(df)\n", + "df" + ], + "id": "d76967b61d2300a5", + "outputs": [ + { + "data": { + "text/plain": [ + " 1 2 3 5 10 20 25 \\\n", + "duration calculation method \n", + "5 MaxModN 8.8 10.4 11.7 13.4 15.8 18.2 18.9 \n", + " Bemessung 8.6 10.2 11.3 12.7 14.7 16.7 17.4 \n", + " ÖKOSTRA 8.4 9.9 10.8 11.9 13.4 14.9 15.5 \n", + "10 MaxModN 14.0 16.6 18.2 20.2 24.7 29.1 30.5 \n", + " Bemessung 13.7 16.3 17.8 19.7 23.3 26.8 27.8 \n", + "... ... ... ... ... ... ... ... \n", + "7200 Bemessung 84.7 106.4 119.6 136.1 159.0 181.4 189.1 \n", + " ÖKOSTRA 78.3 93.6 102.2 112.9 128.3 142.7 148.2 \n", + "8640 MaxModN 96.4 123.1 141.3 164.3 195.4 226.6 236.6 \n", + " Bemessung 89.6 110.8 124.4 141.8 164.9 188.6 195.9 \n", + " ÖKOSTRA 82.8 98.4 107.4 119.2 134.4 150.6 155.2 \n", + "\n", + " 30 50 75 100 \n", + "duration calculation method \n", + "5 MaxModN 19.6 21.3 22.7 23.7 \n", + " Bemessung 18.0 19.4 20.6 21.4 \n", + " ÖKOSTRA 15.9 17.0 17.9 18.5 \n", + "10 MaxModN 31.7 35.0 37.6 39.4 \n", + " Bemessung 28.8 31.4 33.5 35.0 \n", + "... ... ... ... ... \n", + "7200 Bemessung 194.7 211.6 224.8 233.8 \n", + " ÖKOSTRA 151.6 162.9 171.5 177.0 \n", + "8640 MaxModN 244.9 267.8 286.1 299.0 \n", + " Bemessung 201.9 219.2 232.9 242.9 \n", + " ÖKOSTRA 158.8 170.6 179.6 186.8 \n", + "\n", + "[63 rows x 11 columns]" + ], + "text/html": [ + "
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1235102025305075100
durationcalculation method
5MaxModN8.810.411.713.415.818.218.919.621.322.723.7
Bemessung8.610.211.312.714.716.717.418.019.420.621.4
ÖKOSTRA8.49.910.811.913.414.915.515.917.017.918.5
10MaxModN14.016.618.220.224.729.130.531.735.037.639.4
Bemessung13.716.317.819.723.326.827.828.831.433.535.0
.......................................
7200Bemessung84.7106.4119.6136.1159.0181.4189.1194.7211.6224.8233.8
ÖKOSTRA78.393.6102.2112.9128.3142.7148.2151.6162.9171.5177.0
8640MaxModN96.4123.1141.3164.3195.4226.6236.6244.9267.8286.1299.0
Bemessung89.6110.8124.4141.8164.9188.6195.9201.9219.2232.9242.9
ÖKOSTRA82.898.4107.4119.2134.4150.6155.2158.8170.6179.6186.8
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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 7 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:24.252234Z", + "start_time": "2024-11-06T10:29:23.998281Z" + } + }, + "cell_type": "code", + "source": [ + "max_duration = 2880\n", + "fig, ax = idf_reverse.curve_figure(color=True, logx=True, max_duration=max_duration, duration_steps_ticks=True)\n", + "\n", + "ax = idf_table.loc[:max_duration, [1, 2, 5, 10, 50, 100]].plot(ax=ax, marker='x', lw=0, color='black', legend=False)" + ], + "id": "31b89134898a4cef", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 8 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:30.087525Z", + "start_time": "2024-11-06T10:29:29.545517Z" + } + }, + "cell_type": "code", + "source": "idf_reverse = IntensityDurationFrequencyAnalyse.from_idf_table(idf_table, linear_interpolation=False)", + "id": "535da6a98bafc769", + "outputs": [], + "execution_count": 9 + }, + { + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:30.496514Z", + "start_time": "2024-11-06T10:29:30.090829Z" + } + }, + "cell_type": "code", + "source": "fig = idf_reverse.parameters.interim_plot_parameters()", + "id": "19e7b7b2dfdcefe", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 10 + }, + { + "metadata": { + "collapsed": true, + "ExecuteTime": { + "end_time": "2024-11-06T10:29:32.106371Z", + "start_time": "2024-11-06T10:29:31.856119Z" + } + }, + "cell_type": "code", + "source": [ + "max_duration = 2880\n", + "fig, ax = idf_reverse.curve_figure(color=True, logx=True, max_duration=max_duration, duration_steps_ticks=True)\n", + "\n", + "ax = idf_table.loc[:max_duration, [1, 2, 5, 10, 50, 100]].plot(ax=ax, marker='x', lw=0, color='black', legend=False)" + ], + "id": "initial_id", + "outputs": [ + { + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {}, + "output_type": "display_data" + } + ], + "execution_count": 11 + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.6" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/_sources/index.rst.txt b/_sources/index.rst.txt new file mode 100644 index 0000000..6d5756f --- /dev/null +++ b/_sources/index.rst.txt @@ -0,0 +1,27 @@ +.. Intensity Duration Frequency Analyse documentation master file, created by + sphinx-quickstart on Mon Feb 4 18:14:33 2019. + You can adapt this file completely to your liking, but it should at least + contain the root `toctree` directive. + +Welcome to Intensity Duration Frequency Analyse's documentation! +================================================================ + +.. toctree:: + :maxdepth: 2 + :caption: Contents: + + README + api + base_functions + examples/example_commandline + examples/example_python_api + examples/example_heavy_rainfall_index + examples/example_python_api_extended + + +Indices and tables +================== + +* :ref:`genindex` +* :ref:`modindex` +* :ref:`search` diff --git a/_static/basic.css b/_static/basic.css new file mode 100644 index 0000000..83212cb --- /dev/null +++ b/_static/basic.css @@ -0,0 +1,914 @@ +/* + * Sphinx stylesheet -- basic theme. + */ + +/* -- main layout ----------------------------------------------------------- */ + +div.clearer { + clear: both; +} + +div.section::after { + display: block; + content: ''; + clear: left; +} + +/* -- relbar ---------------------------------------------------------------- */ + +div.related { + width: 100%; + font-size: 90%; +} + +div.related h3 { + display: none; +} + +div.related ul { + margin: 0; + padding: 0 0 0 10px; + list-style: none; +} + +div.related li { + display: inline; +} + +div.related li.right { + float: right; + margin-right: 5px; +} + +/* -- sidebar --------------------------------------------------------------- */ + +div.sphinxsidebarwrapper { + padding: 10px 5px 0 10px; +} + +div.sphinxsidebar { + float: left; + width: 350px; + margin-left: -100%; + font-size: 90%; + word-wrap: break-word; + overflow-wrap : break-word; +} + +div.sphinxsidebar ul { + list-style: none; +} + +div.sphinxsidebar ul ul, +div.sphinxsidebar ul.want-points { + margin-left: 20px; + list-style: square; +} + +div.sphinxsidebar ul ul { + margin-top: 0; + margin-bottom: 0; +} + +div.sphinxsidebar form { + margin-top: 10px; +} + +div.sphinxsidebar input { + border: 1px solid #98dbcc; + font-family: sans-serif; + font-size: 1em; +} + +div.sphinxsidebar #searchbox form.search { + overflow: hidden; +} + +div.sphinxsidebar #searchbox input[type="text"] { + float: left; + width: 80%; + padding: 0.25em; + box-sizing: border-box; +} + +div.sphinxsidebar #searchbox input[type="submit"] { + float: left; + width: 20%; + border-left: none; + padding: 0.25em; + box-sizing: border-box; +} + + +img { + border: 0; + max-width: 100%; +} + +/* -- search page ----------------------------------------------------------- */ + +ul.search { + margin-top: 10px; +} + +ul.search li { + padding: 5px 0; +} + +ul.search li a { + font-weight: bold; +} + +ul.search li p.context { + color: #888; + margin: 2px 0 0 30px; + text-align: left; +} + +ul.keywordmatches li.goodmatch a { + font-weight: bold; +} + +/* -- index page ------------------------------------------------------------ */ + +table.contentstable { + width: 90%; + margin-left: auto; + margin-right: auto; +} + +table.contentstable p.biglink { + line-height: 150%; +} + +a.biglink { + font-size: 1.3em; +} + +span.linkdescr { + font-style: italic; + padding-top: 5px; + font-size: 90%; +} + +/* -- general index --------------------------------------------------------- */ + +table.indextable { + width: 100%; +} + +table.indextable td { + text-align: left; + vertical-align: top; +} + +table.indextable ul { + margin-top: 0; + margin-bottom: 0; + list-style-type: none; +} + +table.indextable > tbody > tr > td > ul { + padding-left: 0em; +} + +table.indextable tr.pcap { + height: 10px; +} + +table.indextable tr.cap { + margin-top: 10px; + background-color: #f2f2f2; +} + +img.toggler { + margin-right: 3px; + margin-top: 3px; + cursor: pointer; +} + +div.modindex-jumpbox { + border-top: 1px solid #ddd; + border-bottom: 1px solid #ddd; + margin: 1em 0 1em 0; + padding: 0.4em; +} + +div.genindex-jumpbox { + border-top: 1px solid #ddd; + border-bottom: 1px solid #ddd; + margin: 1em 0 1em 0; + padding: 0.4em; +} + +/* -- domain module index --------------------------------------------------- */ + +table.modindextable td { + padding: 2px; + border-collapse: collapse; +} + +/* -- general body styles --------------------------------------------------- */ + +div.body { + min-width: 360px; + max-width: 800px; +} + +div.body p, div.body dd, div.body li, div.body blockquote { + -moz-hyphens: auto; + -ms-hyphens: auto; + -webkit-hyphens: auto; + hyphens: auto; +} + +a.headerlink { + visibility: hidden; +} + +a:visited { + color: #551A8B; +} + +h1:hover > a.headerlink, +h2:hover > a.headerlink, +h3:hover > a.headerlink, +h4:hover > a.headerlink, +h5:hover > a.headerlink, +h6:hover > a.headerlink, +dt:hover > a.headerlink, +caption:hover > a.headerlink, +p.caption:hover > a.headerlink, +div.code-block-caption:hover > a.headerlink { + visibility: visible; +} + +div.body p.caption { + text-align: inherit; +} + +div.body td { + text-align: left; +} + +.first { + margin-top: 0 !important; +} + +p.rubric { + margin-top: 30px; + font-weight: bold; +} + +img.align-left, figure.align-left, .figure.align-left, object.align-left { + clear: left; + float: left; + margin-right: 1em; +} + +img.align-right, figure.align-right, .figure.align-right, object.align-right { + clear: right; + float: right; + margin-left: 1em; +} + +img.align-center, figure.align-center, .figure.align-center, object.align-center { + display: block; + margin-left: auto; + margin-right: auto; +} + +img.align-default, figure.align-default, .figure.align-default { + display: block; + margin-left: auto; + margin-right: auto; +} + +.align-left { + text-align: left; +} + +.align-center { + text-align: center; +} + +.align-default { + text-align: center; +} + +.align-right { + text-align: right; +} + +/* -- sidebars -------------------------------------------------------------- */ + +div.sidebar, +aside.sidebar { + margin: 0 0 0.5em 1em; + border: 1px solid #ddb; + padding: 7px; + background-color: #ffe; + width: 40%; + float: right; + clear: right; + overflow-x: auto; +} + +p.sidebar-title { + font-weight: bold; +} + +nav.contents, +aside.topic, +div.admonition, div.topic, blockquote { + clear: left; +} + +/* -- topics ---------------------------------------------------------------- */ + +nav.contents, +aside.topic, +div.topic { + border: 1px solid #ccc; + padding: 7px; + margin: 10px 0 10px 0; +} + +p.topic-title { + font-size: 1.1em; + font-weight: bold; + margin-top: 10px; +} + +/* -- admonitions ----------------------------------------------------------- */ + +div.admonition { + margin-top: 10px; + margin-bottom: 10px; + padding: 7px; +} + +div.admonition dt { + font-weight: bold; +} + +p.admonition-title { + margin: 0px 10px 5px 0px; + font-weight: bold; +} + +div.body p.centered { + text-align: center; + margin-top: 25px; +} + +/* -- content of sidebars/topics/admonitions -------------------------------- */ + +div.sidebar > :last-child, +aside.sidebar > :last-child, +nav.contents > :last-child, +aside.topic > :last-child, +div.topic > :last-child, +div.admonition > :last-child { + margin-bottom: 0; +} + +div.sidebar::after, +aside.sidebar::after, +nav.contents::after, +aside.topic::after, +div.topic::after, +div.admonition::after, +blockquote::after { + display: block; + content: ''; + clear: both; +} + +/* -- tables ---------------------------------------------------------------- */ + +table.docutils { + margin-top: 10px; + margin-bottom: 10px; + border: 0; + border-collapse: collapse; +} + +table.align-center { + margin-left: auto; + margin-right: auto; +} + +table.align-default { + margin-left: auto; + margin-right: auto; +} + +table caption span.caption-number { + font-style: italic; +} + +table caption span.caption-text { +} + +table.docutils td, table.docutils th { + padding: 1px 8px 1px 5px; + border-top: 0; + border-left: 0; + border-right: 0; + border-bottom: 1px solid #aaa; +} + +th { + text-align: left; + padding-right: 5px; +} + +table.citation { + border-left: solid 1px gray; + margin-left: 1px; +} + +table.citation td { + border-bottom: none; +} + +th > :first-child, +td > :first-child { + margin-top: 0px; +} + +th > :last-child, +td > :last-child { + margin-bottom: 0px; +} + +/* -- figures --------------------------------------------------------------- */ + +div.figure, figure { + margin: 0.5em; + padding: 0.5em; +} + +div.figure p.caption, figcaption { + padding: 0.3em; +} + +div.figure p.caption span.caption-number, +figcaption span.caption-number { + font-style: italic; +} + +div.figure p.caption span.caption-text, +figcaption span.caption-text { +} + +/* -- field list styles ----------------------------------------------------- */ + +table.field-list td, table.field-list th { + border: 0 !important; +} + +.field-list ul { + margin: 0; + padding-left: 1em; +} + +.field-list p { + margin: 0; +} + +.field-name { + -moz-hyphens: manual; + -ms-hyphens: manual; + -webkit-hyphens: manual; + hyphens: manual; +} + +/* -- hlist styles ---------------------------------------------------------- */ + +table.hlist { + margin: 1em 0; +} + +table.hlist td { + vertical-align: top; +} + +/* -- object description styles --------------------------------------------- */ + +.sig { + font-family: 'Consolas', 'Menlo', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; +} + +.sig-name, code.descname { + background-color: transparent; + font-weight: bold; +} + +.sig-name { + font-size: 1.1em; +} + +code.descname { + font-size: 1.2em; +} + +.sig-prename, code.descclassname { + background-color: transparent; +} + +.optional { + font-size: 1.3em; +} + +.sig-paren { + font-size: larger; +} + +.sig-param.n { + font-style: italic; +} + +/* C++ specific styling */ + +.sig-inline.c-texpr, +.sig-inline.cpp-texpr { + font-family: unset; +} + +.sig.c .k, .sig.c .kt, +.sig.cpp .k, .sig.cpp .kt { + color: #0033B3; +} + +.sig.c .m, +.sig.cpp .m { + color: #1750EB; +} + +.sig.c .s, .sig.c .sc, +.sig.cpp .s, .sig.cpp .sc { + color: #067D17; +} + + +/* -- other body styles ----------------------------------------------------- */ + +ol.arabic { + list-style: decimal; +} + +ol.loweralpha { + list-style: lower-alpha; +} + +ol.upperalpha { + list-style: upper-alpha; +} + +ol.lowerroman { + list-style: lower-roman; +} + +ol.upperroman { + list-style: upper-roman; +} + +:not(li) > ol > li:first-child > :first-child, +:not(li) > ul > li:first-child > :first-child { + margin-top: 0px; +} + +:not(li) > ol > li:last-child > :last-child, +:not(li) > ul > li:last-child > :last-child { + margin-bottom: 0px; +} + +ol.simple ol p, +ol.simple ul p, +ul.simple ol p, +ul.simple ul p { + margin-top: 0; +} + +ol.simple > li:not(:first-child) > p, +ul.simple > li:not(:first-child) > p { + margin-top: 0; +} + +ol.simple p, +ul.simple p { + margin-bottom: 0; +} + +aside.footnote > span, +div.citation > span { + float: left; +} +aside.footnote > span:last-of-type, +div.citation > span:last-of-type { + padding-right: 0.5em; +} +aside.footnote > p { + margin-left: 2em; +} +div.citation > p { + margin-left: 4em; +} +aside.footnote > p:last-of-type, +div.citation > p:last-of-type { + margin-bottom: 0em; +} +aside.footnote > p:last-of-type:after, +div.citation > p:last-of-type:after { + content: ""; + clear: both; +} + +dl.field-list { + display: grid; + grid-template-columns: fit-content(30%) auto; +} + +dl.field-list > dt { + font-weight: bold; + word-break: break-word; + padding-left: 0.5em; + padding-right: 5px; +} + +dl.field-list > dd { + padding-left: 0.5em; + margin-top: 0em; + margin-left: 0em; + margin-bottom: 0em; +} + +dl { + margin-bottom: 15px; +} + +dd > :first-child { + margin-top: 0px; +} + +dd ul, dd table { + margin-bottom: 10px; +} + +dd { + margin-top: 3px; + margin-bottom: 10px; + margin-left: 30px; +} + +.sig dd { + margin-top: 0px; + margin-bottom: 0px; +} + +.sig dl { + margin-top: 0px; + margin-bottom: 0px; +} + +dl > dd:last-child, +dl > dd:last-child > :last-child { + margin-bottom: 0; +} + +dt:target, span.highlighted { + background-color: #fbe54e; +} + +rect.highlighted { + fill: #fbe54e; +} + +dl.glossary dt { + font-weight: bold; + font-size: 1.1em; +} + +.versionmodified { + font-style: italic; +} + +.system-message { + background-color: #fda; + padding: 5px; + border: 3px solid red; +} + +.footnote:target { + background-color: #ffa; +} + +.line-block { + display: block; + margin-top: 1em; + margin-bottom: 1em; +} + +.line-block .line-block { + margin-top: 0; + margin-bottom: 0; + margin-left: 1.5em; +} + +.guilabel, .menuselection { + font-family: sans-serif; +} + +.accelerator { + text-decoration: underline; +} + +.classifier { + font-style: oblique; +} + +.classifier:before { + font-style: normal; + margin: 0 0.5em; + content: ":"; + display: inline-block; +} + +abbr, acronym { + border-bottom: dotted 1px; + cursor: help; +} + +.translated { + background-color: rgba(207, 255, 207, 0.2) +} + +.untranslated { + background-color: rgba(255, 207, 207, 0.2) +} + +/* -- code displays --------------------------------------------------------- */ + +pre { + overflow: auto; + overflow-y: hidden; /* fixes display issues on Chrome browsers */ +} + +pre, div[class*="highlight-"] { + clear: both; +} + +span.pre { + -moz-hyphens: none; + -ms-hyphens: none; + -webkit-hyphens: none; + hyphens: none; + white-space: nowrap; +} + +div[class*="highlight-"] { + margin: 1em 0; +} + +td.linenos pre { + border: 0; + background-color: transparent; + color: #aaa; +} + +table.highlighttable { + display: block; +} + +table.highlighttable tbody { + display: block; +} + +table.highlighttable tr { + display: flex; +} + +table.highlighttable td { + margin: 0; + padding: 0; +} + +table.highlighttable td.linenos { + padding-right: 0.5em; +} + +table.highlighttable td.code { + flex: 1; + overflow: hidden; +} + +.highlight .hll { + display: block; +} + +div.highlight pre, +table.highlighttable pre { + margin: 0; +} + +div.code-block-caption + div { + margin-top: 0; +} + +div.code-block-caption { + margin-top: 1em; + padding: 2px 5px; + font-size: small; +} + +div.code-block-caption code { + background-color: transparent; +} + +table.highlighttable td.linenos, +span.linenos, +div.highlight span.gp { /* gp: Generic.Prompt */ + user-select: none; + -webkit-user-select: text; /* Safari fallback only */ + -webkit-user-select: none; /* Chrome/Safari */ + -moz-user-select: none; /* Firefox */ + -ms-user-select: none; /* IE10+ */ +} + +div.code-block-caption span.caption-number { + padding: 0.1em 0.3em; + font-style: italic; +} + +div.code-block-caption span.caption-text { +} + +div.literal-block-wrapper { + margin: 1em 0; +} + +code.xref, a code { + background-color: transparent; + font-weight: bold; +} + +h1 code, h2 code, h3 code, h4 code, h5 code, h6 code { + background-color: transparent; +} + +.viewcode-link { + float: right; +} + +.viewcode-back { + float: right; + font-family: sans-serif; +} + +div.viewcode-block:target { + margin: -1px -10px; + padding: 0 10px; +} + +/* -- math display ---------------------------------------------------------- */ + +img.math { + vertical-align: middle; +} + +div.body div.math p { + text-align: center; +} + +span.eqno { + float: right; +} + +span.eqno a.headerlink { + position: absolute; + z-index: 1; +} + +div.math:hover a.headerlink { + visibility: visible; +} + +/* -- printout stylesheet --------------------------------------------------- */ + +@media print { + div.document, + div.documentwrapper, + div.bodywrapper { + margin: 0 !important; + width: 100%; + } + + div.sphinxsidebar, + div.related, + div.footer, + #top-link { + display: none; + } +} \ No newline at end of file diff --git a/_static/doctools.js b/_static/doctools.js new file mode 100644 index 0000000..0398ebb --- /dev/null +++ b/_static/doctools.js @@ -0,0 +1,149 @@ +/* + * Base JavaScript utilities for all Sphinx HTML documentation. + */ +"use strict"; + +const BLACKLISTED_KEY_CONTROL_ELEMENTS = new Set([ + "TEXTAREA", + "INPUT", + "SELECT", + "BUTTON", +]); + +const _ready = (callback) => { + if (document.readyState !== "loading") { + callback(); + } else { + document.addEventListener("DOMContentLoaded", callback); + } +}; + +/** + * Small JavaScript module for the documentation. + */ +const Documentation = { + init: () => { + Documentation.initDomainIndexTable(); + Documentation.initOnKeyListeners(); + }, + + /** + * i18n support + */ + TRANSLATIONS: {}, + PLURAL_EXPR: (n) => (n === 1 ? 0 : 1), + LOCALE: "unknown", + + // gettext and ngettext don't access this so that the functions + // can safely bound to a different name (_ = Documentation.gettext) + gettext: (string) => { + const translated = Documentation.TRANSLATIONS[string]; + switch (typeof translated) { + case "undefined": + return string; // no translation + case "string": + return translated; // translation exists + default: + return translated[0]; // (singular, plural) translation tuple exists + } + }, + + ngettext: (singular, plural, n) => { + const translated = Documentation.TRANSLATIONS[singular]; + if (typeof translated !== "undefined") + return translated[Documentation.PLURAL_EXPR(n)]; + return n === 1 ? singular : plural; + }, + + addTranslations: (catalog) => { + Object.assign(Documentation.TRANSLATIONS, catalog.messages); + Documentation.PLURAL_EXPR = new Function( + "n", + `return (${catalog.plural_expr})` + ); + Documentation.LOCALE = catalog.locale; + }, + + /** + * helper function to focus on search bar + */ + focusSearchBar: () => { + document.querySelectorAll("input[name=q]")[0]?.focus(); + }, + + /** + * Initialise the domain index toggle buttons + */ + initDomainIndexTable: () => { + const toggler = (el) => { + const idNumber = el.id.substr(7); + const toggledRows = document.querySelectorAll(`tr.cg-${idNumber}`); + if (el.src.substr(-9) === "minus.png") { + el.src = `${el.src.substr(0, el.src.length - 9)}plus.png`; + toggledRows.forEach((el) => (el.style.display = "none")); + } else { + el.src = `${el.src.substr(0, el.src.length - 8)}minus.png`; + toggledRows.forEach((el) => (el.style.display = "")); + } + }; + + const togglerElements = document.querySelectorAll("img.toggler"); + togglerElements.forEach((el) => + el.addEventListener("click", (event) => toggler(event.currentTarget)) + ); + togglerElements.forEach((el) => (el.style.display = "")); + if (DOCUMENTATION_OPTIONS.COLLAPSE_INDEX) togglerElements.forEach(toggler); + }, + + initOnKeyListeners: () => { + // only install a listener if it is really needed + if ( + !DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS && + !DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS + ) + return; + + document.addEventListener("keydown", (event) => { + // bail for input elements + if (BLACKLISTED_KEY_CONTROL_ELEMENTS.has(document.activeElement.tagName)) return; + // bail with special keys + if (event.altKey || event.ctrlKey || event.metaKey) return; + + if (!event.shiftKey) { + switch (event.key) { + case "ArrowLeft": + if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; + + const prevLink = document.querySelector('link[rel="prev"]'); + if (prevLink && prevLink.href) { + window.location.href = prevLink.href; + event.preventDefault(); + } + break; + case "ArrowRight": + if (!DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) break; + + const nextLink = document.querySelector('link[rel="next"]'); + if (nextLink && nextLink.href) { + window.location.href = nextLink.href; + event.preventDefault(); + } + break; + } + } + + // some keyboard layouts may need Shift to get / + switch (event.key) { + case "/": + if (!DOCUMENTATION_OPTIONS.ENABLE_SEARCH_SHORTCUTS) break; + Documentation.focusSearchBar(); + event.preventDefault(); + } + }); + }, +}; + +// quick alias for translations +const _ = Documentation.gettext; + +_ready(Documentation.init); diff --git a/_static/documentation_options.js b/_static/documentation_options.js new file mode 100644 index 0000000..7254ddd --- /dev/null +++ b/_static/documentation_options.js @@ -0,0 +1,13 @@ +const DOCUMENTATION_OPTIONS = { + VERSION: '0.3.0', + LANGUAGE: 'en', + COLLAPSE_INDEX: false, + BUILDER: 'html', + FILE_SUFFIX: '.html', + LINK_SUFFIX: '.html', + HAS_SOURCE: true, + SOURCELINK_SUFFIX: '.txt', + NAVIGATION_WITH_KEYS: false, + SHOW_SEARCH_SUMMARY: true, + ENABLE_SEARCH_SHORTCUTS: true, +}; \ No newline at end of file diff --git a/_static/file.png b/_static/file.png new file mode 100644 index 0000000..a858a41 Binary files /dev/null and b/_static/file.png differ diff --git a/_static/language_data.js b/_static/language_data.js new file mode 100644 index 0000000..c7fe6c6 --- /dev/null +++ b/_static/language_data.js @@ -0,0 +1,192 @@ +/* + * This script contains the language-specific data used by searchtools.js, + * namely the list of stopwords, stemmer, scorer and splitter. + */ + +var stopwords = ["a", "and", "are", "as", "at", "be", "but", "by", "for", "if", "in", "into", "is", "it", "near", "no", "not", "of", "on", "or", "such", "that", "the", "their", "then", "there", "these", "they", "this", "to", "was", "will", "with"]; + + +/* Non-minified version is copied as a separate JS file, if available */ + +/** + * Porter Stemmer + */ +var Stemmer = function() { + + var step2list = { + ational: 'ate', + tional: 'tion', + enci: 'ence', + anci: 'ance', + izer: 'ize', + bli: 'ble', + alli: 'al', + entli: 'ent', + eli: 'e', + ousli: 'ous', + ization: 'ize', + ation: 'ate', + ator: 'ate', + alism: 'al', + iveness: 'ive', + fulness: 'ful', + ousness: 'ous', + aliti: 'al', + iviti: 'ive', + biliti: 'ble', + logi: 'log' + }; + + var step3list = { + icate: 'ic', + ative: '', + alize: 'al', + iciti: 'ic', + ical: 'ic', + ful: '', + ness: '' + }; + + var c = "[^aeiou]"; // consonant + var v = "[aeiouy]"; // vowel + var C = c + "[^aeiouy]*"; // consonant sequence + var V = v + "[aeiou]*"; // vowel sequence + + var mgr0 = "^(" + C + ")?" + V + C; // [C]VC... is m>0 + var meq1 = "^(" + C + ")?" + V + C + "(" + V + ")?$"; // [C]VC[V] is m=1 + var mgr1 = "^(" + C + ")?" + V + C + V + C; // [C]VCVC... is m>1 + var s_v = "^(" + C + ")?" + v; // vowel in stem + + this.stemWord = function (w) { + var stem; + var suffix; + var firstch; + var origword = w; + + if (w.length < 3) + return w; + + var re; + var re2; + var re3; + var re4; + + firstch = w.substr(0,1); + if (firstch == "y") + w = firstch.toUpperCase() + w.substr(1); + + // Step 1a + re = /^(.+?)(ss|i)es$/; + re2 = /^(.+?)([^s])s$/; + + if (re.test(w)) + w = w.replace(re,"$1$2"); + else if (re2.test(w)) + w = w.replace(re2,"$1$2"); + + // Step 1b + re = /^(.+?)eed$/; + re2 = /^(.+?)(ed|ing)$/; + if (re.test(w)) { + var fp = re.exec(w); + re = new RegExp(mgr0); + if (re.test(fp[1])) { + re = /.$/; + w = w.replace(re,""); + } + } + else if (re2.test(w)) { + var fp = re2.exec(w); + stem = fp[1]; + re2 = new RegExp(s_v); + if (re2.test(stem)) { + w = stem; + re2 = /(at|bl|iz)$/; + re3 = new RegExp("([^aeiouylsz])\\1$"); + re4 = new RegExp("^" + C + v + "[^aeiouwxy]$"); + if (re2.test(w)) + w = w + "e"; + else if (re3.test(w)) { + re = /.$/; + w = w.replace(re,""); + } + else if (re4.test(w)) + w = w + "e"; + } + } + + // Step 1c + re = /^(.+?)y$/; + if (re.test(w)) { + var fp = re.exec(w); + stem = fp[1]; + re = new RegExp(s_v); + if (re.test(stem)) + w = stem + "i"; + } + + // Step 2 + re = /^(.+?)(ational|tional|enci|anci|izer|bli|alli|entli|eli|ousli|ization|ation|ator|alism|iveness|fulness|ousness|aliti|iviti|biliti|logi)$/; + if (re.test(w)) { + var fp = re.exec(w); + stem = fp[1]; + suffix = fp[2]; + re = new RegExp(mgr0); + if (re.test(stem)) + w = stem + step2list[suffix]; + } + + // Step 3 + re = /^(.+?)(icate|ative|alize|iciti|ical|ful|ness)$/; + if (re.test(w)) { + var fp = re.exec(w); + stem = fp[1]; + suffix = fp[2]; + re = new RegExp(mgr0); + if (re.test(stem)) + w = stem + step3list[suffix]; + } + + // Step 4 + re = /^(.+?)(al|ance|ence|er|ic|able|ible|ant|ement|ment|ent|ou|ism|ate|iti|ous|ive|ize)$/; + re2 = /^(.+?)(s|t)(ion)$/; + if (re.test(w)) { + var fp = re.exec(w); + stem = fp[1]; + re = new RegExp(mgr1); + if (re.test(stem)) + w = stem; + } + else if (re2.test(w)) { + var fp = re2.exec(w); + stem = fp[1] + fp[2]; + re2 = new RegExp(mgr1); + if (re2.test(stem)) + w = stem; + } + + // Step 5 + re = /^(.+?)e$/; + if (re.test(w)) { + var fp = re.exec(w); + stem = fp[1]; + re = new RegExp(mgr1); + re2 = new RegExp(meq1); + re3 = new RegExp("^" + C + v + "[^aeiouwxy]$"); + if (re.test(stem) || (re2.test(stem) && !(re3.test(stem)))) + w = stem; + } + re = /ll$/; + re2 = new RegExp(mgr1); + if (re.test(w) && re2.test(w)) { + re = /.$/; + w = w.replace(re,""); 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font-weight: bold } /* Literal.Number.Integer.Long */ \ No newline at end of file diff --git a/_static/searchtools.js b/_static/searchtools.js new file mode 100644 index 0000000..2c774d1 --- /dev/null +++ b/_static/searchtools.js @@ -0,0 +1,632 @@ +/* + * Sphinx JavaScript utilities for the full-text search. + */ +"use strict"; + +/** + * Simple result scoring code. + */ +if (typeof Scorer === "undefined") { + var Scorer = { + // Implement the following function to further tweak the score for each result + // The function takes a result array [docname, title, anchor, descr, score, filename] + // and returns the new score. + /* + score: result => { + const [docname, title, anchor, descr, score, filename, kind] = result + return score + }, + */ + + // query matches the full name of an object + objNameMatch: 11, + // or matches in the last dotted part of the object name + objPartialMatch: 6, + // Additive scores depending on the priority of the object + objPrio: { + 0: 15, // used to be importantResults + 1: 5, // used to be objectResults + 2: -5, // used to be unimportantResults + }, + // Used when the priority is not in the mapping. + objPrioDefault: 0, + + // query found in title + title: 15, + partialTitle: 7, + // query found in terms + term: 5, + partialTerm: 2, + }; +} + +// Global search result kind enum, used by themes to style search results. +class SearchResultKind { + static get index() { return "index"; } + static get object() { return "object"; } + static get text() { return "text"; } + static get title() { return "title"; } +} + +const _removeChildren = (element) => { + while (element && element.lastChild) element.removeChild(element.lastChild); +}; + +/** + * See https://developer.mozilla.org/en-US/docs/Web/JavaScript/Guide/Regular_Expressions#escaping + */ +const _escapeRegExp = (string) => + string.replace(/[.*+\-?^${}()|[\]\\]/g, "\\$&"); // $& means the whole matched string + +const _displayItem = (item, searchTerms, highlightTerms) => { + const docBuilder = DOCUMENTATION_OPTIONS.BUILDER; + const docFileSuffix = DOCUMENTATION_OPTIONS.FILE_SUFFIX; + const docLinkSuffix = DOCUMENTATION_OPTIONS.LINK_SUFFIX; + const showSearchSummary = DOCUMENTATION_OPTIONS.SHOW_SEARCH_SUMMARY; + const contentRoot = document.documentElement.dataset.content_root; + + const [docName, title, anchor, descr, score, _filename, kind] = item; + + let listItem = document.createElement("li"); + // Add a class representing the item's type: + // can be used by a theme's CSS selector for styling + // See SearchResultKind for the class names. + listItem.classList.add(`kind-${kind}`); + let requestUrl; + let linkUrl; + if (docBuilder === "dirhtml") { + // dirhtml builder + let dirname = docName + "/"; + if (dirname.match(/\/index\/$/)) + dirname = dirname.substring(0, dirname.length - 6); + else if (dirname === "index/") dirname = ""; + requestUrl = contentRoot + dirname; + linkUrl = requestUrl; + } else { + // normal html builders + requestUrl = contentRoot + docName + docFileSuffix; + linkUrl = docName + docLinkSuffix; + } + let linkEl = listItem.appendChild(document.createElement("a")); + linkEl.href = linkUrl + anchor; + linkEl.dataset.score = score; + linkEl.innerHTML = title; + if (descr) { + listItem.appendChild(document.createElement("span")).innerHTML = + " (" + descr + ")"; + // highlight search terms in the description + if (SPHINX_HIGHLIGHT_ENABLED) // set in sphinx_highlight.js + highlightTerms.forEach((term) => _highlightText(listItem, term, "highlighted")); + } + else if (showSearchSummary) + fetch(requestUrl) + .then((responseData) => responseData.text()) + .then((data) => { + if (data) + listItem.appendChild( + Search.makeSearchSummary(data, searchTerms, anchor) + ); + // highlight search terms in the summary + if (SPHINX_HIGHLIGHT_ENABLED) // set in sphinx_highlight.js + highlightTerms.forEach((term) => _highlightText(listItem, term, "highlighted")); + }); + Search.output.appendChild(listItem); +}; +const _finishSearch = (resultCount) => { + Search.stopPulse(); + Search.title.innerText = _("Search Results"); + if (!resultCount) + Search.status.innerText = Documentation.gettext( + "Your search did not match any documents. Please make sure that all words are spelled correctly and that you've selected enough categories." + ); + else + Search.status.innerText = Documentation.ngettext( + "Search finished, found one page matching the search query.", + "Search finished, found ${resultCount} pages matching the search query.", + resultCount, + ).replace('${resultCount}', resultCount); +}; +const _displayNextItem = ( + results, + resultCount, + searchTerms, + highlightTerms, +) => { + // results left, load the summary and display it + // this is intended to be dynamic (don't sub resultsCount) + if (results.length) { + _displayItem(results.pop(), searchTerms, highlightTerms); + setTimeout( + () => _displayNextItem(results, resultCount, searchTerms, highlightTerms), + 5 + ); + } + // search finished, update title and status message + else _finishSearch(resultCount); +}; +// Helper function used by query() to order search results. +// Each input is an array of [docname, title, anchor, descr, score, filename, kind]. +// Order the results by score (in opposite order of appearance, since the +// `_displayNextItem` function uses pop() to retrieve items) and then alphabetically. +const _orderResultsByScoreThenName = (a, b) => { + const leftScore = a[4]; + const rightScore = b[4]; + if (leftScore === rightScore) { + // same score: sort alphabetically + const leftTitle = a[1].toLowerCase(); + const rightTitle = b[1].toLowerCase(); + if (leftTitle === rightTitle) return 0; + return leftTitle > rightTitle ? -1 : 1; // inverted is intentional + } + return leftScore > rightScore ? 1 : -1; +}; + +/** + * Default splitQuery function. Can be overridden in ``sphinx.search`` with a + * custom function per language. + * + * The regular expression works by splitting the string on consecutive characters + * that are not Unicode letters, numbers, underscores, or emoji characters. + * This is the same as ``\W+`` in Python, preserving the surrogate pair area. + */ +if (typeof splitQuery === "undefined") { + var splitQuery = (query) => query + .split(/[^\p{Letter}\p{Number}_\p{Emoji_Presentation}]+/gu) + .filter(term => term) // remove remaining empty strings +} + +/** + * Search Module + */ +const Search = { + _index: null, + _queued_query: null, + _pulse_status: -1, + + htmlToText: (htmlString, anchor) => { + const htmlElement = new DOMParser().parseFromString(htmlString, 'text/html'); + for (const removalQuery of [".headerlink", "script", "style"]) { + htmlElement.querySelectorAll(removalQuery).forEach((el) => { el.remove() }); + } + if (anchor) { + const anchorContent = htmlElement.querySelector(`[role="main"] ${anchor}`); + if (anchorContent) return anchorContent.textContent; + + console.warn( + `Anchored content block not found. Sphinx search tries to obtain it via DOM query '[role=main] ${anchor}'. Check your theme or template.` + ); + } + + // if anchor not specified or not found, fall back to main content + const docContent = htmlElement.querySelector('[role="main"]'); + if (docContent) return docContent.textContent; + + console.warn( + "Content block not found. Sphinx search tries to obtain it via DOM query '[role=main]'. Check your theme or template." + ); + return ""; + }, + + init: () => { + const query = new URLSearchParams(window.location.search).get("q"); + document + .querySelectorAll('input[name="q"]') + .forEach((el) => (el.value = query)); + if (query) Search.performSearch(query); + }, + + loadIndex: (url) => + (document.body.appendChild(document.createElement("script")).src = url), + + setIndex: (index) => { + Search._index = index; + if (Search._queued_query !== null) { + const query = Search._queued_query; + Search._queued_query = null; + Search.query(query); + } + }, + + hasIndex: () => Search._index !== null, + + deferQuery: (query) => (Search._queued_query = query), + + stopPulse: () => (Search._pulse_status = -1), + + startPulse: () => { + if (Search._pulse_status >= 0) return; + + const pulse = () => { + Search._pulse_status = (Search._pulse_status + 1) % 4; + Search.dots.innerText = ".".repeat(Search._pulse_status); + if (Search._pulse_status >= 0) window.setTimeout(pulse, 500); + }; + pulse(); + }, + + /** + * perform a search for something (or wait until index is loaded) + */ + performSearch: (query) => { + // create the required interface elements + const searchText = document.createElement("h2"); + searchText.textContent = _("Searching"); + const searchSummary = document.createElement("p"); + searchSummary.classList.add("search-summary"); + searchSummary.innerText = ""; + const searchList = document.createElement("ul"); + searchList.setAttribute("role", "list"); + searchList.classList.add("search"); + + const out = document.getElementById("search-results"); + Search.title = out.appendChild(searchText); + Search.dots = Search.title.appendChild(document.createElement("span")); + Search.status = out.appendChild(searchSummary); + Search.output = out.appendChild(searchList); + + const searchProgress = document.getElementById("search-progress"); + // Some themes don't use the search progress node + if (searchProgress) { + searchProgress.innerText = _("Preparing search..."); + } + Search.startPulse(); + + // index already loaded, the browser was quick! + if (Search.hasIndex()) Search.query(query); + else Search.deferQuery(query); + }, + + _parseQuery: (query) => { + // stem the search terms and add them to the correct list + const stemmer = new Stemmer(); + const searchTerms = new Set(); + const excludedTerms = new Set(); + const highlightTerms = new Set(); + const objectTerms = new Set(splitQuery(query.toLowerCase().trim())); + splitQuery(query.trim()).forEach((queryTerm) => { + const queryTermLower = queryTerm.toLowerCase(); + + // maybe skip this "word" + // stopwords array is from language_data.js + if ( + stopwords.indexOf(queryTermLower) !== -1 || + queryTerm.match(/^\d+$/) + ) + return; + + // stem the word + let word = stemmer.stemWord(queryTermLower); + // select the correct list + if (word[0] === "-") excludedTerms.add(word.substr(1)); + else { + searchTerms.add(word); + highlightTerms.add(queryTermLower); + } + }); + + if (SPHINX_HIGHLIGHT_ENABLED) { // set in sphinx_highlight.js + localStorage.setItem("sphinx_highlight_terms", [...highlightTerms].join(" ")) + } + + // console.debug("SEARCH: searching for:"); + // console.info("required: ", [...searchTerms]); + // console.info("excluded: ", [...excludedTerms]); + + return [query, searchTerms, excludedTerms, highlightTerms, objectTerms]; + }, + + /** + * execute search (requires search index to be loaded) + */ + _performSearch: (query, searchTerms, excludedTerms, highlightTerms, objectTerms) => { + const filenames = Search._index.filenames; + const docNames = Search._index.docnames; + const titles = Search._index.titles; + const allTitles = Search._index.alltitles; + const indexEntries = Search._index.indexentries; + + // Collect multiple result groups to be sorted separately and then ordered. + // Each is an array of [docname, title, anchor, descr, score, filename, kind]. + const normalResults = []; + const nonMainIndexResults = []; + + _removeChildren(document.getElementById("search-progress")); + + const queryLower = query.toLowerCase().trim(); + for (const [title, foundTitles] of Object.entries(allTitles)) { + if (title.toLowerCase().trim().includes(queryLower) && (queryLower.length >= title.length/2)) { + for (const [file, id] of foundTitles) { + const score = Math.round(Scorer.title * queryLower.length / title.length); + const boost = titles[file] === title ? 1 : 0; // add a boost for document titles + normalResults.push([ + docNames[file], + titles[file] !== title ? `${titles[file]} > ${title}` : title, + id !== null ? "#" + id : "", + null, + score + boost, + filenames[file], + SearchResultKind.title, + ]); + } + } + } + + // search for explicit entries in index directives + for (const [entry, foundEntries] of Object.entries(indexEntries)) { + if (entry.includes(queryLower) && (queryLower.length >= entry.length/2)) { + for (const [file, id, isMain] of foundEntries) { + const score = Math.round(100 * queryLower.length / entry.length); + const result = [ + docNames[file], + titles[file], + id ? "#" + id : "", + null, + score, + filenames[file], + SearchResultKind.index, + ]; + if (isMain) { + normalResults.push(result); + } else { + nonMainIndexResults.push(result); + } + } + } + } + + // lookup as object + objectTerms.forEach((term) => + normalResults.push(...Search.performObjectSearch(term, objectTerms)) + ); + + // lookup as search terms in fulltext + normalResults.push(...Search.performTermsSearch(searchTerms, excludedTerms)); + + // let the scorer override scores with a custom scoring function + if (Scorer.score) { + normalResults.forEach((item) => (item[4] = Scorer.score(item))); + nonMainIndexResults.forEach((item) => (item[4] = Scorer.score(item))); + } + + // Sort each group of results by score and then alphabetically by name. + normalResults.sort(_orderResultsByScoreThenName); + nonMainIndexResults.sort(_orderResultsByScoreThenName); + + // Combine the result groups in (reverse) order. + // Non-main index entries are typically arbitrary cross-references, + // so display them after other results. + let results = [...nonMainIndexResults, ...normalResults]; + + // remove duplicate search results + // note the reversing of results, so that in the case of duplicates, the highest-scoring entry is kept + let seen = new Set(); + results = results.reverse().reduce((acc, result) => { + let resultStr = result.slice(0, 4).concat([result[5]]).map(v => String(v)).join(','); + if (!seen.has(resultStr)) { + acc.push(result); + seen.add(resultStr); + } + return acc; + }, []); + + return results.reverse(); + }, + + query: (query) => { + const [searchQuery, searchTerms, excludedTerms, highlightTerms, objectTerms] = Search._parseQuery(query); + const results = Search._performSearch(searchQuery, searchTerms, excludedTerms, highlightTerms, objectTerms); + + // for debugging + //Search.lastresults = results.slice(); // a copy + // console.info("search results:", Search.lastresults); + + // print the results + _displayNextItem(results, results.length, searchTerms, highlightTerms); + }, + + /** + * search for object names + */ + performObjectSearch: (object, objectTerms) => { + const filenames = Search._index.filenames; + const docNames = Search._index.docnames; + const objects = Search._index.objects; + const objNames = Search._index.objnames; + const titles = Search._index.titles; + + const results = []; + + const objectSearchCallback = (prefix, match) => { + const name = match[4] + const fullname = (prefix ? prefix + "." : "") + name; + const fullnameLower = fullname.toLowerCase(); + if (fullnameLower.indexOf(object) < 0) return; + + let score = 0; + const parts = fullnameLower.split("."); + + // check for different match types: exact matches of full name or + // "last name" (i.e. last dotted part) + if (fullnameLower === object || parts.slice(-1)[0] === object) + score += Scorer.objNameMatch; + else if (parts.slice(-1)[0].indexOf(object) > -1) + score += Scorer.objPartialMatch; // matches in last name + + const objName = objNames[match[1]][2]; + const title = titles[match[0]]; + + // If more than one term searched for, we require other words to be + // found in the name/title/description + const otherTerms = new Set(objectTerms); + otherTerms.delete(object); + if (otherTerms.size > 0) { + const haystack = `${prefix} ${name} ${objName} ${title}`.toLowerCase(); + if ( + [...otherTerms].some((otherTerm) => haystack.indexOf(otherTerm) < 0) + ) + return; + } + + let anchor = match[3]; + if (anchor === "") anchor = fullname; + else if (anchor === "-") anchor = objNames[match[1]][1] + "-" + fullname; + + const descr = objName + _(", in ") + title; + + // add custom score for some objects according to scorer + if (Scorer.objPrio.hasOwnProperty(match[2])) + score += Scorer.objPrio[match[2]]; + else score += Scorer.objPrioDefault; + + results.push([ + docNames[match[0]], + fullname, + "#" + anchor, + descr, + score, + filenames[match[0]], + SearchResultKind.object, + ]); + }; + Object.keys(objects).forEach((prefix) => + objects[prefix].forEach((array) => + objectSearchCallback(prefix, array) + ) + ); + return results; + }, + + /** + * search for full-text terms in the index + */ + performTermsSearch: (searchTerms, excludedTerms) => { + // prepare search + const terms = Search._index.terms; + const titleTerms = Search._index.titleterms; + const filenames = Search._index.filenames; + const docNames = Search._index.docnames; + const titles = Search._index.titles; + + const scoreMap = new Map(); + const fileMap = new Map(); + + // perform the search on the required terms + searchTerms.forEach((word) => { + const files = []; + const arr = [ + { files: terms[word], score: Scorer.term }, + { files: titleTerms[word], score: Scorer.title }, + ]; + // add support for partial matches + if (word.length > 2) { + const escapedWord = _escapeRegExp(word); + if (!terms.hasOwnProperty(word)) { + Object.keys(terms).forEach((term) => { + if (term.match(escapedWord)) + arr.push({ files: terms[term], score: Scorer.partialTerm }); + }); + } + if (!titleTerms.hasOwnProperty(word)) { + Object.keys(titleTerms).forEach((term) => { + if (term.match(escapedWord)) + arr.push({ files: titleTerms[term], score: Scorer.partialTitle }); + }); + } + } + + // no match but word was a required one + if (arr.every((record) => record.files === undefined)) return; + + // found search word in contents + arr.forEach((record) => { + if (record.files === undefined) return; + + let recordFiles = record.files; + if (recordFiles.length === undefined) recordFiles = [recordFiles]; + files.push(...recordFiles); + + // set score for the word in each file + recordFiles.forEach((file) => { + if (!scoreMap.has(file)) scoreMap.set(file, {}); + scoreMap.get(file)[word] = record.score; + }); + }); + + // create the mapping + files.forEach((file) => { + if (!fileMap.has(file)) fileMap.set(file, [word]); + else if (fileMap.get(file).indexOf(word) === -1) fileMap.get(file).push(word); + }); + }); + + // now check if the files don't contain excluded terms + const results = []; + for (const [file, wordList] of fileMap) { + // check if all requirements are matched + + // as search terms with length < 3 are discarded + const filteredTermCount = [...searchTerms].filter( + (term) => term.length > 2 + ).length; + if ( + wordList.length !== searchTerms.size && + wordList.length !== filteredTermCount + ) + continue; + + // ensure that none of the excluded terms is in the search result + if ( + [...excludedTerms].some( + (term) => + terms[term] === file || + titleTerms[term] === file || + (terms[term] || []).includes(file) || + (titleTerms[term] || []).includes(file) + ) + ) + break; + + // select one (max) score for the file. + const score = Math.max(...wordList.map((w) => scoreMap.get(file)[w])); + // add result to the result list + results.push([ + docNames[file], + titles[file], + "", + null, + score, + filenames[file], + SearchResultKind.text, + ]); + } + return results; + }, + + /** + * helper function to return a node containing the + * search summary for a given text. keywords is a list + * of stemmed words. + */ + makeSearchSummary: (htmlText, keywords, anchor) => { + const text = Search.htmlToText(htmlText, anchor); + if (text === "") return null; + + const textLower = text.toLowerCase(); + const actualStartPosition = [...keywords] + .map((k) => textLower.indexOf(k.toLowerCase())) + .filter((i) => i > -1) + .slice(-1)[0]; + const startWithContext = Math.max(actualStartPosition - 120, 0); + + const top = startWithContext === 0 ? "" : "..."; + const tail = startWithContext + 240 < text.length ? "..." : ""; + + let summary = document.createElement("p"); + summary.classList.add("context"); + summary.textContent = top + text.substr(startWithContext, 240).trim() + tail; + + return summary; + }, +}; + +_ready(Search.init); diff --git a/_static/sphinx-codeautolink.css b/_static/sphinx-codeautolink.css new file mode 100644 index 0000000..8b24ead --- /dev/null +++ b/_static/sphinx-codeautolink.css @@ -0,0 +1,16 @@ +.sphinx-codeautolink-a:link{ + color: inherit; + text-decoration: none; +} +.sphinx-codeautolink-a:active{ + color: inherit; + text-decoration: none; +} +.sphinx-codeautolink-a:visited{ + color: inherit; + text-decoration: none; +} +.sphinx-codeautolink-a:hover{ + color: rgb(0, 139, 139); + text-decoration: none; +} diff --git a/_static/sphinx_highlight.js b/_static/sphinx_highlight.js new file mode 100644 index 0000000..8a96c69 --- /dev/null +++ b/_static/sphinx_highlight.js @@ -0,0 +1,154 @@ +/* Highlighting utilities for Sphinx HTML documentation. */ +"use strict"; + +const SPHINX_HIGHLIGHT_ENABLED = true + +/** + * highlight a given string on a node by wrapping it in + * span elements with the given class name. + */ +const _highlight = (node, addItems, text, className) => { + if (node.nodeType === Node.TEXT_NODE) { + const val = node.nodeValue; + const parent = node.parentNode; + const pos = val.toLowerCase().indexOf(text); + if ( + pos >= 0 && + !parent.classList.contains(className) && + !parent.classList.contains("nohighlight") + ) { + let span; + + const closestNode = parent.closest("body, svg, foreignObject"); + const isInSVG = closestNode && closestNode.matches("svg"); + if (isInSVG) { + span = document.createElementNS("http://www.w3.org/2000/svg", "tspan"); + } else { + span = document.createElement("span"); + span.classList.add(className); + } + + span.appendChild(document.createTextNode(val.substr(pos, text.length))); + const rest = document.createTextNode(val.substr(pos + text.length)); + parent.insertBefore( + span, + parent.insertBefore( + rest, + node.nextSibling + ) + ); + node.nodeValue = val.substr(0, pos); + /* There may be more occurrences of search term in this node. 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+
+
+
+ +
+

API

+
+

Main Function

+
+
+class idf_analysis.idf_class.IntensityDurationFrequencyAnalyse(series_kind='partial', worksheet='KOSTRA', extended_durations=False)[source]
+

heavy rain as a function of the duration and the return period acc. to DWA-A 531 (2012)

+

This program reads the measurement data of the rainfall +and calculates the distribution of the rainfall as a function of the return period and the duration

+

for duration steps up to 12 hours (and more) and return period in a range of ‘0.5a <= T_n <= 100a’

+
+
+_series
+

rain time-series

+
+
Type:
+

pandas.Series

+
+
+
+ +
+
+_freq
+

frequency of the rain series

+
+
Type:
+

pandas.DateOffset

+
+
+
+ +
+
+_return_periods_frame
+

with return periods of all given durations

+
+
Type:
+

pandas.DataFrame

+
+
+
+ +
+
+_rain_events
+
+
Type:
+

pandas.DataFrame

+
+
+
+ +
+
+_rainfall_sum_frame
+

with rain sums of all given durations

+
+
Type:
+

pandas.DataFrame

+
+
+
+ +
+
+add_max_intensities_to_events(events, column_format='max_sum_{:0.0f}')[source]
+

Add the maximum intensities for all duration steps to the events table.

+
+
Parameters:
+
    +
  • events (pandas.DataFrame) – events table

  • +
  • column_format (str) – format of the column names.

  • +
+
+
Returns:
+

events table including the columns with the maximum intensities

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+add_max_return_periods_per_duration_to_events(events, column_format='max_return_period_{:0.0f}')[source]
+

Add the maximum return periods for all duration steps to the events table.

+
+
Parameters:
+
    +
  • events (pandas.DataFrame) – events table

  • +
  • column_format (str) – format of the column names.

  • +
+
+
Returns:
+

events table including the columns with the maximum return periods

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+auto_save_parameters(filename: str)[source]
+

Auto-save the parameters as a yaml-file to save computation time.

+
+ +
+
+auto_save_rain_events(filename: Path, sep=';', decimal='.')[source]
+

auto-save the rain-events dataframe as a csv-file to save computation time.

+
+ +
+
+auto_save_return_periods_frame(filename: Path)[source]
+

auto-save the return-periods dataframe as a parquet-file to save computation time.

+
+ +
+
+curve_figure(min_duration=None, max_duration=None, logx=False, return_periods=None, color=True, ax=None, add_interim=False, duration_steps_ticks=False, add_range_limits=False, **kwargs)[source]
+

Create a plot with the idf-curves with duration on the x-axis and rainfall depth on the y-axis.

+
+
Parameters:
+
    +
  • min_duration (float) – Shortest duration on the plot.

  • +
  • max_duration (float) – Longest duration on the plot.

  • +
  • logx (bool) – Use a logarithmic scale on the x-axis.

  • +
  • return_periods (list[int] | Optional) – List of return periods to plot. Default = [1, 2, 5, 10, 50, 100]

  • +
  • color (bool) – Use color and a legend to differentiate between the return periods (default). +Otherwise, annotation text and black lines.

  • +
  • ax (plt.Axes) – Axes to plot on. Default = create new one.

  • +
  • add_interim (bool) – Add interim results from the series analysis as scatter points.

  • +
  • duration_steps_ticks (bool) – set the duration steps as ticks on the x-axis.

  • +
  • add_range_limits (bool) – make vertical lines at each change of the duration range for the parameter formula.

  • +
+
+
Returns:
+

figure and axes of the plot.

+
+
Return type:
+

(plt.Figure, plt.Axes)

+
+
+
+ +
+
+depth_of_rainfall(duration, return_period)[source]
+

calculate the height of the rainfall h in L/m² = mm

+
+
Parameters:
+
+
+
Returns:
+

height of the rainfall h in L/m² = mm

+
+
Return type:
+

int | float | list | numpy.ndarray | pandas.Series

+
+
+
+ +
+
+property duration_steps
+

get duration steps (in minutes) for the parameter calculation and basic evaluations

+
+
Returns:
+

duration steps in minutes

+
+
Return type:
+

list | numpy.ndarray

+
+
+
+ +
+
+property duration_steps_for_output
+

get duration steps (in minutes) for the parameter calculation and basic evaluations

+
+
Returns:
+

duration steps in minutes

+
+
Return type:
+

list | numpy.ndarray

+
+
+
+ +
+
+event_report(filename, min_event_rain_sum=25, min_return_period=0.5, durations=None)[source]
+

create pdf file with the biggest rain events +for each event is represented by a plot of the rain series +and a IDF analysis where the return periods are calculated

+
+
Parameters:
+
    +
  • filename (str) – path (directory + filename) for the created pdf-report

  • +
  • min_event_rain_sum (float) – only events with a bigger rain sum will be created

  • +
  • min_return_period (float) – only events with a bigger return period will be analysed +(the plot will be created anyway)

  • +
  • durations (list[int]) – analysed durations +(default: [5, 10, 15, 20, 30, 45, 60, 90, 120, 180, 240, 360, 540, 720, 1080, 1440, 2880, 4320])

  • +
+
+
+
+ +
+
+classmethod from_idf_table(idf_table, worksheet='KOSTRA', linear_interpolation=True)[source]
+

Create an IDF-analysis-object based on an idf-tabel (i.e. from a given KOSTRA table)

+
+
Parameters:
+
    +
  • idf_table (pandas.DataFrame) – idf-table with index=Durations and columns=return Period and values=Rainheight

  • +
  • worksheet (str | optional) – name of the worksheet to use. default: ‘KOSTRA’

  • +
+
+
Returns:
+

idf-object

+
+
Return type:
+

IntensityDurationFrequencyAnalyse

+
+
+
+ +
+
+get_duration(height_of_rainfall, return_period)[source]
+

calculate the duration, when the height of rainfall and the return period are given

+
+
Parameters:
+
    +
  • height_of_rainfall (float) – in [mm]

  • +
  • return_period (float) – in years

  • +
+
+
Returns:
+

duration in minutes

+
+
Return type:
+

float

+
+
+
+ +
+
+get_rainfall_sum_frame(series=None, durations=None)[source]
+

Get a rainfall sum frame for any series with the duration steps as columns.

+

Default: The time-series and the duration-steps of the analysis.

+
+
Parameters:
+
    +
  • series (pandas.Series, Optional) – rainfall time-series

  • +
  • durations (list, Optional) – list of durations in minutes which are of interest (default: pre-defined durations)

  • +
+
+
Returns:
+

Rain sum depending on the duration per datetime-index.

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+get_return_period(height_of_rainfall, duration)[source]
+

calculate the return period, when the height of rainfall and the duration are given

+
+
Parameters:
+
+
+
Returns:
+

return period in years

+
+
Return type:
+

int | float | list | numpy.ndarray | pandas.Series

+
+
+
+ +
+
+get_return_periods_frame(series=None, durations=None)[source]
+

Get the return periods for any time-series with the duration steps as columns.

+

Default: The time-series and the duration-steps of the analysis.

+

Is NaN if rainfall sum is smaller than 0.1 mm.

+
+
Parameters:
+
    +
  • series (pandas.Series, Optional) – rainfall time-series

  • +
  • durations (list, Optional) – Durations in minutes which are of interest (default: pre-defined durations)

  • +
+
+
Returns:
+

Return periods depending on the duration per datetime-index.

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+property model_rain_block
+

Create a model block rain class.

+
+
Returns:
+

Synthetic model block rain.

+
+
Return type:
+

_BlockRain

+
+
+
+ +
+
+property model_rain_euler
+

Create a model Euler rain class.

+
+
Returns:
+

Synthetic model Euler rain.

+
+
Return type:
+

_EulerRain

+
+
+
+ +
+
+property parameters
+

get the calculation parameters

+

calculation method depending on the used worksheet and on the duration +also the parameters for each method

+

to save some time and save the parameters with +IntensityDurationFrequencyAnalyse.write_parameters() +and read them later with IntensityDurationFrequencyAnalyse.read_parameters()

+
+
Returns:
+

calculation parameters

+
+
Return type:
+

IdfParameters

+
+
+
+ +
+
+r_720_1()[source]
+

rain flow rate in [l/(s*ha)] for a duration of 12h and a return period of 1 year

+
+
Returns:
+

rain flow rate in [l/(s*ha)]

+
+
Return type:
+

float

+
+
+
+ +
+
+property rain_events
+

get the all the rain events of the time-series

+

default minimal gap between events is 4 hours

+
+
Returns:
+

data-frame of events with start-, end-time and duration

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+rain_flow_rate(duration, return_period)[source]
+

Convert the height of rainfall to the specific rain flow rate in [l/(s*ha)].

+

if 2 array-like parameters are give, an element-wise calculation will be made. +So the length of the array must be the same.

+
+
Parameters:
+
+
+
Returns:
+

specific rain flow rate in [l/(s*ha)]

+
+
Return type:
+

int | float | list | numpy.ndarray | pandas.Series

+
+
+
+ +
+
+property rainfall_sum_frame
+

Get the rainfall sum over the whole time-series for the default duration steps.

+
+
Returns:
+

Rain sum depending on the duration per datetime-index.

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+read_parameters(filename, worksheet=None)[source]
+

Read parameters from a .yaml-file to save computation time.

+

Extract interim results from parameters.

+
+
Parameters:
+

filename (str, Path) – filename of the parameters yaml-file

+
+
+
+ +
+
+read_rain_events(filename, sep=';', decimal='.')[source]
+

read the rain-events dataframe as a csv-file to save computation time.

+
+ +
+
+read_return_periods_frame(filename, **kwargs)[source]
+

read the return-periods dataframe as a parquet-file to save computation time.

+
+ +
+
+result_figure(min_duration=None, max_duration=None, logx=False, return_periods=None, color=True, ax=None, add_interim=False, duration_steps_ticks=False, add_range_limits=False, **kwargs)
+

Create a plot with the idf-curves with duration on the x-axis and rainfall depth on the y-axis.

+
+
Parameters:
+
    +
  • min_duration (float) – Shortest duration on the plot.

  • +
  • max_duration (float) – Longest duration on the plot.

  • +
  • logx (bool) – Use a logarithmic scale on the x-axis.

  • +
  • return_periods (list[int] | Optional) – List of return periods to plot. Default = [1, 2, 5, 10, 50, 100]

  • +
  • color (bool) – Use color and a legend to differentiate between the return periods (default). +Otherwise, annotation text and black lines.

  • +
  • ax (plt.Axes) – Axes to plot on. Default = create new one.

  • +
  • add_interim (bool) – Add interim results from the series analysis as scatter points.

  • +
  • duration_steps_ticks (bool) – set the duration steps as ticks on the x-axis.

  • +
  • add_range_limits (bool) – make vertical lines at each change of the duration range for the parameter formula.

  • +
+
+
Returns:
+

figure and axes of the plot.

+
+
Return type:
+

(plt.Figure, plt.Axes)

+
+
+
+ +
+
+result_table(durations=None, return_periods=None, add_names=False, add_unit=True, as_intensity=False)[source]
+

Get an idf-table of rainfall depth with return periods as columns and durations as rows.

+
+
Parameters:
+
    +
  • durations (list | numpy.ndarray) – list of durations in minutes for the table

  • +
  • return_periods (list) – list of return periods in years for the table

  • +
  • add_names (bool) – weather to use expressive names as index- & column-label

  • +
  • add_unit (bool) – weather to add units to index- & column-label

  • +
+
+
Returns:
+

idf table

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+property return_periods_frame
+

Get the return periods over the whole time-series for the default duration steps.

+

Is NaN if rainfall sum is smaller than 0.1 mm.

+
+
Returns:
+

data-frame of return periods where the columns are the duration steps

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+set_series(series)[source]
+

set the series for the analysis

+
+
Parameters:
+

series (pandas.Series) – precipitation time-series

+
+
+
+ +
+
+write_parameters(filename)[source]
+

save parameters as yaml-file to save computation time.

+
+
Parameters:
+

filename (str) – filename for the parameters yaml-file

+
+
+
+ +
+
+write_rain_events(filename, sep=';', decimal='.')[source]
+

save the rain-events dataframe as a csv-file for external use or to save computation time.

+
+ +
+
+write_return_periods_frame(filename, **kwargs)[source]
+

save the return-periods dataframe as a parquet-file to save computation time.

+
+ +
+ +
+
+ + +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/base_functions.html b/base_functions.html new file mode 100644 index 0000000..e5af3bf --- /dev/null +++ b/base_functions.html @@ -0,0 +1,569 @@ + + + + + + + + Base Functions — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + + + +
+
+
+
+ +
+

Base Functions

+
+

Calculation Methods

+

Functions to analyse the precipitations series based on the core method.

+
+
+class idf_analysis.idf_backend.IdfParameters(series_kind: str = 'partial', worksheet: str = 'KOSTRA', extended_durations=False)[source]
+
+
+get_array_param(p, duration)[source]
+
+
Parameters:
+
    +
  • p (str) – name of the parameter ‘u’ or ‘w’

  • +
  • duration (numpy.ndarray) – in minutes

  • +
+
+
Returns:
+

u, w

+
+
Return type:
+

(numpy.ndarray, numpy.ndarray)

+
+
+
+ +
+
+get_scalar_param(p, duration)[source]
+
+
Parameters:
+
    +
  • p (str) – name of the parameter ‘u’ or ‘w’

  • +
  • duration (float | int) – in minutes

  • +
+
+
Returns:
+

u, w

+
+
Return type:
+

(float, float)

+
+
+
+ +
+
+get_u_w(duration)[source]
+

calculate the u and w parameters depending on the durations

+
+
Parameters:
+

duration (numpy.ndarray| list | float | int) – in minutes

+
+
Returns:
+

u and w

+
+
Return type:
+

(float, float)

+
+
+
+ +
+
+measured_points(return_periods, max_duration=None)[source]
+

Get the calculation results of the rainfall with u and w without the estimation of the formula.

+
+
Parameters:
+
    +
  • return_periods (float | np.array | list | pd.Series) – return period in [a]

  • +
  • max_duration (float) – max duration in [min]

  • +
+
+
Returns:
+

series with duration as index and the height of the rainfall as data

+
+
Return type:
+

pd.Series

+
+
+
+ +
+
+set_parameter_approaches_from_worksheet(worksheet)[source]
+

Set approaches depending on the duration and the parameter.

+
+
Parameters:
+

worksheet (str) – worksheet name for the analysis: +- ‘DWA-A_531’ +- ‘ATV-A_121’ +- ‘DWA-A_531_advektiv’ (yet not implemented)

+
+
Returns:
+

table of approaches depending on the duration and the parameter

+
+
Return type:
+

list[dict]

+
+
+
+ +
+ +
+
+

Input and Output

+

Function for reading and writing files.

+
+
+idf_analysis.in_out.import_series(filename, series_label='precipitation', index_label='datetime', csv_reader_args=None)[source]
+
+
Parameters:
+
    +
  • filename

  • +
  • series_label

  • +
  • index_label

  • +
  • csv_reader_args – for example: sep=”,” or “.” and decimal=”;” or “,”

  • +
+
+
Returns:
+

precipitation series

+
+
Return type:
+

pandas.Series

+
+
+
+ +
+
+

SWW Utils

+

Functions to help analyse data in a general way. +Most of this function have been developed on the +institute of urban water management at the university of technology Graz.

+
+
+exception idf_analysis.sww_utils.IdfError[source]
+

Some Error Within this Package

+
+ +
+
+idf_analysis.sww_utils.agg_events(events, series, agg='sum')[source]
+
+
Parameters:
+
+
+
Returns:
+

result of function of every event

+
+
Return type:
+

numpy.ndarray

+
+
+
+ +
+
+idf_analysis.sww_utils.event_duration(events)[source]
+

calculate the event duration

+
+
Parameters:
+

events (pandas.DataFrame) – table of events with COL.START and COL.END times

+
+
Returns:
+

duration of each event

+
+
Return type:
+

pandas.Series

+
+
+
+ +
+
+idf_analysis.sww_utils.event_number_to_series(events, index)[source]
+

make a time-series where the value of the event number is paste to the <index>

+
+
Parameters:
+
+
+
Return type:
+

pandas.Series

+
+
+
+ +
+
+idf_analysis.sww_utils.guess_freq(date_time_index, default=Timedelta('0 days 00:01:00'))[source]
+

guess the frequency by evaluating the most often frequency

+
+
Parameters:
+
+
+
Returns:
+

frequency of the date-time-index

+
+
Return type:
+

pandas.DateOffset

+
+
+
+ +
+
+idf_analysis.sww_utils.rain_bar_plot(rain, ax=None, color='#1E88E5', reverse=False, step='post', joinstyle='miter', capstyle='butt')[source]
+

Make a standard precipitation/rain plot.

+
+
Parameters:
+
+
+
Returns:
+

rain plot

+
+
Return type:
+

matplotlib.axes.Axes

+
+
+
+ +
+
+idf_analysis.sww_utils.rain_events(series, ignore_rain_below=0.01, min_gap=Timedelta('0 days 04:00:00'))[source]
+

get rain events as a table with start and end times

+
+
Parameters:
+
    +
  • series (pandas.Series) – rain series

  • +
  • ignore_rain_below (float) – where it is considered as rain

  • +
  • min_gap (pandas.Timedelta) – 4 hours of no rain between events

  • +
+
+
Returns:
+

table of the rain events

+
+
Return type:
+

pandas.DataFrame

+
+
+
+ +
+
+idf_analysis.sww_utils.resample_rain_series(series)[source]
+
+
Parameters:
+

series (pandas.Series)

+
+
Returns:
+

the resampled series AND the final frequency in minutes

+
+
Return type:
+

tuple[pandas.Series, int]

+
+
+
+ +
+
+

Converter helper functions

+

Functions to help convert things and units.

+
+
+idf_analysis.little_helpers.delta2min(time_delta)[source]
+

convert timedelta to float in minutes

+
+
Parameters:
+

time_delta (pandas.Timedelta, pandas.DateOffset)

+
+
Returns:
+

the timedelta in minutes

+
+
Return type:
+

float

+
+
+
+ +
+
+idf_analysis.little_helpers.duration_steps_readable(durations)[source]
+

convert the durations to a more readable form

+
+
Parameters:
+

durations (list[int | float]) – in minutes

+
+
Returns:
+

of the readable duration list

+
+
Return type:
+

list[str]

+
+
+
+ +
+
+idf_analysis.little_helpers.height2rate(height_of_rainfall, duration)[source]
+

calculate the specific rain flow rate in [l/(s*ha)] +if 2 array-like parameters are give, a element-wise calculation will be made. +So the length of the array must be the same.

+
+
Parameters:
+
    +
  • height_of_rainfall (float | np.ndarray | pd.Series) – height_of_rainfall: in [mm]

  • +
  • duration (float | np.ndarray | pd.Series) – in minutes

  • +
+
+
Returns:
+

specific rain flow rate in [l/(s*ha)]

+
+
Return type:
+

float | np.ndarray | pd.Series

+
+
+
+ +
+
+idf_analysis.little_helpers.minutes_readable(minutes)[source]
+

convert the duration in minutes to a more readable form

+
+
Parameters:
+

minutes (float | int) – duration in minutes

+
+
Returns:
+

duration as a string

+
+
Return type:
+

str

+
+
+
+ +
+
+idf_analysis.little_helpers.rate2height(rain_flow_rate, duration)[source]
+

convert the rain flow rate to the height of rainfall in [mm] +if 2 array-like parameters are give, a element-wise calculation will be made. +So the length of the array must be the same.

+
+
Parameters:
+
    +
  • rain_flow_rate (float | np.ndarray | pd.Series) – in [l/(s*ha)]

  • +
  • duration (float | np.ndarray | pd.Series) – in minutes

  • +
+
+
Returns:
+

height of rainfall in [mm]

+
+
Return type:
+

float | np.ndarray | pd.Series

+
+
+
+ +
+
+idf_analysis.little_helpers.timedelta_components_plus(td, min_freq='min')[source]
+

Schaltjahre nicht miteinbezogen

+
+ +
+
+idf_analysis.little_helpers.timedelta_readable(td, min_freq='min', short=False, sep=', ')[source]
+

Schaltjahre nicht miteinbezogen

+
+ +
+
+

Plotting helper functions

+

Functions to add or manipulate plotting figures.

+
+
+idf_analysis.plot_helpers.idf_bar_axes(ax, idf_table, return_period_colors={1: '#00ffff', 2: '#add8e6', 5: '#0000ff', 10: '#ffff00', 20: '#ffa500', 50: '#ff0000', 100: '#ff00ff'})[source]
+

create

+
+
Parameters:
+
    +
  • ax (matplotlib.pyplot.Axes)

  • +
  • idf_table (pandas.DataFrame)

  • +
  • return_period_colors (dict) – color of each return period {return period: color}

  • +
+
+
Return type:
+

matplotlib.pyplot.Axes

+
+
+
+ +
+
+ + +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/examples/example_commandline.html b/examples/example_commandline.html new file mode 100644 index 0000000..9e16ae3 --- /dev/null +++ b/examples/example_commandline.html @@ -0,0 +1,321 @@ + + + + + + +Example Commandline Use — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + + + + + +
+
+
+
+
+

Example Commandline Use

+
+
[1]:
+
+
+
! python -m idf_analysis -h
+
+
+
+
+
+
+
+
+usage: __main__.py [-h] -i INPUT
+                   [-ws {KOSTRA,convective_vs_advective,ATV-A_121}]
+                   [-kind {partial,annual}] [-t {>= 0.5 a and <= 100 a}]
+                   [-d {>= 5 min and <= 8640 min}] [-r {>= 0 L/(s*ha)}]
+                   [-h_N {>= 0 mm}] [--r_720_1] [--plot] [--export_table]
+
+heavy rain as a function of the duration and the return period acc. to DWA-A
+531 (2012) All files will be saved in the same directory of the input file but
+in a subfolder called like the inputfile + "_idf_data". Inside this folder a
+file called "idf_parameter.yaml"-file will be saved and contains interim-
+calculation-results and will be automatically reloaded on the next call.
+
+options:
+  -h, --help            show this help message and exit
+  -i INPUT, --input INPUT
+                        input file with the rain time-series (csv or parquet)
+  -ws {KOSTRA,convective_vs_advective,ATV-A_121}, --worksheet {KOSTRA,convective_vs_advective,ATV-A_121}
+                        From which worksheet the recommendations for
+                        calculating the parameters should be taken.
+  -kind {partial,annual}, --series_kind {partial,annual}
+                        The kind of series used for the calculation.
+                        (Calculation with partial series is more precise and
+                        recommended.)
+  -t {>= 0.5 a and <= 100 a}, --return_period {>= 0.5 a and <= 100 a}
+                        return period in years (If two of the three variables
+                        (rainfall (height or flow-rate), duration, return
+                        period) are given, the third variable is calculated.)
+  -d {>= 5 min and <= 8640 min}, --duration {>= 5 min and <= 8640 min}
+                        duration in minutes (If two of the three variables
+                        (rainfall (height or flow-rate), duration, return
+                        period) are given, the third variable is calculated.)
+  -r {>= 0 L/(s*ha)}, --flow_rate_of_rainfall {>= 0 L/(s*ha)}
+                        rainfall in Liter/(s * ha) (If two of the three
+                        variables (rainfall (height or flow-rate), duration,
+                        return period) are given, the third variable is
+                        calculated.)
+  -h_N {>= 0 mm}, --height_of_rainfall {>= 0 mm}
+                        rainfall in mm or Liter/m^2 (If two of the three
+                        variables (rainfall (height or flow-rate), duration,
+                        return period) are given, the third variable is
+                        calculated.)
+  --r_720_1             design rainfall with a duration of 720 minutes (=12 h)
+                        and a return period of 1 year
+  --plot                get a plot of the idf relationship
+  --export_table        get a table of the most frequent used values
+
+
+

I used the rain-time-series from ehyd.gv.at with the ID 112086 (Graz-Andritz)

+
+
[2]:
+
+
+
! python -m idf_analysis -i ehyd_112086.parquet
+
+
+
+
+
+
+
+
+Using the subfolder "ehyd_112086_idf_data" for the interim- and final-results.
+Found existing interim-results in "ehyd_112086_idf_data/idf_parameters.yaml" and using them for calculations.
+_balance_parameter_change
+
+
+
+
[3]:
+
+
+
! python -m idf_analysis -i ehyd_112086.parquet --r_720_1
+
+
+
+
+
+
+
+
+Using the subfolder "ehyd_112086_idf_data" for the interim- and final-results.
+Found existing interim-results in "ehyd_112086_idf_data/idf_parameters.yaml" and using them for calculations.
+_balance_parameter_change
+Resultierende Regenhöhe h_N(T_n=1.0a, D=720.0min) = 49.41 mm
+Resultierende Regenspende r_N(T_n=1.0a, D=720.0min) = 11.44 L/(s*ha)
+
+
+
+
[4]:
+
+
+
! python -m idf_analysis -i ehyd_112086.parquet -d 720 -t 1
+
+
+
+
+
+
+
+
+Using the subfolder "ehyd_112086_idf_data" for the interim- and final-results.
+Found existing interim-results in "ehyd_112086_idf_data/idf_parameters.yaml" and using them for calculations.
+_balance_parameter_change
+Resultierende Regenhöhe h_N(T_n=1.0a, D=720.0min) = 49.41 mm
+Resultierende Regenspende r_N(T_n=1.0a, D=720.0min) = 11.44 L/(s*ha)
+
+
+
+
[5]:
+
+
+
! python -m idf_analysis -i ehyd_112086.parquet -d 720 -h_N 60
+
+
+
+
+
+
+
+
+Using the subfolder "ehyd_112086_idf_data" for the interim- and final-results.
+Found existing interim-results in "ehyd_112086_idf_data/idf_parameters.yaml" and using them for calculations.
+_balance_parameter_change
+The return period is 2.0 years.
+Resultierende Regenhöhe h_N(T_n=2.0a, D=720.0min) = 60.00 mm
+Resultierende Regenspende r_N(T_n=2.0a, D=720.0min) = 13.89 L/(s*ha)
+
+
+
+
[9]:
+
+
+
! python -m idf_analysis -i ehyd_112086.parquet -d 5 -t 15
+
+
+
+
+
+
+
+
+Using the subfolder "ehyd_112086_idf_data" for the interim- and final-results.
+Found existing interim-results in "ehyd_112086_idf_data/idf_parameters.yaml" and using them for calculations.
+_balance_parameter_change
+Resultierende Regenhöhe h_N(T_n=15.0a, D=5.0min) = 15.50 mm
+Resultierende Regenspende r_N(T_n=15.0a, D=5.0min) = 516.54 L/(s*ha)
+
+
+
+
[7]:
+
+
+
! python -m idf_analysis -i ehyd_112086.parquet --plot
+
+
+
+
+
+
+
+
+Using the subfolder "ehyd_112086_idf_data" for the interim- and final-results.
+Found existing interim-results in "ehyd_112086_idf_data/idf_parameters.yaml" and using them for calculations.
+_balance_parameter_change
+Created the IDF-curves-plot and saved the file as "ehyd_112086_idf_data/idf_curves_plot.png".
+
+
+
+
[8]:
+
+
+
! python -m idf_analysis -i ehyd_112086.parquet --export_table
+
+
+
+
+
+
+
+
+Using the subfolder "ehyd_112086_idf_data" for the interim- and final-results.
+Found existing interim-results in "ehyd_112086_idf_data/idf_parameters.yaml" and using them for calculations.
+_balance_parameter_change
+return period (a)    1       2       3       5       10      20      25      30      50      75      100
+frequency (1/a)    1.000   0.500   0.333   0.200   0.100   0.050   0.040   0.033   0.020   0.013   0.010
+duration (min)
+5.0                 9.19   10.80   11.75   12.94   14.55   16.17   16.69   17.11   18.30   19.25   19.92
+10.0               14.88   17.42   18.90   20.77   23.31   25.84   26.66   27.33   29.20   30.68   31.73
+15.0               18.76   22.06   23.99   26.43   29.73   33.03   34.09   34.96   37.40   39.33   40.70
+20.0               21.57   25.55   27.88   30.82   34.80   38.78   40.06   41.11   44.05   46.37   48.03
+30.0               25.37   30.56   33.59   37.41   42.59   47.78   49.45   50.81   54.63   57.67   59.82
+45.0               28.75   35.50   39.45   44.42   51.17   57.92   60.10   61.87   66.85   70.80   73.60
+60.0               30.80   38.94   43.70   49.70   57.84   65.98   68.60   70.75   76.75   81.51   84.89
+90.0               33.27   41.80   46.79   53.08   61.61   70.15   72.90   75.14   81.43   86.42   89.96
+120.0              35.14   43.96   49.12   55.63   64.45   73.27   76.11   78.43   84.94   90.10   93.76
+180.0              37.96   47.20   52.61   59.43   68.68   77.93   80.90   83.34   90.15   95.56   99.40
+240.0              40.09   49.65   55.25   62.29   71.86   81.42   84.50   87.01   94.06   99.65  103.62
+360.0              43.31   53.33   59.19   66.58   76.60   86.62   89.85   92.49   99.87  105.74  109.90
+540.0              46.78   57.29   63.43   71.17   81.68   92.18   95.57   98.33  106.07  112.22  116.58
+720.0              49.41   60.27   66.63   74.63   85.50   96.36   99.85  102.71  110.72  117.07  121.58
+1080.0             54.41   64.97   71.15   78.94   89.50  100.06  103.46  106.24  114.02  120.20  124.58
+1440.0             58.02   67.72   73.39   80.54   90.24   99.93  103.05  105.61  112.75  118.42  122.45
+2880.0             66.70   77.41   83.68   91.57  102.28  113.00  116.44  119.26  127.16  133.42  137.87
+4320.0             71.93   85.72   93.78  103.95  117.73  131.52  135.96  139.58  149.75  157.81  163.53
+5760.0             78.95   95.65  105.42  117.72  134.42  151.13  156.50  160.89  173.20  182.97  189.90
+7200.0             83.53  101.38  111.82  124.98  142.83  160.68  166.43  171.12  184.28  194.72  202.13
+8640.0             85.38  104.95  116.40  130.82  150.39  169.95  176.25  181.40  195.82  207.27  215.39
+Created the IDF-curves-plot and saved the file as "ehyd_112086_idf_data/idf_table.csv".
+
+
+
+
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/examples/example_commandline.ipynb b/examples/example_commandline.ipynb new file mode 100644 index 0000000..55aa8d9 --- /dev/null +++ b/examples/example_commandline.ipynb @@ -0,0 +1,313 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "collapsed": false, + "pycharm": { + "name": "#%% md\n" + } + }, + "source": [ + "# Example Commandline Use" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:37.975091Z", + "start_time": "2024-06-03T07:11:36.489250Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "usage: __main__.py [-h] -i INPUT\r\n", + " [-ws {KOSTRA,convective_vs_advective,ATV-A_121}]\r\n", + " [-kind {partial,annual}] [-t {>= 0.5 a and <= 100 a}]\r\n", + " [-d {>= 5 min and <= 8640 min}] [-r {>= 0 L/(s*ha)}]\r\n", + " [-h_N {>= 0 mm}] [--r_720_1] [--plot] [--export_table]\r\n", + "\r\n", + "heavy rain as a function of the duration and the return period acc. to DWA-A\r\n", + "531 (2012) All files will be saved in the same directory of the input file but\r\n", + "in a subfolder called like the inputfile + \"_idf_data\". Inside this folder a\r\n", + "file called \"idf_parameter.yaml\"-file will be saved and contains interim-\r\n", + "calculation-results and will be automatically reloaded on the next call.\r\n", + "\r\n", + "options:\r\n", + " -h, --help show this help message and exit\r\n", + " -i INPUT, --input INPUT\r\n", + " input file with the rain time-series (csv or parquet)\r\n", + " -ws {KOSTRA,convective_vs_advective,ATV-A_121}, --worksheet {KOSTRA,convective_vs_advective,ATV-A_121}\r\n", + " From which worksheet the recommendations for\r\n", + " calculating the parameters should be taken.\r\n", + " -kind {partial,annual}, --series_kind {partial,annual}\r\n", + " The kind of series used for the calculation.\r\n", + " (Calculation with partial series is more precise and\r\n", + " recommended.)\r\n", + " -t {>= 0.5 a and <= 100 a}, --return_period {>= 0.5 a and <= 100 a}\r\n", + " return period in years (If two of the three variables\r\n", + " (rainfall (height or flow-rate), duration, return\r\n", + " period) are given, the third variable is calculated.)\r\n", + " -d {>= 5 min and <= 8640 min}, --duration {>= 5 min and <= 8640 min}\r\n", + " duration in minutes (If two of the three variables\r\n", + " (rainfall (height or flow-rate), duration, return\r\n", + " period) are given, the third variable is calculated.)\r\n", + " -r {>= 0 L/(s*ha)}, --flow_rate_of_rainfall {>= 0 L/(s*ha)}\r\n", + " rainfall in Liter/(s * ha) (If two of the three\r\n", + " variables (rainfall (height or flow-rate), duration,\r\n", + " return period) are given, the third variable is\r\n", + " calculated.)\r\n", + " -h_N {>= 0 mm}, --height_of_rainfall {>= 0 mm}\r\n", + " rainfall in mm or Liter/m^2 (If two of the three\r\n", + " variables (rainfall (height or flow-rate), duration,\r\n", + " return period) are given, the third variable is\r\n", + " calculated.)\r\n", + " --r_720_1 design rainfall with a duration of 720 minutes (=12 h)\r\n", + " and a return period of 1 year\r\n", + " --plot get a plot of the idf relationship\r\n", + " --export_table get a table of the most frequent used values\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -h" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "I used the rain-time-series from ehyd.gv.at with the ID 112086 (Graz-Andritz)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:39.047082Z", + "start_time": "2024-06-03T07:11:37.976926Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:40.106619Z", + "start_time": "2024-06-03T07:11:39.048008Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Resultierende Regenhöhe h_N(T_n=1.0a, D=720.0min) = 49.41 mm\r\n", + "Resultierende Regenspende r_N(T_n=1.0a, D=720.0min) = 11.44 L/(s*ha)\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet --r_720_1" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:41.176720Z", + "start_time": "2024-06-03T07:11:40.107902Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Resultierende Regenhöhe h_N(T_n=1.0a, D=720.0min) = 49.41 mm\r\n", + "Resultierende Regenspende r_N(T_n=1.0a, D=720.0min) = 11.44 L/(s*ha)\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet -d 720 -t 1" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:42.254830Z", + "start_time": "2024-06-03T07:11:41.178590Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "The return period is 2.0 years.\r\n", + "Resultierende Regenhöhe h_N(T_n=2.0a, D=720.0min) = 60.00 mm\r\n", + "Resultierende Regenspende r_N(T_n=2.0a, D=720.0min) = 13.89 L/(s*ha)\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet -d 720 -h_N 60" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:12:37.711553Z", + "start_time": "2024-06-03T07:12:36.272071Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Resultierende Regenhöhe h_N(T_n=15.0a, D=5.0min) = 15.50 mm\r\n", + "Resultierende Regenspende r_N(T_n=15.0a, D=5.0min) = 516.54 L/(s*ha)\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet -d 5 -t 15" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:45.365133Z", + "start_time": "2024-06-03T07:11:43.314343Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "Created the IDF-curves-plot and saved the file as \"ehyd_112086_idf_data/idf_curves_plot.png\".\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet --plot" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "ExecuteTime": { + "end_time": "2024-06-03T07:11:46.397910Z", + "start_time": "2024-06-03T07:11:45.366001Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using the subfolder \"ehyd_112086_idf_data\" for the interim- and final-results.\r\n", + "Found existing interim-results in \"ehyd_112086_idf_data/idf_parameters.yaml\" and using them for calculations.\r\n", + "_balance_parameter_change\r\n", + "return period (a) 1 2 3 5 10 20 25 30 50 75 100\r\n", + "frequency (1/a) 1.000 0.500 0.333 0.200 0.100 0.050 0.040 0.033 0.020 0.013 0.010\r\n", + "duration (min) \r\n", + "5.0 9.19 10.80 11.75 12.94 14.55 16.17 16.69 17.11 18.30 19.25 19.92\r\n", + "10.0 14.88 17.42 18.90 20.77 23.31 25.84 26.66 27.33 29.20 30.68 31.73\r\n", + "15.0 18.76 22.06 23.99 26.43 29.73 33.03 34.09 34.96 37.40 39.33 40.70\r\n", + "20.0 21.57 25.55 27.88 30.82 34.80 38.78 40.06 41.11 44.05 46.37 48.03\r\n", + "30.0 25.37 30.56 33.59 37.41 42.59 47.78 49.45 50.81 54.63 57.67 59.82\r\n", + "45.0 28.75 35.50 39.45 44.42 51.17 57.92 60.10 61.87 66.85 70.80 73.60\r\n", + "60.0 30.80 38.94 43.70 49.70 57.84 65.98 68.60 70.75 76.75 81.51 84.89\r\n", + "90.0 33.27 41.80 46.79 53.08 61.61 70.15 72.90 75.14 81.43 86.42 89.96\r\n", + "120.0 35.14 43.96 49.12 55.63 64.45 73.27 76.11 78.43 84.94 90.10 93.76\r\n", + "180.0 37.96 47.20 52.61 59.43 68.68 77.93 80.90 83.34 90.15 95.56 99.40\r\n", + "240.0 40.09 49.65 55.25 62.29 71.86 81.42 84.50 87.01 94.06 99.65 103.62\r\n", + "360.0 43.31 53.33 59.19 66.58 76.60 86.62 89.85 92.49 99.87 105.74 109.90\r\n", + "540.0 46.78 57.29 63.43 71.17 81.68 92.18 95.57 98.33 106.07 112.22 116.58\r\n", + "720.0 49.41 60.27 66.63 74.63 85.50 96.36 99.85 102.71 110.72 117.07 121.58\r\n", + "1080.0 54.41 64.97 71.15 78.94 89.50 100.06 103.46 106.24 114.02 120.20 124.58\r\n", + "1440.0 58.02 67.72 73.39 80.54 90.24 99.93 103.05 105.61 112.75 118.42 122.45\r\n", + "2880.0 66.70 77.41 83.68 91.57 102.28 113.00 116.44 119.26 127.16 133.42 137.87\r\n", + "4320.0 71.93 85.72 93.78 103.95 117.73 131.52 135.96 139.58 149.75 157.81 163.53\r\n", + "5760.0 78.95 95.65 105.42 117.72 134.42 151.13 156.50 160.89 173.20 182.97 189.90\r\n", + "7200.0 83.53 101.38 111.82 124.98 142.83 160.68 166.43 171.12 184.28 194.72 202.13\r\n", + "8640.0 85.38 104.95 116.40 130.82 150.39 169.95 176.25 181.40 195.82 207.27 215.39\r\n", + "Created the IDF-curves-plot and saved the file as \"ehyd_112086_idf_data/idf_table.csv\".\r\n" + ] + } + ], + "source": [ + "! python -m idf_analysis -i ehyd_112086.parquet --export_table" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.1" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/examples/example_heavy_rainfall_index.html b/examples/example_heavy_rainfall_index.html new file mode 100644 index 0000000..4fbf240 --- /dev/null +++ b/examples/example_heavy_rainfall_index.html @@ -0,0 +1,2567 @@ + + + + + + +Example for Heavy Rainfall Index — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + + + + + +
+
+
+
+
+

Example for Heavy Rainfall Index

+

Based on the IntensityDurationFrequencyAnalysis, the HeavyRainIndexAnalysis enables the creation of location-dependent heavy rain indices according to the methods of Schmitt, Mudersbach and also those of Krüger and Pfister. Furthermore, the possibility of creating heavy rain index curves according to the Krüger and Pfister method was included and implemented for the other two methods. Thus, heavy rainfall index curves can be compared with each other. Furthermore, it is possible to assign +individual rain events to a heavy rain index using existing rain data.

+
+
[24]:
+
+
+
from pathlib import Path
+
+import matplotlib.pyplot as plt
+import pandas as pd
+from matplotlib.colors import ListedColormap
+
+from idf_analysis.definitions import METHOD, SERIES, COL
+from idf_analysis.heavy_rainfall_index import HeavyRainfallIndexAnalyse
+from idf_analysis.little_helpers import minutes_readable
+from idf_analysis.sww_utils import rain_events, event_duration, agg_events
+from idf_analysis import __version__
+print(f'{__version__=}')
+
+
+
+
+
+
+
+
+__version__='0.2.9'
+
+
+
+
Implemented Methods for the HeavyRainIndexAnalysis:
+
SCHMITT = ‘Schmitt’
+
KRUEGER_PFISTER = ‘KruegerPfister’
+
MUDERSBACH = ‘Mudersbach’
+
+
+
[2]:
+
+
+
hri = HeavyRainfallIndexAnalyse(method=HeavyRainfallIndexAnalyse.METHODS.KRUEGER_PFISTER,
+                                series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)
+
+
+
+
+
[3]:
+
+
+
cmap = ListedColormap([(1,1,1)] + list(hri.indices_color.values()))
+
+
+
+

You need to install pyarrow or fastparquet to read and write parquet files.

+
+
[4]:
+
+
+
data = pd.read_parquet('ehyd_112086.parquet').squeeze('columns')
+
+
+
+
+
[5]:
+
+
+
output_directory = Path('hri_results')
+
+
+
+
+
[6]:
+
+
+
+
+
+
+
[7]:
+
+
+
hri.auto_save_parameters(output_directory / 'idf_parameters.yaml')
+
+
+
+

Heavy rainfall index-matrix is created with regard to the individual procedures for SRI generation

+
+
[21]:
+
+
+
hri.interim_sri_table()
+
+
+
+
+
[21]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Return Period in a1235102025305075100
duration in min
511223445667
1011223445667
1511223445667
2011223445667
3011223445667
4511223445667
6011223445667
9011223445667
12011223445667
18011223445667
24011223445667
36011223445667
54011223445667
72011223445667
108011223445667
144011223445667
288011223445667
432011223445667
576011223445667
720011223445667
864011223445667
+
+
+
+
[9]:
+
+
+
hri.interim_sri_table().style.background_gradient(cmap=cmap, vmin=1, vmax=12)
+
+
+
+
+
[9]:
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Return Period in a1235102025305075100
duration in min           
500001111111
1000011111222
1500011122223
2000111222233
3000111222334
4501112233445
6001112333455
9001112333455
12001112334456
18001112344556
24001122344566
36001123444567
54001123445667
72001123445677
108001123455678
144001223455678
288011224556788
4320112345668910
57601123467791011
72001223577891112
864012235788101212
+
+

An auxiliary table must be generated for the creation of the heavy rain index-curves. Here, the rainfall heights are shown depending on the duration and the heavy rain index.

+
+
[10]:
+
+
+
hri.result_sri_table().style.background_gradient(cmap=cmap, vmin=0, vmax=700).format("{:.1f}")
+
+
+
+
+
[10]:
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
SRI123456789101112
duration in min            
518.826.632.537.642.046.049.753.156.459.462.365.1
1023.232.840.246.451.956.861.465.669.673.477.080.4
1526.036.745.052.058.163.768.873.578.082.286.290.0
2028.039.648.556.062.668.674.179.284.088.692.997.0
3030.943.753.561.869.175.781.887.492.797.7102.5107.0
4533.947.958.767.775.783.089.695.8101.6107.1112.3117.3
6036.051.062.472.180.688.395.3101.9108.1113.9119.5124.8
9037.152.564.374.383.091.098.3105.0111.4117.4123.2128.6
12037.953.765.775.984.892.9100.4107.3113.8120.0125.8131.4
18039.155.367.778.287.595.8103.5110.6117.3123.7129.7135.5
24040.056.569.279.989.497.9105.7113.0119.9126.4132.5138.4
36041.258.371.482.492.1100.9109.0116.5123.6130.3136.6142.7
54042.560.173.684.995.0104.0112.4120.1127.4134.3140.9147.1
72043.461.475.286.897.1106.3114.8122.8130.2137.3144.0150.4
108043.861.975.887.697.9107.3115.8123.8131.4138.5145.2151.7
144044.162.376.388.198.5107.9116.6124.6132.2139.3146.2152.6
288046.365.480.192.5103.4113.3122.4130.8138.8146.3153.4160.2
432049.770.386.199.5111.2121.8131.6140.7149.2157.3164.9172.3
576053.475.692.6106.9119.5130.9141.4151.2160.3169.0177.3185.1
720055.177.995.4110.2123.2135.0145.8155.8165.3174.2182.7190.9
864056.880.398.4113.6127.0139.1150.3160.7170.4179.6188.4196.8
+
+

Using heavy rainfall index curves, the necessary rainfall heights can be read off depending on the respective index.

+
+
[22]:
+
+
+
hri.method = hri.METHODS.KRUEGER_PFISTER
+fig, ax = hri.result_sri_figure()
+ax.legend(loc='upper left')
+ax.grid(color='grey', linestyle=':', linewidth=0.3)
+ax.set_ylim(0, 230)
+old_labels = ax.get_xticklabels()
+old_labels[2] = ''
+old_labels[5] = ''
+old_labels[19] = ''
+ax.set_xticklabels(old_labels, rotation=90)
+handles, labels = ax.get_legend_handles_labels()
+ax.legend(handles[::-1], labels[::-1], title='SRI', loc='upper left')
+plt.savefig(output_directory / "kruegerpfister.svg")
+
+
+
+
+
+
+
+../_images/examples_example_heavy_rainfall_index_17_0.png +
+
+

Heavy rain index allocation of a specific rain event

+
+
[12]:
+
+
+
events = rain_events(hri.series, min_gap=pd.Timedelta(days=2))
+events[COL.DUR] = event_duration(events)
+events[COL.LP] = agg_events(events, hri.series, 'sum').round(1)
+events[COL.LAST] = events[COL.START] - events[COL.END].shift()
+
+hri.add_max_return_periods_to_events(events)
+
+events = events[events[COL.LP] > 10]
+events = events[events[COL.MAX_PERIOD] > 2]
+
+events.sort_values(COL.LP)
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+/Users/markus/PycharmProjects/intensity_duration_frequency_analysis/idf_analysis/idf_class.py:654: FutureWarning: The behavior of DataFrame.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError
+  events[COL.MAX_PERIOD_DURATION] = return_periods_frame.loc[datetime_max].idxmax(axis=1, skipna=True).values
+
+
+
+
[12]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
402008-07-20 17:43:002008-07-21 08:57:000 days 15:14:0028.02 days 02:48:003.6302205760.0
362008-06-23 19:50:002008-06-24 19:48:000 days 23:58:0035.82 days 21:52:005.08728315.0
942009-08-27 19:52:002009-08-29 13:25:001 days 17:33:0055.14 days 23:06:0017.90556920.0
5202018-04-15 21:33:002018-04-17 05:39:001 days 08:06:0055.92 days 18:30:002.004036360.0
862009-07-18 08:55:002009-07-18 13:19:000 days 04:24:0058.02 days 01:56:003.917100240.0
932009-08-21 19:49:002009-08-22 20:46:001 days 00:57:0064.24 days 03:04:003.97107820.0
4252016-05-30 12:38:002016-06-06 12:54:007 days 00:16:0066.44 days 17:44:005.0845355.0
952009-09-04 00:31:002009-09-05 01:32:001 days 01:01:0069.85 days 11:06:003.2120781080.0
1862011-07-27 20:38:002011-08-04 07:44:007 days 11:06:0070.53 days 05:30:0011.86656020.0
3832015-07-08 11:50:002015-07-09 00:25:000 days 12:35:0077.88 days 13:53:007.104642720.0
5282018-06-12 17:00:002018-06-13 22:27:001 days 05:27:0085.13 days 16:11:0010.04005820.0
3882015-08-16 19:26:002015-08-19 23:38:003 days 04:12:0085.513 days 18:23:002.3653944320.0
1292010-06-13 20:35:002010-06-25 19:12:0011 days 22:37:0099.618 days 20:30:002.1374504320.0
3232014-05-07 16:50:002014-05-18 20:02:0011 days 03:12:00109.94 days 03:31:003.4864775760.0
2942013-08-24 01:34:002013-08-29 08:19:005 days 06:45:00114.19 days 12:53:004.2609032880.0
3422014-09-09 12:34:002014-09-16 23:56:007 days 11:22:00114.52 days 22:04:002.4230205760.0
392008-07-12 22:10:002008-07-18 14:55:005 days 16:45:00122.82 days 11:12:007.432810120.0
2372012-07-09 18:49:002012-07-16 05:42:006 days 10:53:00123.15 days 23:08:004.6494348640.0
4332016-07-21 22:29:002016-07-28 14:13:006 days 15:44:00136.65 days 00:05:005.9385938640.0
2792013-05-02 02:46:002013-05-07 21:37:005 days 18:51:00148.29 days 05:08:0040.6477722880.0
+
+
+
+
[13]:
+
+
+
hri.add_max_return_periods_to_events(hri.rain_events)
+
+
+
+
+
+
+
+
+/Users/markus/PycharmProjects/intensity_duration_frequency_analysis/idf_analysis/idf_class.py:654: FutureWarning: The behavior of DataFrame.idxmax with all-NA values, or any-NA and skipna=False, is deprecated. In a future version this will raise ValueError
+  events[COL.MAX_PERIOD_DURATION] = return_periods_frame.loc[datetime_max].idxmax(axis=1, skipna=True).values
+
+
+
+
[14]:
+
+
+
hri.rain_events.sort_values('max_return_period', ascending=False).head()
+
+
+
+
+
[14]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
7732013-05-07 20:58:002013-05-07 21:37:000 days 00:40:002.00 days 08:18:0040.6477722880.0
7722013-05-05 20:47:002013-05-07 12:40:001 days 15:54:00119.50 days 17:31:0038.0925682880.0
2822009-08-28 23:41:002009-08-29 00:42:000 days 01:02:0049.31 days 03:44:0017.90556920.0
5442011-08-03 19:53:002011-08-04 07:44:000 days 11:52:0054.71 days 23:11:0011.86656020.0
15322018-06-13 14:58:002018-06-13 22:27:000 days 07:30:0063.50 days 21:27:0010.04005820.0
+
+
+
+
[15]:
+
+
+
event = hri.rain_events.loc[797].copy()
+
+event[COL.START] = pd.to_datetime('2013-05-06 20:00:00')
+event
+
+
+
+
+
[15]:
+
+
+
+
+start                         2013-05-06 20:00:00
+end                           2013-06-22 15:59:00
+duration                          0 days 01:00:00
+rain_sum                                      1.6
+last_event                        6 days 13:51:00
+max_return_period                        0.078798
+max_return_period_duration                   60.0
+Name: 797, dtype: object
+
+
+
+
[16]:
+
+
+
rainfall_sum_frame = hri.rainfall_sum_frame[event[COL.START]:event[COL.END]]
+return_periods_frame = hri.return_periods_frame[event[COL.START]:event[COL.END]]
+
+
+
+
+
+
+
+
+
+
+
[17]:
+
+
+
rainfall_sum_frame.\
+    max().\
+    rename('max. Regensumme').\
+    to_frame().\
+    rename(minutes_readable).\
+    style.bar(vmin=0, vmax=100).format("{:.1f}")
+
+
+
+
+
[17]:
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
 max. Regensumme
5 min9.9
10 min16.3
15 min21.9
20 min28.2
30 min40.7
45 min46.3
60 min57.0
1.5 h69.6
2 h74.3
3 h76.5
4 h78.7
6 h89.6
9 h92.8
12 h93.0
18 h96.4
1 d98.2
2 d120.5
3 d138.0
4 d138.0
5 d143.7
6 d148.2
+
+
+
[18]:
+
+
+
return_periods_frame.\
+    max().\
+    rename('max. Wiederkehrperiode').\
+    to_frame().\
+    rename(minutes_readable).\
+    style.bar(vmin=0, vmax=100).format("{:.1f}")
+
+
+
+
+
[18]:
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
 max. Wiederkehrperiode
5 min1.4
10 min1.5
15 min2.0
20 min3.2
30 min8.0
45 min6.8
60 min11.2
1.5 h23.7
2 h26.9
3 h22.0
4 h20.0
6 h30.2
9 h25.3
12 h19.5
18 h20.2
1 d19.3
2 d40.7
3 d39.8
4 d16.2
5 d14.0
6 d12.5
+
+
+
[19]:
+
+
+
sri_table_event = pd.DataFrame(index=hri.duration_steps)
+
+hri.method = hri.METHODS.KRUEGER_PFISTER
+sri_table_event[hri.METHODS.KRUEGER_PFISTER] = hri.get_event_sri_max(event[COL.START], event[COL.END])
+
+hri.method = hri.METHODS.MUDERSBACH
+sri_table_event[hri.METHODS.MUDERSBACH] = hri.get_event_sri_max(event[COL.START], event[COL.END])
+
+hri.method = hri.METHODS.SCHMITT
+sri_table_event[hri.METHODS.SCHMITT] = hri.get_event_sri_max(event[COL.START], event[COL.END])
+
+
+
+

Specific rain event with allocation of heavy rain indices depending on the method and duration.

+
+
[20]:
+
+
+
cmap = ListedColormap([(1,1,1)] + list(hri.indices_color.values()))
+_df = sri_table_event.astype(int).copy()
+_df['max. Wiederkehrperiode'] = return_periods_frame.max()
+_df['max. Regensumme'] = rainfall_sum_frame.max()
+_df.rename(minutes_readable).style.\
+    background_gradient(subset=[hri.METHODS.SCHMITT,
+                                hri.METHODS.KRUEGER_PFISTER,
+                                hri.METHODS.MUDERSBACH], cmap=cmap, vmin=0, vmax=12).\
+    bar(subset=['max. Wiederkehrperiode', 'max. Regensumme'], vmin=0, vmax=100).format("{:.1f}", subset=['max. Wiederkehrperiode', 'max. Regensumme'])
+
+
+
+
+
[20]:
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
 KruegerPfisterMudersbachSchmittmax. Wiederkehrperiodemax. Regensumme
5 min1111.49.9
10 min1211.516.3
15 min1212.021.9
20 min1323.228.2
30 min2438.040.7
45 min2436.846.3
60 min25411.257.0
1.5 h47423.769.6
2 h47526.974.3
3 h47422.076.5
4 h47420.078.7
6 h57630.289.6
9 h57525.392.8
12 h47419.593.0
18 h57420.296.4
1 d57419.398.2
2 d79640.7120.5
3 d89639.8138.0
4 d68416.2138.0
5 d68414.0143.7
6 d67412.5148.2
+
+
+
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/examples/example_heavy_rainfall_index.ipynb b/examples/example_heavy_rainfall_index.ipynb new file mode 100644 index 0000000..a9a2be5 --- /dev/null +++ b/examples/example_heavy_rainfall_index.ipynb @@ -0,0 +1,2832 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "collapsed": false + }, + "source": [ + "# Example for Heavy Rainfall Index" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "collapsed": false + }, + "source": [ + "Based on the IntensityDurationFrequencyAnalysis, the HeavyRainIndexAnalysis enables the creation of location-dependent heavy rain indices according to the methods of Schmitt, Mudersbach and also those of Krüger and Pfister.\n", + "Furthermore, the possibility of creating heavy rain index curves according to the Krüger and Pfister method was included and implemented for the other two methods. Thus, heavy rainfall index curves can be compared with each other. Furthermore, it is possible to assign individual rain events to a heavy rain index using existing rain data." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:58:10.036923Z", + "start_time": "2024-11-06T12:58:10.034364Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__version__='0.2.9'\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "from matplotlib.colors import ListedColormap\n", + "\n", + "from idf_analysis.definitions import METHOD, SERIES, COL\n", + "from idf_analysis.heavy_rainfall_index import HeavyRainfallIndexAnalyse\n", + "from idf_analysis.little_helpers import minutes_readable\n", + "from idf_analysis.sww_utils import rain_events, event_duration, agg_events\n", + "from idf_analysis import __version__\n", + "print(f'{__version__=}')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Implemented Methods for the HeavyRainIndexAnalysis: \n", + "SCHMITT = 'Schmitt' \n", + "KRUEGER_PFISTER = 'KruegerPfister' \n", + "MUDERSBACH = 'Mudersbach'" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.297388Z", + "start_time": "2024-11-06T12:56:30.294690Z" + } + }, + "outputs": [], + "source": [ + "hri = HeavyRainfallIndexAnalyse(method=HeavyRainfallIndexAnalyse.METHODS.KRUEGER_PFISTER,\n", + " series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.376882Z", + "start_time": "2024-11-06T12:56:30.375243Z" + } + }, + "outputs": [], + "source": [ + "cmap = ListedColormap([(1,1,1)] + list(hri.indices_color.values()))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "You need to install `pyarrow` or `fastparquet` to read and write parquet files." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.545709Z", + "start_time": "2024-11-06T12:56:30.380720Z" + } + }, + "outputs": [], + "source": [ + "data = pd.read_parquet('ehyd_112086.parquet').squeeze('columns')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.552541Z", + "start_time": "2024-11-06T12:56:30.550655Z" + } + }, + "outputs": [], + "source": [ + "output_directory = Path('hri_results')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:30.620686Z", + "start_time": "2024-11-06T12:56:30.557548Z" + } + }, + "outputs": [], + "source": [ + "hri.set_series(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:31.085865Z", + "start_time": "2024-11-06T12:56:30.625338Z" + } + }, + "outputs": [], + "source": [ + "hri.auto_save_parameters(output_directory / 'idf_parameters.yaml')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Heavy rainfall index-matrix is created with regard to the individual procedures for SRI generation" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:54.661520Z", + "start_time": "2024-11-06T12:56:54.653624Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Return Period in a1235102025305075100
duration in min
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SRI123456789101112
duration in min            
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4533.947.958.767.775.783.089.695.8101.6107.1112.3117.3
6036.051.062.472.180.688.395.3101.9108.1113.9119.5124.8
9037.152.564.374.383.091.098.3105.0111.4117.4123.2128.6
12037.953.765.775.984.892.9100.4107.3113.8120.0125.8131.4
18039.155.367.778.287.595.8103.5110.6117.3123.7129.7135.5
24040.056.569.279.989.497.9105.7113.0119.9126.4132.5138.4
36041.258.371.482.492.1100.9109.0116.5123.6130.3136.6142.7
54042.560.173.684.995.0104.0112.4120.1127.4134.3140.9147.1
72043.461.475.286.897.1106.3114.8122.8130.2137.3144.0150.4
108043.861.975.887.697.9107.3115.8123.8131.4138.5145.2151.7
144044.162.376.388.198.5107.9116.6124.6132.2139.3146.2152.6
288046.365.480.192.5103.4113.3122.4130.8138.8146.3153.4160.2
432049.770.386.199.5111.2121.8131.6140.7149.2157.3164.9172.3
576053.475.692.6106.9119.5130.9141.4151.2160.3169.0177.3185.1
720055.177.995.4110.2123.2135.0145.8155.8165.3174.2182.7190.9
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\n" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hri.result_sri_table().style.background_gradient(cmap=cmap, vmin=0, vmax=700).format(\"{:.1f}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Using heavy rainfall index curves, the necessary rainfall heights can be read off depending on the respective index." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:57:30.195996Z", + "start_time": "2024-11-06T12:57:29.679973Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrhFbb6PkNUqOSJKdi0J2LlYhISEBJSUluP/++/Hf//630rGqdhlqmoYzzjgDf//9N9q1a4e//vqr2qdFy85FIYQQQgghhBBCVIfsXBRCR61bt0bjxo0xfvz44z4uPj4eAODz+ar92haLBQ888AAAYPPmzZg/f37Ng1YhLy9P+WsymDNnjt4RQsKWVxXpzYEtrypsvdnyqsLWmy2vKtKbA1teVdh6s+U1I7OuEVtvo+Q1So5IkuGiMJ2oqCgcPHgQixYtqvIx27ZtQ1ZWFgCgRYsWIb3+bbfdhjp16gAAXn311RrnrEpycrLy12RwxRVX6B0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5IgkGS4K07nyyisBAMuWLcPHH38ccNzpdGLUqFEV/92vX7+QXj8+Ph533XVXxXv8/vvvtUgbqLS0VOnrsVizZo3eEULCllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrhFbb6PkNUqOSLLrHUCISHv00UcxY8YM5OXlYejQoZg1axb69euHxo0bY+vWrZg2bRq2bdsGALjpppvQqVOnkN9j5MiReP311+Hz+fDqq68GvaDrsmXL4HQ6K/47Nze34v8uWLCg0mP79u1b8bXD4Qg5z8mgadOmekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGbL2NktcoOSJJhovCdE455RTMmzcPAwYMQGZmJubNm4d58+YFPO6yyy7De++9V6P3aNmyJa677jp88cUX+Pzzz/Gf//wn4PTq2267Dbt27Qp47vr16wN2Sx593yWz3oPJ6/XqHSEkbHlVkd4c2PKqwtabLa8qbL3Z8qoivTmw5VWFrTdbXjMy6xqx9TZKXqPkiCQ5LVqY0gUXXICNGzdi/Pjx6N69O+rUqQO73Y4GDRqgb9+++OSTT7BgwQIkJCTU+D0eeughAOV/sLzxxhtqgiO0G8ycTI7s7GTBllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrhFbb6PkNUqOSLJoZt0GJSrU5vblGRkZ8Hq9sNvtSE1NDVdEcRSfzwebzaZ3jCqF6zNRWFiIpKQkZa8Xbmx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2St5I5ajNLEc12bkoBJmioiK9I+hi+fLlekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGbL2NktcoOSJJdi4K2bkolJLPhBBCCCGEEEIIEV6yc1EIUWM5OTl6R9BFsDtuGxlbXlWkNwe2vKqw9WbLqwpbb7a8qkhvDmx5VWHrzZbXjMy6Rmy9jZLXKDkiSXYuCtm5KJSSz4QQQgghhBBCCBFesnNRCFFj+fn5ekfQxbx58/SOEBK2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZl1jdh6GyWvUXJEkuxcFLJzkYzcLZoDW15VpDcHtryqsPVmy6sKW2+2vKpIbw5seVVh682W14zMukZsvY2SV+4WLYQwPJfLpXcEXWzevFnvCCFhy6uK9ObAllcVtt5seVVh682WVxXpzYEtrypsvdnympFZ14itt1HyGiVHJMlwUQgyRt61GE4pKSl6RwgJW15VpDcHtryqsPVmy6sKW2+2vKpIbw5seVVh682W14zMukZsvY2S1yg5IkmGi0KQsVgsekfQhd1u1ztCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmZNY1YuttlLxGyRFJMlwUgozH49E7gi727dund4SQsOVVRXpzYMurCltvtryqsPVmy6uK9ObAllcVtt5sec3IrGvE1tsoeY2SI5Lkhi5CbuhCxu/3w2o17r8LhOsz4XQ6ERsbq+z1wo0tryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7beRskbqRxyQxchRI0VFBToHUEXCxcu1DtCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmZNY1YuttlLxGyRFJsnNRyM5FoZR8JoQQQgghhBBCiPCSnYtCiBrLycnRO4Iu0tLS9I4QEra8qkhvDmx5VWHrzZZXFbbebHlVkd4c2PKqwtabLa8ZmXWN2HobJa9RckSS7FwUsnNRKCWfCSGEEEIIIYQQIrxk56IQosbMes3FBQsW6B0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5IgkGS4KQSY+Pl7vCLro1q2b3hFCwpZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TUjs64RW2+j5DVKjkiS4aIQZNxut94RdLFr1y69I4SELa8q0psDW15V2Hqz5VWFrTdbXlWkNwe2vKqw9WbLa0ZmXSO23kbJa5QckSTDRSHIWCyWiq+9Xi8eeeQRWCyWil9jx46t1uts2rQJd999N9q0aYOYmBgkJibi7LPPxtNPP42srKwwpa+5mJgYvSOEhC2vKtKbA1teVdh6s+VVha03W15VpDcHtryqsPVmy2tGZl0jtt5GyWuUHJFk1zuAECI0NpsNAHDgwAEMGjQIP/30U8iv8cEHH+Cee+6Bx+Op+F5ZWRnWrVuHdevWYdq0aZgzZw569OihLHdtJSUl6R0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5Igk2bkoBJmysjIsX74cnTt3rhgsDh06tNrPX7p0Ke666y54PB4kJibisccew5dffolZs2bhrrvugs1mw6FDh3DttdciMzMzXDVCtnXrVr0jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7beRslrlByRZNE0TdM7hNBXbW5fnpGRAa/XC7vdjtTU1HBFFEf5/PPPMWTIEHi9XkRFReGNN97AiBEjKk6XHjNmzHFPje7Zsyd+/vlnREdHY9WqVejQoUOl4x9++CFuu+02AMCjjz6Kl19+OaR84fpMeDweOBwOZa8Xbmx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2St5I5ajNLEc12bkoBJlVq1bB6/WiZcuWWLFiBUaMGFHt5+bk5OCXX34BANx7770Bg0UAuPXWWyvubvXtt9+qCa3AnDlz9I4QEra8qkhvDmx5VWHrzZZXFbbebHlVkd4c2PKqwtabLa8ZmXWN2HobJa9RckSS7FwUsnORzNixY7Fy5Up8/PHHqFevXsX3q7NzcfXq1ejatSsAIC0tDYMHDw76uJEjR+Ktt95CfHw8iouLQ8onnwkhhBBCCCGEECK8ZOeiEKLG+vbti/nz51caLFZXx44dsWfPHuzZswfXX399lY+z2+2V/q8RpKWl6R0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5Igk2bkoZOfiSaK611ysjh49euCXX37Beeedh19//TWk58pnQgghhBBCCCGECC/ZuShMRfNrcOX4TPVL84dvZl9YWBi21waAdevWVVyX8aabbgrre4Vi8eLFekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGbL2NktcoOSLJOOc8ipNWWZ4fczvt0DtGRF37R2vE1LOF5bVjY2PD8roA4Pf7cd999wEAkpOTK+4abQTt27fXO0JI2PKqIr05sOVVha03W15V2Hqz5VVFenNgy6sKW2+2vGZk1jVi622UvEbJEUmyc1EIMh6PJ2yv/cQTT+Dnn38GAEyYMAEpKSlhe69QZWVl6R0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5IgkGS4KIQAA//vf//DKK68AAG644YaKHYxCCCGEEEIIIYQQVZHhohBkHA6H8tf88ssvMWLECABA165d8dFHHyl/j9pq2LCh3hFCwpZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TUjs64RW2+j5DVKjkiSay6KsIuua8W1f7TWO0ZERdcN39ze6XQqHTD++OOPuPnmm+Hz+XDGGWfg22+/RVxcnLLXV2XDhg1o1KiR3jGqjS2vKtKbA1teVdh6s+VVha03W15VpDcHtryqsPVmy2tGZl0jtt5GyWuUHJFk0TQtfLe1FRRqc/vyjIwMeL1e2O12pKamhiuiqAaLxQIAGDNmDMaOHVut5/z++++46KKLUFRUhJYtW2LFihW1vn29fCaEEEIIIYQQQojwqs0sRzU5LVoIMjk5OUpe5++//0a/fv1QVFSEhg0b4ocfftD1D6MTSUtL0ztCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmZNY1YuttlLxGyRFJsnNRyM7Fk0QoOxf37t2LHj16YPfu3UhOTsbSpUvRqVMnJTnkMyGEEEIIIYQQQoSX7FwUQtRYbm5urZ6fk5ODK664Art370ZsbCzmzZunbLAYTrNnz9Y7QkjY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DLqwpbb7a8ZmTWNWLrbZS8RskRSbJzUcjORTLr1q3DX3/9FfD9IUOGAAAGDBiAgQMHVjo2ePDgiq/PO+88rFy5EgDw4IMPom/fvsd9v27duiElJaXa+cL1mfB4PGG5U3a4sOVVRXpzYMurCltvtryqsPVmy6uK9ObAllcVtt5sec3IrGvE1tsoeSOVQ3YuCiFqLC0tDUOGDAn4dcQXX3xR5TEAFYNFAJg0aRL69et33F/r1q2LWLfj+eWXX/SOEBK2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZl1jdh6GyWvUXJEkgwXhSBjt9v1jqCLtm3b6h0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5IgkGS4KQeapp56Cpmkh/TpaqM/t06ePPkWPUVhYqHeEkLDlVUV6c2DLqwpbb7a8qrD1ZsurivTmwJZXFbbebHnNyKxrxNbbKHmNkiOSZLgoBBmzXibV5XLpHSEkbHlVkd4c2PKqwtabLa8qbL3Z8qoivTmw5VWFrTdbXjMy6xqx9TZKXqPkiCQZLgpBJioqSu8IumjZsqXeEULCllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrhFbb6PkNUqOSJLhohBkSkpK9I6gi/T0dL0jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7beRslrlByRZNHMeo6lqFCb25dnZGTA6/XCbrcjNTU1XBEFEflMCCGEEEIIIYQQ4VWbWY5qsnNRCDI5OTl6R9BFWlqa3hFCwpZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TUjs64RW2+j5DVKjkiSnYuHlZSUYMqUKfj888+xefNmOJ1ONGzYED179sT999+Pnj17Hvf5u3btwsSJE/H9999j9+7dAIAWLVrg8ssvx+jRo6t1zv23336LadOmYeXKlcjJyUFCQgI6dOiAwYMH48477wzbtfZk56JQST4TQgghhBBCCCFEeMnORYPZvn07OnfujEcffRQrV65EQUEB3G439u7di5kzZ+LCCy/Ek08+WeXz586di7POOguTJ0/G5s2bUVpaitLSUmzevBmTJ09G+/bt8fXXX1f5fJ/Ph2HDhuGqq67C3LlzkZmZCY/Hg7y8PCxfvhz33XcfevTogaysrHDUF2Ty8vL0jqCLOXPm6B0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5Igk0+9cdLvd6NSpEzZt2gQA6N+/P2644QbUrVsXmzZtwptvvol9+/YBAKZNm4bhw4dXev6GDRvQtWtXuFwuxMbGYvjw4ejVqxcAYPny5Zg2bRpcLhdiYmKwevVqnHXWWQEZnnnmGYwfPx4AcNppp2HEiBFo06YNsrOz8cknn+DHH38EAPTq1QvLli1T/nsgOxe5+P1+WK3G/XeBcH0mnE4nYmNjlb1euLHlVUV6c2DLqwpbb7a8qrD1ZsurivTmwJZXFbbebHnNyKxrxNbbKHkjlUN2LhrIhx9+WDFYfPLJJzF37lzcdttt6N+/Px5//HGsWbMGjRo1AgA8++yz8Pl8lZ7/3HPPVQwPlyxZgkmTJmHAgAEYMGAAJk2ahKVLlyImJgYulwvPPfdcwPvn5OTg1VdfBQD07NkTa9euxUMPPYRrrrkGd9xxBxYvXoyHH34YQPmw8rvvvgvnb4cgUFpaqncEXaxZs0bvCCFhy6uK9ObAllcVtt5seVVh682WVxXpzYEtrypsvdnympFZ14itt1HyGiVHJJl+uPjNN98AABo1aoQxY8YEHG/YsCGeffZZAEBmZibWrl1bcczv92PBggUAgBEjRqB79+4Bz+/evTvuvfdeAMCCBQvg9/srHf/xxx/hcrkAAG+99Rbi4uICXuOll16qGHDOnz8/5I7i5OJwOPSOoIumTZvqHSEkbHlVkd4c2PKqwtabLa8qbL3Z8qoivTmw5VWFrTdbXjMy6xqx9TZKXqPkiCTTDxe3bdsGAOjUqROio6ODPqZbt24VX+/cubPi60OHDqGoqAgAcNFFF1X5HkeOFRYWIjc3t9KxHTt2AABSUlLQsWPHoM+PiorCBRdcEPD+wpzMeiUDr9erd4SQsOVVRXpzYMurCltvtryqsPVmy6uK9ObAllcVtt5sec3IrGvE1tsoeY2SI5LsegfQ26JFi+D1ehEfH1/lY+x2e9Cvjz49NTExscrnJyUlVXxdUlKC+vXrB7zG8Z5/9GuUlJQc93Hi5Hfsqflmcexg3ujY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DLqwpbb7a8ZmTWNWLrbZS8RskRSaYfLjZu3PiEj1m1alXF12eccUat3q+2u87MumtN/CMmJkbvCLpo166d3hFCwpZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TUjs64RW2+j5DVKjkgy/WnRJ6JpGt555x0AQMeOHXH66afrnCh0e/fuPe6vAwcO6B1RhODIqfhms3z5cr0jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7beRslrlByRJMPFE/jf//6H33//HQDwwAMPnPDxn332GerXr4/mzZtjxYoVIb+fpmkYMmQI4uLicNlll1Xc7KU2mjdvftxfR19TUhhfnTp19I6gi6uvvlrvCCFhy6uK9ObAllcVtt5seVVh682WVxXpzYEtrypsvdnympFZ14itt1HyGiVHJMlw8ThWr16Nhx56CABw3nnn4fbbbz/hcz788EPk5ORg7969mDVrVsjvmZOTg5kzZ8LpdGLRokXYuHFjyK9RGzt27MDOnTvx888/w+l0Ys6cOQCAtLQ0AOV3vM7NzcXatWuxadMmuFyuigHokesK5OTkACi/gY3H40FpaSlKS0vh8XhQWFhY6TG5ubnw+/0oKiqC2+2G0+lEaWkpvF4vCgoKKj02Ly8Pfr8fxcXFKCsrg8vlQklJCXw+H/Lz8ys9Nj8/Hz6fDyUlJXC5XCgrK0NxcTH8fj/y8vIqPbagoABerxelpaVwOp1wu90oKiqC3+83ZKesrCxDd/J4PNA0DXl5edi5cye2bt2K9PR0FBYWYt68eZU+T/PmzUNhYSHS09OxdevW4372Jk2aVOmzt2/fPixbtgwejwezZ8+u9NjFixfj4MGDWL9+PdavX4+DBw9i8eLFlR4ze/ZseDweLFu2DPv27cOmTZuwdu1a5ObmVtwF/shj58yZA6fTiZ9//rnanaZMmXLCTsf+PBm908m4TtXpVJ11evXVV6k6yTpxdJJ14ugk63TydKrOOh3pzdJJ1omjk1nXialTWlraSdepOut0dG+GTkZZpzfeeCMi65SdnQ2jsGhyEb+gdu3ahQsuuAD79+9HSkoKfv/9d7Rq1arSY3bu3InWrVsDAJYsWYI+ffpg9uzZuPfeexEbG4tZs2ahR48eWLp0acUdo3fs2FHpdcaOHYtx48ahZcuWFXeCvvnmm/HVV1+hZ8+emDdvHqKjozFs2DDMmDEDvXv3xtKlS0Pqsnfv3uMeP3DgQMXuxT179qBZs2bVfu2MjAx4vV7Y7XakpqaGlEucnOQzIYQQQgghhBBChNfevXvRvHlzAKHPclSTnYtBZGdn4/LLL8f+/fsRExODOXPmBAwWq3LjjTdW7Fzs0aNHjd7/008/hdPpxA8//IDo6OgavcbRmjVrdtxfTZo0qfV7iMg5sqPRbI78axALtryqSG8ObHlVYevNllcVtt5seVWR3hzY8qrC1pstrxmZdY3Yehslr1FyRJIMF49RVFSEfv36YcuWLbDb7Zg5cyYuvPBCvWMJUSExMbHia6/Xi0ceeQQWi6Xi19ixY6v9Wtu3b0fnzp0rPf/IDlqj6dWrl94RQsKWVxXpzYEtrypsvdnyqsLWmy2vKtKbA1teVdh6s+U1I7OuEVtvo+Q1So5IkuHiUcrKynDttdfi999/h8ViwXvvvYdrr71W6XtYLBZdny/4HbnG5YEDB3DxxRdj4sSJNXqdefPm4dxzz8XatWtVxgubzZs36x0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusasfU2Sl6j5IgkGS4e5vP5MGTIECxZsgRA+QU4b7311uM+Jy4uruLroqKiKh935OYYAJCUlBT0NY73/KNf49jnC/Ox2WxYvnw5OnfujJ9++gkAMHTo0Go/3+/34+mnn0b//v2Rn5+P+Ph4XH/99eGKq0xKSoreEULCllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrhFbb6PkNUqOSJLh4mH33HMPvvrqKwDAmDFj8MADD5zwOfXr1684RfXHH3+s8nFHBpZJSUmoW7dupWNHbgiTm5uLP//8M+jz3W43fv75ZwCo9rUfxclr7ty5uOSSS5CZmYmoqCi8/fbb+PDDD6v9/IEDB2LChAnQNA3t2rVDeno6+vfvH8bEatjtdr0jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7beRslrlByRJMNFAI8//jjee+89AMADDzxQ7WvWWa1W9OvXDwDwzjvvYOXKlQGPWblyJaZOnQoAuOGGGwKOX3LJJYiNjQUAjBw5EqWlpQGPeeKJJ5CVlVXlawhz+fPPP+H1etGyZUusWLECI0aMCOn5a9asAQDcdNNNWLVqFc4888xwxFRu3759ekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGbL2NktcoOSLJfOPUY0ydOhUvv/wyAOCss85C3759sWDBgiof37RpU3To0KHiv5955hl8/fXXcDqduOiiizB8+PCKi3cuX74c06ZNg8vlQnx8PB5//PGA10tJScEjjzyC8ePHY8WKFTjnnHMwYsQItGnTBtnZ2fj000+xePFiAMCll15qyguDisocDgf69u2Ljz/+GPXq1Qv5+VFRUXj99dfx0EMPqQ8XRp07d9Y7QkjY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DLqwpbb7a8ZmTWNWLrbZS8RskRSabfufjbb79VfL1x40ZceeWV6NevX5W/XnvttUrPb9++PWbOnIn4+Hg4nU5MnjwZAwcOxMCBAzF58mS4XC4kJydj5syZaNeuXdAMY8eOxW233QYA2LJlCx5++GH0798fd955Z8Vg8fzzz8enn34qN3QRuOqqqzB//vwaDRaB8tOq2QaLALBw4UK9I4SELa8q0psDW15V2Hqz5VWFrTdbXlWkNwe2vKqw9WbLa0ZmXSO23kbJG6kcnhJ/RN6nOiyapml6h9DTsGHDMGPGjGo//rbbbsP06dMDvr9z505MnDgR33//PXbv3g273Y7mzZvjqquuwsiRI9GiRYsTvvb8+fMxbdo0rFy5Erm5uUhJScEZZ5yBW265BcOGDQvbeft79+5F8+bNAQB79uxBs2bNqv3cjIwMeL1e2O12pKamhiWfqJ4jg+cxY8ZU+9T+I6ZPn47bb78dALBjx45aXdtTPhNCCCGEEEIIIUT45K5z4Zvhf2BY+vkAQp/lqGb6nYvTp0+HpmnV/hVssAiU32hl8uTJ2Lx5M0pLS1FYWIiNGzfi5ZdfrtZgESjfkTZ37lxkZmbC7XYjMzMTS5YswV133UV9QVDNr8F/yG2qX5o/fDP7nJycsL22kaWlpekdISRseVWR3hzY8qrC1pstrypsvdnyqiK9ObDlVYWtN1teMzLrGrH1NkrecObQ/Br+npaHxdftRcluT9jeJ1Sm37kowr9z0X/IjdwzflGSlUXKpgtgrR8V0feUnYtCCCGEEEIIIcTJyXXIi/TRWTiwpPxGwDneA7g/s/y+HLJzUQgRkoKCAr0j6OJ4N1oyIra8qkhvDmx5VWHrzZZXFbbebHlVkd4c2PKqwtabLa8ZmXWN2HobJW84cmQuL8XCy/dUDBaNhvdcWyFMKj4+Xu8IuujWrZveEULCllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrhFbb6PkVZnD79Gw/pUcbJ6Sr+w1w0F2LgpBxu126x1BF7t27dI7QkjY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DLqwpbb7a8ZmTWNWLrbZS8qnIU7/Jg8Q17gw4WYxracN6bjZW8jwqyc1GEnSXFgZRNF+gdI6IsKY7wvfbhayuaTUxMjN4RQsKWVxXpzYEtrypsvdnyqsLWmy2vKtKbA1teVdh6s+U1I7OuEVtvo+RVkWPXnCKsfjIL3uLA26Q0uSgO3SY2xCFXZq3fRxUZLoqws1gtsET45iYnM5vNpncEXSQlJekdISRseVWR3hzY8qrC1pstrypsvdnyqiK9ObDlVYWtN1teMzLrGrH1Nkre2uTwlPix5pls7JxdFHDM6gA6Plkfp92ZDIvVAuytTUq15LRoIciUlZXpHUEXW7du1TtCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmZNY1YuttlLw1zZG3oQw/XLkn6GAxobUDl8xthtOH1ykfLBqM7FwUgoxZb+hywQVcp9az5VVFenNgy6sKW2+2vKqw9WbLq4r05sCWVxW23mx5zcisa8TW2yh5Q82haRq2vFeAdS8egj/ILRZaDUxE5/EN4Ig37v5A4yYTQgSVn5+vdwRdzJkzR+8IIWHLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKakVnXiK23UfKGksOV48NPww7gj3GBg0V7ggXdJzdC99cbGXqwCAAWTdMCrw4pTGXv3r1o3rw5AGDPnj1o1qxZtZ+bkZEBr9cLu92O1NTUcEUUR9mwYQM2bNgQ8P0hQ4YAAAYMGICBAwdWOjZ48OCKr7/55huUlJRUOr5s2TJMnToVADB58mQ0aNCg4ljr1q3RvXv3aueTz4QQQgghhBBCCHF8B1eU4rcHD8KV5Qs4lnJ2NM7/b2MktKr6ZrG1meWoZuzRpxAiwIcffoghQ4YE/Driiy++qPIYAIwaNSrg+JHBIgA88MADlY5NmTIlYt2OJy0tTe8IIWHLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKakVnXiK23UfKeKIffo2HdSzlYevP+oIPFdiPq4OIvmx13sGg0snNRyM5FMmPHjsW4ceNCes7RP+atWrXCrl27qv3c2267DdOnT6/24+UzIYQQQgghhBBCBCre7cGvIzORuzbwRq0xDWzo/nojNO4dV63Xkp2LQogaGz16NDRNC+nX0Xbu3BnSc0MZLIbT4sWL9Y4QEra8qkhvDmx5VWHrzZZXFbbebHlVkd4c2PKqwtabLa8ZmXWN2HobJW9VOXZ/XYTv++4JOlhs3DsOVyxsXu3BotHI3aKFIBMbG6t3BF20b99e7wghYcurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8pqRWdeIrbdR8h6bw1vqx5pns7FjVlHAY60OoMPj9XD68DqwWC2Riqic7FwUgozH49E7gi6ysrL0jhAStryqSG8ObHlVYevNllcVtt5seVWR3hzY8qrC1pstrxmZdY3Yehsl79E58jaW4fsr9wQdLCa0cuCSr5qh3T11qQeLgOxcFEIIIYQQQgghhBBCGU3TkPFBAf584RD87sDjLQck4tzxDeBIODn2/MlwUQgyDgfPHaNUatiwod4RQsKWVxXpzYEtrypsvdnyqsLWmy2vKtKbA1teVdh6s+U1I7OuEVtvo+StE1UfK+44gP2LSgOO2eMtOPeFBmg1IEmHZOFzcoxIhTARp9OpdwRdbNiwQe8IIWHLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKakVnXiK23EfIe/LkUvw0sCDpYrNsxGpd/1/ykGywCgEU79laywnRqc/vyjIwMeL1e2O12pKamhiuiICKfCSGEEEIIIYQQZlK634M/J+Rg99zioMdPv6cOOjxWD7YodddWrM0sRzXZuSgEmZycHL0j6CItLU3vCCFhy6uK9ObAllcVtt5seVVh682WVxXpzYEtrypsvdnympFZ14ittx55vU4/NkzMwbe9dwcdLEbXt6HXR03Q6f/qKx0sGo3sXBSyc1EoJZ8JIYQQQgghhBAnM03TsHtOMf58MQfOA96gj2ncKxbdXm+E2Ibhud2J7FwUQtRYbm6u3hF0MXv2bL0jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7bekcqb84cLi6/fh98eOBh8sBjjxTnj6qPXR6eEbbBoNLJzUcjORTJ+vx9Wq3H/XSBcnwmPx0N1p2y2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZl1jdh6hzuvM9OLdf/Jwc7Pi4Iet1iBU29OQrsHk5DQOCZsOY6QnYtCiBorKSnRO4IufvnlF70jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7be4crrdfrx1+RcfNt7V5WDxYY9YnH5gubo8mJD/P73yrDkMDJz7M8U4iQSHR2tdwRdtG3bVu8IIWHLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKakVnXiK236ryapmHv/BL88cIhlO4Nfl3FhJYOdHqmHk65PB4WiyUsORjIzkUhyPh8Pr0j6KKwsFDvCCFhy6uK9ObAllcVtt5seVVh682WVxXpzYEtrypsvdnympFZ14itt8q8eRvKsGTgPvwyIjPoYNGeYMHZT9dD38Ut0PSKhIrBouocLGTnohBkzHqZVJfLpXeEkLDlVUV6c2DLqwpbb7a8qrD1ZsurivTmwJZXFbbebHnNyKxrxNZbRV5nlhfrX87Bjs+KgGB/9bYApw5OQodHUxDTIPhILVK/b+6V+RF5n+qQ4aIQZKKiovSOoIuWLVvqHSEkbHlVkd4c2PKqwtabLa8qbL3Z8qoivTmw5VWFrTdbXjMy6xqx9a5NXl+Zhi3v5eOvN3PhLQ6+oadB9xicM7YB6rY//qXKwv37prl8KHlhB4rf2hTW9wmFnBYtBBmz3tAlPT1d7wghYcurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8pqRWdeIrXdN8mqahr3fFeO7i3dh3Ys5QQeL8c3tuGBqY1w0u+kJB4s1zVFd3vVFyL/sd7im7g3be9SERTPrOZaiQm1uX56RkQGv1wu73Y7U1NRwRRRE5DMhhBBCCCGEEMLo8jeVYe3YQ8j6xRn0uD3OgjNG1sXpw+vAFqPv3jzNp8H51h6UvrQD8JSP8fb7snF23k0AQp/lqCY7F4Ugk5OTo3cEXaSlpekdISRseVWR3hzY8qrC1pstrypsvdnyqiK9ObDlVYWtN1teMzLrGrH1rm5eV44Pq5/Mwvd991Q5WGw1MBFXLmuJM0elhDxYVP375tvtRMF1f6D0+e0Vg0WjkZ2LQnYuEvN6vXj88ccxceLEiu+NGTMGY8eOPeFzd+3ahYkTJ+L777/H7t27AQAtWrTA5ZdfjtGjR9f4OhHymRBCCCGEEEIIYTQ+t4at0/OxcVIePIX+oI+p1yUGncfWR8rZMRFOF0jTNJTNzETJU1uhFfsCjme2LUGH364GIDsXhRAhysvLAwAcOHAAF198caXBYnXNnTsXZ511FiZPnozNmzejtLQUpaWl2Lx5MyZPnoz27dvj66+/Vh29VubMmaN3hJCw5VVFenNgy6sKW2+2vKqw9WbLq4r05sCWVxW23mx5zcisa8TWu6q8mqZh/6ISLLxsN/54PifoYDHuFDvO/28jXPJl01oPFlX8vvlz3Ci6fSOKH/g7cLBoAWIfbIHkTzrU+n1UkZ2LQnYukvH7/VixYgUGDRqEzMxMAMDQoUPx0UcfATjxzsUNGzaga9eucLlciI2NxfDhw9GrVy8AwPLlyzFt2jS4XC7ExMRg9erVOOuss0LKF67PhNPpRGxsrLLXCze2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZl1jdh6B8tbsMWNP8ZlI3N58NOfbTEWnHF/XZx+Tx3YY9Xsv6vt75t7UQ6KHvwbWpY74Ji1RQwS32oHx3l1ajXLUU12LgpBJi0tDZdccgkyMzMRFRWFt99+Gx9++GG1n//cc89VDA+XLFmCSZMmYcCAARgwYAAmTZqEpUuXIiYmBi6XC88991wYm4RmzZo1ekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGbL2PzluW58Pvz2Rj4eW7qxwstrw+AVcub4mzHkpRNlg8NkcotBIfih/bgsIh64MOFqNvbow6S7vAcV6dWiZUz653ACFEaDZt2gSv14uWLVti9uzZ6Nq1a7Wf6/f7sWDBAgDAiBEj0L1794DHdO/eHffeey/eeOMNLFiwAH6/H1ar/v8O0bRpU70jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI7beTZs2hd+jYevHBdj4Wi7cBcGvq5jSKRrnjGuA+p3Dc13Fmvy+edYUovi+TfBtCxyEWuo5kPDaaYi+qoGKeGGh/8RACBGyvn374vfffw9psAgAhw4dQlFREQDgoosuqvJxR44VFhYiNze35kEV8nq9ekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGbL1zfvFi4RW7sfbZQ0EHi7GNbOj+RkNcOrdZ2AaLQGi/b5rXj9JXd6LgyjVBB4uOS1NQd1kXQw8WAdm5KASdAQMG4LnnnqvRbsLS0tKKrxMTE6t8XFJSUsXXJSUlqF+/fsjvpZpRhpzVxZZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TUjs64RS++yPB/SRx/E/kUA4Ak4bou24PR766DdiLpwxId/j111f99820pRdN8meNcUBR6MsyL+ubaIubUJLBaL4oTqyXBRCDIdO3aM6GnKRrnnU7t27fSOEBK2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZl1jRh6l+X5sPTm/cjfUBb0ePNrEnD2U/UQ38wRsUwn+n3TNA2uDw+g5NmtQGngDkt750Qkvn0GbG3iwhVROTktWoSd5tegZZeY65c/fAO5I6c1m83y5cv1jhAStryqSG8ObHlVYevNllcVtt5seVWR3hzY8qrC1pstrxmZdY2M3vt4g8W6HaJx8RdNccHbjSM6WASO//vmP1iGwlvWo+TfWwIHizYg7rFWSJ5/DtVgEQAsmlG2JQnd1Ob25RkZGfB6vbDb7UhNTQ36GC27BGUtJirJyiJ692hYGsRH9D2PbJUeM2YMxo4dG/QxO3fuROvWrQEAS5YsQZ8+ffDZZ5/hvvvuQ2xsLNLS0tCzZ08sXbq04rqLO3bsQKtWraqdozqfCSGEEEIIIYQQoqaqGixG17eh4xP10PrGRFisxjqduOzbbBSP3gItJ/DUbeupsUiccgYcnZOCPDO42sxyVJOdi0KQycnJUfp6H374IXJycrB3717MmjVL6WurlJaWpneEkLDlVUV6c2DLqwpbb7a8qrD1ZsurivTmwJZXFbbebHnNyKxrZNTeVQ0WtWQ3Lv2qGU4dlKTrYPHY3zd/sRdFD2xG0W0bgw4WY24/BXV/7BLSYNFoZOeikJ2LYcC0c3H27Nm49957ERsbi1mzZqFHjx6yc1EIIYQQQgghhOFUNViMbWLHxZ81RUKryJ4CfSKe3/JRNHIz/LtcAccsDaOQOOl0RF1ar0avLTsXhRA1lp+fr/T1brzxxoqdiz169FD62irNmzdP7wghYcurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8pqRWdfIaL3L8nxYdkvVg8WlGxbqlKyyefPmQXP7UTJ+Owqu/SPoYDHqqvqou7xLjQeLRiN3ixbhVy8O0btH650isuqF7+KriYmJYXttI+vVq5feEULCllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrpGReh8ZLOatr3rHYq8UY+Tt2bgr8q9YA9+G4oBjlgQb4ie0RfTgxhVnH54MZOeiCDuL1QJLg3hz/Qrj9R1crsB/9Qgno/yBt3nzZr0jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRmZdI6P0rs5gEdA/r+bxwzllD9z9NwUdLNq7J6PO0i6IGdLEMH/PVkV2LgpBxmaz1fi5cXH/7KgsKiqq8nGFhYUVXyclGeOisikpKXpHCAlbXlWkNwe2vKqw9WbLqwpbb7a8qkhvDmx5VWHrzZbXjMy6RkbofbzB4kWzTql0jUW98mqaBve3h1D6/Hb4tjkDd/E5LIh7ojVi728Oi+3kGioeITsXhSBTm3/hqF+/fsVp1T/++GOVj1uyZAmA8sFi3bp1a/x+KtntXP8WwpZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TUjs66R3r3d+ccfLCa2jqr0fT3yelYVoODqtSgathG+bc6A47Z2caizsDPiHmhx0g4WARkuCkHH4wm8dX11Wa1W9OvXDwDwzjvvYOXKlQGPWblyJaZOnQoAuOGGG2r8Xqrt27dP7wghYcurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8pqRWddIz97u/PK7Qld3sAhENq9veykK79iIgivXwpteGPQxMfc2Q50fzoW9w8l/3wSLpmma3iGEvmpz+/KMjAx4vV7Y7XakpqaGK6I4yrp16/DXX38FfH/IkCEAgAEDBmDgwIGVjg0ePLji6w0bNqBr165wuVyIjY3F8OHDKy7Uu3z5ckybNg0ulwvx8fFYvXo12rVrF1K+cH0mnE4nYmNjlb1euLHlVUV6c2DLqwpbb7a8qrD1ZsurivTmwJZXFbbebHnNyKxrpFfvKgeLjW246LOmQQeLQGTy+nPcKH1tF1zT9wOe4OM069nxSHw+FY7z64Q1S21mOarJzkUhyHzyyScYMmRIwK8jvvjiiyqPAUD79u0xc+ZMxMfHw+l0YvLkyRg4cCAGDhyIyZMnw+VyITk5GTNnzgx5sBhOCxcu1DtCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmZNY10qN3TQeLQHjzak4fSiftQl7XlXD9b1/QwaK1ZQwSp52B5fftC/tg0Whk56KQnYtkxo4di3HjxoX0nGA/5jt37sTEiRPx/fffY/fu3bDb7WjevDmuuuoqjBw5Ei1atKhRPvlMCCGEEEIIIYQIVW0Gi+Gi+TSUzT6I0hd3wL+/LOhjLHXsiHukJWJubwpLdOT28MnORSFEjY0aNQqapoX0K5hWrVph8uTJ2Lx5M0pLS1FYWIiNGzfi5ZdfrvFgMZzS0tL0jhAStryqSG8ObHlVYevNllcVtt5seVWR3hzY8qrC1pstrxmZdY0i2VvFYFF1XvfSXORfshrFozYHHyxGWxA7sjnqruqO2HubVwwWzfh5kZ2LQnYuCqXkMyGEEEIIIYQQorqMtmPRu6EYJeO2wbM0r8rHRA9siLinToWteUwEk1UmOxeFEDVWUFCgdwRdLFiwQO8IIWHLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKakVnXKBK9VQ4Wa5vXt9+FopGbkH/x6ioHi44L66DOonOROOXMKgeLZvy82PUOIIQITXx8vN4RdNGtWze9I4SELa8q0psDW15V2Hqz5VWFrTdbXlWkNwe2vKqw9WbLa0ZmXaNw91a9Y7Gmef2FXjgn74bznb2Ayx/0MbZ2cYh/tg0cl6bAYrGEJQcz2bkoBBm32613BF3s2rVL7wghYcurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8pqRWdconL3d+T4svUXtqdCh5tXcfjjf3Yu8bivhnLQ76GDR2igKCa+fjjpLuiDqsnonHCzWJEdN+ZbvjMj7VIfsXBSCTHX+MDsZxcTody2LmmDLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKakVnXKFy9KwaL69ReY7G6eTVNg3veIZQ8vx3+Hc6gj7HE2xA7qnn5jVribWHJUVNagQveJ36A54NlYX2fUMhwUQgyNltof7CdLJKSkvSOEBK2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZl1jcLRu8rBYqPa37ylOnk96QUoGbsN3lWFwR9gA2JuPQVx/24Fa8OaZQnn58X3/VZ47psP7Ksiv07ktGghyJSVlZ34QSehrVu36h0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusaqe7tLjjOYHF27e8Kfby8vm2lKBy2AQVXra1ysBh1ZX3UWdENCS+fVuPB4oly1JSW74Ln3m/guTbNcINFALBomqbpHULoqza3L8/IyIDX64Xdbkdqamq4Ioqj+P1+WK3G/XeBcH0mPB4PHA6HstcLN7a8qkhvDmx5VWHrzZZXFbbebHlVkd4c2PKqwtabLa8ZmXWNVPZ2Fxy+eUuYBotA8Lz+bDdKX90J14cHAG/w8Zf93ETEj2kDx/l1ap2hqhy14VuQAc/984H9RZW+v1crQGrZawBCn+WoZtwJhRAiqPz8fL0j6GLOnDl6RwgJW15VpDcHtryqsPVmy6sKW2+2vKpIbw5seVVh682W14zMukaqekdisAhUzquV+lA6cRfyuq2E6/39QQeL1lYxSPzfmUj+rrOyweKxOWpDy3fBc/fX8Fw/M2CwCADWC1ooeR8VZOeikJ2LQin5TAghhBBCCCGEACI3WDxC82kom5WJ0pd2wH/AHfQxlrp2xD3SCjG3nwJLlDH33Pm+O7xb8UDgUBGJUbC/dBkOXNYALVqUDxhl56IQIiQ5OTl6R9BFWlqa3hFCwpZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TUjs65RbXsfd7BYy5u3HEvTNHz/zJfIv3g1ih/8O/hgMdqC2FHNUXdVd8Te0yxsg8Xa/L5peU64h8+F54aZQQeL1ktORfTqe2G/ozMsFkttYiolOxeF7FwUSslnQgghhBBCCCHM7YSDxVPVDRb92W4U3b8JniV5wR9gAaJvbIS4J1vD1ixG2fuq5pu/BZ6R84HM4sCDiVGw/+dy2IZ1qhgq1maWo5rsXBSCTGGh8e4MFQmLFy/WO0JI2PKqIr05sOVVha03W15V2Hqz5VVFenNgy6sKW2+2vGZk1jWqaW93gQ/LqrortOLBou9AGQqu/aPKwaKjd13UWXQuEt86I2KDxVB/37RcJ9x3zoFn4Kygg0XrZW3Kdyvefo6hdiseza53ACFEaGJjY/WOoIv27dvrHSEkbHlVkd4c2PKqwtabLa8qbL3Z8qoivTmw5VWFrTdbXjMy6xrVpPeRwWLunxEYLO52omDAn/DvdAUcs50Zj/hnT4Xj4pSID+RC+X3zzfsbnlHfBt+tmBQN+8uXw3br2YYdKh4hOxeFIOPxePSOoIusrCy9I4SELa8q0psDW15V2Hqz5VWFrTdbXlWkNwe2vKqw9WbLa0ZmXaNQe1c1WIxpGIbB4rZSFFzzR8Bg0dooCgmTTkedH7sg6pJ6ugzlqvP7puU64b79K3hu/Cz4bsXL2yD693thv62T4QeLgOxcFEIIIYQQQgghhBC1cLzB4sWz1Q4WvZuKUTDgT2jZlTfeeJtZ0WB+Z9hOMe51FQHA9/VmeB74FjhYEngw+fBuxaHG3614NBkuCkHG4XDoHUEXDRs21DtCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmZNY1qm5vd4EPy/4VocHin0UouOlPaLneSt+3nREP35RTDDFYrOr3TcsphWf0Avg/2xj0uLVvWzjevAqWZknhjBcWclq0EGScTqfeEXSxYcMGvSOEhC2vKtKbA1teVdh6s+VVha03W15VpDcHtryqsPVmy2tGZl2j6vSuGCz+Ef7BomdVAQpu+CNgsGg/OwHJczphQ+ZmZe9VG8F+33xzN6Os89Tgg8XkaDj+1x+OLwdTDhYBwKJpmqZ3CKGv2ty+PCMjA16vF3a7HampqeGKKIIoKyvDxx9/jI8++gh///038vPz0bRpU3Tr1g133303+vTpo0su+UwIIYQQQgghxMkvkoNF94o8FN6yHij1V/q+vVsSktI6wppkzBNztUOHdyvOrmK3Yr9UON68EpamoQ8VazPLUU12LgpBJicnB7t370aPHj1w1113YdmyZcjMzITL5cK2bduQlpaGiy66CPfdd99JdfOXtLQ0vSOEhC2vKtKbA1teVdh6s+VVha03W15VpDcHtryqsPVmy2tGZl2j4/V2F1Y9WFR98xb34hwUDgkcLDourIPkz86uGCwaZZ2O5PDN2YSyc6cGHyzWiYHjvWvh+GJQjQaLRiM7F4XsXCTjdDrRtWtXbNxY/gfUNddcgxtuuAEpKSn4+++/MXXqVGzfvh0A8O9//xuvvPJKRPPJZ0IIIYQQQgghTl7uwsM3b6lisJjURt1gsWx+NoqG/wV4Ko+uHJemIOn9s2CJtSl7L1W07JLy3Yqf/xX0uPXK1PJrK56SWKv3kZ2LQogaGzduXMVg8b///S++/vprDBs2DP3798ejjz6KdevWoXfv3gCA1157DX/9FfwPNDazZ8/WO0JI2PKqIr05sOVVha03W15V2Hqz5VVFenNgy6sKW2+2vGZk1jUK1juSg0XXFwdRdOfGgMFi1NX1kTSjfcBgUe910jQNvtkbUXjWpOCDxboxcLx/LRyfD6r1YNFoZOeikJ2LRDRNQ+vWrbFr1y5cccUVWLBgQdDH7dmzB23atIHH48Ho0aPx2muvRSxjuD4THo+H6k7ZbHlVkd4c2PKqwtabLa8qbL3Z8qoivTmw5VWFrTdbXjMy6xod2zuig8WP9qP4kS3AMROr6BsbIWHy6bDYA/fK6bVOmqbB/+MOeMcsgfb7/qCPsV59GhyTr4SlibqhouxcFELUyP79+7Fr1y4AwKBBg6p8XPPmzXHeeecBANasWRORbOH2yy+/6B0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zMusaHd07koNF57S9KB4dZLA4tAkS/tsu6GDx2LyR4v9tLzx9P4Ln6k+CDxZTYuH44Do4PrtJ6WDRaIx5Ox0hRFD79//zh9WRf6GoypHjBw4cCGumSGnbtq3eEULCllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNSOzrtGR3pEcLJZO2oXS8TsCvh9zd1PEj28Li8VywryR4F9/EN5xS+Cfn1HlY6zXnF6+W7FxQsRy6UV2LgpBJCrqnz+08/Pzj/vYI8eTkvjvPAUAhYWFekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGhYWFJ7wrtKrBoqZpKHlpR9DBYuzDLU44WDySN9z8W3Pgvu1LuLtPq3Kw6GmRAMcnA+CYdaMpBouA7FwUkeD3A3kleqeIrLrxgFX97L5FixawWCzQNA2LFi3CwIEDgz7O6XRWbAnv2LGj8hx6cLlcekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMzLpGJTkuLHt8P3LXRmCwOGYbXFP2BhyLe6o14h5uWa3XCec6aXsL4X3pJ/imrwV8Vdy6pGkS7E/3wqb2fpzT9cywZTEiGS6K8MsrATo+rHeKyFr3OlBP/fUU6tati549e+Knn37C9OnTcc899+Ccc84JeNzYsWMrdi7269dPeQ49tGxZvf9BMQq2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZlxjdyFPhyaUAcF68M8WPRrKHk8A67pgdcrjH++DWLvPf7lwI4WjnXSskvgffUX+N5ZBZT5gj+ofhzsj/WEbfi5sMTY0TI3V3kOo5PTooUgM2rUKABAWVkZLrnkEkydOhVZWVlwu93YsGED7rjjDrz88ssAgIYNG6J///56xlUmPT1d7wghYcurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8pqR2dbImenFsn/tR8H6ysO0mIY2XDRL4WDR60fxqM2Bg0ULkPDaaSENFgG166QVuOB5finKzvwvfJN/Cz5YTIqGfUwfRP81EvZR3WGJsSvPwcKiaVoV+zmFWdTm9uUZGRnwer2w2+1ITU0N/qCcItm5qNjjjz9eMUA8npdeegmPP/542HIEU63PhBBCCCGEEEIIQ9E0DTu/KMLasYfgKfBXOlYxWGyraLDo9qNoxCa4v86ufMAKJPy3HWJubKzkfULOVeqBb+oqeF/7Bch1Bn9QrB22+7rBPvoCWFJiIxvwKLWZ5agmOxeFIJOTk4P//Oc/+OCDD9CmTZtKx8444ww0bdoUANCoUSOMHDlSj4hhkZaWpneEkLDlVUV6c2DLqwpbb7a8qrD1ZsurivTmwJZXFbbebHnNyAxr5Mz04qfbDyD94azwDxZdPhTevjFwsOiwIPHds2o8WKzNOmluH7zTVqPsrP/C+/Ti4INFuxW2e7ogeuNIOMZfUuVg0Qyfl2PJzkUR/p2LckOXsNE0Ddu2bcPevXuRkpKCTZs2YfDgwQCAKVOm4N577w17hmPJzkUhhBBCCCGE4KBpGnZ+XoS14wJ3KwJAbGMb+qQpHCyW+FB42wZ4luVVPhBtQdIH7RF1WT0l71PtPD4//J9tgPf55dB25AV/kAWw3twR9qd7wdq6bkTzHY/sXBTmYrWWnyJspl9hHCzm5f3zB57FYkHbtm3Rp08fnHbaaXjiiScAAKeffjruuuuusGXQw5w5c/SOEBK2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGZ2sa1R6wIufhh1A+ujA3YoAYO2Sjyu+b6FssOgv8qJg0LrAwWKcFUmfdqz1YDGUddI0Db6vN8PdbRo8d8ytcrBovbYdolbfg6h3r632YPFk/bwcj+xcFOHfuSiU8vv9sAYZXk6YMAFPP/00AODLL7/E9ddfH+loAML3mXA6nYiN1e96FqFiy6uK9ObAllcVtt5seVVh682WVxXpzYEtrypsvdnymtHJtkaapmHn7MO7FQsDh4oxDW3oMqEBUnrZlPX253lQOGgdvGuLKn3fkmhDUlpHOLon1/o9qrtOvh+3wztmCbTVgXeoPsJ66amwj7kI1i6nhC1HbcnORSFEjZWWlgZ8LzMzEy+++CIAoEePHroNFsNpzZo1ekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNlteMTqY1qtit+EhW0MFiyxsS0XdRCzS9IkFZb3+2GwXX/xE4WKxrR9KXZysZLAInXif/yr1w9/sInqs+qXKwaOneDI6FQxH1zS01GixWJ4cyBtoraNc7gBAiNA6HI+B7Tz31FIqLiwEAr7zySqQjRcSRG9WwYMurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8prRybBGmqZhx2dF+OO54+xWfLEhml4eX/E9Fb19B8pQeMMf8G2tfIMUSwMHkj8/G/YzE2r9HkdUlde/4SC845bCP29Llc+1dGwE+9iLYO3bFhaLJSw5lNqaCTwwJfzvU00yXBSCzLFXMlizZg1mzJgBALjhhhtw/vnn6xEr7Lxer94RQsKWVxXpzYEtrypsvdnyqsLWmy2vKtKbA1teVdh6s+U1I/Y1Kj3gxarHspC5NPAsOABoOSAR54ypj+i6tkrfr21v324nCgb8Cf9OV6XvW5tEIenLTrC3javV6x/r2Lz+bbnwPr8M/s82AFVs8rO0SYH92d6wDjwLFmvthopV5VCqzAO8vQCYPB9wFoTvfUIkw0UhyPh8vkr//fDDD8Pv98Nut1ecGn0yys3N1TtCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmxLpGmqZhx6zDuxWLqtit+FJDNL0sPsiza9fbt60UBTf8Cf/+skrft7aMQfIXZ8PWUv01CY/k1fYVwvvST/BN/wPwBvYGADRNgv3pXrD9qyMsDlvwx9Qyh3IrtwCPfVi+a9FgZLgoBJmYmJiKr7/44gssX74cAHD33XfjtNNO0ytW2LVr107vCCFhy6uK9ObAllcVtt5seVVh682WVxXpzYEtrypsvdnymhHjGpXu92DV49lV7lZsNbB8t2JUnaoHazXt7d1UjIIBf0LL9lT6vq1NLJK+PBu2U2KqeGbttGvQEp4nfoBv6iqgzBf8QfXjYH+sJ2zDz4UlJjwjMeWfl/wSYMIXwCfL1b6uQnJDFyHIFBX9cxHcAQMGQNM0aJqGt956S8dU4XdkiMqCLa8q0psDW15V2Hqz5VWFrTdbXlWkNwe2vKqw9WbLa0ZMa6RpGrbPLMSCS/cEHSzGNLThwg+aoPvrjY47WARq1tv7ZxEKrvsjcLB4ZjySvz4nLINFzeOD96WfYD33Xfgm/RZ8sJgUDfuzvRH910jYR3UP22ARUPh50TRgbjrQ55ngg0VFp3GrYNGOvYCbMJ3a3L48IyMDXq8Xdrsdqamp4YooiMhnQgghhBBCCCEir2SfB6sfy0LmcmfQ49XZrVgbnvQCFA5eB62o8nDP3ikRSbM6wpoSeHPS2tJKPfD86wv4v8sI/oBYO2wjusI++gJY6qm9xmNY7TkEPPUx8OOG4Mc7tsTeRy5H88vOK394iLMc1WTnohBkcnJy9I6gi7S0NL0jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRkZfI03TsC2tAAsu3R10sBjbyIYLp1dvt+LRQunt/ikPBTf+GThY7JaEpC/ODs9gMc8J91UfBx8s2q2w3dMF0RtGwvHCpREdLNbq8+L1AVMXAhc9G3ywGBcNjBsMzHsaaGecu5jLzkUhOxeFUvKZEEIIIYQQQojIOOFuxRsP71ZMDs9uRQBwL8pB4e0bAVflm6c4etVB0ocdYIlX/97avkK4+38K7a/sygcsgPXmjrA/3QvW1nWVv29YrdsJPPohsGF38OOXdgQm3AI0rQegdrMc1WTnohBk8vPz9Y6gi3nz5ukdISRseVWR3hzY8qrC1pstrypsvdnyqiK9ObDlVYWtN1teMzLiGmmahm2fnmC34owm6D6xUY0Hi9XpXTYvG4W3bggcLF6WgqRPwjNY9G85hLKLpgcMFj3xNkT9cBui3r1W18FiyJ+XEhcwZiZw1QvBB4uNkoF37gWmj6oYLBqN7FwUsnORjM/ng80Wvn91qq1wfSYKCwuRlJSk7PXCjS2vKtKbA1teVdh6s+VVha03W15VpDcHtryqsPVmy2tGRlujkr0erHosCwd/Cr5bsfVNiej0bO13K56ot+uLgyi+fxNwzP1Toq5pgMSpZ8ASpX4/m//3/XBflwYcOuZmNU0S4Unrj8Tupyp/z1CF9Hn54U/g6U+AfbnBj9/aB3jyBiAp8LRu2bkohKgxl8uldwRdbN68We8IIWHLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKakVHWSNM0bPukAAsu2x10sBjb2IZeHzZBt9dqvlvxaMfr7fpoP4pHBA4Wo29qhMRp4Rks+n7cDnffjwIGi5bUFEQvGYZNlkPK37MmqvV5OZgP3DMVGPZm8MHi6acAc54AXvxX0MGi0YTv3ttCiLAw8q7FcEpJSdE7QkjY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DLqwpbb7a8ZmSENTrhbsVBiej0jNprK1bV2zltL0qe3hrw/ZhbmyD+ldNgsVqUZTjC9/lGeO6YA3gqn35t6dwEUXOGwNIgHike/dcJOMHnxe8HPl4OvPgFUBhkLaPtwINXAyP6AlE8IzuepEIIAIDFov4PagZ2O9cfV2x5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14z0nONyncrFuLP8YfgLQm8ql1sEzu6/qcBmlwUr/y9g/UunbQLpeN3BHw/5p5miH++TVj+vuqdthreh74Djqlvvbg1HDNvhCUxusq8eqgyx9/7gMc+BFZvC378gnbAf4YCpzYKX7gwkdOihSDj8Xj0jqCLffv26R0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14z0muNSvZ4sOzm/fj9yeygg8XWg5PQd1HzsAwWgcq9NU1DyYs7gg4WYx9uEZbBoqZp8IxfBu+DQQaLA86E48vBFYPFY/PqKSCHywP85yvgiueCDxbrJgCv3w589gjlYBGQG7oIyA1d2Pj9flitxv13gXB9JpxOJ2JjY5W9Xrix5VVFenNgy6sKW2+2vKqw9WbLq4r05sCWVxW23mx5zSjSa6T5D+9WfOE4uxVfboAmfcIzVDziSG9N01Dy7Da4pu4NeEzcU60R93BL5e+t+fzwPrIQvndWBxyz3dMF9teugMVW+e/FRvlZqpRjxSbg8Y+AnVnBHzzgfGDMTUC9xJDfR27oIoSosYKCAr0j6GLhwoV6RwgJW15VpDcHtryqsPVmy6sKW2+2vKpIbw5seVVh682W14wiuUYlezxYevN+/P5U8N2Kpw45vFsxzINFoLy35tdQ8lhG0MFi/Pi24Rkslnnhue2roINF+//1gv31vgGDxSN5jWDhwoVAbhHw0PvAoNeCDxZbNQDSRgOT76zRYNFoZOeikJ2LQin5TAghhBBCCCFEaDS/hm0fH96tWBo4pok7xY4u/wn/bsVKmbx+FD/4N8o+O1j5gAVIeO00xAw9Rf17FpXBM3g2/D8ec/q1BbC/3g/2e7oof0+lNA344jdg3CwgtzjwuN0G3HsF8NDVQGxUrd5Kdi4KIWosJydH7wi6SEtL0ztCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmFO41Kt7twdIh+/H709lBB4un3pyEK36IzG7FIzS3Hxv7LQwcLNqAhLfahWewmF0Cd9+PAgeLDiscH95wwsGi7j9Lq7YCN70GPPhe8MFi51OBBc8AT95Q68Gi0cjORSE7F4VS8pkQQgghhBBCiBPT/Bq2flSIdROq3q3Y9eWGaNw7LqK5/AUeFN23GZ7vj9nY4rAg8Z0zEX1NA/XvuSsfnms+gZaRW/lAQhQcs26E7eJTlb+nMukZwMSvgZ82BT+eEAM8OQAY2hsIcjp3TcnORSFEjZn1mosLFizQO0JI2PKqIr05sOVVha03W15V2Hqz5VVFenNgy6sKW2+2vGYUjjUq3uXB0sH7seb/qtiteEsS+i5qEdHBoqZpKPsmG/k9VgUOFqMtSJrRPjyDxY1ZcF80PXCwWD8OUQuGVnuwGPGfpZVbgJteBa7/T9WDxSs7A0ufB4ZdpHSwaDR2vQMIIUITHx+5rfBG0q1bN70jhIQtryrSmwNbXlXYerPlVYWtN1teVaQ3B7a8qrD1ZstrRirXSPNr2PphAda9mBN8t2LTw7sVe0V2t6LvQBlKHt8C93dBLsMVZ0XSxx0QdWFd5e/r/2UP3ANmAvmuygdaJCNq3i2wptar9mtF7Gfp17+Bid8Av2yu+jFN6gIv3AxccU5kMuns5B2bCnGScrvdekfQxa5du/SOEBK2vKpIbw5seVVh682WVxW23mx5VZHeHNjyqsLWmy2vGalao+JdHiwZtA9rngl+GnSbfyWh7w8tIjpY1PwanO/vQ/4F6UEHi5YkG5I/Ozssg0XfdxlwX/1xwGDRcmYDRP84LKTBIhCBn6VfNgMDXyn/VdVgsVEy9g7vCfz0gmkGi4DsXBSCjsViAVA+ZHz33Xcxc+ZMbN68GYWFhWjUqBF69OiBe+65B71799Y5qVoxMTF6RwgJW15VpDcHtryqsPVmy6sKW2+2vKpIbw5seVVh682W14xqu0ZHdiv+OSEHPmcVuxVfaYjGF0Z2t6L37xIUP/w3vKsKgx4v6x6FxlM6w9Zc/WfU98mf8NzzDeCr/PthOa8Zor4YDEtKbMivGZafJU0Dfvm7/JqKv22p+nGNkoGRVwJDLkTRzm0n3Q1bTkSGi0KQsdls2L9/P/r164d169ZVOrZ7927s3r0baWlpGD16NF577TWdUqqXlJSkd4SQsOVVRXpzYMurCltvtryqsPVmy6uK9ObAllcVtt5sec2oNmtUvNOD9H8fRPZKV9Djbf6VhLOfrg9HQuROLNXK/CidtAvON3YDnsBhp6W+AwkvtEVZNw9szdQP7LyTfoP3iR8Cvm/tlwrHxwNgiXPU6HWV/ixpGrBiM/D618DKjKof17guMLIfMORCIMahPgcJOS1aCDIulwvXX399xWDxwgsvxNtvv43PP/8czz//PBo0KL/A7sSJE/HWW2/pGVWprVu36h0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha03W14zqskaaX4NWz7Ix4LLdwcdLMY1s6NP2ino8mLDiA4WPb/lI//i1XC+sivoYDF6cGPU/bkbom9ohK3btil9b03T4Hl6UfDB4s0d4Jh1Y40Hi4CinyVNA5b/VX6TlsGvVT1YbHz4moo/TwBuv7hisKgsBxmLpmmBnyZhKrW5fXlGRga8Xi/sdjtSU1PDFVEcZf78+bj66qsBAHfeeSfefffdSsezs7PRqVMn7N+/H6eccgp27doFuz1ym5TD9ZnweDxwOGr+PzSRxpZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5TWjUNeoaIcbqx7Nqnq34tAknP1UZHcr+gu9KH1+O1zT9wc9bm0Vg4TXTkdUr3+urajys6l5/fDePw++D/8MOGZ78DzYJ1wKi9VSq/eoVd4jQ8WJXwOrjzNUbVIXGHUlMLgnEB38vSL1M12bWY5qsnNRCDKLFi2q+Prll18OON6gQQP8+9//BgDs378fO3bsiFi2cJozZ47eEULCllcV6c2BLa8qbL3Z8qrC1pstryrSmwNbXlXYerPlNaPqrpHm17Dl/XwsvHxP1bsVZ56CLhMiu1uxbH428nukBx8s2oDYUc1Rd1nXSoNFQN1nU3N64BkyO+hg0f7CJXC8dFmtB4tADfNqGrB0A9D/ReDm16seLJ6SArz4r/KdirddVOVgscY5yMnORSE7F8ncf//9ePvtt1G/fn1kZ2cHfcy8efNwzTXXAABWrVqFLl26RCyffCaEEEIIIYQQZlO0w41V/85Cdnrw3Yptb01GxyfrRXSo6MssQ8kTGXDPPxT0uL1TIhImngZ7h8SwZdDyXXAPnAXt592VD1gtsE+5GvZbO4XtvY9L04AlG4CJ3wBrt1f9uKYpwANXATf1AKKMddsS2bkohKixpk2bAgAOHTqE3NzcoI/JyCi/LoTFYjlpBnxpaWl6RwgJW15VpDcHtryqsPVmy6sKW2+2vKpIbw5seVVh682W14yOt0aaX8OW9w7vVgwyWIxvbkefWafg3BcaRGywqPk1OKfvQ/4F6cEHi3FWxD/fBsnfnXPcwWJtP5vagSK4L58ROFiMscMx60blg8Vq5dU0YPE64JoJwNBJVQ8Wm9cHXr4VWDEB+FfvkAaLZvyZlp2LQnYuksnOzkabNm1QVFR0wmsu3nLLLfj4448jmk8+E0IIIYQQQggzKNrhRvojWTi0qordircd3q0YH7l9Xd4tJSgevQXelQVBjzsuTkHCK6mwtYgNaw7/1hx4rvkU2s78ygeSoxH1+SBYe7YM6/sH0DRg0Trg9W+AP3dW/bjm9YEHrwIGng84jLVT8Viyc1GYiub3Q8vJN9cvvz9sv5/R0dGYMWMGoqOj8d5776FXr16YOnUqvvjiC4wfPx5nnXUW9u/fj06dOmHixIlhyxFpixcv1jtCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxmdOwa+X0a/n63fLdisMFifIvDuxXHN4jYYFFz+1H66k7kX7Q66GDRUs+BhKlnIGlmh2oPFmv62fSvPQD3JTMCB4uNExD1/a1hGywGzatpwPd/AFeOB4a9WfVgsWUD4LVhwE/jgSEX1mqwaMafaWOPYcXJIa8QZef21ztFREX//jVQr05YXjs2NhbXX3891q5di8cffxzffPMNfvrpp4rjMTExePHFFzFy5EgkJCSEJYMe2rdvr3eEkLDlVUV6c2DLqwpbb7a8qrD1ZsurivTmwJZXFbbebHnN6Og1KtruRvq/j7NbcVgyOj4R2d2KnvQCFI/+G76/S4Mej76pEeKfawNrvaiQXrcmn03fsp3w3DgLKHJX+r6lTQoc39wMa+u6VTyz9irlPTJUfP0bYP3uKp+DVg2AB64GbuiubKeiGX+mZeeiEGQ8Hg+2b9+O+++/H998803AcZfLheeeew5jxoxBWVmZDgnDIysrS+8IIWHLq4r05sCWVxW23mx5VWHrzZZXFenNgS2vKmy92fKaUVZWVvluxf8df7fiRZ+dgnOfj9xuRX+RF8WPbUHB1WuDDhatLWOQNLsjEt86I+TBIhD6Z9M3ZxM8/T8NHCx2aoyoxbeFdbAIHM6racCCtcAVzwF3vFX1YLFVQ+D124Fl44FBPZSeAm3Gn2nZuSgEmYMHD+LCCy/E/v37UbduXUyYMAHXXnst6tevj507d+J///sfXnvtNUycOBHbt2/HV199pXdkIYQQQgghhKBVtteCH5/dh5zVVe9WPPvJerDHRW7/Vtl3h1Dy+Bb4D7gDD9qA2BHNEfdoK1jibBHJ431vDbwPfAv4K9/Ww9q7FRyf3QRLUnR4A/j9SFqxFRj9JfDXnqof17oR8NDVwHXdAHtkfm/CQfN64Z01X+8YFWS4KASZF154Afv370dMTAyWLl2Kjh07VhxLTU3Fyy+/jLZt2+Kee+7BnDlz8Pnnn2PgwIE6JlajYcOGekcICVteVaQ3B7a8qrD1ZsurCltvtryqSG8ObHlVYevNltcsfC4/ctaWIXNZKXa8GwN/WfDdit1ebYSG54f35ihH82eWofjJDLjnBbkLNABbxwQkvn467B2rvgt0dVXns6lpGnwvr4B37NKAY9Zr28Ex/XpYYsI8etp+ELjvHbQ83unPpx4eKl4b/qFiuH+m/Sv/gGfMG/Bu2BTW9wmFDBdF+NVNKr8GoZnUTQrLy/r9fnz++ecAgH/961+VBotHGz58OF555RVs3boVH3/88UkxXNywYQMaNWqkd4xqY8urivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL3Z8p6svKV+HFrtQvZKJ7J/cyLnDxf8QTYFHpF6RzI6Ph653YqaX0PZxwdQMm4btEJf4ANirYh7ojVi724Ki11NphN9NjW/Bu+/F8I3ZVXAMdudnWGf1A8WW5h/f1ZlALe/BeQVBz/epjHw8DVA/65AuLMcFq6fae3gIXgmvA3/3EXKX7u2LJqmaSd+mDiZ1eb25RkZGfB6vbDb7UhNTQ1XRHFYZmYmmjRpAgCYOnUq7rnnniofO3jwYMyaNQvt2rXDpk2R+xcN+UwIIYQQQgghjM5d6CsfJv7mRPZKJ3LXlUHznvh5CS0d6PpqQzQ8L3K7Fb1bS1E8+m94fw28CzQAOPrURcKrp8HWMnKZNLcPnuFz4f9sY8Ax2xM9YX+2DywWS3hDzE0HHn4fKAuycKlNyncqXhO5oWK4aG4PfB98Du/k6UCJs+L7e71lSN2XDiD0WY5q3L/DQphMXFxcxdcuV/DrfRx7/OjnMEtLS9M7QkjY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DLqwpbb7a8rMryfNi3sBhrx2Xj+yv3YE6HHfjptgPYPCUfOWuqN1hMvSMZV3zfPGKDRc3tR+lrO5Hfe1XQwaIlxY6Et9sh6bOOYRksVvXZ1Ird8AyYGXSwaH/tCjjGXBTewaKmAW99B9w3LXCweGoj4O27gcXjgOu66zJYVPkz7ftpFdx9b4f3xSmVBotGIzsXhexcJNOoUSNkZWWhX79++Pbbb4M+prS0FC1atEBOTg4GDRqEmTNnRiyffCaEEEIIIYQQenNle5G90oWsw6c5F2w+zjnOVbBYgTpnRaNBtxi0vCERKR1jwpA0OM+qAhSP/hu+zYF3gQaA6BsbIf65NrDWD/0u0LWhHSqF+/o0aKv3Vz5gt8Lx7rWwDWof3gBeH/DUJ8AnywOPXdwBmHoPEB+5dQoXbW8mPC+8Bf93y4I/ICkBmbdfh9ajy89mlJ2LQoiQDBgwAADw3Xff4YMPPgg47vP5MHLkSOTk5AAAhg4dGtF84TJ79my9I4SELa8q0psDW15V2Hqz5VWFrTdbXlWkNwe2vKqw9WbLa1SlB7zY9VURVj2RhW8v2oW5nXfilxGZ2Dq9oNqDRYsNSDknGu1G1MGFM5rguvWtcfm3zbH1rKURGyz6i70ofiIDBVetDTpYtLaIQdKsjkh8+4ywDxaP/WxquwvgvnR64GAxzgHHl4PDP1gsdgHD3gw+WBzaG59f1dgQg8Xa/ExrrjJ435yBskuHVjlYtA26CtE/fgL7jVfW+H1Uk52LQnYukjlw4AC6du2Kffv2AQCuv/56XHvttUhJScGuXbswffp0/P777wCAfv36Yf78+eG/1sVRwvWZ8Hg8cDgcyl4v3NjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurCltvtrxGoGkaSvZ4K26+kvWbEyW7q3Fe8zGsUUC9TjFo0D0WDc6LRb1zY+CID9yDFak1Klt4CCWPZcC/vyxIWCD23maIe6w1LPHhvdvxEUf39m/KhvuaT4F9hZUflBKLqK+GwNqtaXjD7M8FbnsT+GtP4LFnbgTuuRwer9cQP0s1/bz4Fv8C77jJ0HbvD3rc0rEdHM89BGunMwHUbpajmuxcFIJMQkICvv3224rB3VdffYVhw4ahf//+GDVqVKXB4qeffhrRwWI4/fLLL3pHCAlbXlWkNwe2vKqw9WbLqwpbb7a8qkhvDmx5VWHrzZZXD5qmoWi7G9s+LcBvDx7EvPN2YX6PXUgfnYUdnxVVe7Boi7GgYY9YtH8kBRd9dgqu33AqLv6iGTo8Vg+Ne8UFHSwC4V8j/8EyFN65EUX/2hB0sGjrkIA635+L+HFtIzZYBP7p7V+5F+5LZwQOFpsmIWrxbeEfLG7cA1zzYuBgMcYBvHMvcO8VgMVimJ+lUHP4d+2D+47H4bnzieCDxbrJsL/4KKLmTK0YLBqNXe8AQojQREdHo2PHjli7di0++OADfPbZZ9iyZQvy8vLQqFEjnHPOObjttttwww036B1VqbZt2+odISRseVWR3hzY8qrC1pstrypsvdnyqiK9ObDlVYWtN1veSND8Ggoz3Mj67fDdnNOdcGX5Qn4de7wF9bvEosF5MWh4XizqdoyBLSr0zRfhWiNN01D28QGUjNsOrSDIgDTWirjHWiH23maw2CO/N6xt27bwfb8VniGfA6WeSscsp9dD1De3wNI8ObwhlmwA7pkClBwzdE1JAD4YBXRpUymvEVQ3h+Z0wfv2x/C9kwa4PYEPsFphu6U/7I/cBUudJMUp1ZLhohBkfL7y/1GNj4/HyJEjMXLkSJ0TRUZhYSGaNg3zv4gpxJZXFenNgS2vKmy92fKqwtabLa8q0psDW15V2Hqz5Q0Hv09DwSY3sleWn+J8KN2Jslx/yK/jSLaiQdd/TnOu2z4aVnvtz+QKxxr5tpWiaPTf8P4SeBdoAHD0rouEV06DrXVk7kwdjG/WBnjGrAa8ldfC0rUpor4aDEu9uPAG+HhZ+c1bfMd8Fk5tBHz0INCqYaVvG+Vn6UQ5NE2Df8EyeMa/Bew7GPQxlnPbwzHuIVjbnxaumErJcFEIMma9TKrL5dI7QkjY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DLqwpbb7a8Kvi9GvLWl5VfM3GlE9npLngKQx8mRqdYKwaJDbrHIrldFKw29ZeFUrlGmtsP53/3oHTiTqAs8O92lrp2xD/fFtE3NdLtEleapsH3VjoaPp0ecMx6WRs40gbCEh/Gm8n4/cBLXwJvLQg81i0VeO/+8p2LxzDKz9Lxcvi37oR37GT4V6wO/oD6KXA8NQLW6y+nusSZDBeFIBMVFd47ghlVy5Yt9Y4QEra8qkhvDmx5VWHrzZZXFbbebHlVkd4c2PKqwtabLW9N+Nwacv88fIrzb04c+t0Fb0nomyZiGtrQoHssGp5XPlBMSnVEZACjao08vxeiePTf8P1VEvR49ICGiH++LawN9Ps7n39rDryjF8L/w7aAY9ZB7eGY1h+WqDBe99HlAR56D/gmyPDtum7Aa7eXX2sxCKP8LAXLoRWXwvvmDPje+wzwBjnF32aDbdgA2B8cBktS4ODU6OSGLkKQKSkJ/j9EJ7v09MB/NTMytryqSG8ObHlVYevNllcVtt5seVWR3hzY8qrC1pstb3V4nX5k/VqKDa/nYsmgffjqzO348YZ9WP9yLjKXO6s9WIw7xY6WNySiy8sNcOXyFui/uhUueLsx2t6ajOTToiK2s6u2a+Qv9qL4qQwU9FsTdLBobR6NpLQOSJx6pm6DRc3pgef5pXCf+07QwaLtvm5wvH9deAeLuUXA4NeCDxYfuAp4864qB4uAcX6Wjs6haRp8c39A2cW3lF9bMchg0Xr+OYj67n04nhlJOVgEAItm1nMsRYXa3L48IyMDXq8Xdru94u7FwtzkMyGEEEIIIYS5eEr8yFntqrhmYu6fLvjdob9OQksHGpwXU7E7Mb551YMkFu7vc1D82Bb49wXeBRpWIObuZoh/vBUsCfqdWOpbkAHvwwug7cwPetw+7iLYHu0R3mHu9oPA0EnAzqzK37dZgZf+BdzcK3zvHSb+TdvgGfM6tPR1wR/QuAEc/3c/rFddVKPf29rMclSTnYtCkMnJydE7gi7S0tL0jhAStryqSG8ObHlVYevNllcVtt5seVWR3hzY8qrC1pstLwC4C3zYv7gEf75wCD9cswdfnbUdy/61H3+9mYdDq6o/WExs60CbfyXhvDcb4Zr0VrhqRUt0e7URWt+YZKjBYk3WyJ/lRuHwjSi8ZX3QwaLtrHgkL+iMhOfb6jZY1Hblw33TZ/BcPzPoYNFZxwbHpwNhf6xneAeLqzKA/i8GDhYTYspv3FLNwaJRfpY+f386PGMnwX3VncEHiw47bCNuQfTij2C7+mKqaytWRXYuCtm5KJSSz4QQQgghhBAnl7I8X/mNV35zImulC/kby4AaTBKSz4j655qJ3WMQU//kuw2Epmko+zQTJWO3Qcv3Bj4gxoq4R1shdkQzWBz67PfS3D74Jv0G74vLAWeQjDYLbPd3h/3/esGSGB3eMF+vKr/GYtkxOZrULR8snqHfbrxQaW4PfF8sgPfV/wE5+UEfY+3VDfaxD8J6avNav5/sXBRC1FheXp7eEXQxZ84cvSOEhC2vKtKbA1teVdh6s+VVha03W15VpDcHtryqsPU2Yl5nlhe7vynC7/+XjQWX7sacjjvw8/BMbHmvAPkbqjdYtFiBuh2icdrwOuj5bmNct641+n7fAuc+3wDNr0qgGixWd41820pReMOfKH7o76CDRceFdVB3WRfEPdBCt8Gib9lOuLu9A++zPwYdLFrOb46oX4fD8Z/LMHfxd+ELomnA298BI94JHCye1RyY93TIg0W9fpa0klJ43/0MZb0Gw/vkK0EHi5ZmjeGY9gIcM15RMlg0Gtm5KGTnIhm/3w+r1bj/LhCuz4TT6URsbKyy1ws3tryqSG8ObHlVYevNllcVtt5seVWR3hzY8qrC1tsIeUsPeJF1+E7O2SudKNrmCfk1LHYgpWM0GpxXvjOx3rkxiEoK480/IuhEa6R5/HC+vQelr+4CXP6A45Y6dsSPa4PoIY11OwVWO1AEz5OL4J+1IfgD6sfBPuFS2G7pCIu1PGPYPpteH/D0p8DHywKPXdwBmHJP+SnRIYr0z5KWmw/v9C/hm/EFUFAU/EFRUbCNuBn2EbfAEqN2F6jsXBRC1FhpaaneEXSxZs0avSOEhC2vKtKbA1teVdh6s+VVha03W15VpDcHtryqsPWOdF5N01C8y4MdnxVi5eiDmNdjJ77pthMrHziI7Z8WVnuwaI0CGnSPwZkP1EXvT0/BDRtPxaVzm+PsJ+ujyUXxJ81gETj+GnnWFiL/st9ROn5H0MFi1PUNUffnboi5uYkug0XN64f3rXSUdZoSfLBoAWzDz0X0n/fBPvTsisEiEKbPZrELGPZm8MHi0N7AByNrNFgEIvezpO3NhGfsJJRdcCN8k6dXOVi0XtYTUYs+hOPhO5QPFo0m4vuQFyxYgFdeeQUbNmzAoUOHqv08i8UCrzfItQCEMBmHwzgXNo6kpk2b6h0hJGx5VZHeHNjyqsLWmy2vKmy92fKqIr05sOVVha13uPNqmoai7Z6KXYlZv7ngPBD6361tMRbU71J+J+cG3WNR75xo2GLMsV8p2BppxV6UvLQTrv/tBQJnirA2i0bCy6ch6rJ6EUgYnP+3vfA89C20Pw8GPW7p3ASOSVfC2uWUoMeVfzb35wK3vQn8tSfw2DM3AvdcDtRiABvunyX/lh3wTv0U/q8Xle++rIL77NMR/++7Ybuwa1jzGElEh4vvvPMO7rvvPgDlf8AJIUJn1p8dtn9cYMurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL1V59X8Ggq2uA8PE13IXumEK7vqQUhV7PEW1O96+OYr58WgbocY2KL472pbE8eukXtRDoof2wL/nsC7QMMCxAxvivgnW+t3F+hDpfA+sxi+6X8Ef0CdGNjHXQTbnZ1hsVU9IFb62dy4B7h1MpB5zD0EYhzApDuBq7vU+i3C9bPv/30DvFM+gX/Rz8d9nPXSHrCPuBl7k2PRtm3bsGQxqoh+0l988UVomoaEhASMGjUKqampJ8Utt4WIJJ8v9P/H4GSQm5urd4SQsOVVRXpzYMurCltvtryqsPVmy6uK9ObAllcVtt61zev3acj/q6x8kPibE9npTrjzgmylOwFHshUNusZUXDOxzlnRsNrl7+vAP2vkz3aj5P+2ouzLrKCPs50Zj4TXT4ejc1Ik41XQ/Bp809fC+8yPQK4z6GOs/+oIxwuXwtIw/oSvp+xnackG4J4pQMkxw9iUBOCDUUCXNkreRuXPvqZp8C9dCe+UT6Cl/1n1A+02WPtfCvu9N8N6WuvyHOnpynKwiOhwMTc3FxaLBRMmTMDIkSMj+dZCnDRiYmp2/Ql27dq10ztCSNjyqiK9ObDlVYWtN1teVdh6s+VVRXpzYMurClvvUPP6PRryNpSV34BlpROHVrngKQx9mBhdz4YG3cuHiQ26x6JOu6hK19sT/zj99NPhmpmJkme3QssLsjsu2oK4f7dC7P3NdbsLtP+PA/A88B20VfuCHrec2QCOSf1g7dmy2q+p5Gfp42XAU58AvmM+o6c2Aj56EGjVsPbvcZiKvJrXC//8JfBO+RTa5m1VPzA2BrZBV8F+1yBYmjVWnoNNRD/1V111FTRNQ2JiYiTfVoiTSlFRFXehOsktX75c7wghYcurivTmwJZXFbbebHlVYevNllcV6c2BLa8qbL1PlNdXpiE73Ym/Judi6c378FX77VjUfy/WTcjBgcWl1R4sxjS0oUX/BJw7oQH6Lm6Ba9e2Qo93muC02+ug7pnRMlgMQtM0eDcWI7v/KhSP2hx0sOjoUQd1l3VF3EMtdRksagUueEYvgLvHe8EHiwlRsL94KaJ+Gx7SYBGo5c+S3w+8+AXw+EeBg8VuqcDcJ5UOFoHa5dVcZfB+9BXcF90Cz4PPVz1YTE6E7cFhiP75MzjGPhgwWKxtDlYWLYIXcCspKcFTTz2FpUuX4sEHH0SbNm1COi26V69eYUxnXrW5fXlGRga8Xi/sdjtSU1PDFVEQkc+EEEIIIYQQNed1+pGzpvxaidm/uZCzxgVfWeh/bY9rZkeD7oevmdg9BgmtHHJZshPQ3H541xfDs7IA3pUF8KwsgJYT/O7ZlmQ74se2QfQtjfW5C7SmwT9zAzxP/gAcLAn6GOsNZ8Dxn8thaRbh07RdHuDh94GvVwUeu7YbMPH28mstGoBWUATfx3Ph/WA2cCiv6gc2bgD7XYNgG3I1LPFxkQt4HLWZ5agW8auLlpWVYevWrRg+fHhIz5O7RQtRLicnB/Xq6XfHMb2kpaVhyJAheseoNra8qkhvDmx5VWHrzZZXFbbebHlVkd4c2PKqwtY77YNZ6NP6amT/5kJ2uhO5f7jgDz7POq6EVo7DpzjHoOF5sYhvZozhjZH5i7zwrir8Z5i4phBwnngnaNS1DZDwQltYG0VHIGUg/6ZseB/6Dv7lu4Iet7RNgf31vrBdWrtrGdboZym3CLjjLWDV1sBjo64EHrsOsIZnh2coebWsQ/C+Nxu+T+YCxaVVPs7SpgVs994C27WXwhJVvZ8ptj+DVIjozsVBgwbh888/h6ZpaN68OVq3bh3ShH/JkiVhTGdesnNRqCSfCSGEEEIIYXaapsFT5Ic7z4+yPB/ceT6U5flRlnvkax/ceX6U7PEgb0MZtBrcszEp1XHUzsRYxDbW587ETHwHyuD9rXxHomdlAXx/FQMhXK7Seko0El5JRdTl9cMX8ji0Yje8Ly6Hb/JKwBskeIwd9sd7wvbw+bBE6/B52HEQGDq5/P8ezWYFXvoXcLP+Z6P6d+6F7500+L5YALirnuJbzj4D9vv+BetlPWAJ0zC0tky7c3HBggUAgDvvvBPTpk0z3JZsr9eLxx9/HBMnTqz43pgxYzB27NgqnzNs2DDMmDGjWq//3XffoW/fvlUe//bbbzFt2jSsXLkSOTk5SEhIQIcOHTB48GDceeediIqKqnYXcfLKz89HnTp19I4RcfPmzcPVV1+td4xqY8urivTmwJZXFbbebHlVYevNllcV6c2BLa8qqntrfg3uAn+loWBZrq+KoeE/j9NUnnhnAeqcEYUG3WPLdyd2i0FMfRkmHo/m1+DbUlrpFGf/bleNXstdx4/koS0RO7olrAmR/33XNA3+uZvhefR7YG9h0MdY+6XC/toVsLauq+x9Q/pZWrUVuP2/QF5x5e8nxADTRgC9z1KWqyrHy+tf/ze8Uz+F/7tl5deDrIK1VzfYRtwC63mdajyzMuOfvRH9qejQoQN+/fVX9O3b13CDxQMHDmDQoEH46aefIv7ePp8Pd955Z8CQMi8vD8uXL8fy5cvx/vvvY/78+WjYUO0FTwWXPn36YNmyZSE9Z8eOHWjVqlV4AkUQ2zVX2fKqIr05sOVVha03W15V2Hqz5VVFenNgy6vK8Xr7vRrc+ZUHhEcGhu483+Hv/bPb0J3ngzvfDy30mzHXisUK1GkfXbErsX7XGETXtUU2BBmtzA/vH0UVuxK96QXQ8ms24bWdHgdH92TYuyfD0T0ZxXXciE9OVpy4evzbc+EdvRD+hUFOMwaA5slwvHYFrFefpnzOUu0/Q75eBTz0HlB2zO93k7rAhw8AZzZXmqsqx+bVNA3+X9fAN+UT+H9aXfUTrVZYr+wD+703w9r+NOU5zCCiw8WPPvoId9xxB958802ce+65hhl4LF++HIMGDUJmZiYAYOjQofjoo49Ceo0OHTrg5ZdfPu5junTpEvT7Y8eOrRgsnnbaaRgxYgTatGmD7OxsfPLJJ/jxxx+xevVq3HjjjSEPloQ4WWzevBndunXTO0a1seVVRXpzYMurCltvtryqsPVmy6uK9ObAljdUXqcf7vyjBoGHv96+bhcaxDcp/+8jOwxz/SjL98FTEOEpYTVZ7EDK2TFoeF5M+TCxSywcicY8FdMo/PkeeNML/xkm/lEI1ODGN3BYYO+UCMd5h4eJXZNhTal8bb2/09dH/GdJc3nhe+1neF/5GSgLct68wwrbQ+fD/nhPWOLDc5bjCf8M0TRgygLghS8Cj53VHPjwQaBxnbBkC+ZIXs3vh//7n+Cd8gm0PzdX/YQoB2wD+8F292BYW6k7pfhk/7M3mIgOF6+99loAwKFDh9CmTWgXFg3XDV2+/PJLDBo0CF6vF1FRUXjjjTcwYsSIkIeLKSkpxz3luSo5OTl49dVXAQA9e/bEwoULERf3z52H7rjjDowePRqvv/46li9fju+++w79+vUL+X3EyeVEw+wXXngBK1asgMPhOGlOoU5JSdE7QkjY8qoivTmw5VWFrTdbXlXYerPlVUV6c2DJ63Mf3k2Y7z88JDx8enH+UV8fNTw88nXVd1COQx4KItrheKwOIKquDdF1bYhOsSGqrrXSf5ckHULHa06FPU6GiVXRNA3+vWWVTnH2bQp+h+QTsSTZYO9WviPR0T0Z9k6JsMQef1dopH+WfN9vhffhBdC2B797sbVPK9jf6Afr6eG99uNxe3t9wNOfAh8H2QB1cQdgyj3lp0RHUEpiEryfzYdvahq07burfmBCHGz/ug72OwbC0lD97yHLn70qRXS4uGHDhki+XbWsW7cOXq8XLVu2xOzZs9G1a9eIvv+PP/4Il6v8ug9vvfVWpcHiES+99BI+/fRTHDx4EPPnz5fhojjuMLu4uBh//PEHAODqq68+aYaLdjvXNWXY8qoivTmw5VWFrTdbXlXYerPlVUV6c4h0Xr9Pg6fQX3k4mHf014eHg/lHDQrzffAWR+weo7Vmi7FUDAij69qOGhKWDwzL/9t61CDRBnu85binq+7cmS+DxWNoPg2+TSX/7EpcWQD//rIavZa1WXSlU5xt7eJhsYZ2+nCkfpa0PQXwPPo9/HOr2G3XOAGO/1wG641nReRSc1X2LnYB904FlgSZ8QztDYy/GbBH7jR+zeeD76M5aPLfD+E9FHwgCwConwL7HQNhu+VaWJITw5aH7X8rVIho4w8++CCSb1dtffv2xccff4x69epF/L137NgBoHxY1LFjx6CPiYqKwgUXXICvvvoKO3fujGA6wWjWrFkoLi6/iO4dd9yhcxp19u3bZ5hLKVQHW15VpDcHtryqsPVmy6sKW2+2vKpIbw41zatpGrwl2j83MMn3V/q67PCgsHyI+M/X7gI/wDMnhD3BEnRAGH30kDDln6+j6tpgj1U/BGT7XIWD5vTBu+ao6yWuKoBWVINbaFsA25nxcHRLLj/NuVsybM1qv3su3GukeXzwvbkS3gnLgZIgdzC2WmC7rxvsz/SGJSk6bDmOFbT3gTzg1snAX3sCn/DMjcA9lwMRvMeGVlgMz4PPwb/kN1Q1zrS0OAW2u4fANrAvLDHh//0z4890RIeLt912WyTfrlqGDBmCZ599Fladbi1eWloKAEhMPP7UPCkpCQBQUlKzrd/i5NCzZ08kJyejQ4cOVT7mvffeAwCccsopJ9Uu186dO+sdISRseVWR3hzY8qrC1pstrypsvdnyqiK9OXTu3LniuoQnOsX46B2F7nwf/EHmG4ZlAaKSD+8crGOFIxmIrR9V5YDwyPDQFmWMm4yyfa5U8Oe44UkvrDjF2ftnEeCpwWQ6xgr7OYn/nOLcNQnWZMeJnxeicK6R/6dd8Dz4LbRNh4Iet5zXDI5J/WDt2DhsGaoS0HvjnvLBYuYxuwNjHMCkO4Grg99nIlz82/fAM/xJaNuCnwJtOTO1/CYtV/aGJYK7Cc34M22+vZrHOP3005W8Tm5uLhYsWFDx37GxsWjWrFnI15Y8EU0j+qdAodz48eORl5eHunXrBj2+adMm/PrrrwCAW2+9FTbbyXNHuYULF+K6667TO0a1seVVRXpzYMurCltvtryqsPVmy6uK9DYeTdNQuMWNrF+dyPrNidw/y1B60A14uE63dSRaEVXHiqg65YPCI4PAoF8feVyytdJprnPmzEEfg65TMEb+XKmgaRr8O12VTnH2ZZTW6LUsde2VTnG2d0yEJTr8n/FwrJGWWQzPU4vgT1sf/AH1YmF/4VLYhp4d8mncqlTqvXQDcPcUoOSY09NTEoAPRgFd1M4+TsS3LB2ekWOBouKAY9bzzoFtxC2w9uoakdPHjxWxn+lS42w+M/1wUZX169cH3SXWvHlzPPnkkxgxYoQOqcrt3bv3uMcPHDgQoSRChaoGiwDw/vvvV3x9Mp0SDYDu/+Fiy6uK9ObAllcVtt5seVVh682WVxXprT9N01CY4UHWL6XI+s2J7N9cKMs59jRS/QaLthhL+fDvyE7BI1/XOfrrY47XscHqqP0gwEjrVB1seU9E8/rh21gCz28FFQNFLctdo9eytor55xTn7smwtY3TZdCmco00nx++ab/DO3YJUBjkOpIWwHZHZ9jHXQRLvcB7MkRSRe9PlgNPfgz4jrnbeutGwMcPAq0aRiyTpmnwvfcZvBOmAP5j8tSrA8fkMbD1ODdieYIJ+8+01wt89QHwylPhfZ8QRHy4uGDBArzyyivYsGEDDh0Kvu03mHDdLTrc9uzZg/vuuw/r16/H22+/fcLHa5qGm2++GXPnzkWPHj3wzTffICamdteIaN68ea2eX2t+P5Cfo2+GSKtTDwjTqfY5OTlBrw/q8Xjw4YcfAig/fTo1NTUs76+XtLQ0DBkyRO8Y1caWVxXpzYEtrypsvdnyqsLWmy2vKtI78iqGib86kf2bE1m/OoMME9Wz2FF5l2Cdf04vDr6bsPzrcFybsLrYPp9seY+lFXvhWVNUcYqzZ1UBUOo/8ROPZQVs7RP+OcW5ezJsjSN3fcHjUbVG/vR95adA/5EZ9LilU2M4Jl0Ja7emtX4vFdI++RRDdkcD//0u8GC3VOC9+8t3LkaI5iqD56lX4f9yYcAxy5mp+O7q7rhO58EiEMafaU0DfloAvPoosHUjYKDLV0T0T/x33nkHV111FZYuXYrs7GxomhbSLyOaPn160KwHDhxAWloamjRpAgCYMmUKFi4M/AE4Vk5ODmbOnAmn04lFixZh48aN4a5QyY4dO7Bz5078/PPPcDqdmDNnDoDyHw6gfDicm5uLtWvXYtOmTXC5XBV3u87Nza3oAACFhYXweDwoPbAH6NnQVL/8udkoKiqC2+2G0+lEaWkpvF4vCgoKKv0e5eXlwe/3o7i4GGVlZXC5XCgpKYHP50N+fn6lx+bn58Pn8yEmJgYulwtlZWUoLi6G3+9HXl4e5s2bh6ysLADA4MGD4fV6UVpaCqfTCbfbjaKiIvj9/qrXqbQUpaWl8Hg8KCwsrPSY3Nxc+P3+anXyeDzQNA15eXnYuXMntm7divT0dBQWFmLevHmVPk/z5s1DYWEh0tPTsXXr1uN+9urWrVvps7dv3z4sW7YMHo8Hs2fPrvTYxYsX4+DBg1i/fj3Wr1+PgwcPYvHixZUeM3v2bHg8Hixbtgz79u3Dpk2bsHbt2kqXODjy2Dlz5sDpdOLnn3+udqc2bdqcsNOxP09G73QyrlN1OlVnnY5g6STrxNFJ1omjk6zTydOpOut0RCQ6ZWRsxaalO7BwzBr8dPc+fHbW31hwyW6s+b9s7JlXHPpg0QLYEjVEneJHYnsrHB1L0fKGRGg9M9H+kRRYbtiDrpPqo+7jh9BpejTafehBm5lFuGR1XURP+Bv9fmyJrBt/woXvN8H+C3/F6Y/EI++cTbD1yEPZaZnYZd8Aa9My/Pj7AthjraZZJzP+PC2auQA5aTuw4+5fcODCFTjUdgUKB/yJ0pd3wrMsr9qDRV+UH44L62DHlSWISzsLm2YApR82wZ6hXvzVYh8KokoMs05Dhgyp1Z/lf//6Bw4MnoGyPu8HHSxqSdHYPeo0HPj4EmxPcRriz70l332PISuKgg4WSy9vj81jr8TaXRkR++xpBw8hu99twQeL/Xpj/i2X4Lr77jbE/+YmJiaqX6fNfyJnQFfg3ivLB4sGY9EiOLVr1aoVdu/ejYSEBIwaNQqpqakhnf8eyRvCHMk1ZswYjB07tsavs3HjRnTq1AlerxfXX389vvzyy0rHx44di3HjxqFly5YVd4K++eab8dVXX6Fnz56YN28eoqOjMWzYMMyYMQO9e/fG0qVLQ8pQndOiu3XrBqB8p2WzZs2q/doZGRnwer2w2+1V75TLzS4fupnJiiwgpUFYXrqgoADJyckB37/66qsxf/58JCYm4sCBA4iPjw/L+59ItT4TNbBgwQL07dtX2euFG1teVaQ3B7a8qrD1ZsurCltvtryqSG/1NE1D0bbynYlZv5RfN7HsUOg7E+Oa2tHw/Fg0PD8WG7N/R+8reyCqjg2OJCusNmPcwCTc2D6fRs6raRp825zwHnWKs3+Hs0avZWngqHSKs719AiwOjmuC1nSNNL8G34d/wPt/i4Gc4L9v1ps7wDHhUlgaRW4H4AltzQQe+QBYvS3w2KgrgceuC9uZesH4//gL7rufBrICz4i0P3InbCNvhcViMczPktIcWfuByc+UnwZ9zPhurwdovrX861BnOapF9LTo3NxcWCwWTJgwASNHjozkW+vmrLPOQr9+/fDNN99g5cqV1XrOp59+qjSDnh8woV6woeH+/fsr/mXlpptu0m2wGE5HBuAs2PKqIr05sOVVha03W15V2Hqz5VVFetdepWHi4VOdXdm1GyY2PD8W8c3/uVNucu7ZSEyJUpaZBdvn00h5Nbcf3vXFFTde8awsgJZTs3MvbW1iK2684uieDOupsbrcXEOFmqyRf10mPA98B21l8M0+ljPql58CfWHL2sZTp6AUeP0b4IMfAe8xfx7ZrMBL/wJu7hXRSL4vF8LzxCuA+5jrdsbHwvH6/8F2+YUV3zLKz5KSHCXFwPuvANNfBZxV3ACpzRnA1k21fy8FIjpcvOqqqzBr1iwkJiZG8m11165dO3zzzTfIzs7WO4o4CbjdbtjtlX90Z8yYAZ+v/A//k+1GLkfs2rULKSkpeseoNra8qkhvDmx5VWHrzZZXFbbebHlVkd6h0zQNRdsPXzPx8B2dXVk1GCaeYkfDC2LR4Lwjw0R7lQMbWScOeub1F3nhXVX4zzBxTSHgrMH1Eu0W2Dsm/DNM7JYMa4OTZ7AdyhpphWXwPrcUvimrAH+QE0XjHbA/1Qu2Ud1hcdgUJ60hnx/49Cfg5a+A3MC7LyMhBpg2Auh9VsQiaT4fvP95B75pMwOOWVqcAsf/JsB6+qmVvm+Un/1a5fD5yncpTn4GOBT82pxo1BR48AXgnD5Aq1Y1TKlWRIeL7777Lho2bIiJEyfC5/OhTZs2If3LRa9ekZ2QqxIXV36HJ4+n9lfbpPyXnjr1yk8TNpM6gTdcUSXYZ+CDDz4AUD7IvuCCC8L23nqq7Y2NIo0tryrSmwNbXlXYerPlVYWtN1teVaT3iWmahuIdlU9zrskwMbZJ+TCx4ZFhYouqh4m1yXsyYesdyby+A2WVTnH2/VUM1GCWaIm3wd41qeIUZ8c5SbDEG2RQFgbVWSNN0+D/bCM8T/wAZAYZ0AGwXtcOjpcvh6V54GWudPPLZmDMLOCvPcGPN00Bpo8CzozcjWK1giJ4HngO/mWBZ39aL+gMx1vjYKkb+HtolJ/9GudYsRB45d9Axobgx2PjgeFPALeNBmLjgBNcAi+SIn636LKyMmzduhXDhw8P6XlGvFt0eno6unfvDqD8QqADBw4M+rgjd8U+MmQ82pHvFRUVHfe9jtxgIykpqcZ5dWO1hu36g2Zks1X+H+3ly5cjIyMDAHD77bfrESki2D77bHlVkd4c2PKqwtabLa8qbL3Z8qoivQNpmobinZ7yQeLhU51rNExsbEPDC+L+Oc05hGFiKHlPZmy9w5VX82vwbSmtdIqzf7erRq9lbRQF+3n/nOJsOzMeFjvH9RJVONEa+Tdnw/vwAviX7gx63HJqXdhf7wvb5W3DkK6GdmcDz38OfPt78ONRdhQNPg+JTw0CEmMjFsu/bTc8w5+Etj1w2GkbNgD2p++HxRF8lGWUn/2Qc/y9rvwO0D9/H/y41QoMuAsYOQ5o0Lj2AcMgosPFO+64A59//jk0TUPz5s3RunVrzp14h7Vo0aLi69WrV1c5XFy1alXA449o3bo1gPLrUf755584++yzAx7jdrvx888/Ayi/KY4wt7KyMkRF/XOKwXvvvQcAsNvtuPXWW/WKFXZbt25F06ZN9Y5RbWx5VZHeHNjyqsLWmy2vKmy92fKqIr2PGiYeuWbir044D9ZgmNjIVn6a8/mxaHR+HOJb1nyYeLy8ZsLWW1VercwP7x9FFbsSvekF0PJrtkHHdnocHN2TK05ztraIof67e21VtUZaiRve/6yA741fAU+QLaDRNtgf6wnb6AtgiYn43q7gSlzAm98C074Hyqr4fPQ9B3jmRqzZtQm9IzhY9C35DZ4HxgFFJZUPOOywjx8N+6Crj/t8o/zsVzvHcW7WUuHCfsC/XwFSI3dKek1E9G7RycnJKC4uxh133IFp06YZ+g+n6t4tunPnzli7di3i4uKwevVqnHHGGZWOv//++7jzzjsBAA8//DAmTpxY6Xhubi6aNWsGp9OJnj17YuHChQE7HEePHo3XX38dALB06VL07t27tvUq2bt3L5o3L9/iHJa7RQul/H4/rIfvzFVYWIgmTZqgtLQU/fv3x9y5c3VOF77PhMfjgcPhOPEDDYItryrSmwNbXlXYerPlVYWtN1teVczYW9M05G91Ine1p/yaib864cys2TCxwfmxFac6J7RyhO3vRWZcJ4Cvd03z+vM98KYX/jNM/KMQKKvBX+8dFtg7Jf5zinPXZFhTeH7/IuHYNdI0Df55W+B5ZCGwpyDoc6x928L+2hWwnqr/NQABAH4/8MVvwItfAAeDZ0a7psDYwcCF5XONSP0saZoG37SZ8L40NXDIVr8uoqaOh7VLhxO+jlF+9k+Yo7Sk/GYtH7xS9c1aTu8IPPoqcMFlVb5MbWY5qkV0dN6hQwf8+uuv6Nu3r2EGixs2bMCGDVWcz374+MyZlS8gOnjw4Iqvx40bh/79+6O0tBRdunTBfffdh3PPPRelpaVYtGgR0tLSAAB16tTBI488EvD6KSkpeOSRRzB+/HisWLEC55xzDkaMGIE2bdogOzsbn376KRYvXgwAuPTSS2mvOynUyc/Pr7g4bFpaGkpLy/8wOllv5HLEnDlzcOONN+odo9rY8qoivTmw5VWFrTdbXlXYerPlVcUMvY/czTl7Zfn1ErN/q9kwMaahrfwU5wvKT3MO5zDxWGZYp2DYelcnr6Zp8O8tq3SKs29TyXGfUxVLkg32bv+c4mzvlAhL7Ml7vUQVjl4j/448eB9ZCP93GcEf3CwJjlevgLX/6YaZe+D3bcCYmcDaHcGP100AHr0WuKUXYP/nsxCJnyXNVQbPEy/DP+eHgGOWs1IRNW0CLE0bVeu1jPKzX2UOnw+YM718t2L2geBPbngK8MB44NpbARvPz2VEdy7u2LEDd9xxBzRNw/Tp0w1xiu/YsWMxbty4kJ5z7G/Za6+9hsceewx+f/Ar4datWxdffvkl+vTpE/S4z+fDnXfeiRkzZlT5nueffz7mzp2LBg3UX7tQdi7y6t69O9LT09GoUSPs3bs34C7SepDPhBBCCCEYaX4NBX+7yweJK53IXulC2aFaDBMP/0poHblhojh5aD4Nvk0l/+xKXFkA//6yGr2WtVl0pVOcbe3iYbHKZzJUWpkXvom/wPvyz4AryOnEditsD54H+5MXwhJvkDtlH8gDJnwBfPlb8OM2KzDsYmD0NUCd+MhmA6BlZsN999PQ1m0OOGa9+mI4XnkCllhj3KSl1n7+vvxmLVvWBz8eGw/c+Rgw7BEgrnprYaSdixG9Auu1116LnJwcbNmyBW3atIHNZqv2LyMMTaryyCOPID09HbfeeitatGiBqKgoxMfHo0OHDnj88cexcePGKgeLQPkNOqZPn4558+ahf//+aNSoERwOBxo1aoQ+ffrgf//7H5YvXx6WwaLgk5OTA6B8V216ejoAYOjQoYb+GVHhyC5gFmx5VZHeHNjyqsLWmy2vKmy92fKqcjL09ns15P7pwuZ38vDTHQcwp+MOLLx8D9Y+ewh755dUe7AY09CGFv0TcO6LDdBvaQv0X90K5/+3MdrckozEU6N0HSyeDOtUE2y909LSoDl98Pycj9KJu1AwaB1yU1cg/6LVKHkiA+6vsqo/WLQAtrPiEXP7KUh85wzUXXseUtaej8SpZyL29qawn5kgg8UaWPz0e3B3eQfe55YFHSxae7VEVPrdcIy/xBiDRacbeP0b4MKnqx4s9jkLWDwWeG5wlYPFcP4s+ddsRNk1wwMHixYL7I/eDcebY0IeLBrlZ79Sji3rgbv7AsOvCD5YtFqBG4cDCzKA+56t9mDRaCK6c/HIdeJqwmKxwOcL/V8OxYnJzkVODz/8MN544w0AwF9//RVwvU+9yGdCCCGEEEbkc2vIW+c6vDPRhUOrnfAWh/5XoZgGNjQ475+diYltZGeiOD7Nr0Er8kLL9cKf74GW64E/zwstzwP/Xhc86YXw/lkEeGrwV/MYK+znJP5zinPXJFiT9b/mHDstzwl/+j74V+6Ff8VuaD/tCv7ARvFwvHQZrIPaG+PPAU0D5v0OjJ8N/D97Zx4fR13//+fskezmPnslbZK2adMjbdKTSwGRSxQQQawHCCKgqCiKiCIUUDkERBG/4IlnBTwAAeEnl6hA77RN27TpkbY52tx3Ntnd+fz+mE02aXaTze7s7nySeT4eeaTNTGZf73xmZndf+z5qWwLvM3c63HUlnFMKcdLs/cs/cX/7IRhwj9yQkoT90e9i/eDpcdGlK00N8Nid8Ldfa/0uA3HGBXDrD6F4aVgPYaTMxZimOv3mN7+J5cOZmExKOjs7SUtL40c/+tHQoJ+pwOuvv84555wTbxkhI5tevTDjlgPZ9OqFbHHLplcvZItbNr16IUPcnj6Vlu0umja6aNrYR8tWF17XxM0b53TNTMxd6+QgFZz36fcbw0QIARnWKRpEK24hBPR4/cZgmxvR5tG+t7pR2z3+78N/1uaGIN7CRFEybSNKnG3LUlESY1qQOOkQqkBUNaFurENsrEXdWIuoah77lywK1htXY7vzTJR0g5TtVh6FOzfAxiC9INOc8NWPwDUfgITQrCC9ryXh8eC57wm8v3pm1DalIA/7L+/DUlwY9vENcc/r7eHQd7/I3Lf+Cn1B+qIuKNWGtZx+Xmy1RZGYmotXX311LB/OxGRS4nQ64y0hLixdGt6nOfFCNr16YcYtB7Lp1QvZ4pZNr17IFrdsevXCiHG7u1Wat/QNmYmtFS5U9/i/dzLJc2zkrnFq2YlrnSQX2IbMxNQTJdIYi2DMdYoFocQtXF6/GegzCTXD0Pe91Y1o9/i+u1FbPYh2NwzErPAPAEuhA/ua9KFJztb5SWZZc4SIDhfq5kEjsQ51Uy10hN7PUlmTh/3HF2IpmxlFlROguRMe+Dts+O/oScugZSd+6v3wzUshO3VCh9bzHiI6unB/6S7U/2wZtc1yxirsP12PkpEW0WPE9Z7XdBz+/H/w9P8xt7Up8D65M7VhLZdeLdWwllCY3E3aTEwmIeOOtZ+kNDY2Mn16aFPCjIBsevXCjFsOZNOrF7LFLZtevZAtbtn06oUR4h5o99K0WTMSm97ro62yHxFGF6XUeXZy1w6aiQ6SZgV/nWWEuCeCbHrDQfSrmvnnyxBU2z107TpKavIA4iRjUG31ZRq2u6FXp1RCPbGAdWmKv8R5bTrWGYnxViU1QgjE/hYtG3EwK3FPE4TjEWc5sX3/HKxXlRnD4B3wwK9fh0dfhK6+wPucugDWfwKWzgnrIfS6h6gHanBfdzuipm7UNuu1V2D79hdQdJghEJd73p7t8PtH4aUN4AnyiZYzCa79JlzzDWl7Ko6HaS6amJiYmJiYmJiYmBgeV7OHpk1+M7F970BYBkF6ScJQVmLuWgeOXPMtUbwRQiB6vIhhBqFo82UOtrkRHZ6hjELR7utbOIZJmAH0cjDmcYREgoIl046SaUPJtGPJstOS1UPexcXYVqVhSTHPx0gQXf2oW+qHjER1Yy20ucI7WKIVZcUsLGvzOTbTS9G1Z6OkGGBYixDwrx1wz7Nw+ETgfWbnwHevgA+tiFtfxUG8r7+D++Z7oLt35IYEO7bvfR3bxz8UH2GR4PXCm/+A3/0ItrwdfD9Fgcuuha/cq2UtTmLMO5eJiWRMxaxFgGnTpsVbwoSQTa9emHHLgWx69UK2uGXTqxeyxS2bXr2IRdy9DR7NSPR9dVZPvMZZsUDGksShrMScNU4SM8MvRZNtvWOtV3gFomOYQdgewChs94z8mc8oxBPbcuOIsaKZgxmaSahk2rFk2lCy7Fgy7ChZNt93388z7Vgy7ZBkGVVa33fiBAnTs+IUiLwIIRAHW/3lzRtrEZWNoIZ5LuWnYVmbj+WUfCxr81GWz0BJ0O4XySdOGMNY3F8P65+Gf+8OvD0pEb78Ibj+PHBE/r4xknuIEALv//0Rzw9/MbpcOyeLhCe/h2WlvmXMUb/ndXdqA1r+8BOoPTz2vu+7EG65HxYui64mg2CaiyYmktHX1zclDcbKykqpynpk06sXZtxyIJtevZAtbtn06oVsccumVy/0jlsIQc8xz1BWYtNGF91HJm4mWuyQudzBtLUOctc6yVnlxJ6q37AL2dY7XL3C5R1hAg6ZgR3DDELfd9HmRu3waD0LOzxRiCL6KOk2lEwbliw7SoYdS5bN931YhqEv29CSqRmGSopVt9JY2c6reCF6BlC3Ds9KrIPm3vF/MRAJVpSyGSPNxLzg/f7ivkZt3fDIC/Dbt8AbpKT/8lPh9o/BjAzdHjbse0ifC/dtD6K+8NqobUrpQhJ+/n2UmfobgVFbp2OHNEPxb7+Gnq7g+yUkwsWf4b3itZzymev012FgFCECdfw0mUpEMr68uroaj8eDzWajuLg4WhJNJMI8J0xMTExMTEzGQwhB1yG3z0jUzMTe+okbU9ZEhewVDnLXOsg9xUn2Cgc2pzk5F3xZXd3eYRmCAUqO2wMYhe0e6DNgP8IQUFKsKBn+cuMhMzBzZPag30jUTETFaoD+eSYjEEIgatoR7/mMxE21iJ0nwBumfTEzFcvaPCynzNaMxPIZKIkS5Fp5vPCHf8MPn4f2IJOHy+fCPZ+AFXNjqy0IoqGRgeu/g9i1b9Q2yyUfxP7AbSgOCXqJCqGVPP/uUXjj+cDDcgbJmQGfvAk+fgNk5cZMYiRejt5IcDWZmJgMp6Wlhezs7HjLiDkbNmxg3bp18ZYRMrLp1QszbjmQTa9eyBa3bHr1Qra4ZdOrFxONW6iCjn0DQ0Zi08Y+XE0Tn75iS1LIWeUYGsCStdyBNTF2xpCR11vtcOPZ2In7vXbc73Xg2dkF/RLmkViGlRv7zD9Lps8EzPSVGmf4vg8ahhk2LfvQrhnLRl6nQMimNxqIPjdia8NQn0R1Uy2cCGKmjYfNgrJ8xlBGomVtPsxOi2jSe1zW6O09sP7PsK8+8PYZGfDtj8FH14IlOh+qTDRudesuBm74LjS3jtygKNhuuwHrDesiWofx0GWdBvrhn09rpuLe7WPvu3gFXPU1uODjkOAvm5+K17SZuWhiZi6a6Ip5TpiYmJiYmJioHkH7nv6hEuemTX0MtE88G86eZiF3jc9MXOskc2kiFruZZQagHu/H/V6H76sd756e8CbgRotEZShrUMnwZRCm20YbhcMMQyVT33JjE2MihICjHUOlzep7x7SsRE+YGbPTk4dMRMvafJQVM1GcEreROnxCG9by/yoCb3fY4Ybz4aYLINkRU2lj4XnmJTzfeRjcJ2WhpyZj//GdWD9wanyEhUpLIzz9BGz4GbQEGZQDmpF7zqXwma/CyjPiOjDHzFw0MTEJm9bWVrKypl7D52effZYrrrgi3jJCRja9emHGLQey6dUL2eKWTa9eyBa3bHr14uS4vQOCtp2uoazEps19eLon7nQlZlmGshJz1zpJL0nAYqCS1XittxAC9YgL97taVqL73Q7Uw30xeWwl1TrSIBxmFI4yCAczCdNtKM7wB+dEimzXpWx6J4pweRDbh2UlvlcLx7vDO5hV0bIS1+RjWZuHcko+SkFGVLPhIEZr1NUHP3kJfvEvcAfJ7P7wKrjjcm0adAwIJW7h8eD53uN4n/rrqG1KUT72X/wAy/zCKCkcSVjrtG+nlqX40p+0rMVgpKTBx66DT30J8ov01yE5ZuaiiZm5KBmqqmKJUtq7HkTrnHC73VINspFNr16YccuBbHr1Qra4ZdOrF7LFLZtevXB19dNZ6aVpo4vG9/po2erC65r42wrndOuQkZi71klasT3qJkEkxGq9hSrw7uvB/a6Wmeh5tx31+ED4Bxw+2TgjgFHoK0EeMgoHf5ZuQ7EZ93VnMGS7LmXTOx6itnOEkSh2HIeBibdBACA3SctIXKMNXlFWzERJjv3U5qiukVeFZ/4HD/wdmjoD77NkNtyzDk5ZEB0NQRgvbtHeiftL61H/u2XUNsv712B/7C6U9NRoShxByOukqvDvlzRTceMbY+87ex58+itw2TWQHFossbqmzcxFExOTsOnp6SE1NXY3aKPwzjvvcOaZZ8ZbRsjIplcvzLjlQDa9eiFb3LLp1QvZ4pZNb7gMdHhp2eYaKnFu3t4HnombgMmzbUNG4rRTnCQX2AxtJp5MtNZbuFU8O7txv9eO590O3Bs7EO1hTF5OVLCtTMN+Sgb2U9LZ0ryTUy44Qys1lujvHCmyXZey6R2OGPAiKo77jMRj2gTnuiAG2XhYFJTSaf7y5rX5KHMzDXHuRm2NNlXDnRtg19HA27NT4baPwifOAGvsjf6x4lb3H8b9+W8jjtSN2mb9/JXYbrsBxRZby2ncderphueegt//GI4eGPtga8/WSp/PvAisE8vElvmaDhfTXDQxkYzERAkma0WB+fPnx1vChJBNr16YccuBbHr1Qra4ZdOrF7LFLZveUOlt8NC8uY+mTS6aN/fRvnfgpH5+ob3ZT51nHzITc9c6SM6TOztLr/UWvV7c2zrxvNehlTpv6YTeifebU1Kt2NakYz8lHfupGdjKUlES/QZEQV0xltSp95ZPtutSJr2ioWsoI1HdWIvY3gD9YWYlZjl9RmIeytp8LCtnoaQa872O7mtU1wLf+wu8sDnwdrsVPvdBuPkiSEvS97EnQLC4vf/6L+6v3gs9J7VnSLBjv+9WrB+7IAbqRhN0nepq4I8/hb/+Ero6gh/AngAXfRI+czMsKtNfxyRm6j3TmJhIjtcb5pO35HR2dpKXlxdvGSEjm169MOOWA9n06oVsccumVy9ki1s2vYEQQtB1wE3Tpj6aNmtmYs/RMLLmgPSShKGsxJw1DpzTJtfbjXDXe9Qk54oucE+8jFzJtWNfqxmJ9lPSsS5JQRmjJ+VkOD/DQba4japXuL2InSdGmIkcHcOYGQsFlCXThjISLWvzUIqzDZGVGAq6rVFvP/zsFfi/V8DlDrzPucvhzo/D3OmRP16EnBy3EALv47/H8/Cv4OQOe7lZJDz5fSwrlsRYpZ8ReoWA7e/A734Er/1dK4UORvY0+MQX4cobISfyv7tRr+loMrme7U1MpgBTtU2qy+WKt4QJIZtevTDjlgPZ9OqFbHHLplcvZItbNr2gDV9p391P08Y+mje7aNrcx0BbGFlzFshYkkjuWofPTHSSmBm/IR6xINT1Vk/0Dw1eiWSSs2WOQ8tKPCUd26kZWOc5J2TGyHh+6oFscRtFr2jsGVHeLLbVQ194HzSQ4cCyJs9vJq7OQ0kzZlZiKES8RkLAc5vg+3+BhrbA+yyYBeuvhDPjZ86dzPC4RZ8L9633o744ukehsryEhCe/jzIjN5byRuFyuWBgAF59Fn7/KFSO7gU5goXL4eqvwYc+AQn6nZ9GuaZjiWkumphIRkJC7BsYG4GCgoJ4S5gQsunVCzNuOZBNr17IFrdsevVCtrhl0OvuVrV+iZs0M7FlW3jDVywJkLXcQe4aJ4mL3BSdnUtC2uQ2E08m0HqPmuT8XgfqofAmOVsXJg0ZifZT0rHmOXTXOxWQLe546BUeFVF5AnVjHep7xxAb6xCHg5heIaAsyvEbiafkoyzIQbHIkZUYChGtUcVhuOvPsOVg4O0ZSfD1S+AzZ4LdWBbNYNyi7gQD138bsbt61D6Wj56H/b5bURxxNo/bmln477/C1z4MjfXB91MUOPtiuOqrsPpM7f86I9s9SA+MdeaamJiMS09PD+np6fGWEXM2bdrEBRfEp3dHOMimVy/MuOVANr16IVvcsunVC9niNqLevkbPUEZi8yYX7bv7ERNPTMSebiFnlYPc1VqJc1ZpIlaH1s/vlVdeYWGaseKOBZs2beL8887XZ5KzFWylqdhO9fVMXJuOJVvfD5GNeH7GAtnijoVe0dyLusk3vXljLerWeugJUpY7HmmJWibi2jwsp8zW/p0RmRFudMJaoxPtcP/f4Jl3Am+3WjRD8euXQFZKxBqjwaZNmzgvexYDN94BLe0jN1os2L51A9bPfyL+5e3/fBruup6k7jGGCSWlwMc+B5/6MsyZF1U5st2D9EARU7XG0mSISMaXV1dX4/F4sNlsFBcXR0uiiUSY54SJiYmJiUnsEELQXeOmaaNraABLd014hoFzpo3cNQ5yVjvJXeMgfWHCpMo8ChcxoOLZ5Zvk/J5vknNbmJOcV6QN9Uu0rU7DkmLmepjoj/CqiD1N/qErG2sRB1rDPp6yIHtkVmJJDkocJhdLg8sNv/wX/OQl6OkPvM/7FsH6T0CJsfvyeTb8A8+dPwL3Sfe81BTsP7kT69mnxEfYIAP98OA34E8/Db5PXiF8+itw2bWQOrmSdCLxcvTGfDYzMZGMlpYWsrOz4y0j5mzYsIF169bFW0bIyKZXL8y45UA2vXohW9yy6dUL2eKOtV7V4+uX6Bu80rzZhaspvGFvaQsSRpiJSXm2kLNPZFuniaB2evBs1kxE98YOPNu7oC+MnpQpvknOvsxEW3naiEnOsWAyr9NYyBZ3pHpFWx/qJn95s7qlDrrCyKYFSEnAsmoWyin52iTn1Xko2fGbVmwUQlojIeCV7XDPM3C0OfA+hblw15Xa0JZ4Z/uNgejuxfPAE3h//9yobcrc2dh/cR+WeXNiL2w4dUfglo/Drk2Bt696v1b6fPbFYI1tCw/Z7kF6YGYumpiZi5OA7u5u5s2bR2NjI+Xl5WzZsgWLJT6fJprnhImJiYmJiX54elVatru0MudNfbRsdeHpDaNfoh0ySxPJXeMkZ7WTnNWOST98JVS8dS48G7USZ/emjrCHryg5J01yXjr2JGcTk3AQqkBUNfnLmzfWIva1hH08ZV6Wv7x5bR7KkmlmVmI47DkGdz0N71QF3p7igK9+GK49BxLtsdU2AcSAG++GF/D85Lejy6ABy5lrsf/kTpT01NiLG87b/4TbPg0dATJyz7scPv8tWLIy9rpijJm56KOnp4e2tjbUsUaCD2POnDg74yYmBqCtrY3MzMwRP3vwwQdpbGwE4JFHHombsRhNnnvuOS699NJ4ywgZ2fTqhRm3HMimVy9ki1s2vXohW9x66+1v9Q4NXmna1EdbZT8ijApcW4pCzkrNRMxd4ySrLBGbU7/XB7Kt0yDCK/BW9WgZiRs1M1GtDVK2OA6W2Yn+EucwJjnHAlnXKVJki3ssvaLDhbq5zm8mbq6DjvDOWZLsKCtnYRnMSlyTh5KbHL7wKUTQNWrtggefgz++DWqATyUUBa48HW77KEwzbkmuEAL1pTfx/PAXiCN1Afex3rAO2zevR4lxFuAIvF746V3w5PdHb0t0sO3D17Hi3sdir+skZLsH6UHMMxeFEDz66KM8+eSTVFePnjQUDEVR8HjCeGVlMi5m5qJcqKo6wjxsaGiguLiYnp4eLr74Yp5//vk4qoveOdHX14fT6dTteNFGNr16YcYtB7Lp1QvZ4pZNr17IFnckeoUQ9BzzjDATuw6E1y/RMc3qy0rUzMT0kgQstugZXbKsk+jz4tnWpZU4b+rAs7kD0RleGbl1YRLKyhQc78vWMhPzjT/AQpZ10hvZ4h7UK1SBqG4ZmZW4tymsTFoApTDDX968Nh+ldDqKbfIlIcSCUeeU2wO/fQseeQE6egP/0ppiuPtKWFYYC4lh4313O577/w+xI0jWZUIC9ge+ifWj58VW2Mk0n4BbPwkb3xi9bc58ePQv9BUsMMS1H6t70JTNXPR6vVxyySX885//BLQXVCYmJhOjt7eXlBT/NLG77rqLnp4ebDYbDz74YByVRZdt27Zx+umnx1tGyMimVy/MuOVANr16IVvcsunVC9ninohe1Svo2DdA8yZt8Erzpj76ToRndKXOtZOzxkmuz0xMLgi9X6IeGHWd1OYBzUTc1KllJ+7oAncY7zkSFGxlqVqZ8ynp2FanY8m087///Y/TT1+sv/AoYdR1ijZGj1u4vdDmQrT3IY51Uv+Xd5jdYEXdVAttrvAO6rBpWYlr83xZifkoM4w5gVhGRpxTb+yCu5+GA8cD7zwrC+64HC5ebei+iuq+Q3geeBL1jXeD7tO+YhHTHrwdy/zC2AkLxJa34eufgKaG0dvO+xjc+ytITWfb//5niGvf6PegaBBTc/Gxxx7j5ZdfBiAxMZFPfepTlJaWkpGREUsZJiZSY7f7e3Ts3buXX//61wDceOONLFy4MF6yok5enrEnqZ2MbHr1woxbDmTTqxeyxS2bXr2QLe6x9HpdKi0V/UNTnFu2unB3hTEYxAqZSxOHshJzVjtw5MR3LqMR1kkIgXqoD/emjqEyZ++BvrCOpWTYtOEra7Uv2/IUFMfo0j8jxD0RZNOrF7GIWwgBPW5o7dNMwjaX9u+2Ps04bOuDNt/P27Sfi1YXtPeNGraSB0z4zjAnfSgj0bI2H2XZdJQEs49qtMjLy9PMxLuf1szFQDgS4EsXwo3ngTMxtgIngGhoxPPIr/H+9RUI0qJOKVuM/fYbcU3PwFJYGFuBwxECfv1DePTbWkn0cGw2uPUhbRK0z8Q1yj0vZjrU8D6gjAYxfVXy29/+FoD09HQ2btzIggULYvnwJiaTguEZv7fddhter5eMjAzWr18fP1ExQLa2CLLp1QszbjmQTa9eyBa3bHr1Qra4h+sdaPfSvMVFk89MbNvpQg1jYKvVqZCz0uHvl1juwJ5srFLGeKyTcKt4KrtHDF8RTeGVkVsKHH4jcU061gVJKJbxM4xkPj+nEhOJW3hUaHeNNAUHTcJ2F+Kkfw83DHFP/MOCsEiwoqyYOdJMnBXngRpTidZuMh59Ff6+DTxBzJyProXbPwZ5WbHVNgFERxee//sj3t/8BfoDPzkpRfnYbr0ey4Vnaq3pDhyIscphdLTBtz8Lb74wetuMfHjkGSg7dcSPjXLPi7oOIWDz3+FXt0f3cSZATM3F/fv3oygKX/va10xj0cQkTLy+T2z+85//8I9//AOA73znO2RnZ8dTVtRpbQ0wCczAyKZXL8y45UA2vXohW9yy6dULmeLurXdz9Plu2lsaad7komNfGE4ikJht1YzE1Q5y1jjJXJKIxW7cUjqIzTqpXR48Wzr9w1e2dUJvGGaOBaxLUzQzcU06trXpWGeGl1Uk0/kJ8ukNl6EswrY+RLuL/ncP4N3tGZ1F2NrnNxJbfd87wxyOEk3y0vzlzWvzUcpmoCTGN1t5yjDggb21sP0QbD8MFYfhwHEygu2/vBDu/gSsnh87jRNE9A/g/f3f8fz099DeGXinnExsN38W6yc+gmL3n2txu4fs2QZfvRxqD4/edvp58OAfITNn1Caj3POipkMI2P4yPPNdqNkOQdp9xoOY3qFSUlJwuVwsXbo0lg9rYjKpcDi05uG33norAEVFRXz5y1+Op6SYUFJSEm8JE0I2vXphxi0HsunVC9nilk2vXhg1btUjaN/bT/MWF82bXTRvcdHX4AFSaCLIm7UgJM+xaeXNa7TMxNS5dsNNGR6PaKyTt6Efz3taibN7YwfePd1h1IoCSRbsq9KGypxtq9KwpOjztseo52cwZNIrhIDuAX8vwnaX79+uIdNwyBhsd2nZg8P2w+M/WeYBbjbHL5iJkGxHXZiN/bSCIUNRmW3cqcKTCiHgcKNmIG4/BNtrYPdRzWAcj2npcPtlcPmpYDFWZvkgQlVRn38N90O/hLog/SGTnFg/fyW2z38CJSVp1OaY30OEgGd/AT/4CgycZPwrCnzxLrjxDggysdoo9zzddQgBla9rpmL1e/oeWydiai6WlZXx2muvUVtbG8uHNYk3qgrdLfFWEVtSsqP2JNPV1cVrr73Gxo0bATjttNM47bTT2L17N6mpqSxcuJBrrrmGq6++Gptt8nzC+fbbb/PhD3843jJCRja9emHGLQey6dUL2eKWTa9eGCXugU4vLds0E7Flq4uWbS48vRMfDKJYIH1x4tDglZxVDpwz5H9+jnSdhCrw7uvxZyVu6kQ9Gt4gCyXX7i9xPiUd25IUFHt0XocZ5fwMlVjrFUJo/QR9ZuAIY9BnGvqNwWFGoc84HG4QSoVFgUwHSqYTMhwoWU7IdGr/9/1cyXJAhu9nWb59M50oCVZefPFFPvzhOE/inQo0d/qzEbcfhh2HoX2CqV8JNrj+PPjyhyDFuBPjvf/ZjOe+JxB7qgPvYLViXfcRbF+5GmVa8Aq4mN5Denvg7hvhH38YvS0zB374Jzjt3DEPYZR7tK46qv4LT98Be/+tz/GihCJiOLL5nXfe4ayzzqKkpIQtW7aQkJAQq4c2GYNIxpdXV1fj8Xiw2WwUFxcH3qmzCa6fpodUefh5I6TlRuXQqqpSWlrKnj17xtzvjDPO4O9//zs5OaPTxaNJSOeEiYmJiYmJgRBC0HPM48tK7KN5q4uOqgEI41WyNVEhqzyR3NVaZmL2CgcJaeaQBeHy4tnepWUl+qY5i47welJZi5OwrfUPX7EUOqTL/DQyYRmEw36ON2ZvL/XHadMMvyyfSTj830OGocNvHA6ahKmJIfXsNIkhff2w84jfTKyogWPN4R8vwQYXlMO3LoOC6LzP0wO1cj+eB55A/c+WoPtYLjxT66s4d3YMlY3DoSqtDPrA7tHbyk+Dh5/W+ixOJQ5u1jIVd7wadJfa1LnM/uUhYOJejt7E9GPT0047jbfeeot77rmHCy+8kO985zuUlZWRlWXcpqcmJkbjj3/845CxmJmZyf33389ll11GZmYm+/fv56GHHuLXv/41//3vf/nUpz7FK6+8MilecG/YsIF169bFW0bIyKZXL8y45UA2vXohW9yy6dWLWMStugVtlf00b3XRvKWP5s0uXI3hTVwUTg95p6eRs8ZJ7hoHmUsdWBPlf94dj/HWSW11+0xEbfiKZ0cXDIRhOtkVbGWpWlbi2nTsq9OwZMcvQUGm61J09fPCU0/zkfedG2KJ8SQxCBUYSLKQOD19pCk4zDAkSzMJlYyTsggd8ckqlum8MiReFfbX+zMStx+GfXXaz8Nl3gwoK4IVRVBWxNO73uHKz3xKP806ox5rwPPwL1Gf+1fQfZTVy7B/60YsK0NvUxeTc/PlP8N3r4O+ntHbrr4Fbrkf7PaQDmWUaykiHUd2wDN3wtYAg2wGmVYEl6+HgvfDL4vCexydiWnmojVIXXwoKIpimMk/kw0zczEKRDFz8SMf+QgvvvgiiYmJvPvuu5SXl4/a57bbbuPBBx8E4KWXXuJDH/pQVLQEwsxcNDExMTExGgPtXpq3DfZK7KO1oh+vK7yXwClF9qFJzjmrnKTNt0/5jCUhBGqNC/emjqEyZ+/+8LrMK2nWoV6J9jXp2MpTUZxm5ud4CFUg9jahvleL+u4xxLvHEIfa4i0rfBQ0IzDDV1ac4fAbgxm+/2c6fd9P2i/dMeWvyUmNEFDfOrK8eecR6I1gME9uGpTPhbJCKC+C5UWQPrr/oBERbR14fvp7vL//Owy4A+6jzC/AdtsNWD54urGSTgb64cGvw58eH70tJQ2+/xs497LY64oXdXvh2fXw3jPB98nKh4/dCWd+Fmz2iLwcvYnpRzMx9DFNTCYl/f39vP766wB89rOfDWgsAqxfv56f//zntLe3s2HDhpiai9FC60UT//4ZoSKbXr0w45YD2fTqhWxxy6ZXLyKNWwhBd41bK3H2fXXuD2+KsyUBMksd5KzyfzlyRr58norrJDwqb/3fK5ySsGxo+IpoDPNvPDvRn5W4Jh1rSbKhjSGjrLfoGUDdXIfwmYnqxlroMNjUY4viNwKHG4OZjtHG4clGYVpkZcZGWadQkU1vTOno1XojbveVNm8/BE0TG6I1gqREWF6gZSWWFWlm4qwsbVjIGBhtjYSrH++vn8Xzf3+Cru7AO03Pwfa1a7FefgFKmL34oxZ3XQ3c8nHYFWDw0sLl8OhfoGDiE7iNsk4T0nH8IPz1bvjvH0EEybZNnw4f/Q584POQYMxenzE1F++6665YPpyJUUjJ1jL5phIpwZviRsKBAwfo6+sD4Jxzzgm6n9Pp5LTTTuPll19m//79UdESa97//vfHW8KEkE2vXphxy4FsevVCtrhl06sXE43b2y9oq/RlJW7VzMT+5vBKnBMyLeSscvqyEh1klSZidYw9GGQqrJPa7sazpRP35k48mztwb+2ktDeJHg5M7EAKWJek+HolatOcrXnGfJMUjHittzjWMZSVqG6sRew4HpvS5cFBJRknGYNBMwiH/T+OfQhluy5l0xs1+t2wt9Zf2lxxGA4GmXIcChYFSvI1A7HcZyYWzwTbxLOhjbJGwuvF+9dX8DzyazjeFHin1GRsN34S67VXoDgju8dGJe5/vwS3fQY6A2RXf+xz8J3HwOEM69BGWaeQdDQfhb99D976NahBXrekZsPF34LzvgiJxs6mNc1Fk+hjsUStRHiq0dnp/5QuIyNjzH0Htw//HZmpqqpizZo18ZYRMrLp1QszbjmQTa9eyBa3bHr1Yry4+1u9WkbiVq1XYuvOftT+8EyW1Pl2zUz0lTmnzrVPuGRssq2TEALvgV48mzpxb+7As7kz7BJnnBbsK9OGypxtq9KwpMk9KTsW6y08KmLXCc1I9BmK1Ebwes6q+A2/EDMIB/9NaoKxyihDRLbrUja9uqCqcLjRX9pccRh2H4OBCFqhzc7RSpsHMxJLC7RMRR2I9xoJIVDffA/P/U8g9h8OvJPdhvXTl2L78lUoWRm6PK6ucXs88NO74Oc/GL0t0QHf/Rlcdk1EDxHvdQpJR1sDPH8fvPYkeIJk/Selw4e/ARfeDM7U6AnVEbmf3U1MphgzZ84c+ndtbe2Y+x47dgyAvLy8qGqKFbINfpJNr16YccuBbHr1Qra4ZdOrF8PjFkLQdXCwxLmP5i0uug4G7ik1HpZEhaxliUO9EnNWOkjMiryXn+zrJHq8uCs6/Wbilk5EW3hv7pUc+9AEZ9vadGylKSj2sTM/ZSMa6y06XKgba1Hfq0W8ewx1cx30hHeeMycdy6mzsZySj+WUfA4r7cxdViKlQRgJsl2XsukNi6YOf2lzhc9M7AjzgwuAjCR/aXNZkWYq5qbrpXYU8VwjtWIP7vueQGysCLqP5eIPYvvGdVjmzNL1sXWLu+k4fPOTsPHN0dsKirUy6IXLIn4Yo1xLAXV0NsELD8L/exwG+gL/oiMFLvwqXHQLpGRGVaPemOaiiYlE5Ofnk5OTQ3NzM8888wzXXBP4k53a2lree+89AFavXh1LiVHDFmafkHghm169MOOWA9n06oVsccumVw+8LpW+PVb2/r82mjf30bzVxUBbeNM+E3Os/l6Jq51kLk3EmqC/wSLTOgkhUGv7tdJmn5no3d0N4VWRY53n1Hol+r4sc52T3sSKdL2FEIjDbf5eie/VInY3QjjJtzYLyvIZmpHoMxSVvLQRu1hr+if9mgRCpusS5NM7Lr392pCV4VmJtS3hHy/BBkvmQHmhb/BKERRNG7dPop7EY43Umlo8P/wF6ksBDDkfltNWYLv9C1hKF0ZFgy5xb3kbbrkSmgOUuJ93OXzvV9oAFx0wyrU0QkdPO7z4MPzzUXAF6Y9pd8D5X4KLvylt1acx/vJjUF9fz2uvvQbAVVddFWc1JibxxWaz8YlPfIKf/vSnvPLKKzzxxBPceOONI/bp7e3lqquuwu12Y7FYghqQslFXV0dhYWG8ZYSMbHr1woxbDmTTqxeyxS2b3nDobfDQstWXlbjNRXtlP6obYOJvQtMWJAz1SsxZ6SClcOIlzuFg5HUSAyqeXd1DZqJncwfq8fAGr5CoYCtLw74mDdvqdLarVZxy0Vp9BUvARNdb9HsQFcf9Jc7vHYMTPeE9eIbDbySeOhtl5SyUJLuueicLssUtm94ReLywv95vJG4/DPvqQI2gJ+j8Gf7S5vK5sChfMxjjSCzXSDS34fnJU3j/9IL29w2AUjIP27duxHLmmqg+10UUt6rCbx6CR78N3pPisNng1ofh01/W1SQ2yrVUV1dH4fRs+OeP4cWHoLcj8I5WO3zwBrj025A5M/A+kqAIg49wfvXVV7nwwguxWCx4PBH0XzAJSiTjy6urq/F4PNhsNoqLi6Ml0WQYbW1trFq1ikOHDgFwySWXcNlll5GRkcH+/ft58sknOXBAa7B+xx13cO+998ZUX7TOib6+PpzO8Br7xgPZ9OqFGbccyKZXL2SLWza94+EdELTv7qd5q0szFLe66GsI77Wd1aGQVZboH76ywkFCRuQlzuFgpHVSGwdwb9H6JLo3d+Kp6IQw+1FaZiRovRJXa2airTQFJcFf4mykuGPJeHGL5l7U9/y9EsXWeugPLzVUmZ+lmYg+Q1FZmDPhASnmOsmBNHqFgLpWfzbi9kNahmJfmB9aAExL9w9bKSuC5YWQbrzBFbFYI9HTi/eXz+D5+QboCVI2mzcd+y2fw3LpuSjW6D/vhR13Rxt8+2p48x+jt83Ih0eegbJTIxd4Eoa4lvp7cb/0Y+z/fBi6gnxYarHCWdfCZXdAzpywHyoSL0dvDJ+5OIjBPVATk5jyyiuvcNlll1FZWcnzzz/P888/P2qfm2++mfXr18deXJR49dVXufTSS+MtI2Rk06sXZtxyIJtevZAtbtn0nkzfCQ8t27Tpzc3bXLTtCn/wimOa1d8rcZWDzCWJWOzGKPWM1zoJr8Bb1TM0dMW9qQO1xhXewaxgW5qCbXX6UGaiJS9xzGwY2c/PcBketxACsa/Z3yvx3WOI6tbwDpxgRVk5a2SJc26yrnqnErLFbVi97T2wo8ZvJlYchqYIhgslJcLyAl9Woq+8eVZmTMubwyWaayTcHrxPv4Tn0d9Ac5B7SHoqtps+jfWqy1Ac+gypCYWw4t69Fb56OdTVjN52xvnwwB8gM0cPeaOI67XUUA2v/xz+/RvswUxFRYEzPg0fuxNmzI+tvigjTeaioih4T06lNdEFM3NRTvr6+vjd737Hn/70J/bt20d7ezuzZs3ilFNO4Qtf+ALve9/74qLLPCdMTExMph6qW9C+p5/mbf6sxN7aMCtOFEgvSRjqlZiz0kHybNuU7Bs3HLXTg2eLf+iKZ0snojvMjLhMm2Ykrk7DtjoNe1kaSnJ8Mj9lQvS6Edvqh5U410JrkOyi8chNwnLKbL+RuGImSqI0eR8mk5F+N+w55i9trjgMh06EfzyrBUryRpY3F8/Ufm4C+PrgvvofPA8+iTh0LPBOCQlYr/kYti9+GiXd4FODhYCnn4T7bgb3SdmsigJfuhtu+A5YJtE54HHD1hfgtSdg12tj73vKFXD5eshfrNvDm5mLJiYmYdPS0kJ2djZOp5MbbriBG264Id6SYsKGDRtYt25dvGWEjGx69cKMWw5k06sXssVtZL2uZl+vRJ+Z2LqjH68rvM+r7WkWsssdZK/UeiW+eeBFLrj24zorjh7RWCchBOqhPq20eXMH7s2deKt6whv6AVgXJvnNxDXpWOdFPnjFyOenHggh4GiHNsV5Yx3qxlrEjuPgCW/AkLI419crMR/llNkoczNjYphP9nUKhmxxx1yvqsKhRn824vZDsPsYuCNI5pmd4y9vLi+C0jngjF2GXbTRe43ULbtw3/d/iK2VgXdQFCyXnY/9ls+h5E3X7XEnSshx9/bA+hvgxT+O3paZAz/8E5x2rv4CTyJm11LTEXjjF/Dmr6A9wKCa4ay8GK64GwrLoq8rjkQlc3H37t384Ac/wOv18u1vf5tly7SR4m+//faEj7Vp0ya++c1vmpmLUcTMXDTRE/OcMDExMZlcqB5BR9WA1ivRZyZ2H3GHfby0YjvZKwbNRCdp8+0T7iM32RC9XjwVXUNZie7NnYiWMP/GSRbsq9L8ZuLKNCwZYw/9MAHh8iC2NfjMRO2L40Gmeo5Hkh3L6jyUU/O17MQ1eSiZEvTTM5m8NHaMnNy8owY6esM/XkbSyNLmskLI0Wfa72RHPVCD54Gfo/7rv0H3sZy5VhvWsmheDJVFwMG9Whn0wT2jt5WfBg8/rfVZlB3VC9v/qWUpVrysZWqOxfLz4Yp7YP6aqEma9JmLV155JXv37gWgsrKSykrNjT/rrLOmfEmLiUmkdHR0kJ6eHm8ZMeeVV17hggsuiLeMkJFNr16YccuBbHr1Qra446W3v9Wr9Ur0mYmtFS48veF9Fm1LUbSsxBVaVmJ2+fiDV6bCOnnrXXg2dQ71S/Ts6gZPmINXChxDQ1fsq9OwLkpGsUW/5Ey2dRqOEAKOdY4wEsWO4+AOLyuRWalDE5wtp85GKZ2GYjdGmbnM6xQJssWtq94elzZkZbiZWBdmL1CARBssmeMvbS4rhMJpUvRJ1JNI10icaMbz6G/wPv2SljkaAKV0Ibbbb8R62sqwH0dvxo37pQ1w5+ehr2f0ts9+Hb52H9hj9wFXVK79tgYtQ/H1n0NLkPL1QZIz4axr+E/CIt535XX66jA4UTEXjx3T/uBCiKF/D8fgbR5NTAxNcnLkzb1lZM2a6H3iEw1k06sXZtxyIJtevZAt7ljoVb2Czv0DQxOcW7a56DoUflZi6tzhWYkO0hYkYLFO7A3oZFsn4VbxVHZrZqJvkrNa1x/egyUo2JanYl+TrvVKXJWGZXp8yg5lWifh8iC2D89KrIOGrvCOZVGwLJvu65eoZSYqc4z7oa9M66QnssUdtl6PF/bV+0ubKw5r/1cjeL9dPNM/ubm8CBblQ4LZTS3cNRJdPXie/BPeXz4DrsD3fmXOLGy3fh7LRWejGKwfYdC4B/rhgVtgw89Gb0tJg+//Bs69LLriAqDbta+qsPsN+NcTsPV58I7TR3rBafDBG+GUyyHByZLWCAx9SYnKXeK6667jRz/6EQDXXnvtqO0PPvggq1evDulYmzZt4rbbbtNVn4mJzAwMDGCzTb0n+CNHjpCVlRVvGSEjm169MOOWA9n06oVscUdD70C7l5bt/qzElu0uPN1hZiUmKWSV+bISV2nfEzMjz9aSfZ3UlgHcWzr9mYkVXdAXZp++aQlDfRLtq9OwLUtFSTTGG08jr5M4dlKvxIqG8LMSs5xY1uZjWZuHsjafSlszy88I7X2METDyOkUT2eIOSa8QUNviz0bcfljLUHQNjP17YzE9fVhpc5E2yTktKfzjTWImek6JATfePz6P57HfQmtH4J2y0rF9+Wqsn7oEJcGY7SsCxl1XA1+7Aiq3jP6FkjL40bNQEJ9JyBFf+51N8O+ntCzF4wfG3teZCu+7Cj54A8wp1VeHhETFoXj44Ye5/vrrUVWVRYsWjdq+bNkyzjzzzJCO5XK59JZnYiI1U7W1gMPhiLeECSGbXr0w45YD2fTqhWxxR6pXqILOA26txHlLHy3bXHRWh5+VmFJgH8pIzF7pIH1hAhab/s9JMq2TUAXJ9TZcu+pxb9L6JXoPhjk92ALWJSl+M3FVGpY5DsM+7xtlnUS/B7H9+MheifXhZSViUVCW5PrMxHyUtfko87NGrEHCXrnemxhlnWKNbHEH1NveM7K0ueIwNId5bgMkJ8KyQl95s89MnJk55cqbwyXUc0qoKupLb+L54S8QR+uDHCwR63Ufx3bDJ1FSjV2VNirut16Eb10FnW2jd778Ovj2T8ARvx6zYV37QkDVf7Veihv/Ap5xDPuiFXDuF+C0T4AjRT8dkhO19KeFCxdG69AmJlMaq9UYPXxiTVqaXE2iZdOrF2bcciCbXr2QLe6J6nV3qf6sxK0uWipcuDvCy9ayOhSylicODV3JXpGIIyc2WfNGXie1zY1nayfurZ14tnTi2dZJVqeXblomfCwl3YZtVZrfTCxPRUmRpzIhXuskak/qlVhxHAbCHPqY5cSyJm/ISLSsmoWSOnaZuZHPz0DIplcvZIs7LdEJ2w75y5u318DhE+Ef0GrRypkHS5vLi2D+TO3nJmERyjnlfWcbnvufQOysCryDxYL1youwffUalOk5OiuMDkNxezzw2J3wi/tG7+Rwwp3/B5deHVtxAZjQtd/TDv/5vWYq1gYYRjOcxCQ4bZ1W+jxvlb46JgnyvIIxMTEBoL+/n4SEhHjLiDkHDhwgLy8v3jJCRja9emHGLQey6dUL2eIeS68Qgq5Dblq2+s3Ejv0DEGabreTZthG9EjMWJWKxxyebxSjrJDwq3qpezUjc3IFnayfeA2FmJQLW4iStT+LqdGxr0rDOT5J6SnYs1kn0exAVx0f2SqzrDO9gCihLpvmNxLV5KMXZE84MNcr5GSqy6dWLuMfdN6BNY+7ogc5eaO/1/7+jd+TX8TZm7j4G3jBL9wHm5PiHrZQXwdI54IxPP9bJyljnlLr3IJ4HnkB9a2PQ37d88HRst92ApbgwSgqjw4EDB8hLsMKt62DTW6N3KCiGH/8VFpSO3hYHxr32hYBDW7Reiu9sgIFxntfzl2hZiu/7NCSF3l837vegOBBzc9Ec5mJiEhlTdaDLaaedFm8JE0I2vXphxi0HsunVC9niHq7X3aPSWuHym4nbXAy0h/dG1JKokLUs0T/BeYUD53TjfN4cr3VSmwb8GYlbO3Fv64TeMN/sJ1mwl6f5zcRVaViyjNlPK1yisU6irnNkr8TtDeFnJWY6sKzx90q0rMpDSYvcbJH5PjKViDhuIaCnP4Ah2KMZhZ0n/b/jpJ/1jzP84SQmlE+YkTyytLmsCLJTJ/R4JhMn0Dkl6k7gfuRXqH97VTtnAqCsWIL99i9gWb0s2hKjwukJHvhYOTQfH73x/Cvg3l9qA1wMQtBr39UN/9ugZSke3jb2QeyJsPYKOPdGbVBLGK0DpuK9N6avJJuamgBITw/d8c3Ly+Pqq+OfXmtiYhTa29unXHNYgOeee44rrrgi3jJCRja9emHGLQey6dULWeIWQtBd4+afT7zNXOsyWra56Ng7gAjX55plGzF0JWNJItYE42bMxWKdhFvFs7sbz+bOoTJntSb8XnqW2YmaiegzE61LklFsk7v8MNJ1EgPek7ISa6E2gqzExbnDshLztazEKGSGynIfGUQ2vXrx3HPPccXHPgZdLr852D4sk3D4/4cbg0P79GmTmONNog2WFowsby7INfskxoHh15Lo6MLzsz/g/c1fYSBwfz5l7mxs37wBy/nvM2zv3DEZ6IffPIz1J3eMNk5tdrj1Ifj0lw13Lo665x3ZCa8/qZU/943Ts3TGfK3s+f1XQ1pkZetT8d6rCDOVcMpTW1vL7NmzATh27Bj5+fkh/251dTUejwebzUZxcXG0JJpIhHlOmJiYmEyMgU4vrRX9tGzXpje3bnfR3xpmVmICZC71ZSWucpK9wkHSTONkJcYLb0O/PyNxcweend3gCtOtdViwLU/FvioN28o0bKvSsM40yw/HQ9R3jeyVuL0B+sM0bzIco3slpk+95vmTHiGg15c92NnnNwA7ff/vGGYEdp6cPejbR6a3uooC82f4MxLLi6AkHxLMe7hREK5+vL/7G57H/wAdQYyqnCxsX70G65UXodglXLuBAXjuKXjie3D82OjtM2bDj56B5afEXFrIDPTBe89qpc/V7469r9UGqy7VTMUlZ4NFrg8GI/Fy9EbCs93EZGrT0tJCdnZ2vGXEnA0bNrBu3bp4ywgZ2fTqhRm3HMimVy+MELfqEXTsH6B1u1ba3FLRT2d1+L0SndOtZPtKm3NWOchckojVIdcL45OJdJ2Ey4tnVzeeLZ24fYaiWtcf9vEshQ7sPhPRtioN2+IUlAT/39gI51U8GCtuMeBF7DipV+KxjvAeSAFlUe7IXokLcuLWr1K29Y6rXiHA5T7J8BtmDHaebAaevM0g2YORkuKAtCRIT4KMJEhP1v499LNk3ji2lw989RrtZyaGQ3i9/O9b97Lqnd1QF2TQTrIT2/XrsF73cZRkCdfR7YYXfg9P3At1NYH3OeN8eOAPkGnQYTTHD1D12FcoOf4e9ASYZj2cnAI453o4+1rImKG7FNmeK/TAzFw0MTMXTXTFPCdMTExM/PSd8AzLSOyndYcLT294L70UG2QuSRwaupK90kHSLJuc5VY6IYRAPebSMhK3+Pol7uoGd5gvbwd7JfqMRPvKNCy5U2+I2kQRDV2jeyW6JtZzboj0xNG9EjPMrMS40T9oDgbIDhwyB4Nt64OBMM8DI6EokObUjMD0YeZgoP9nJPv2TdaMxLQksFnjHYHJBBBCwIlm1F37UHftR1TuQ91ZBc1BzCqbFesnL8b25atRciVsXeXxwMsb4PG74djBwPsoCnz5Hrj+28bM7PN64Pn74S/rQR3jAwnFAisu0rIUl58PFvmvTTNz0cTEJGw6Ozun5Gj7119/nXPOOSfeMkJGNr16YcYtB7Lp1Ytox+11qbRV9tOyvV/LStzuorcu/DfWSpqXWaemDZmJmaWJ2JwGfFGvM2Otk+jx4tnRNZSR6N7SiWgM3O8qFKzznVpp8+p07CvTsJYkTbhX4lS7nsSAF7HzBFW/f4P5bUlar8SjYWYlAsqiHC0rcdBQLMk19BRt2db7jVf/xQdWnTLaDBzqPdjn//mIbb6fu9zxDkEfrBa/EZiRNDJzcPjP0pO1nw//f6oj6oaKbOfVZGGUkbirCnXXfmhuDen3LRedje0b12Epmh1lpVHA64VXnoGf3Q2H9wXdrW3+MjLv/j8oN+iAksbD8PhnYN//gu+TORPOvg4+cB3kzImJrKl4TZvmoomJZDidznhLiAtLly6Nt4QJIZtevTDjlgPZ9OqFnnELIeg54qHZV97cut1F+55+1DDfhw/1SizXSpyzyx102VuYMUP/Uh2jM7hOQgjUQ31DE5zdWzrx7umGMKsklTQrthX+jETbyjQsmZFPcJ7M15MQAnGkHbGpDnVzPermOkSF1itxLjDhrpVpiVhW56Gs1folWlbnoWTK9brGsOstBNS3wfZDsM33tbeWD3S7gKfjrU4fUp3DTEGn9j1t2P/TfVmDaUm0qv1kFeb5jcOkRMMNnhiOYc+rSUSkRuJwlLVl2G+/EUvZ4igojTKqCv/vr/D4eji4J/h+5afBl+9loHAxGPG1iBDwnz/Ab24KPqhl2XnwwRtgxUe0ITQxZCpe06a5aGIiGW63G7s9tjdHI9DY2Mj06dPjLSNkZNOrF2bcciCbXr2IJG49h64AJM+xDZmI2eUOMhYnYk0c+cb30K6mKWUuqp0ePNs76X2pho7aE3i2diJaw8z8VMBakoxtZZo2eGVVGtbipKhkxE2m60l0uFC31iM216Fu1gxFGnvCPp6yMHvkBOdFxs5KDAXDrHdvP+yo8ZuJ2w/D8fZ4qxqb5ER/tuCI78OMwvQkf1nx4L/TkjRj0Rp69mDdrl1kLZYnm8ww59UkYaSRuA/hMxTDMRKHo5TM1SZAn32KfC1JhIDXn4Of3gX7dwXfr3QNfOVeOO1cUBQad+1iutFei3S3wa++AO+O/uBEKBaUC74M539Jm/4cJ6biNW2aiyYmJiYmJiYmw9B76IotRSG7zDGUlZhVlogjZ2q/BBNuFe+eHtzbO/Fs7cKzrRNvdS8ISAXc9E3oeEqWTTMSBwevrEjDkjq1/8bjITwqYnejlo3oMxNFVXPY5zmpCb6sxHx/VmKWXFmJhkVV4eBx2HbYZyQegqo68Ib/AUdYOBP8huCg6Zd+sll4klE4fH+z96BJFBgyEndWoVbu181IJCUJy9KFKKULsCxdSHUiLDz/HDlNxbde1EzFvduD77d4hdZX8f0fMnSWL7vfgp9dBS0BJllPK+LQhXcz78LPxFyWiWkumphIx1TMWgSYNm1avCVMCNn06oUZtxzIplcvgsXd1+gZ6pEY6dAVFEhfmDCsvDmR1PkJWKwTf6E+WdbJP3Sly2cm+oau9IVpjFjBujhlKCPRvjINy1xn3N7wybJOorbTl43oMxK3NUBv+P30vHPTSTi90D/BeVEuygQyy2QlJuvd2j0yI3H7Ia0HYqQk2AKYgUn+YSWjsgqHGYipTkiU5zWoLNflILLpjRdRMxJTk7EsWTBkJCqlC1EK81CG9drMPHFCLmNRCPjPK/DTO6FyS/D9Fi6HL90NH7g4oKlomHPTMwDP3An/eFCL7WTefzV89iekdOlwr9QBw/zdYohpLpqYSEZfX9+UNBgrKyulSi2XTa9emHHLgWx69aKyspKc9Fxdh64k5lh9RqLWLzFruQN7ij4Gi6zrpHa48WzvwrNNy0h0b+tENIVvYim5duyr0/2ZiWWpKMnGyYAy4jqJngHEtgbUTX4zkfogPalCIduJZXWelo24Og/Lqlm8se2dKdesHqKw3gMe2Fvr75O47RDUNIZ/vPQkKC+C8rlQXsS79Qc59fwPaCahY+q8fjTidTkWsumNBUIION6klTZH00hcthClYKSRGAhp1kgIePd1zVSseDf4fvOXaKbiBz865sAiQ8RdVwU//RQc3jZ6W3ImfP5JOOUKACrf3Rx/vRjk7xZjFCEC2b4mU4lIxpdXV1fj8Xiw2WwUFxdHS6KJj7feeouzzz47pH2vvPJK/vznP0dZ0WjMc8LExMQoCFXQXeOmxdcrUa+hK1nlDnJ8mYlJ+Ta5Mhl0Zqi8eWsnnm2deLZ1aeXN4WJXsC1N0TISV/uGrsx2TOm/8XgIVSCqmlA3+3slispGUMN8iW+3oCyf4TcT1+ahFGWaa6AHQkB9K2w95M9M3HUE+sP8gMNqgUX5sEIzElkxD+ZOi/pkYxMTvQlsJO6D5rbIDhymkSgtm96Cx+6Erf8Jvs/cErhpPZx/hfHvFULAa0/C72+BgQAZiUvOhi/+DrJD9y8mG5F4OXpjZi6amJhIwYYNG1i3bl28ZYSMbHr1woxbDmTTGyquJg8tFf20VvhKnHf24+6IcOjKsOnNgYauRBOjrZMQAvWoy5eN2OUvb3aF/ze2FDq0bMQVmpFoW5LMn//+jKHiHo9Yr5M40e0vbd5cj7qlDroGwj6eUpSJsnqW30xcPgPFMf5bBKOdn7FiQnH3uHxDVw77sxIbO8J/8BmZmpG4okj7vqwAnIn66Z1EyBa3bHojISZGYmkJSukCXY1EQ6/R1v9qmYob3wy+T0ExfPEu+NAnwBp69n/c4u5ohJ9fB1v/MXqb1Q6f+D5c9PVRBqlR1skoOmKJmbloYmYuSsTwzMWnnnpqzFTrmTNnsnz58lhJG8I8J0xMTGKBu0elbZfPSKxw0VrRH1F58+DQlawyf6/EqT50Re1wDytt1r6L5gjKmzNt2MrTsK1Mxb7CN3Qla+qUaYaDcHkQ2xtGmIniSHv4B0xPxLIqb6SZmJusm94pjarCgeMjy5v31YWfQepIgOUFWnnzYGbirCx9NZuYRJlRRqKvV6JuRuKyhUNDVyZ1RmIwKt7VBrW886/g++QXwRfuhI98GmySvK7Z/jI8cY1mMJ5M3iL40h+hqDz2ugyImbloYmISMWeeeSaFhYXxlhEznn32Wa644op4ywgZ2fTqhRm3HMimd8T0Zl9mYuf+AUS4CXMKpC9I0ExE3/TmtOLwhq5Ek1iukxhQ8ezp1sxEX4mz90AETdETfOXNvoxE+4pULEWhDV2R7fzUS68QAnGgVStt9vVKFDtPgCfcwTcKSul0f5/ENXkoxdkoFn3Oc9nWSS+G4m7p8g9c2XYQKmogkkEC82b4TcSV82DhLLBH/lZtyq+TJMimNxAjjMRd+7SMxElkJBpqjXZt1kzF//wz+D4z58AXvguXXA0R9OuPadwDffCHW+H/PR54+3k3wacehMSkoIcwyjoZRUcsMTMXTczMRYkYnrl4+PBhQ5qL0Ton3G63VINsZNOrF2bccmBkvUIIeo55fBmJmpHYtqsfryv8lyuOaVayyxykl9qZtjqJrGUO7KnGz26I1joJIVCPuPBs78S9VctI9Ozsgv7w/8aWIif2lanDyptTUBLD+xsb+fwMRLh6RUsv6pZ6X0aib+hKmyt8IflpWjbiGl9GYvlMlKTo/R1lW6eI6HfD7mNQcRh1ywEsO2qgpin842Uk+YxEX1ZiWRFkRCeDdEqt0zBki1s2vVE1EpcuQCk1XkaiIdZoz3Z4fD28+ULwfabnwQ13wGXXQkJCxA8Zs7hrKrShLbV7Rm9LnwY3/gbKPzTuYQyxTjHUYWYumpiYmEyQd955hzPPPDPeMkJGNr16YcYtB0bS29/mpbXCReuO/qHy5v4Wb9jHsyUrZC3TshGzyhxklyXinKkNXfn3v/9N6enGiDsU9FontX1wenOnNnhle1dk5c1ZWnmz1isxFVu5vuXNRjo/QyEUvWLAi9h5wl/evKkOcTCCiafJdiwrZw1lJFpW56HMTA3/eGEg2zqFjKrCoRNaRmKF72v3MXBr96UJWxw2KyzO9xuJK+ZC0TSI0YCcSbtO4yBb3EbWO2Qk7tyHWqmnkZiCZWmxIY3EQMR1jfbv0kzFf/0t+D65M+H6b8Pl10GiQ7eHjnrcqgovPQJ//jZ4A7w2Kb8Ibvy1ZjCGgFGuJaPoiCWmuWhiYiIF8+fPj7eECSGbXr0w45aDeOn19Km07+mntcJvJHbXRGByWSF9USLZZYlkLdf6JKbOD17ePBXWaai8eTAjcWsn3oMRljeXDi9vTsNSGN3pzbKvkxACcaQdsakOdbMvM7GiAfrDNM0VUBbnagbimnwsq2ehLMpFscb3Dbhs6xSU4+2agThoJu6oiay8eVaWb3LzXFg5F5YWgDPy7KFwmTTrNEFki9soeoUQ0NCIumt/dI3EZQtR5swyrJEYiLis0YE98LO74ZVngu+TPQ0+fzt8/AZwOHWXENW4W2rhZ1fD7jdGb0twwqcfhnNvnNCHMUa5lmKiw9sPh/8U/ccJEdNcNDGRlH//+99UVVUBYLPZyMrKYsmSJSQmjj01UFY6OzvJy8uLt4yQkU2vXphxy0Es9ApV0HnAPWLgSvvefkT4M1e06c1lDrLKtYzEjCWJ2JyhvzGZbOskhECtGSxv7tT6Je6KsLx5rtOfkbgyDdvi8Mubw0W2deqqa8G7r3+otFndXA+NPeEfcEYKllWzsKzJR1mTh2XFTJRU4z23y7ZOgGYa7jziMxMPwfYaOB6BaeJMgOWF/ozE8rkwI0Mnsfog5TrpgGxxx0OvaSROjJiu0eF98LN74OUNEKyLXUY2fO42WPdFSIreYK6oxf3es/CLG6AnwPlWtEIb2pJXMuHDGuXaj6oOdxfsfxL2PAJ1DdF5jDAwzUWT6CNU6G+Jt4rYkpgNSnSfQD/72c+O+pnD4WDdunU88MAD5ObmRvXxY43LFUEfqjggm169MOOWg2jo7W3w+Mqbfb0Sd7jwdIdvciVkWsgudwyVNmctd5CYZY1Io+zrpLa5tWzE7V3+8uaWCMubVwyWN6dhK0/Fkhn/PkVGXicx4EXsOoG6pR6xtR51Sx0FVc24wz3VHTaU8pkjeiUyOy2qmaF6YeR1AmDAA1W1w8qba6C6Ifgb9fFQFJg/g5Y56WSfu1rLTizJ08qeDYzh1ylKyBZ3tPUGNBJ37YOW9sgOPNxILF2IUjo5jMRAxOScOnoQ/u8e+McftHLhQKRlwrW3wqe+BMnRb4ehe9x9XfDUV+DfT43epijwkW/Cx+8BW3gZ30a59qOiw9UEe38C+34KA+36Hz9CTHPRJPr0t8AzofVImDR8vBEcsTf3XC4Xv/nNb3jzzTfZuHEj06ZNnr97QUFBvCVMCNn06oUZtxxEqtfdpdK60+Uvb97uou9E+H0SrYkKmcsSyVqeqGUmljlInmPT3WCRaZ3EgMqcjlz6flmLZ5tmJqqHIijVTFSwlaZiW5E6ZCZaCqJb3hwuRlknoQpEdYtmIm7WjESx8wQMjDzXJ/IXVBZkj+yTuHQait3Y5lQwjLJOgGYY1jT6jcTth2H3UeiPIFV6RiaUF2rDVsqKYFkBpCWhtLZCVpZu0qONodYphsgWt556RxmJvl6JuhmJy0qGhq5MViMxEFE9p+pq4InvwXNPgTfI66nUdPjs1+EzN0NKWvS0nISuce9/F376aWg8NHpbVj7c9HtYclZED2GUa19XHd1HYPdDcOBX4I3gtWCUMc1FExOJOOuss2hvbyc9PX3Ez/v6+qisrOTOO+/klVdeoaamhptvvpkNGzbESan+bNq0iQsuuCDeMkJGNr16YcYtBxPR6x0QdFT5+iRu1zITOw+4IdxMLQXSFyQMG7jiIH1hAhZ79E0uo66TUAXeA71aWfP2TjwVXXgqu2FAEG5xrXWeUytrXpGGbWWqVt6cIMcbwHitk6jr1KY3b6lDbG1A3VoPnf3hHzDbOZSRqKzO0wawZOrfDytexPV6au4cOXCl4jC094Z/vFSnVt5cVqRlJC4vhJmZAXc16n0kGLLp1QvZ4g5Xr2kkxo6onFMNx+DJ78PffgWeIB+GJKfCVV+Dq78GaRn6Pn4I6BK31wN/+x78/XugBjBPT70SPvd/kBL4vjsRjHLt66KjrRJ2P6j1VRThf4gfKxQhwq0NMJksRDK+vLq6Go/Hg81mo7i4OPBOriYzczFGCCE444wzeOedd7BarTQ1NZGZGflNeiKEdE6YmJgYEiEE3TXuYQNXXLTtHkCNoIdf0izbiMnNmaUO7ClT982JEAK1tt9vIm7rwrOjC9Ed/otGJds+IiPRVp6KJSP+5c1GRrT1oW5r8GUl1qFuqYfj3eEfMMGKsmw6lsGBK2vyUIoyDZkZKh09Lth1dOTQldoI2u3YrbB4tt9ILC+CudNhCpsmJnIwwkjcVYXwGYq6GImlC3w9Ek0jMSacqINf3AfP/gLcA4H3cSZrWYqf/TpkyJMtPYrjB+HxT0P1e6O3OVPhmsfhfZ+e0NCWSU/Tu7DrPqj9x9j7zfkotZnXMLvsYmDiXo7eGCJz8dprr53w7yiKwq9+9asoqDExMTYtLS1kZ2cH3KYoCl//+td555138Hq9bNmyhXPPPTfGCqPDhg0bWLduXbxlhIxsevXCjFsOBvW6mj207vBlJFb001rhYqAjSI+fELCnWchaPji52UHW8kSc0w3xUgOIzzqpLQN4tndpfRJ9hqJoCr9PIokKtmWpvl6JqdjKjVveHC56r5NweRA7jg/LSqxHVLdGdExlQTbKyllYVs3itdbdnH/rZ1ASjXOux4KoXE8eL+yr92cjbj8M++pAjSAXYu50v5FYVqQZi47wzXdZ7/dTDdniPlnvkJHoy0SMqpFYkDepnkOihS7nVNNx+OX98PQTMBAkM97hhE9+SeurmBX/Hvphxy0E/Pu38NSXwRXgw7uFp2tl0NOKIhc5DKNc+xPWIQTUvwKV98OJt4Pvp9hg7qdhyTchYxHU1kYuVicMkblomcCnIoqiIIRAURS8wfoRmEyIqGcumgNdYsqePXtYsmQJAH/84x/55Cc/GdPHNzMXTUyMy0C7l5q/d9G8SStv7jkWfj8yix0yFicOTW7OKnOQWmRHsUzdNyii24NnRzfuis4hQ1E9GllDb+t8p6+0WRu8Yl2ULE15czwQXhVR1Txi4IrY1Qie8E1zZqZq05tXz9IMxRWzUDIc+omeqggBx5pHDlzZeQRcQbJ4QiE3bWRG4rJCyIjeFFUTEz0wjcQpQGsT/PIB+PPPwBWkZ16iAz7xBW0CdM702OrTm+5WbRL0xr+M3maxwuXr4ZJvgXVqfSgXENUDR/6imYptO4LvZ0uC4uth8S2QPHvox5F4OXpjiNV89913Q9rvwIEDrF+/noMHD0ZZkYmuKJa4lAhPVtra2sYsdU5KShr698BABC/QDcZzzz3HpZdeGm8ZISObXr0w4zYmqldw6E+d7PphCwNt4ZksqXPtfiNxuYOMxYlYE+V6g6LnOokBFc+ebl+fxC48FZ149/WG34sSsMxMwFaehq1MG7zyau1/+MinztJFr0yEuk5CCDja4ctIrEfdWo/YVg89EWSGpidq5uEqLSvRsnIWSt7YjfONfv1HiwnH3doNO2pGlje3dIUvICkRlhf4B66UF8GsrKiX1sm23rLp1Yt4xC3cHujqRnR2Q+ew710n/f/knze2QGtHZA9+spG4rEQrbTaNRN0I65xqb4FfPwR/fAz6gnRRtifAx2+Az38Lps2KWKfeTDjuyjfgZ1dBa93obTPmw01/gOK1uuk7GaPc88bV4XXBwd9C5YPQHWDAzSAJWVDyZSj5EjhydNepJ4bIXByP5uZm7r77bn7xi18wMDDAGWecwQMPPMCpp54ab2mTgqhnLproxuLFi9m7dy8XXXQRL774YsB9tmzZwurVqwF45plnuOKKK2IpMWrnRF9fH06nPI3wZdOrF2bcxqNpYx/b7mqifXfoHzY4cq1DPRKzyhxkLUskIUPOibbDCXedhCrwVvf6shF9WYm7tYEr4aJk2DQTsVwrbbaVp2KdkaiLXtkJFrdo7tUMxK31QyXONEUwxCPBirJ8hmYirtIMRWV+9oSzb811CrRxACqPjhy4UtMU/oNZLVCSB+Vz/eXNxTO1n8cY2dZbNr16EU7con/Ab/4FMgnHMQvpiyxTPWTSUoYyES2lC/09Ek0jMapM6JzqaIPfPgK/exR6g/Tztdnh8uvg+m/DjPhlm41HyHG7++HP34GXHg68/ezPwdWPgiNFV30nY5R7XlAdAx2w/wnY8yNwnQh+gKQ8WPx1KP482IP/zczMxRDp7e3loYce4uGHH6arq4slS5bwgx/8gI985CPxlmZiEhcKCgrYu3cvFRUVQwbeyWzatGno33PmzImlvKiybds2Tj/99HjLCBnZ9OqFGbdx6K13s+P7LRx9YewhFbYkhcxliWSXOTQjsSyRpFm2SfkmJZR1GjFwxVfaHOnAFZwWbKUp2MrTsK9IxVaWiqXIOe7f2IjnVSzYtm0bp5WtRlQcHzG9WRxuC/+gCiiLcrVMxFWzsKzKQ1k6DSUhctN8Kq/T6aefDl4VDjT4MxK3H4aqOq1/YrgU5PoyEgs1M3HpHHAmjvtrsUC29ZZNb7gIITRzr6sH0dXNvv++Q2nB3PHNwmE/p9+AFT+mkWgYQrqWujo0Q/G3j0B3Z+B9bDb46DVw/Xcgr0B3nXoTUty1e+CxT8KRAGW9KVlw/S9hzUejI/AkjHLPG6Wj7wTs/THsexzcQc4NgLSFsPQ2KPoUWBOiL1RHDGkuer1ennzySe69915OnDhBfn4+jz76KFdfffWE+jOamEw2LrzwQl555RXq6ur4wQ9+wJ133jlie0NDA/fccw8Aubm5rFy5Mh4yo0JeXl68JUwI2fTqhRl3/PG6VKqebGfv4214+wJn1mWeoTD/klyylieStiABi3VqvEkJtE5qs2/gSoVv4Mr2LkRzBGW1VrAuTsFenuorb07DujAJxTbx1y9GOq+iiRjwIiobUbfVI7Y1sOydGvqr34xsiMfs9BEZiZbymSip0TGnpso6Ab6G861QUcPSf1fBj96BnTXQE2QwQShkpYwcuFJWCFmpeinWHdnWWxa9wtXvywrs0Qy/rh7NKBw0ALt6hhmCPUMmon+fHhjWj78EiOBOHh9MI9HQjHkt9XTB738CTz0Ene2B97FY4OKr4Avfhdlzo6IxGowZtxDw6uPwx1vBHSBzt/Rc+MJTkBW7cm+j3POGdHQdht0/hAO/BnWM58rsVbD0dph9idaXUkIMZy4+++yz3HHHHRw4cID09HTuv/9+vvKVr+BwmI2zTUw+97nP8dBDD3Hs2DHuuusuNm7cyMUXX0xWVhaVlZU89thjtLVpmR133XVXwMxGWfF4wh88EQ9k06sXZtzxQwhB3Ss9VHyvmZ6jgfWkL0yg/J4cuqbVM3f+2H3kJiOejgHc/2sfMhE9FToMXJnnHFHabFuaguLU50WhEc4rvREeFVHVhLq1AbGtXvu+6wQM+E2BCc/xzXIOy0j09UmcHt2yq+FMxnUaorFDy0jceQR2HIYdR4b6JKaHczyHHUoLRg5dmZ0T9T6JeiLbesdCrxhwjzT7hsqGNaNwuAHo36cHOruGTEQGpLMCx8Zug/RUlLQUSE3RvqcF/37UKih836mmkWhgAl5LvT2w4XH41YNaf8VAWCxw0SfhC3dCoXxtxILeQ9qPwxPXQsU/R2+zJcAnH4ALvqLFH0OMco+2dFTCf74DNU+DGCOTf+YHYem3YMYHpHouDIRhnIe33nqL2267jS1btpCQkMDXv/51vv3tb5ORkRFvaSYmhiE5OZlnn32Wyy+/nNraWl5++WVefvnlUft97Wtf46abboqDwujR2toabwkTQja9emHGHR869g+wfX0TJ/4TeAJhQrqFpd/IYt6n07HYFI5smvzrJHq9eHZ346nQypo9FV2k7++lQ9SHfUzLzARtcvNgr8SyVCzpE7bCQibe51WkCFUgqls0E3FLg5aZuOM49EXwwt9pQymb6TcRV89CKcqM6xty2ddpiNZuLQtxx+DXETgeQSm6RYGFs/wDV8qKtP/bDfP2IyxkW+/x9AqPB7p7fYagP1PQbwB2n2QIdo8yCnFFkLlqVByJkJrsM/9SR5uCqcmBf+77TmLChO5LTZs2USS5sTDZGXEt9fXC00/AL+/XJkEHQlHgwis1U3HeotiIjAIB7yFbX4Qnr4XOALHPXgpf+iMULIu+uADE9R7t6YWjz8HBp5jT8K8xdlRgzmWaqZizKlbqoo4hnt0vvPBC/t//+39YLBauvvpq7rnnnrg2ojQxMTKrVq1i586dPPbYYzz//PPs37+f/v5+pk2bxumnn84XvvAFzjrrrHjL1J2SkpJ4S5gQsunVCzPu2DLQ4aXyR60ceKoj8IeiCsz7VBqlt2aTmOXPppts6yT6fZObK7qGzERvVQ+c9DeZyNu2oYErK7SMRHtZKpYZse35JtM6CSEQh9sQWxtQtzVog1cqGqArgh5mFgVlSa7WH3GwxHnxtLBKzKOJTOs0RGcv7DqqmYkVNdr3o82RHTMvSzMQV8zVvpfOgeTJV3kkw3qL5jbUXVWIqkMsaWzG/dzbQY1CegN/KCU7wulAGcocTD7J/Es9ySQ86eepySiJse11JsN5NdUpKSmBfhc883P4xX3QfDz4zuddDjfdBcVLYycwSow4N/t74fdfh9eeCLzzhTfDuvshIX73/phfS0JA43+0yc9HngV3V/B9LXaYexUsuRXSF8ZOY4wwhLn46quvoigKc+bM4fjx41x//fXj/o6iKLz00ksxUGdiYiy6urrIzMzkzjvvHNVzcTLz9ttv8+EPfzjeMkJGNr16YcYdG1Sv4PDTnex6oIX+VjXgPrlrHJTfk0vmktGGmMzrJAZUvHt78Ozowj1oJO7tAXcE/fmcFmzLtGxEu6/E2VLoiHt5mlHXSQgBtZ2oW+tRtzUgtmlZibRFVmKuzM9CWTGTKkc7S6/6IErZDJRk4zczN+o6DdHbD7uP+k3EHUfg4BhvikMhI4mmmcnknrdW65FYVgTTwiqUlg6jrbfo6ELdtQ+xowp1VxXqziqobxzabmXU5yzGJyHBZ/gla0Zf6jCDcNT/B/+d7C8/TknmpVdfMdQ6jYfRziuTk+h3ceT+2yh99x9woi74fudcCjeth5LlsVIWdYbOzUNb4aefgvp9o3fKmKH1Vlx+fsz1nUzMrqWuQ3Dwd3Dod9B9eOx9bcmw4AZYfIs2BXqSogghIng1rg/hDGlRFAWvV7qnSkMSyfjy6urqoanFxcXy9ZAw0R/znDAxiS5Nm/vYflczbbsCl6E5Z1gpuyOH2RenxN0cixThVvHu69XKmn2lzZ7d3TAQwUsXm4J1UbJvarOWlRjuwJWpgjjejbqtXstG3KZlJtLYE9lB56RjWTFTK21eOQtL2QyUTKc+gqcy/W7YW+s3EnfWwL76yIbjJCfCsgJYXqR9LyuCOXL1SZwsiO5exO79qDurUHfuQ+yqQtSMYXTEA5vVlxE4aAQmj/i/v/+gb1tqyqh9Yp01aGIygo422LdD+9pbAVUVcGA3eMboC3rWhzVTccnkGaY5hOqFfzwEz9wB3gBtTVZfCp//BaTlxFxazBnogCN/0bIUG/8z/v6J2bDoZlh4EyRmRUVSJF6O3hgic/Hw4XGcXhMTkyFaWlrIzs6Ot4yYs2HDBtatWxdvGSEjm169MOOOHr0NHnbe18yRv3cH3G5JVCi5IYNFN2ViSxrbKDPiOgmvwFvdO6K02VPZDa7AmZkhYQHrgiRsy7X+iG82vseFX/uobgNXok081kk096Ju9w1b2aJlJlI/RolPKMxMxbLSZySumKlNbs5NDrq7Ec/PsYibXrdHMw4HsxF3HIaqOnBH8OG7IwGWzoblhbCsUMtKnDs9YEN+2dZJL2IVt3D1I/Yc0LIRd1Qhdu1DHDiileBFC4vFbwimnlQ2nJo8IltQGW4UDsscxJFoiA+2ZDs/ZdM7KRAC6o/4DcTBr/ojoR/jjPPhprth+droaIw3zUc5cdcFTG/ZO3pbYhJc/WM4+3OG+rBJ92tJ9ULDa5qheOzv4B2vSkOBmefyTmMxp33sQbAl6afF4Bgic9EkvpiZiyZ6Yp4TJib64u0X7PtFG3sfa8PTG/gpO++CZMruyCGlIHrDRfREqALvQZ+RuMPXK3FXF/RGYCQqYJ2fpPVJXJaifV+agpJiiM9RDYnocGlG4lbfsJWtDYgj7ZEdNCfJbyKunKUZibNSddE7pfGqWinzjhp/n8Q9x8AVwYRduxUWz/ZlJRZqXwtmaZlnJjFFDLgR+w9p2YiDWYn7D4EnAqPY6UBZUoySN13LCExLGZ0pmJY8wigk2WkIY9DERHcG+uHAnpEm4r4d0NUR3vFOOQe+dDesOF1HkQaitR5eekTrrdgfoFJh7iptaMusBbHXFiva92iG4qE/QF8IwwDTF8G8q2Hup2Na+mxmLpqYmIRNe3v7lJyi/uKLL0rVi0Y2vXphxq0fQgjqX+ul4u5muo8ENhDSiu2Ur89lxvsn9qloLNdJCIF6uG+orNld0YV3ZzeiO7LWJpYip2YglqViX56KdVkKltSxX9bIdn7qqVd0DyAqjmvlzdu0zERRHeFExQwHlhUzNSNxhTa9mdlpEZsTU3mdAC2bpqYRdh6BisPa911HoCeCibxWi2YcDpqIywuhJA8Sw/9AQrZ10otI4xZeL+LAEZ+RuFf7vvcgDEQw/CjBjrJoPpblJSilJViWLUSZX4BitZrrJAmy6TU07S1QtWOkiXhwD3gClPROlLUfgC/eCavPjPxYRqR+P7z4Q3j7d+AJcE9SLHDp7fCxu8BmzA+0I7qWXM1weAMc+i20bB1//4QsKPokzLsKsleNyOCcite0mbloYmYuSobX68VqNW5WQbTOic7OTtLS0nQ7XrSRTa9emHHrdLwDA2xf38zxf/cG3G5Ps7D0lizmX5WOxT5xIyda6ySEQD3q8pc1V3Th2dmN6IjsBb2lwDFU2jyYmWhJn/iLWtnOz3D1CpcHsfOEb+CK1idRVDVH1ncvJQGlfKbWJ3HFTJSVs1DmZkYly2mqrBPgK8tr1TISB792HoGOwNd+SCgKzJvuL2teVqiVOjv1nXYu2zrpxUTiFqqKqKlD+Eqb1V37EJX7oS+C4UdWK8rCuZqBuMxnJC6Yi5IQ+J5orpMcyKbXEKgq1B7WzMNBI3FvBRw/Fvmx7QnapOeFy6GkDBaV0TmzjWFoowABAABJREFUkLS8OZEf24gc3gbP3w8b/xK89UJOAdz0e1j0vthqmyATvpa8A1D3kjacpe4lUMepCFBskH+RlqWYdxFYA/eIjdU1bWYu+ujp6aGtrQ1VDa0Mas6cSXoxm5hMAJfLRXJy8F5Vk5WqqirWrFkTbxkhI5tevTDjjoyBTi97ftzG/l+3IwL5cQrM/UQapd/MwpET/lO4HnqFEKh1/X4T0WcoirYIjcT8RM1IHDQTl6diydLn03HZzs9Q9IoBL2J3o5aNOGgm7m4CTwQl5k4byvIZvmxELTNRWZCDYolNueRkXKchGjv82YiDJc7NEfa0LMj1ZyMuK4DSAkiN/nAc2dZJL4LFLYRA1B5H7NqHurNKK2/etR+6AvfJDQlF0TIQSxdiWV6CpbQEZfF8FEfoRrG5TnIgm96Y0+/ShqoMGoiDGYk9Ed4/AdKzNAPRZyJSUgZFJWAf+dqjatMm1kwmc1EI2POWZiru/H/Bd1MsKGd+Fq56BJLSYyYvXEK6loTQMhMP/hZqNkB/y/gHzl4Jc6+ConXgyNVHxyQj5uaiEIJHH32UJ598kurq6pB/T1EUPHqkMpuYSI6RsxajSVZWdCZsRQvZ9OqFGXd4CFVw+Jkudj7QQn9z4HLh7JUOVtyTQ9YyR0SPBeHp9R7v95uIg0ZicwT93gDLjAR/NqLPULTkRm9KqGzn58l6hUdFVDX5ypobULfUI3adgIEISsztFpTS6VhWzUJZMUvLSlyUG9fp2bKv0xCt3b5hKzW+EucaON4W2YPNzPRnI5YVakZiZkpkxwwT2dZJLwbjFo3N/mzEHVWou6qgNcz+bT6UwjytrHl5CZbShShLFqCkRDYMYKqvkyzIpjeqtDaNLGuuqoDDVeCNrJ0KALPn+Q3EkjItM3FGfkgDSSbNGqkqbH1BMxUPbAy+nz0RzryGI8uuoHDNB2KnL0LGXKfeOjj0R81U7Ngz/sGcM7UeinOvgsyl+umYpMTUXPR6vVxyySX885//BDSj0cTEZGJM1UbbNptcLWJl06sXZtwTp3mbi+13NtG6I3A/Ncc0K8vvyKHg0hTdrv/x9KqNA/7SZl9monoign5ggJJr9/dILEvFtiwVywx9yzTHQ6bzU6iCxGM9eDfvRN3aoBmKO45DbwSGrlVBWTJtqKzZsmIWypJclERj/V1kWifw6e3shV1H/cNWdtbA0ebIDpyTCsuLYHmB9n1ZAUwzTtaIbOsUCaK5zVfSvI+c97bhOnAMTkS4vnnTsZQuxLKsRCtvLl2Ikq7/8KOptE7DkS1u2fTqgqrC0YMjeyNWVcCJusiPnZAIC0r9Zc0lZbBwGaSEX6Yq/Rp53PC/P8ELD0BdgOnPgzhT4dwvwoe+ChkzoKYmVgp1YdQ6eXrh6HOaoXj8NRDjVHZYHTD7Uq3seeYHwRLeukt/voRBTCN+7LHHePnllwFITEzk05/+NKWlpaSnG+eFkomJ0XG73SQmxvYNuRGoq6ujsLAw3jJCRja9emHGHTp9JzzsvL+Fmr8ELumxJMDCz2ew6EtZ2FP0zSIbrldtGfBPbB40EusjGBwBKFk2bGVp2JanDBmKlpmJcf9wxKjnp1AForpFy0bc3oBacRxR0UBu1wBhW4kKKCU5Q9mIlpWzUJZNR3EaswH7cIy6TkN0u6DSZyTuOsK096qgPrKMNTKStGzEofLmQpiVGVI2Tbww/DqFiWhqRa3ch9i1H3XXPtTKfdDQNLQ9rNzxnCwtG3FZCcqyhViWLkTJjU1Wy2Rdp/GQLW7Z9E4YVx9UV47MRqzaAX0BJhFPlMwcv4E4+FW0EHQ2d6Rdo/5eeOOX8OJD0DJGP8r0aXDhV+HcL0ByxtCPZYu7rq6OwoICaPyvZigeeQbcIZTPTztDMxQLroCEyP0p2f5uehDTgS7l5eXs2LGD9PR0Nm7cyIIFk3h0uUSYA13kQlVVLJb4lauNR7TOib6+PpzO6PeQ0gvZ9OqFGff4ePsF+3/dzp4ft+LpCfwUPOuDSZTdmUNqkb4lwkIVeN7roPedFpTdfXh2dqMejWCwAKCk2/xlzYNGYn78jcRAGOH8FF4Vsb8FsV3LRlQrjmsZid0RZobOzxoxtVkpm4GSEr0S82hihHUaoqvPZyT6JjbvPAKHTgRveB8KyYlaFuJgNmJZEczJMbSRGAhDrVOYiMYW1Mr9Wp/EXftQK/fD8abxf3EsMtK0LMRlmploWbYQZuTG7Z44GdYpHGSLWza9Y9J8YvSQlZp9WqZiJCgKzJk/0kRcVAa5M2Ny/5Rujbpb4dXH4ZWfQNcYmda5hfCRW+GsayBhdHxSxd19BHfVz7Ef3QDdh8ffP6VQK3medxWkztNVSqz+blN2oMv+/ftRFIWvfe1rprFoYhImHR0dZGZmxltGzHn11Ve59NJL4y0jZGTTqxdm3GNT/0YP29c30304cD5a6jw75XflMPNs/Yc2DfynjZ47D+KtDH+4gJJqHTFoxVaWiqXAYUgjMRCxPj+FR0Xsa0ZUNKBuO466vQGx8zj0RNarUinI8BmJvvLmshkomZK88A+BuN1HBkubB03EnUfg8InIjulI0CY1D2YjlhXC3Olg4A8JQ0W2+71obEbd5TMSK/dpw1YiLW1OSdKyEJf5y5uV2TMNdU+UbZ30Qra4ZdMLaD0Qjx4YOWSlqgKaj0d+7EQHLFjmNxAXLtfKnJP1bx0QKtKsUWsdvPQjeP1JcI3xmm9OKVz8LTj142ANbgtJEbd3ACrvg13fxz7etGd7qpadOPcqmP4+UKLzfCzF301nYpq5OH36dJqbm3n22We57LLLYvWwJuNgZi6a6Il5TpiYjKbr0ADb726m4Y3egNttKQpLvppF8TUZWBP0fVPqqe6h9+5DDLwawiS84SRZRhiJ9rJULEXOmE0Mlg3hURF7m7RMRF95s9h5HPoiHEY3MxXLSl9Z84qZWMpnouTqbz5POTp6NRNxuJFY0xjZMe1WWDzbl5VYqH0tmAW2qTmILZ6IE81aJuKufYhKrbyZxgneA0/G6UBZPH9En0Rl7myUSWAUm5iMS28PVO/STMTBrMT9O6Ev8OuaCZE9bXRZc0Gx7mXNk576/fCPB+Ht34F3DINt4elwye1Q/iHpMuYD0vQevHsdtO8eYydF658472qY81GwRTYoy0hM2czFsrIyXnvtNWpra2P5sCYmk4qWlhays7PjLSPmbNiwgXXr1sVbRsjIplcvzLhH4u5W2fOTVvb/sp1gH6QWfTyV0tuycU7T9ylZbR6g94c1uH5bD+MNWHRasC3190e0laVinZeEYp0ELzqHodf5KdxezUjcfnyovFnsOgEuHYzEFTM0A7F8Ji/UbOSjX/xMxHplQ/f7SHuPLyOxxl/eXBNh6avNCgtnwbICNvc3sfq6K6AkDxKN39NSL4xwvxdCwJCRuB9RqRmKNLVGdmCnA2VJMZalC7QS59KFKPPmoFitWtyXna9PADHACOsUD2SL21B6m46f1BuxAmr2R9YOAjQjq3DBaCMxd0Zkx40Rhlqj4Rzaqk1+3vTXsdeo/CK45FtQcsaEDm/YuN3dUHEH7P0JECTu9BKYe7U28Tk5tqabYf9uUSSmmYvvvPMOZ511FiUlJWzZsoWEBDl7AU02zMxFEz0xzwkTE623Yc3futh5XwuuxsDOXlZ5IivuziW7PKzxAMEf2+Wl75d19D1yBNEV+LEtc50knJXpNxKLk1BsZvZNIMSAF7GncaSRWHkC+sdzbMchLw1L+QyttLnMl5E4I0Uf0VOZtu6R2Yi7jkQ+tdluhYV5WkZiaYH2vSQfHFPHSDQCQgg43jTUG1H4DEWaIzQSk52akbhkmJE4dzaK1cw4NZnkeL2aaXiykdgSYRY3gDPJX9Y8+FW8FJLMzHtdEAL2vAXP3Qe7/hV8P8UCp30CLr4NCpbFTF7Uqf8XvHc9dNeM3qZYofg6mP85yF41ObIzx2DKZi6edtppvPXWW9xzzz1ceOGFfOc736GsrIysrNhMSzMxmQx0dHRMyQnrr7zyChdccEG8ZYSMbHr1wowbWipcbLuzidbtgScuO6ZZWXZ7NoWXpepaYiyEYOC5Jnq+dyjokBYl107yt4p4K3snF1y0VrfHloXxzk/R70HsbtJKmrf7SpsrG2EgQiNxdvpoI3Ha+G+wzOtpHFoDGInHdDASF+VrJuKQkTh2RqK5TvojhICGRtRd+32Tm33DVprbIjtwshPFZyJaShegLF2IUpQ/ISNRtvWWTa9eyBZ31PX2dGtlzMNNxOpKbYpzpOTO1MzDhcu1/oglZdrglUlm0BvinFJV2PqCZioe3BR8P3sinHUtfPgbMH1uRA9piLgH6W+FLbdoU6ADkVXO/8S1nH7Kl2KrKwCG+rvFiKiZi9YQbiZvvfVWyMdTFAWPJ8JyIxOTSUBy8tT8xG/NmjXxljAhZNOrF1M5bleTh50PtHD46a6A+1jssOBzGSz+Shb2VH2zBN2bO+i58yCeLZ2Bd3BYcN6Yj/Mrc7Ck2ljTqm+2pCwMPz+Fy4OobNQMxIphRqI7smmWSkEGSpnPSCyfqQ1bCbNH4lS+nkbR0uU3EAcNxdoIe+gl2PxG4jLf18I87eeR6p0C6BW3EALqG30ZifsQPkORlvbIDpyS5DMSfRmJg0ZihD0SZVtv2fTqhWxx66ZXCGis9xmIwyY2Hz0QeVmzxQKFC/0G4qChmDM9UtVSENdzyuOG//0JXngA6vYG38+ZBud9ES68GTL0KTc3xLUkBBz5C2z6ErgCZNZaHbB8PSz+Oovag7wWjjGG+LvFmKiZizGstjYxmVIMDAxgm4INjo8cOSJVlrNsevViKsbtHRBU/Lie9mfbcXcFNqZmfiCJ8rtySJ2rbzsQ75E+eu49xMDzwfvHJV4xnaRvF2HN9xuKU22dRJ8bsauRjn9sIrXZphmJu5vAE6GRWJSpGYnlM7VhK2UzULL1axI+1dZpkLode8kSaX4zcecRqI+w9DXxZCOxUBu2MkEjMRBTdZ3CiVsIAXUnhqY1D05uprUjMjGpyViWLEApXaBNby5diFKYF5VhK7Ktt2x69UK2uMPS6/HA4aqRJmJVBbRFmMEN4EyGkuUjy5rnL9HKnacocTmnXD3w5q/gxYeg5Vjw/dKnwYe+Bud+AZL0rXCL+7XUWw8bb4JjzwXePv39cOovIG0BYAC9PoyiI5ZEzaG46667onVoE5MpjTLJ+0YEw+GQK9NKNr16MdXibnizh+33NNN1wAGMNqpSiuyU35XDrHP0zThWO9z0/egofb+ohYHAH+bZTkkn+d552MvSRm2bzOskOlyInSdQtzeg7jiOqDiO2NcMXsFMxp9tEwxlbqaWiTjcSMx06il9FJN5nQAtE6GhDSqPal+7jsKuI5Q2RFj6mmjTpjYPGomlBdrwFXt0XvZO+nUKwnhxCyEQtcd9Q1b2+0ub2yI1ElOwLC1GKV3oMxIXoBREx0gMhGzrLZtevZAt7nH1dnfCvgBlzQOBW7BMiOl5/izEQSNxzjwtU9FkiJieU92t8Orj8MqPoWuMLP1pRfDhW+Gsz0JCdF6TxO1aEgIO/Aq2fAPcAZ437Gmw8kEo/rzWW9KHUa59o+iIJaa5aGIiGYFaDnR3d1NSUkJdXR3z5s1j9+7dJCYmxkFd9EhLG22QGBnZ9OrFVIm7Y18/Ffe2cPzfvQG325IVFt+cxYJrM7Am6thX0a3i+m09vT+sQbQGbhViKXKSfNdcEj6UE/TDiMmyTuJEt2Yg7jiuDVzZcRxxKEJjClDmZ400EpfPQMmI/YvEybJOgNYnqqbJZyQegcpjWlZia3dkx3XYNSNx0EQsLYAFM6NmJAZiUq3TBBget2YkNmglzbv2DRmKRFqelpaCZekCn5GofVfmzIqZkRhQkmTrLZtevZAt7iG9QsDx2pOGrOyAYwcjfxCrFYpKTprWvByyciM/9hQgJudUax289CN4/UlwjfH8OKcULv4WnPpxsEb3+S4u11LnAW1gy/E3A2/P/wis/VnACdBGufaNoiOWTL3aShMTyenv7x81af3ee++lrq4OgB//+MeTzlgEOHDgAHl5efGWETKy6dWLyR63q8VL5cMtHPpTJyJIClzh5aks+1Y2zun6PcUKIRh4tYXeuw/iPRC4+bqSYSPpG4U4rpmFkjD2G2/Z1kkIAUc7UCuOD2UjqhXHoSFwf8uQUUApzh4yEi0rZqIsm46SboxPm2VbpyE8Xqhu8Gcj7vZlJnYHHjQUMo4EWDJ75NTm4plgi+/QAGnXKUyEEIhjDbQ+/RzTvFZEpWYo0hHh9ZiW4uuNOGxq85xZhqvYkG29ZdOrF4aMWwjo7YauDu2rp1P73nIC9fWXobtZMxM7ImwDAZCc6s9EHOyROH8JJBrj+U1GonpO1e+HfzwIb/8OvO7g+y08Ay75FpR/KGZTkGN6Lake2PsoVHwXvAFeMzhyYfVjUPjxoPEb5do3io5YogizOeKUJ5Lx5dXV1Xg8Hmw2G8XFxdGSaDIMVVWxDPvEft++fZSWluJ2u/nIRz7CCy+8EEd10Tsn3G43dnvwaZ1GQza9ejFZ4/b2C6p/086ex9pwdwbu05e5LJEV9+aSs0LfF+6eHV303HUQ9//aA+9gV3B8Lo+kWwqwZIb2tzfyOgmvijjQqk1r3nFCG7ay4zi0RWhMKcCCbCwrZmEZHLiyfAZKqnE/jDHyOg3hckNVrd9IrDwCVXXazyPBebKRWAjzZ8TdSAyEFOsUJsLjQRw6phmIu6sRu6tRd1dDV4QZp+mpo43E2TMNZyQGQrb1lk2vXuget9erlSZ3d2jfuzq0f4/43hngZx0jf0+NrNdvQGbM9huIg4ZifpFZ1qwzUbmWDm2F5++HTX8de+BO+UWaqVhyhr6PHwIxu4e07oB3PwctWwNvn/sZWPUjcGSPeRij3PNipSMSL0dvzMxFExPJaG9vH9Ec9stf/jJutxuHw8Gjjz4aP2FR5rnnnuOKK66It4yQkU2vXky2uIUQ1L3Sw47vt9B9JLBZ4phmpf8Dhzj3gQ+gWPR7Y+xt6Kf3+4fof+YEBHm9mfDhHJK/Oxfr3Ik1WDfKOokBL2JPo2YiDvZI3HkCeiM0puwWlCXTtL6Iy2dgKZuJUjqNv7z8PFdccaku2mOBUdZpiG6XloW466i/vHl/A3gjfLOc6oSls2FpASydw6v1VZx/09VgleONseHWKUyEqx+x/zBq5f4hE1HsPQD9A5EdOCMNS+kClKULfUbiApR8OYzEQMi23rLp1YsRcQ8MjDT5uk4yAHtCMAt7IzTU9cBmg7mLRpc1Z4xttpjog27XkhCw+03NVNz1r+D7KRY47RNw8W1QsCzyxw2TqN9DvC7Y+T2ofABEgJY/yXPglCch74KQDmeUe55RdMQSM3PRxMxclJi//vWvXH755QDceeed3H333XFWZJ4TJpOHtsp+tt/dRNN7gTPmrIkKC2/MoOQLmdiT9TNBRLeH3p8eo+9nx6AvsGljK08l+Z552E/J0O1xo43oGdAGrQyWNe84jtjdCO4IjalkO0rpdM1ALJuhGYqLclESjJfhJhWtXcOyEX3fD5+I/Lg5qVom4pI5UDoHls6BOTlmhk2MEV09iD2agahlJO5HHDiilbRHQma6v0eiz1BU8mdIaySaxBmPB3q6NJNvyAD0/Xswe3Dw38OzAwf3HTQK+yPMfI8HKWknmYhlMH8xJBg3295kHFQVtjyvmYoHNwXfz54IZ10LH/4GTJ8bO33x4MR/4b3PQ0dVgI0KlHwJyr8P9tSYS5MFM3PRxMQkbFpaWsjOzqa3t5dbbrkFgMLCQr71rW/FWVl02bBhA+vWrYu3jJCRTa9eTIa4+0542PVgC4ef7QqaMVjw0RSWfSubpFlauYMecQuvoH/DcXruO4xoDJwpZMlPJOmOuSR+dFpEWZLRXifR2jfSRKxoQOxvCfr3DJkspzZcZbnPRCyboQ1fCTHDTbbzMyZ6T57YPGgk1uvQ8ysvSzMSl/pMxNICmJ4+bp8oc530RTS3DRmIQ0ZiTV3Ex+1PduBctRyldAEWX1Yis6ZNeiPR6Ot9MnHRe7IpOJYRONwMPHl7X+ChaZMGZzKkpkNKOrW2JPI/+GF/j8RZBTHrqWcSGmFfS54B+O+f4IUHoD6QiebDmQbnfREu/CpkTA9bp95E5R7i7oJtt8O+xwNvTy+BU38F006b8KGNco82io5YYmYumpiZi5Jyxx138P3vfx+Av//971x66aXxFeTDPCdMZMXTp7Lv5+1U/awNT2/gp8bslQ7K78ohu1zfvooDb7XSs/4g3t09AbcrKVacX52D8/p8FKdxMvKEENDQPWQgqoODVo52RH7wmalYyv1GomX5DJiTPumNi6iiqnCkSZvUXHnEbyS2RDoYR4Giab5pzXO0rMSlcyArRR/dJiEhhIC6EyOyEdXd1XC8KfKDz5qGZckCLEuKUZYUY1m6AGbkmtfjZGOor2Dn+EbgiH2Gbe/uhL7Az2WTBkXRMgtT0n3m4PB/+74np438/+C/B/dNSdPKnE0mL64eeOOX8NLD0HIs+H7p0+FDX4Nzb4Sk9Njpixe1L8N7N0JvgL+JYoPS26H0O2A1s3RDwcxcNDExCZvOzk4aGxt56KGHADj//PMNYyxGk9dff51zzjkn3jJCRja9eiFj3EIIjj7Xzc77W+itD9DrBUjKs7H89mxmX5wS8M10uHF79vVow1peD5IlZgHHVbNI+mYhltyEwPuEQTh6hRCIw21Dk5rFDi0rkRORv4lU5mZqJuKgmbh8Bsp0/Y0p2c7PiPR6vHDguM9A9BmJu49BV+Bp4yFjs8KCWVqPxMGsxMWzIUU/w31KrVOYCK8XcbhW6424p3po4ArtnZEdWFFQivJRBo3EpQuwLJ6PkpUxalfZ1kkvpIjb44HDVXBwL3s3vcOi/LzQMggnuykImqEXzAAcyywcNART0yEpRfdWDlKcV1OckNeouxVe/Sm88hPoagm+37Qi+Mg34cyrIcGpn1Cd0e3cdDXD5q/C4T8G3p69Ck77FWRG1l/SKNeSUXTEEtNcNIk+QgXGuLFOSrK1JrxRwOl0cvPNN9Pf309CQgI/+clPovI4RmPp0qXxljAhZNOrF7LF3bzNxfb1TbRu7w+43ZassOimTBZcl4HNGfyanmjcatMAvQ/W4Pp9PQRpcWb/YBbJ6+dhW5g8oWOHwnh6hUdF7G8eMhLViuOIncehI/DfKWSsCkpJztCQFUvZDJRl01HS9c0EDYZs52fIel1u2FfnNxErj8Le2sgnNjvssGi230gsnQML8rSfR5FJu05hIgbc2qCVYSai2HsQeiM3ipXiIq1Hoi8bUSmZh5IS2oAo2dZJLwwXt6sP9u2Evdu1r6rtsH/XUJ/BRXGWpxuKAsmpIzP/UtL8BmFymv9nKWm0ewUZ+QUjTcGUdHA4DVlubLjzymQU465Rax289Ai89iT0j2HUz1mmTX4+5QqwGt+OifjcFAJq/gybvgL9zaO3W51Qdi8suhkskf89jHItGUVHLDH+2WwyCWiBvmnxFhFbnI1AblQO/dxzz/Hyyy8DcMstt7BgwYIR2wsLCzly5AhXX301Tz31VFQ0xIPGxkamTzdO/5HxkE2vXsgSd0+dm533tXD0+SDTHxUoujKN0luzcE4b/6ky1LhFn5e+J2vp+/FRRHdgV9G6OJnku+eRcFZWwO16MFyvcHkQuxv92YjbGxCVjeAKnMUZMolWlKXTh01snoGydBqKM7rG1FjIcn4OElBvtwv2HPMbibuOQnVD5IM4TprYTOkcmDdDy1SMMZNincJE9PYh9h7QDMRBI3H/YXBHeD06ElEWz/eVNS/AsrQYpbgIJTH8jGjZ1kkv4hp3RxtUVfiNxD3btAxFNcLBWNFkuCk4lCmYNswMTB9hCgbcJzVd6084gWzBY7t2kVFaGsXA9GWqXk8yEXSN6vfDPx6Et38H3jE+1Ft4Blx6O5RdaEiDOxgRnZs9x+C9L0DdS4G3z/gAnPpzSJ0XvsCTMMq1ZBQdscQ0F01MJMLlcvHNb34TgPz8fO644444KzIxkQt3j0rV423s+3k73v7AfRWnneqk7K4cMpfo1+tFqIL+vzfS+71DqLWBs/+UaQkk315E4roZKNbovOgUQiA215P+wkEGfnIIseM4Ym8zeCJ8Y5qagLLM1xtxcNDKwhwUu3H6Q8qItbMP3t7j64/oMxQPN2pZAJGQneqb1DzMSDQnNscc0d7p741Y6Ru0cuhY5OubljIyG3FJMUrRbBSreT1KgxDQWO83EQe/6mpip+FkUzAlUIbgSRmEgfaJQgmxiYkhOLRVm/y86a9j37fLL9IyFUvOiJ22eCNU2P8kbLtNG95yMvZ0WPUwzL9WKqPVZGxMc9HERCIeeOABampqAHj44YdJTta/XNKoTJsmV/arbHr1wqhxq15BzbNd7PphC67GwBleKYV2ln8nm7zzkyc8pGCsuN3vtdNz50E824MMzXBacN40m6SbZqOkRO9p2fvGITzffQOxrYFpQNh2Yk7SyGzEshkoc7Miml4dK4x6fiIE1LZoPRF3H9WMxN1HWVyn08TmwUnNg1ObZ2QY+sW8YdcpCOPpFULAieYR2Yjq7mqoO67Dg2f7jcQlPiMxf0ZMBq3Itk56oXvcqgpHD4w2Elt1GMQzI5+BrOkkZGYHLiUekUF4klkouSko2/kpm96pyLRp07Tn691vaqbirn8F39lihdM+ofVULIish2C8mfC52bkf3rkOGv8TePucj8Kan0LSrMjFBcAo15JRdMQS01w0MZGI+++/H4Czzz6bj3/843FWE1sqKyulSi2XTa9eGDHuxnd72X53M+27BwJut6dZWHJzJvM/m4E1Ibw35IHi9h7qpeeeQwy8FKC/DIACiR+fTtK3i7DOil7PQXVrPZ4730B94/DEfzk/bVg24kxtYnNeqrQTYg1xfg54tDLm3Uf9ZuLuY9AZYf88gLnTfSbisPJmCSc2G2KdJsBwvUJVEUfrtUErlfuHBq7Q3Bbx4yhzZmkDVgZLm5cUo+RGr33CeMi2TnoRUdwDA3Bwj1bOPNgfsWoH9AZp0REqigKFC2BR+civzBz+MwWHCoB856dseqccqsqJfzzB9MMvw8FNwfezJ8LZn4OLvg7T58ZOXxQJ+dxU3bD7IdhxN6gBqnQc02Ht41DwMf1FDsMo11JMdKgHYOCB6D7GBFCEiLT2wkR2IhlfXl1djcfjwWazUVxcHHgnc6CLbgy+ob/rrrtYv359wH3i3XMxpHPCxCQGdB0eYMf3W6h7NXBTbcUK8z6dztJbskjM0q9cUG1z0/vIEVy/qgN34KdY+xkZJN89D9uyVN0ed5SO6hY8699E/dve8XdWQJmfNWQgKmW+ic05oQ12MAlCZy/sqfUbiJVHYX89uCPsj2izQvFMX2mzLytR54nNJuMj3B7EwSMjshHFnmro7o3swBYLSnGBZiAu9pU2L56PkiafUTyl6emGfTtGZiNWV4InwkFL9gQoXjrSRFywDJLN88PERBc6m+FYpe9rl//ffZ3Bf8eZBufdBBfeDBnxN7ZiTss2eOdz0FYRePv8a2HlQ5CYGVNZkxLhBfWf4H4c1FeorYPZvhEME/Vy9MbMXDSJPoqFaA03marcfffd3H333fGWEVM2bNjAunXr4i0jZGTTqxdGiHugw8uen7RR/Zt21CDv4WaencTyO3JIXxD+MIPhbNiwgU987Epcv66j9+EjiPbAwxes85wkrZ9HwvnZUcv+E3WdeO77D96ntoM3sLnZk2Mj7cIlfhNx2XSUVP16TBqVqJ2fQkB9m99E3HNM+35Eh7JGhx0W5Y8sbV4Y/YnN8cQI95GTEV092qCVPQcQe6q17/sPw0CERlFCAsqiuVgWDxu0UjIPxWH869GI6xQLAsbd2jS6rPlIdeT9M5NToaRspJE4dxEkhP7cZa6THMimd1Lg6obaPZpxeHQX1PpMxPYJtKxInw4f+hqceyMkpUdPaxwZ89z09MGO9bDnYc30OpmUIjjl5zDrg1HVOByjXEu66xCt4Pk1eH4GIoxqpBhgZi6aRD9z0UQ3JmJGmJmLJlMN1SM4+MdOdj/SQn9r4I6CaQsSKLsjm5ln69evVAjBwMvN9Nx9CPVw4NJWJctG0q2FOK6ehWKPTg8r0daH5+F38D6+Kfik51mp2O44E+tnlqPY5O2lFVc8XjhwfFhZs++rLcKyRoCMZFgyWzMQl8yGJXNgfnwmNk9VhBBwvGmkibjnAOJIXeQHT01GWaRNbB4atDKvAMVuftYvDUJA/ZHRRuIJHc6P7Gk+A3GF30icPVfqvocmJobAMwAN+/0m4mAmYuOh8I85bS585FY487OQMEWrBo7/G979PHRVj96mWKDkZii7F+xTZ0ZAVFC3aVmK3j8BrlGbzcxFExOTsNiwYQPd3d2kpAQvffnyl79Mc3OQHm8S8+yzz3LFFVfEW0bIyKZXL+IVd8ObPVR8r4XO/YH7KiZkWlj69WzmfSoNi02/jEH3tk567jqI572OwDskKDivz8f51TlY0qOTaSZ63Xh/tgnPw+9A++gXHQBkOrB943SsX1iN4rSb52eo9LhGljXvPgZVtdAfxLydCHNy/Abi4PdZmSMGrTz77LNcUWKuU7QQbg/i0FHEngOoe6p93w9AW5DreSJkZwwNWBkyEufMQplERtGkv48MDMChvVBVoX3t2wF7K6Az8v6Z5BeN7o+YOzMqg5Ym/ToFQba4ZdNrSFQVmmpGljIfq4T6KvDq8LwNULAcLr4NTrkCrFPDShl1bg50aFOg9z8Z+BcylsCpv4LctbEReBJGuZYi0iEGwPsX8PwU1HfH2Tkd0OF1iw6YmYsmZuaiZKiqimWMNyeTteei2+3GbpenDFA2vXoR67g79g9QcW8zx98K3OPMYofiazJY/JVMEtL1y/7yHuql5/uHGXgheNlrwiW5JH93LtYCp26POxzhUfH+tgLP99+GhmCTqG1Yb1qD7ZbTUDL9Oszz8ySEgMYOf1/EQSOxpjHyska7FRbMGmkkLp4N6eP3szTXST9EVw+i6uAIE1HsO6wZSJEyaxqWpQu1ASu+gStMz5F28FGoTKrzs71VMw/37dCMxL0V2uCVSPsjWq1aGfNwE7GkDNIyItccIpNqnSaAbHHLpjeuCAEdJ0ZmIR7bBbW7oT/CnreD2BMhbzHMXgpzSiF/Ke6ZC7HPmBxDWibCiHPz2Avw3hegr370jhY7lN4BS78FVn3aDoWDUa6lsHSoteB5Ejw/BxrH3lcpA/uXqW14H7PnaKmLZuaiiYnJhOjp6SE1NXpDIIzKO++8w5lnnhlvGSEjm169iFXc/a1eKh9p5eAfOgK2eAHIuyCZ5d/OJrVIvxc4atMAvQ/V4PpdA3gCm062VWkk3zMP++ro9N4RQqD+fS+e9W8iqlsD72RVsF5Tju3296PMGn2/mNLn5xnvg8Mn/JOaK33fm4MYtBMhzekzDwezEWdrxmJCeC+3pvQ6hRl3VMuabVaU+YUoi+drPRIXz8eyeD5v79hurpMsqCrUHvabiFUV2rTmhqORH9vh1AarDDcSi5dqP48jUq6TDsgWt2x6Y0ZPu2YaDpqIg70Ru3QaFqpYYGYxzC7VjMTZS7V/z5gHlpEfSr/z739z5hQ0F9955x3OXLMINn8Fap4OvFPOKXDaL7WsxThjlGspZB1CgPpvLUvR+xww1tA/O1ivANtNYDlVy3ZXanVSHDmGNxebmpp4910tFfTiiy+OsxoTk/iTmGj8Ju/RYP78+fGWMCFk06sX0Y7bOyA48FQ7u3/chrszcF/FjKWJlN+ZzbRT9Zt0LLo99D1RS99PjyF6Aj/pW+Y4SL5jLgmX5kYtY8n75mE8d7yO2NYQdB/LxxZjW38WlvnZQfeZMudntwv21moDVvbUcmrFQTjwNLj0yFbLOqk/4myYnaNrWeOUWaeTCDVu4fEgDkaprHmwP+Li+SiLi7XvxYUoiaM/rDDXyaC4+uDA7pEm4r4d0KPHBwmZo8uaCxeAzXhvrQy/TlFCtrhl06s7Ay6o2zt6QnPLMf0eI3v2UBbiUEbirJKQeyZOyTUSgtLkCnj+MhgI8IG2LQnK74OFN40yY+OFUdZpXB2iGzy/B8/jIHaPva+SB7YbwPZ5UGboJ1JnjPcMeBLbtm3j0ksvxWKx4PHo1CvBxERivN6xPs2YvHR2dpKXlxdvGSEjm169iFbcQgjqXu1hx/db6K4JXKbmmGal9JvZFF6eisWqj8Ej3CquPzTQ+8MaRFPgx1UybHR90kHB7eUojui8sFK3NeD57uuobwSfDmc5Zy62ez6AZcXMcY836c5PIaC2ZchE1L4fg5qRZeth5bBaLVA8UytlHjQTF8+GrOC9b/Vi0q1TiASKO6plzXnTsSwaZiIumY+SPzPkDwnMdTIALY1+A3HQTDxcpWUqRkp+ESxcrpUzl5RRbUum+P3nRKU/YjQw1DrFENnilk1v2Hg9cOLgyOEqtZXQUA1Ch+sVIDV7dCbi7CURT3OeMmsE2uuqhn9B5QNkHX8j8D4zz4NTn4SUwphKGw+jrFNQHeo+zVD0/BboHPsglrO0LEXrJaDEv9R7PAxvLg5itoY0MdEY71qoqamJjZAY43IFGVRhUGTTqxfRiLttdz8VdzfT+G7gSczWRIWF12dQclMm9mR9hiUIIRh4qZne7x3CezDw45LoG9bylTkcPVxJYRSMRbW6Bc/6N1H/tjfoPsrKWdju/QDWs4tCPq7U52dfP1TVDTMRa7XsxK4g6zQRkhP9JuJgj8SFeeCIzws6qdcpTIQQeOqO421o18qad1dHvaxZyUiL6LBTcZ0gTnF7vXCk2j9cZXDQSlPwbO6QsSdoZcw+E5GS5VqZ80n9Ebu3b5fGWATz/JQF2fSOixDQUjs6E7FuD7j79XmMxGTIX+I3Eef4DMX06VG5RifdGgXC3Q0Hfwf7HoOOqsD7JGTC6h/B3KsMeS80yjqN0CG84H1RMxXVf43zm8lg+4yv9HlpVDXqjTTmoomJiUZCQvwa5MaTgoKCeEuYELLp1Qs94+474WHXD1s4/EwXBPHU51ySwrLbs0nO08/8cb/bTs89h/BsCfJpogKJV84g6VuFWPO0Uhq911vUd+H5wdt4n9oO3sDBK8VZ2NafjeWjiyZchi3F+SkENLSNzETcU6v1S1R1+MBxevrISc1LZkNhLhhomq8U6xQBon8AUV2jZSTuPYjYewC16iDFrR1EOEZjQmXNkTLZ1ykYUY+7pxuqd/kHrOzbAft3auXOkZKZ4zcRFy6HRWVQuBBCaL4v23rLplcvZItbNr0j6GoZ2Q9x0Ejs1WmCrdWmlS8PZSH6zMTcwpg+Z0u9RuPRdRCqHocDvwL3GNl0BVfAmsfAOT122iaIUdapoKAARDN4fgmeJ0AcGfsXlAWaoWi7GpTo9G2PNqa5aGIiGT09PaSny3nDiYRNmzZxwQUXxFtGyMimVy/0iNvTp7L/l+3s/Wkbnt7AJlJWeSLl63PJWRFan5yQHndfD733HmLg1eBNwu0fzCL5u3OxLR5ZEqvXeou2PjyPvIP38U3QF6QVyMxUbHe8H+tVZSi28F5UG+78dLmhul4zEHf7zMS9tdDeE/mxrRaYNwMW57PP2svCj50Li/Mh1/j3UcOtU5gIIaCp1W8g7j2AqDqIOHgUPDq0+pg1baSJuKR4QmXNkTJZ1mmi6Ba3ENBYP9JErKqAowcin9auKFBQPKKsmUVlkDsz7Iwb2dZbNr16IVvcUuh19YwcrjKYkdh+XL/HmDZ3ZBbi7KUwcwHY4p9cIcUaTQQhoOF1qPoJ1L5I0E/yAZyzYO3PYM4lMZMXLnFfJ6GC+i597evB8R9grExdC1g/DLYvgeUcbcCQxCjC4PXGL7zwApdeeik2m40BPfrqmIyitraW2bNnAxMfX15dXY3H48Fms1FcXBwtiSYSYZ4TJuEihODYC93suK+F3rrAxlrSLBvLbs9mziUpuhkH3oZ+eh84TP+G4xCk3Y+tPJWku+aScHqmLo95MqLPjfdnm/E8/D9oC1LOkeHA9o3TsX5xNYrT+H1XgtLYMTITcc8xOHAcvDr0WspIgkWzNfNwse/7gviVNU9FxIAbceDIUBai2HsQde8BaGmP/OBWK0pxgd9EXDxf65WYaXyj2MSH2631QhzeG3HfDmhrjvzYziQoLh1Z1lxcCsnR749qYjKp8LihYd/ICc3HKqHxkH6PkTFjdCZi/mJwmNdr1HH3wKHfa6ZiR/C2OwCkL4KSr8Dcz4A9OTb6ZESooL4D3mfB+1cQ47VyyQbbdWC7ESyFET10JF6O3hg+c/Fvf/sbgCGacpqYGIGWlhays4NPgZ2sbNiwgXXr1sVbRsjIplcvwo27ZbuL7Xc307I1sLFmS1JYdFMmCz6fgc2pz6d6aqeHvp8cpe/ntdAX2NiyFDlJ/k4RCRePPQE63LiFR8X7uwo833sbGoJMMHXasN60Btstp6FkOif8GIGIyfk54IEDDSPLmvfWQrMOk1oVBYqm+Q3ExbO1r1mZY2YjyXZdGl2vaGr1GYgHfFmJBxEHj4BbhwF8KUmjeyPOL0RxJEZ+bJ0x+jpFi3Hj7mzXypiH90asrgS3DskCuTNHmoglZTBnPlijP61UtvWWTa9eyBZ3XPSqKjTVjO6LWL8PvBE3p9BwpvkzEQenNM9eCmk5+hw/hsh2To2i6xDsexyqfwXusUrWFcj/CCz6Csz4ABv+/GfWLZTHWIzZOgkvqP8bZiiG0PvXskrLUrReCYp+1VdGIWqZi9dee21Ev6+qKjt37mTHjh0A3HzzzTzyyCN6SDM5CTNz0URPzHPCZCL01rvZcV8LR5/rDryDAkVXpFL6zWyc0/X5PEz0q7h+U0fvj44gWgObIEqOnaRvFOL4zEyUBP1LFIQQqH/fi2f9m4jq1sA7WRWs15Rju/39KLNSddegKy1do3sjVteDW4eS1xSHZhwuyvcbiSV5kGQ8k2myItwexMEjWhZi1UFtWvPeg9Ac5NydIMrsmSiL5qMsmodl0Tzt37Nnohio/6XJGAgB9UdGmohVFVBXE/mxrVYoKvGXNS8q0/6dPS3yY5uYTBWEgI4TI7MQj1VqJc79OrQfAbAnQt7iYROafVmJ2fmGHPoxZRACjr8Be38Ctf9gzNJnezoUfw4W3gSpc2MmUSqEF9T/aoai569AKC0BEjQz0fYlsK7RXdKUyFx86qmnIi5ZG/Q9ly5dyvr163VQZWIiP21tbWRmRqc008g899xzXHrppfGWETKy6dWLUON296hU/ayNfU+24+0P/EIn9xQHZXfmkFWqzyd7QhX0/72R3h8cRj0apPQ4yYLzi7Nx3jQbS0roT5ETWW/vm4fx3PE6YlvwTzgtH1uM7a6zsBRHJ0s57PPT44VDJ0aXNZ/QqWl7Qe7ITMTF+TA7R7c3JrJdl/HQK1ra/dmIew4gqg4hDtTAgA5ZLElOlIVzsZTM9Zc0L5yLkjoyI+K5557j0oJLI3+8GCHbeRURrj44uAeqdnDw5b8xz92lmYldOtwDklNHm4jzl4BDn4xtvZBtvWXTqxeyxa2b3t4OOLZ7ZCbisV3a0BU9UCwws9ifhTjYG3H6PG3wyiRGqnPK3QOH/wBVj0H77rH3TS8ZVvo8uixdqriJgl7hBfVtn6H4N+BESL/W2T2btMwvgO1zoEyND8SilrlosVhQFIXc3Fyczom/KLBarUyfPp0PfehD3HzzzaSkmP0XooWZuSgXqqpiMXA2R7TOib6+vrDuJfFCNr16MV7cQhUcfraLXQ+24GoMnNWWUmBn+XeyybsgWbe+igP/bqXnnkN4dwbJkLSC4zOzSPpGAZbpE8+IC2W91W0NeO58A/X14D2LLOfMxXb32VhWzpqwhokQ0vnZ3qOVMQ83EffXa8NXIsWZACXDMhGX5Gv/T43uNSPbdRlNvcLjQRw6NqKkWd17ABp1egOaN0PLQlw8X/teMg+lIC+kbERznQyAENBwTCtr3rfT930H1OzXSikjZeackSXNJWWQV2ioae3BkG29ZdOrF7LFPWG9Ay6or/JnItb6shJbjuknKnv2yCzE2UshrwQS5Pm76okU51R3jW/q8y9hoH2MHRXIv0gzFWd+cMwPcaWIexi66BWekwzFxtB+T1kKtivAejl9/UUx+btNiczFQX73u99x3nnnRfthTEymDL29vVPSbN+2bRunn356vGWEjGx69WKsuBvf66PinmbadgWemmZPtbD4K5kUX5OBNVEfU9Gzq4ueew7hfqst6D4JF+WQdMdcbPOTwn6cseJWD7TgWf8W6l/3BP19ZcVMbN87B+vZRWFrmAgj9HpVqGkcXdZcr0/JK3lZIzMRF8+Gwty4mAiyXZd66RVtHUOTmgdNRFF9BPQYlOdI1LIRF83zlTXP14zEtPCfp6bqOsWN3h6tF+JwI3H/Tq1nYqTY7Fr24XATccEyyMiK/NhxQrb1lk2vXsgWd1C9qheOHxiWhejLRGyo1oZI6EFKlt88HMxEzF8CyRn6HH+SYNhzSgg48Zav9PmFsc8LexrMv1YrfU6bH9LhDRt3EMLWKzygvuUzFP8ONIX2e0qpz1C8Aiwlw3T8T6q/mx5M7txlE5NJiN0+NaeeyjbUSTa9ehEo7u4aNzt+0EztPwP39VEsMPdTaSz9ejaObH2a8XuP9tF7fw39zwYvXbCtTSf5rrnYV0c+aTZQ3KK+C899b+P9zXbwBi4SUIqzsK0/G8tHF+mWpTkmQsCOGko2NsDzv9NMxKpa6NPBZEq0wcK8kSbionzIME4TcNmuy4nqFR4PoqaW/8/emYc3VaZ9+D4nabrv7KWl7CCroqiALC4I6Lgj4I6OjtvgqN84o+Ooo7M74664jwsKiguugCuLC6KAspa1LVCg0H1L0pzl++OkbdrmpGlykua0ua+rV9L2Tc7z9n2T5vzO73kedbtbQMzbq9VGPOLnB+S26NNDEw89RcTcLASDm2h09nXqMBRFq4PoKSDm/QIH9mrvDcGSkq6lMzeIiEPHwIDhYLMF/9wRhGnW243Z4jUKs807q08fKDnQ3IV4YCsU7QCXTimX9hKboImGLbs0p/WK1kX0g4jbU1Id7HtD6/pcsdX32JShMOy3MPAqiGlfHe+Im3cbtCteVQLla5CWgvw+UOLf44QxjQ5FxKHBx9FJiIqLUaKYjBBVMoh4JMmA7qNhxGzxGoXnvOurZLY/Uc7u/1Wg6GhXvaYkMPbPmaQONaY5h1Lmou6xQhwvFUG999eKZUgCCX8egO3sTMMEPc95qxUOpP9+i/z0erDr7IPeyVjvnYzlqrEI1jA4+FQVvtgMj3wImwsJupJjr7TWtRH79wRr6Du1BoPZXpe+4lUrq901ET26Ne/KB6cRQrGtyY04bGCjoCikhqexUGdapw6jpgp2bWnhRtwCtQZ1a88eSE3WAJJOnNQkJvbqGo0bInK9fWC2eI2iQ+atqlqDlLoqcFSDvUq7b3d/73nf83dVx8g+sFX7uRFYrNB7aJMLsUFM7J5ritIDkUrEvJZqCmHnM7D7BajXz8wBIGuWlvrc5yztan4ARMy8/aTNeFUXKF+5BcVlgJ/lYISxHoLikODj6IRExcUoUUyGLBvQfdWElJUZlKIZJswWr1GUlZWhSCr73qxi639LcZZ5T81IGRzD2D93o/c0Y1xtql3G/vxB7E/sR63y/hoRe9lIuCuX2Hm9DBf0ysrKUO0u5Gd+RPrvt1Cu4zJIi8N65wQsN49HSAiDC1lV4eut8N8P4OeC9j8+xgKD+zQXEkf0hYwI716tg9lel2VlZaiyjFpQ1CQg5rlrIx7ys/5PW/TujjhM69DckNos5PZFsHbcR0QzrlOHIcua87CxLqL79mC+Mc+fnKqlMQ8d7b51N1lJTGL7+vWMH29858tIJ7o/zUG75u1y+i8E+vxdTcCpygFfmuvRv7kLMWcU9B4C1s7lGI4EOvS1pKpQvEZzKR5Y1kbqczIMnA/DboWU4Ovfm+09xGu8qguULz0ERT/nJJzgISj6l0buM45OTlRcjBLFZMTFGdM512wMGzas7UERhNniNYrMkv6sPPsAVbu8u6ds6SIj78hg4OWpiDHBO1xUWcW55Ah1/8pHOez9mEKyhfgFOcTf0BchwXhnnSopHPeThHPe03BIx3UQZ8Vyy3isd05ASA9DUWxVhTXb4T8fwEb9BjLN6JbcujbioF4Q03k+KkT661Itr0TJ24e6cx9q3l5Gbt2Jc89+cHivU9oubDaEIbnudOYBTWJievBlAYwm0tepJWGLt7K8RYOVzbBnK9jrgn9uUYTcIZqAOGS0ViNxyGjona3rRjTbOhmF2eZttnj9xuUEe7Vb4HOLfB7fjy4/CgdWNAl/voRB2YBGZaEmtacmHHp2ae57HMR1vTrsHUWHvJYkO+S/qYmK5Zt9j00e7E59vhpsKYaFYLb3kMZ41XpQvnALih8Abbg8GxDHafUTLZeAODD4OLoQITtjyM/Xrpj27NkzVIeIEqVLUl1dTVpaWkeHEXbWrFnDueee29Fh+I3Z4g2Wqt31/PzXEg5/5f0kV4yBQVenMuK2DGxpwQt8qqri+ryU2of2IefpnFjHCMRdm0XC7TmImcZfwVcVFeX9HUgPrsK6SyelwiJgueZ4rHefhpBl3Ac9/aBU+CZPcyr+uEd3WF1mPAmTRzd3JPaIPJHJaCLldak661H37tdciDv3aU1Wdu6D4ua1fgL21/bs5nYjeqQ0D8juUDdie4iUdfIXw+OVJK0rc0sh8YhBXWBTM5rEwwYhceBxENe+Cx9mWyejMNu8IybeVinD+sJgs5/rjW1DEDTtpfj4FI9U5obaiCMgpXtHR9blCetrqfaAlvq863mob8MB12cGDF8Afc4OOPXZFxHzHuIPaj152/7L+BMK3YJihX+PE0/yEBSNaa5oqr+bQQhqVy3gFqWRYNqX7969G0mSsFqtDB4cvO06ivmJ7omuheOYxNZHytj3ZpVuhkbW9ETG3JtJcn9jBD7Xhipq/7IX6ftK3TGxF/cg4e7+WPoZ7xJUVRVl+W6kB1eh/qLfMEa8aLjWrGVw0BUO/eP7nZpTcd0u/TG53eH28+CC8RFfH7EzoKoqHDqKkrcXNW+fdrtzH+q+/SAZUOLCFoMwKNctIrpTm4cNRMhMC/65o4SHsmOtU5r3bIN6A9yqViv0H9aU1jx0jHbbvXeXqI0YxQAkl39CoDfB0NFirKPGmMZBZiImDhJSIC5ZEw3jU1p/H+++32uQJiZm6ruFo3RyVBWOfqO5FPe/D6qPzwnWJBg0X+v6nOq9oUiXQlVAfgXq/wQc8e8x4ngPQTE3hMGFlmC0HKOJ+EvYx44d4/vvvwfgvPPO6+BookTpeEpLS8nMDJNYEUEsXryYefPmdXQYfmO2eNuLZFfY+XwFeQvLkWq9nyykHWdj7P3d6DkhwZBjynvrqP1bPvUf6Xe+jZmSTuKfB2AdY3xNQFVVUVYVID3wNer6It1x4un9sT54OuK4PobH4JX1uzVR8ds8/TE53eB3v4KLTwGrpdPvTz1COW+1qgZ1V75WF3Fng5CYD9U1xhyge4YmHB43qFFIFAbkIHSitPUGzLY//Yq3vh7y85p3at65GY4dNiaIzJ4edRHdQuKAYWAzplmWN8y2TkZhmnk76+DIbr748F3OnDDetxtQTyA0qkuxmRAtzUW/liJgm79r+D65XXUPFy9ezLzjc0I4sSjBErLXvuyA/MWw4wko/9n32ORB7tTnawxNffZFxL/nyd+C6zZQNrQ9VjzFLSheDGK/kIYV8X+3EBDxzsWVK1cyc+ZMRFHskh13wkHUuRjFSKJ7onOjyCqF71az5eFS7Ee8X1GN625h1F2Z5M5ORrQEf/VdOVpP3X8KcLx+GCSdDtAjk0i8bwC2aRlBH89rDN8fQHrga5Q1hbpjhBN6Y33odCynDwhJDK34aa+W/rxmu/6Yvpnwu3PhklM7Ve3EjkSVJNT8g42pzGreXpS8fVDk55XytmhwIw4bgNhYG3EQQrd0Y54/SmhRVSgphp2/NBcS9+7QXGDBEmPTUpg9hcQho6FbtAxRl0WRoXgfHNgChZu12/2boXhv13EKCoJWezDOLeo1OAMTPAS/uOTm3+sJhLb4qHMwSnioPQi7Fmqpz84S32P7nK11fc6aEZLUZ1OiHADXH0Be7HuceKqHoNj5BPyoczEAIlwDjRIlbFRUVHTJmosff/yxqepWmC1efziyto5f/lpCxXbvjVMscQLitGPMemQ8MUnBf/BRayTsCw9if/oAaq1OB+jsWBLu7k/sxT0RRONPBpRNh5H+sgplpX79QmF4N36ZmcRJf70CIRwnJJv2wX8/1LpA69EnA247By6dCLbW/+o74/70h/bMW1VVOFqqNVhpqI2Ytw91TwHUG1P8X+jbS2uuMmwg4lDtVujf1Kn5448/5tzTTjLkWGbCNPvT6YC92/n57dcYGy82iYll+u7qdtEzq3Wn5twhEBOGTvN+YJp1MpgOnXfVMdi/xf3lFhIPbIV6e8fEEwxWm4cQ6CEItvqZHz+3JWhNiTww2/40W7xdEUPWSFXh2HeaS3H/u22kPidqDsVht0JqxzUHibi9qdaB9B9w/RPQee8TTwXLHLBcBGJ2WMNrIOL+bmHANOJilChRNJKTjU/3NAOTJ0/u6BDahdni9UVFnpPNfy/l8Nc6jVMEyL0kmVG/z0RK7B60sKi6FByLDlP3cAHqMe8ijpBuJeH2fsTN74MQZ3ztQGX7UaQHV6N8oJ9qLAxIx3rvZMRLRzKstib0wuLmAvjPh/Clj26BvdJhwSyYOwli9QWIzrQ/24PevNU6u5bS7BYS1bx9WoOVcv26nu0iOanJiTh0IOLwAQhDBiAkJwYUb2cn4uatKHBgH+zeArvcX7u3QOFuUBTGBvv8sXEweGQLIXE0pEV2CZSIW6cwEZZ51zugaIcmIHoKiRUGOaQDJS5JX+Rr+bMGp6C3n8cnQ0zoUvbBfPvTbPF2RYJaI9kBBW9pomLZRt9jkwZoqc+D5oOt45vtRczeVFWQl4Lr96Du9z5GGEat9DcSEy4Kb2xeiJi/WxiJiotRopiIV155hfnz5/s1dsqUKaxatSq0AYWRvLw8xo8f39Fh+I3Z4vWGvVhi63/LyH9Lv1lLz0nxjLm3G+kjtJOE9esDn7eqqtR/XELd3/Yh79W5EhknEn99FvG35SCmGu/eUfaWIf11NcpbW0HPMJ+VgvWe07BcOQYhRhM2Q7reW/drTsXPftYf0zMVbp0Fl02GuLb/Lp1hfwZC3vbtnNgjC3Xn3iYhcec+1MJDxqQPWi1aHcQGJ+Jw7ZY+PQISn7vsOnXkvEuKNfFwz9YmEXHPNrDrXFxpL336NQmIDZ2acwaBxXwNlqL70wAUBUoKmwTEhtsju7V052ARBCRbMtbk9MAcgZ4/j0tq5Q6MZMy2P80Wb1ckoDWqK4KdC2H38+Bow9Xe+yx31+eZWu3PCCEi9qayCepvA2WtzoBUiPkLWG9m24+b6OhwIUL+bmEm4sVFp1Prlmcx4YeuKFGiGEdGRmhq6YUKs8XriVSnkPdcBTufLUeq8y64pAyxMfbeTHpNTWgmmgQ6b9d3FdQ+uBdpQ7X3ASLEzulFwh9zsfSJC+gYvlD3VyL9cy3yaz+DrCMy9UzE+vtJWK47ASGu+b/PkKz39gPwyIewfJP+mO4pcMtMuGIKxPtfON7M+9MfVFWFY+6U5l35qDvzUXbuY+TOfdQ7vaf1t5te3d2pzAO0RivDBiIMyEaINaYrOnT+ddIjLPOuq9VEw5ZuRKNSmuMTYcio5m7EIaMgJc2Y548AovuzndSUu+shegiJB7ZoXZSNIKU75IyG7FHQz33b9zgKDhxi0KBBxhzDRJhtf5ot3q6I32ukqnDse63rc+G7oProG2FNgAFXa6nPaccZE6jBdOjeVI9C/b0gv4j3q/4iWG+AmAdB6A5EzmspUuIIJxEvLr733nsAZGVldXAkUaJ0PGeddRYffvghMTr1lj755BOeeuopAE488cRwhhZyrNaIf7tqhtniBa1ZS8FSrVmL46hOs5YeFkb+Xwb9Z6cgWls7sdo7bymvltqH9uH6rFR3TMz0TBLv7Y91eFK7ntsf1CM1SP/+BvmljVCv4xJJj8N6xwQsN52EkOhdODJ0vfOKNFHxEx9d7zKT4eYZcPVUiG9/apkZ96ceamV1U0rzrn0oO/NRd+VDRVWrsQF5bhLiEYb01zo0D20QEgcgpIW+S2NnWqf2YOi8JQn272kSDxuExIP7DGt24eqVQ8zIcc2FxOwBpnJ5BUJ0f+og1cOhnc2diPu3QNlBYwKIiYPsEZp4mDOqSVBM897UJ7pO5sBs8XZF2lwj2amlPuc9AaVtdC5O6q8JioOuBVuaYTGGgg7Zm2o9SE+B6y9A689zAIhTwfYYiGOa/ThSXkuREkc4CdmMr7322qAerygKmzdv5pdffkEQBC688EKDIosSxbxkZWWRmppKUlJrkWXNmjW8+OKLAMyePZt///vf4Q4vpBQVFZGbm9vRYfiN2eI9vKqWX/5aSuVOnWYt8QLDbkxj6G/SiUnUP2H2d97yIQd1/yrAueQI6KRcW09IJvG+gcRMTPNjBu1DLa1DeuQ75IU/gl3ninKyDettp2C59WSEVN9uSUPWe/cheOQj+OgnfdEjPQluPhuuOR0SAq9XZbb9CaDaHah7ClF37kPZla/VRdyVD0cMcpqJIkJu3yYnotuVKGT3RuggkciM62QEAc1bVeHooSbxsCGtee92qHcaE1h6N819OHhU0+2gEaz/+RcmTpxozDFMRJffn6oKpQebujM3CImH8kD24VRqDz0GNLkQG4TEXoPalTLZ5dfJJJgt3q6I7hrVHYJdz8Ku58Bx1PeT9D7T3fV5VkSlPvsi7HtT/hTqbwd1l/ffC7kQ8x+tWYuXkjOR8lqKlDjCiaCGqA2zKIpBF7dvCG3kyJF88803pKSE3iXQFQmmffnu3buRJAmr1crgwYNDFWIUDxRFQWxxortp0yamTp1KVVUVZ511Fh9//DE2m3Gpee0hVHvCbrcTHx9v2POFGrPEW77dyS9/LaF4rU6NQwH6z0lh1J0ZxPdq+3pUW/NWKl3YnziA/fmD4PCuKor940m8tz+2X3U3vEmKWulAevIH5CfWQbVOemy8FctNJ2G9YwJCZoJfzxvUeu85Ao99BMvW64uKaQlw4wyYfzokBZ8WHsn7U3VJqIUHG8VDdac7tbmgyDCnGZlpTanMQwdorsTBuQhxoW0w0F4ieZ1CSZvzrqmC3VubuxF3b4XKMmMCiIuHQSM8RMSR2v1uPb2eyETXqQtQWwEHt8GBrUj7NmI9tEMTFWsrjHn+pIzm6cw5ozV3Ylzwjv0utU4emG3eZou3K9JsjVQVSn7QGrQULvUj9fkqd+rziPAEayBh25tKniYqKit0BiRAzD1gvQME/Xgi5bUUrjiC0XKMJuReze7duwf0R7VYLPTs2ZNZs2Zx2223eXVqRYnSFamsrCQ9Pb3x+127dnH22WdTVVXFKaecwvvvv99hwmIoWblyJRdccEFHh+E3kR5v3WGJrf8pJX9ptW7jkl5TEhjzp0zShvsvuOjNW3UqOP5XRN0jhajl3j+ACd1jSPi/XOKu7I0QY6xTTK2tR174I9Kj30OZjpBqs2C57gSsd01C6NW+/zkBrXd+MTz6Mby/DhSdRUhNgBumw3VnQLJxH1AiYX+qioJaVOyuiah1Z1Z35qPu2w/13ruEt5uEeITBuYhD+yMMGcD3pYeZdO2VCN3NUQcnEtapI2ict8sFBTub10TctQUOFRpzIFHUmqm0dCNmD2hXg5Uuv06diXq71qX5wNamrxYpzUGdPFlioO9xLYTEUZDex6twbQSdcp38wGzzNlu8XZGVK1dywa9mamLijieg9EffD0jKhaHu1OfYdN9jI5iQ7021Qkt/lp4CdERay5UQ8w8Q2y6VFymvpUiJI5yE3Lm4fPlypk+fHopDRDGIqHPRvBw8eJCJEyeyf/9+RowYwZo1azq8eGx0T0Q2rhqFvGfL2flcBbLD+9t/6nAbY//UjV5T/HPt+UJVVJzvHaXuH/ko+x3eByWIxN+STfzN2YhJxl7zUh0S8ksbkR7+BoprvQ+yCFiuHov1D6ch5KQaenyvFB7TnIrvrgNZJyc8OR5uOAuuO1MTGE2OWlLuFg81F6JWF3Ef1OoIve0lxoowMAdhyAC3kNhfS2nO6tVhKc1R2oGiaILhnm3NHYn78kAySGju1qu5iDhkFAw8TnMpRul6yJLWkbmliFi8F1Sd9+X20q2fJhx6Com9h4DVe93sKFGiRCiyE6p2ac1Zdj0LjmLf43udrqU+9z3XNKnPHYIqg/QiuO4FSryPEcdDzONgOSWsoZmJLuVcjBIlirGUlpaSmZmJ0+nkrLPOYv/+/VgsFu6+++5O6VhsYPHixcybN6+jw/CbSItXkVT2Lali2yNlOI55b1wS39PCyN9nkntJMqIlMAeF57zrV5VR++A+5C06nTAtEHdVHxLu7IfY09h0VNUlI7/2C9I/1kKRTiFoAcQ5I7HeOwVxYHCivF/rfaAEHv8Yln4Pkk7zmKQ4+PWZcP1ZkJYYVEy+CNX+VKtrNfGwIZ3ZXR+R0gpjDiAICDl9GsVDcUh/rTZibl8EW9sn7JH2umwLs8XbJg11ERtExN1btft7toFdR/xvLwlJWhrzkFEwaGSTkJjezZjn90KnWyc/McW8FQVK9mvi4UG3gHhgq1YXUTKoc3x8ipbG3ExIHAkJYbhY5QemWKcQYLZ5my3eTomzHCp3QGWedlvlvq3Jb/uigyUeBlwJw34L6SPDE2+YCMnelFdB/e9A/UVnQC+w/QssV4DQvovEkfJaipQ4wknUuRgl5M5FFQWFakNiNQsiyQiB9SX1m5KSErp3797sZ/Hx8fz617/mH//4B4mJoRMmfBF1LkYWqqpy+Ks6fvlbCVW7vTuArAkCw25KZ+gNaVgTgt+30uZqrQP0qnLdMbZzu5F47wAsA4115amygvLWVqS/rkHN1z++eMEwrH+egnhcD0OP75WiUnjiU1jyjb6omBCrpT7fMB0yIr8MiOpwou7d73Yh7mu8paiNq/ntoWc3t3iopTSLwwYgDOqHkBB1mpmC8pLmAuLurVqTlaoKY57fYoHcoa3diH36dfouzVG8oKpQedTtQtzS5EY8uA0cOhe42ovFCn2GacJhQ4fmfqMhMztkKc1RokQxGFWB2gMtBET3/baasXgjMUdLfR58HcSao+RKh6IUgOv3IL+jM8AG1jsh5m4QksMZmWmJOhejdCkUqjnKlR0dRljpwetYCM0V68rKSlJTU7FYLGRlZTX+rKamBrvdzpNPPskPP/zA6tWriYsLvvFDpLBixQpmzJjR0WH4TSTEW77Vyc9/LeHot95TTwUR+s9LYeQdGcT3CP7fgbzfzp7ffkfmd/opINZTUkm8fwAxJxr7+lAVFeWDPKSHVqHu0EmtAMQZg7D+eSriCb0NPb7X9T5UBk8th8VroV6nhky8Da49HW48GzLC9yHK3/2pyjJq4SHUXfuaN1gpKAJZRyhtLylJbhfiAISh/ZvciGnGN3GLhNdlezBFvNWVHuKhh4hYGsBJmh69+javiThkFAwYBrbIaMBjinUKAR0277pKOLCtuYh4YCtU67/3twtB0Lo0Z490f43SbnsPBqvNdOtttniNwmzzNlu8EY/shKrdTe7DRjFxJ0h1wT9/z6kwfAH0/RWInVtSMWRvqrXg+idIDwNO72MsF2pdoMUBQR0qUl5LkRJHOOncr4R2IkkSf/jDH3jkkUcaf3b//ffzwAMPtPnYwsJCHnnkET777DP2798PQE5ODtOnT+eOO+6gX79+bT7Hp59+yvPPP88PP/xAaWkpSUlJjBo1irlz53Ldddd16pTXKP7T4EhMT0/n4EGtwLiqquzcuZPf/e53rFy5kvXr1/PQQw/xt7/9rSNDNZTx48d3dAjtoiPjrTvkYsvDZRS8q9+spfcZCYy5O5PUocGfnCvH6ql7rBDHK4fIrPcuLFqGJZD45wHEnJVpaAdoVVVRVuxBenAV6s9HdMeJk/thvX8a4oRsw47tSbP1PlIBT38Kb6wBp46oGGeDa6bBTWdDN+NFtLZouT9VVYXDR921EPOb6iPuKQSnQamDcbFaR+Yh/TUXors+Ij27Gd4VXI/o+0gQ1NXCvh2tU5qPHDDuGCnpMHgkjuyBxI06SRMSB4+E1MguhB9R6xRGQj5vb81VDmyFUgP3XHofDxHRLSRmDYc4/ewPs6232eI1CrPN22zxRgzOck1ArNjRXEis2Wdc/VQ3clwfLNnnaF2f00cb+tyRTFB7U1VBfhNcfwC1yPsYYSTYHgPLGYEfx4NIeS1FShzhJGTiYn5+PgA9e/YM1SEM5fDhw8yZM4e1a9e2+7EffPABl19+ObW1zesF5eXlkZeXx8svv8wbb7zBeeed5/Xxsixz3XXX8eqrrzb7eXl5OWvWrGHNmjW8/PLLfPLJJ/ToEYYUvigRTX19PVZr85euIAgMGzaMjz76iOOPP55t27bx7LPP8tBDDyF2kvSwwsLCDm9W0x46Il5XtcKOp8vZ9WIFstO7qpg2wsbYe7vRc1Lw6chKtYR94QEczxxErfXuYhN720j4Q39i5/ZCCLCOox7yqnykB1ah/nBQd4xwUhbWv0zDMq2/ocduSWFhIRmSBZ5eDotWg0OnCUVcDFw5FW6eAT06ph6XWlnNsU++JEURUXc21EfMh2qjUgctCAOyNRFx6ADNhTi0P0J2b4R2dOANBdH3ET+od0LBriYBsUFEPLhPO0kwgvhETTQcNEK7bbjfvTcIAjs2beL444835lhhwGz7yigMm7e35ioHtsKRPcaJA4lpTQ7ERjfiCEhqf/xmW2+zxWsUZpu32eINK6oCtQdbuxAr89purtJeBCukDIbUYZA6HFLct6lD2bx1j6n+NxlFwHtT/hFct4Hyvc6ADIh5CKw3aH93g4iU11KkxBFOQiYu+uPUixTWrFnDnDlzOHJEc71ceeWVvP766349duvWrcydOxeHw0F8fDzXX389kydPbnze559/npqaGubMmcNPP/3EiBEjWj3HAw880CgsDhkyhJtuuomBAwdy7Ngx3njjDb766it++uknZs+ezerVqw2adRSz4svhExMTw29+8xsWLFhAWVkZu3fvZujQoWGMLnSYLcU7nPEqLpW9b1ax7dEynKU6zVp6Wxl1Vwa5FyUjiMGJfKpDxvHKIeoe249a6l1EE5ItxN+WQ/z1fRESjBWUlHUHkf7yNcqqAt0xwuieWO+fijhzcOhdcSVV5Ly6Dj56ARw6Lj+bFa6YDLfMgl5poY1HB2XbbqRnFqEsX00/RUHHU9kuhOzeTTUR3bfCgGyE2Mh02kffRzyQJDiwt3VdxMJdxqW822JhwPDmAuLgkdA7x2ddxOg6mYN2z1tV4VhhU3OVBhGxaIdxzVVs8dB3ROuU5vTehtVFNNt6my1eozDbvM0Wb0iQnVC9p7WAWLUTJIOafjUQk+JFQBwGyQNA9N4grquuUfvf6w9D/T0gv6IzwALWmyHmARCMF98iZZ0iJY5w0qFp0VVVVVRWVuJvT5mcnBzDY3jvvfeYM2cOkiRhs9l47LHHuOmmm/wWFx988EEcDgdxcXF8/fXXnHzyyY2/u/jii7nsssuYOnUqDoeDBx98kLfeeqvZ40tLS/nPf/4DwKRJk1i5ciUJCU2OomuvvZY77riDRx99lDVr1rB8+XJmzpxpwMzDh0gyPfDv79lZEAld7TRLG86fIUOGNN4/duxYpxEXU1LCnzoaDOGIV1VVDn1exy9/L6F6r06zliSB4bekM+S6NKzxwblYVUnB+XYxdf8uQCnyXi9FjRGIvy6LhNv7IWa03b23PSg/H0Z6cDXK8t26Y4ShmVpNxQuHBy2itsmxSnj2M3j1azLtOifGMRa4bDLcOhP6dMzVS+WnLUhPv47y9brAn6RbhiYeDm2oizhAS3FOMrYhT6jpku8jigKHCpsLiLu3Qn6e5lI0AqsV+g1pLSL2HaD9rp10yXUyIbrzbtZcpYWQaGRzld5Dm0TEnFHQdyT0yAUxtA5ps6232eI1CrPN22zxBkV9RXPxsFkqs0EXtxpIyPIQED1ExPj2X3DoUmvkgd/zVh0gPQauvwE67/XiWWB7FMTWhiujiJR1ipQ4wknYxUVVVXn44YdZuHBhY21CfxAEAUkywmfRnM2bNyNJEv369WPp0qWcdNJJfj9WURRWrFgBwE033dRMWGzg5JNP5sYbb+Sxxx5jxYoVKIrSLE31q6++wuFwAPD00083ExYb+Oc//8mbb75JcXExn3zyienERQExZM1NuiJOp9Nn/c3Y2KYaeqF4zXQUe/bsaWxgYwZCHW/ZLw5+/msJx9Y5vP5esMDAy1MZcXs6cd2Ce6tXVZX6T0uo+3s+8i6dItgixF7aiy1TjjDhkkFBHa8lyo5jSA+tRnl/h+4YoX861nsnI84ZiWAJcSmAIxWwcAUsWqPvVLRaYO4kWDALsjJDG48XVFVFWfMj0tOvo67/xf8HJidq6cwNTVWGDtDuZ6aFLNZw0qnfR1QVjh5qURNxK+zZDnaDHB+CANkDW6c09xsCBtaF7tTr1InYs2cPWelJ7uYqbhFx/xZjm6tA8+YqOQ3NVYaAtWMc0mZbb7PFaxRmm7fZ4m0TVYW6g15ciHlg16+RHRCCFVIGtXYhpg6DGOMMH51ujfykzXmrKsgfgOtOUPd5HyMMhJhHwPIrw1zkekTKOkVKHOEk7OLi7Nmzef/99/12K4aDGTNmsGjRIjIz23cCWFJSQnV1NQDTpk3THTdt2jQee+wxqqqqKCsro1u3bo2/a6hNmZGRwejR3gvD2mw2JkyYwPvvv09BQUG7YozSuUhJSaGuro5bbrmFxx9/3OuYkpKmD/QNzV86AxMmTOjoENpFqOKtPehiy79LKXxf3/3R56xExtyTScqg4E+86teWU/fXfUgbq3XH2GZ1I+Hu/liHJXKSa2DQx2xA2VeG9Nc1KEu26DamoU8y1nsmY7lqDEJMiOv5FZXBM+7uz3qNWiwizJkIC86B7G7ex4QQVVFQVq5BenoR6tZd+gNtMZrzsEE8dLsR6dMjbM1VOoJO8z5Sdqx1Y5U9W6GqwriD985pXRNxwHCID71btdOsU2fCUeNurrINDmpfkw9shYVGNlfprbkPPUXErOEQl2TcMQzAbOtttniNwmzzNlu8jcj1rVOZq/K0+4anMid7FxCTB+qmMhuJadcoSHzOW9kK9b8D5UudAckQ82ewLgAh+CaS/hAp6xQpcYSTsIqLS5Ys4b333kMQBE4++WQuueQSunXrxvz58xEEgdtvv51Ro0YhSRJbtmzh1Vdf5fTTT+eCCy4IWafkefPmcd999wXU9KKursnBk5ysf1XE0xJbW1vbTFxseA5fj/d8jpZNY6J0Lfr06cPOnTtZv3697pgff/yx8X4oSgl0FMuWLWP27NkdHYbfGB1vfZWsNWt5qRJFp1lL+qhYxv45kx6nBn/yL/1STe1f9+FaVa47JmZiGgn39ifmxCZnshHzVg9UIv3rG+RXfwZJp5h/j0Ssv5+I5dfjEOJC/K/sQAk8+Sm8/S24vKfrKKKAOHsC3HYu9Ose2ni8oLoklA+/QHpmEepeH1kBGalYr7uUj5IFLrzqivAFGCGY7X3k4yVvcuHIwa1FxNKjxh0ks2eTgNggIg48DpI7LuPAbOtktnh94ikiFm3XhMQD26CksNXQgC9DJKa1FhH7joDk8Lu8A8Fs6222eI3CbPOO+HgbU5lbpDOHIpU5vo+HeOhxG0Aqs5FE/BqFCK/zVkvBdT9ICwFvn9UFsMwH299A6BWOMBuJlHWKlDjCSVjFxYamJePGjeObb75prB03f/58AKZPn8706dMbx8+dO5dJkyZRXV3Nhx9+GJKYwl2PLljHZiQ5PqOEnxkzZrBz507WrVvHG2+8weWXX97s99u2bePJJ58E4IQTTjBNt3Z/MNubs1HxKi6VPYsq2fZoGfXl3oW2hCwro/+QSc75SUHXGZT21FH3j3zqPzymO8YyKonEPw8gZmp6K5dbMPNWi2uQHv4W+YUNUK/zQTU9DuvtE7DcdBJCUohT4vKL4anl8M73IOnEY7XA7FMRb50FuT1CG48XVIcTeemnSM8uhiIfaUa9u2O9YR6WuecixMdxYfhCjCgi9n2kuhL2bte+9mxrvL3wiH4n9HaTkt66JuKgEZAefodtW0TsOulgtngBcNRqIuLBbR5f2+FYgXHHsMVD3+NaC4npfTpUIAgWs6232eI1CrPNOyLibUxlzmvhQtwRulTmlBYCYspQsEVmrbqIWKMOoNm8VQmkZ8F1H6BjQBAnQMzjYDkxLPG1JFLWKVLiCCdhFRc3btyIIAhcffXVbTalADjllFOYM2cOS5YsYeHChdx+++1hiDJKlMjlzjvv5OWXX6a6uporr7ySFStWMG3aNBISEtiwYQNPP/00drsdQRB46KGHOjpcQ1m8eDHz5s3r6DD8Jth4VVWlaEUtv/yjlJp8781aYpJFhv82nSHzU7HEBVdnUD7koO7hQpyLD4OOjiYOiCfx7v7YzuuuK2IGMm+1zI70yHfIC3+EOu9zJcmGZcHJWH97CkJaiLuv7TkCT3wC768DReeCToy7puKts6Bvpjbv3PDtT7WmDnnRMqQX34aSMt1xQm4Wlpsux3Lh2Qi2ppQhs72ejKLD511V4VVEpLjIuGMkJDUXDxsExW69TCPodPg6tZOIjrdBRCza3iyl2VARUbRAn6GaiNggIGaPhB79Q95cpSOI6PX2gtniNQqzzTus8TamMrcQECt3gmRQ06UGYpJbN1NJHR62VGYjMdueMorGectfaCnQ6jbvA4W+EPNvsMzt0M8bkbJOkRJHOAmruFherqnb2dnZfj9m6tSpLF68mNdff90U4uLbb7/NzTffTHx8PIsXL2bSpEnteryqqlx22WV88MEHTJw4kY8++ijoNuYHD/p2Phw+fDio548SPrKzs3n//fe5+OKLqaysZNGiRSxatKjZGIvFwiOPPMKsWbM6KMrQYLY352DiLd3k4OeHSij5UadZixUGXZnKiN9lEJsR3ImbUubC/sR+7C8eBJ10a7GXjYS7comd2wshxreI2Z55q1VO5Kd+QHp8HVTpdK2Nt2K58SSsd0xA6BbiWm87izRR8YMftav33oi1wuWT4aYZzbo/h2t/quWVSP97F/mVd6BK/wRAGDYQ6y1XIM6aiuDlYp7ZXk9GEbZ5N4iIngLinm1awxWjsMVq6cst6yL2zoEASr1EEmbbnxERr7OuyYnomdJ8rED//ay9CCL0HOh2I47QvnJGac1VYsJTSysSiIj1bgdmi9cozDbvkMRbX9m6mUrlDqjeG6JU5mGt05njze1U9sRse8oo5s05CZwXaE1bvBIH1rsg5i4QOr7ef6SsU6TEEU7CKi4mJCRQXV1NTY3/V0R69NDSzBoan0Q6r732GqWlpQC89dZb7RYXS0tLWbJkCQBffPEF27ZtY9y4cUHF1B4xN0rkc9JJJ7F161Yee+wxli9fTkFBAbIs06dPH6ZOncqCBQsYO3ZsR4dpOF9++SVnnHFGR4fhN4HEW7PfxZZ/lbL/Q/33yKwZiYy5O5PkAcGlBKs1EvbnDmJ/+gBqtfcPmEKalfjbcoi/Lgsh3j8R0595q3Uu5IU/Ij3yHZTZvQ+KEbFcNw7rXRMRehvX6c8r2w7A4x/DJxv0x8TZ4MopcNPZ0DOt1a9DvT/V4hKkF5Ygv/kR1On8zQDhhBFYb70KcdopPhuzmO31ZBSGz7uyvLWIuHe7sSKi1ap1Y26Z0pw9EPzIAjEjZtufYY3XWQeH8pq7EA9uh2P5BoqIgltEdAuIDWJin6FaqrObL7/8kjNyRhlzTBMR3Z/mwGzzDjheVYW6Ii8uxDywG2wgESyQPKi1iJgyFGwdV6c3XJhtTwWNkgfScyj1TyOKOplFlks1t6LYL7yx+SBS1ilS4ggnYb20PWTIEADWrVvX7OdJSVoXuKKi1mlBDd2RXS6dDR1hXH311WRkZJCVlcXcuXPb/fhu3boxb9484uLiOPPMMxk5cmQIotQnPz+fgoICvv32W+x2O8uWLQM0Wy/AihUrKCsrY9OmTezYsQOHw4HDobmrysq01LwGcbWqqgqXy0VdXR11dXW4XC6qqqqajSkrK0NRFKqrq6mvr8dut1NXV4ckSVRWVjYbW15ejqIo1NTU4HQ6cTgc1NbWIssyFRUVzcZWVFQgyzK1tbU4HA6cTic1NTUoitLooG0YW1lZiSRJ1NXVYbfbqa+vp7q6GkVRInJOoO2Tv/3tb/zwww9UV1dz+PBh9u3bx8MPP8zYsWM7dE4ulwtVVSkvL6egoIA9e/awfv16qqqq+Pjjj5vtp48//piqqirWr1/Pnj17fO69ysrKZnuvqKiI1atX43K5WLp0abOxX375JcXFxWzZsoUtW7ZQXFzMl19+2WzM0qVLcblcrF69mqKiInbs2MGmTZsoKytjxYoVzcYuW7YMu93Ot99+6/ecgDbn1PB6+mntJr68fSefTi3UFRatA5yMfTGe1AUlFNTuDHhOS15fjP3FgxwevYa6fxZ4FRZlm0r873L46o8HSbg1h0++XG7IOr375ltIz6ynsv/DSPd+6VVYVEWwXDOWFX/LJubRGbzzzYqQrVPN99sov/AhmP4XfWExIZZ9M4ZQvuKPbDp/CDvKDnvdewcOaB1Tjd57K198Bftd/8Q+cTbyi2/rCoviaSfx021zcf7vn2xIsrB3795O9XryZ++1/P9k5Dod2rGVgvcWsf8/f8Jx328oOf94mNIHTs2AKybBA7+B1x+H778IWFhULRaqu2fB9IvZetqF8N8lfHHrI5R9foBNDy5ix/UPUHTetay2ZeLK6s/S996LrlOEzCkkr6eaSja88wJlHzxOyZPXU3nvFORb+6NenQR3j4NnroIP/wUbP4aj+wISFlVBwJ7aF3nsOewcfjHcuojlU/8Or9ayYsaTlF37MpuGXsKOzBMoiunO6u/Xm3qd/Nl7/qxTw7zNMqfoOpljTm2uk1zPJ2/+BwrfY8ub81DWXE7VkmEobybDu9nwxVnw4wLY+Qwc+TooYVEWE3AkjqKmx4UUZtyAc8Jivkh8Ai6rY7H9fpi2jBVHp1CW/is2HYhhx95DXeJzxMiRIzvdnFqu09HivRwseJDa0uPBMRykx7wKi9W1gzhW/Q479j3Apl/KImpOkbJOZWVlYXnfO3ZMv05+uBHUMHYIefDBB3nggQdITExk6dKlzJgxA9CcWBs3buSUU05h7dq1jZ2bnU4nJ5xwAnl5eYwdO5YNG3y4SgymwfFx//3388ADD3gdU1BQQP/+/QH4+uuvmTp1qtdxq1atYtq0aYAm3uXm5jb+7oEHHuAvf/kL/fr1axRSvXHNNdfw6quvMmXKFFatWtWuufiTFj1+/HhA+8fWt29fv5979+7dSJKE1Wpl8ODB7YorSmDU1dWRkBDi9NAgCNWe2LJlC6NGmcch4U+8cr3Kntcq2f5YGfWV3pu1JGZbGf3HTLJ/leTTidYWqqzifK+Yun8VoBR6T7fGKhB3ZW8S7uiH2CuwFDdv81ZdMvKizUh/XwMHq7w/UADx0pFY752MOCjEHUM37oPHPoYvN+uPSYqDa8+A68+EjLadk0bvT2XnPqRnFqF89BUoOh2zAfHs07DefAXimOHten6zvZ6Mos15V5S1diHu2QYlBhayt1ohZ3BTV+ZBI2DQcZo70dbckRxdJ3MQVLz1dijKa91YJUDB0CuCAD0GtHYiZg1r5kRsL2ZbJ6Mw27zNFq9RmG3ejfHWV0LVzuYdmSvz3KnMkrEHje/t4T70cCMmZHWaVGYjMdue8htVBeU7kF4C+W2g1sfg7loHaMu1mpM1AomUdQpXHAcPHmzMVG2vlmM0YU2LXrBgAQsXLqS4uJhzzz2Xo0ePkpGRwdVXX82GDRtYt24dJ598MvPmzUOSJN544w127NiBIAhcdtll4Qy1U9GRGyxKlCitUVWVg5/WsvkfpdQU6jRrSRU57rfpDL4mDUtsEKKiquL6vJTav+Ujb9f5sCBA7MU9SLirP5b+gZ9otjq2rKC8vQ3pb2tQ9+o3HRHPG4r1z1MQR4a4u/n63ZqouFqnEDVASjz8+ky47kxIC3/dGOXn7UhPL0L5/Bv9QRYL4vlnYr3xMsQh/cMXXGeiotRdB7GFiFhabNwxGtKZGwVEt5jYb3ArETFKF6BBRGzZWCUkIqJHTcSGdObYyL0oGSVKp0SuB1e11iDF262rBiT3rbOU/oc2QN6BEKUyD2wSENOGNzVY6QKpzFF8oB4G6XWQXgZ1ZxuDrWBdADF/BiEtHNFFMSFhFRfT0tL49NNPueCCC5q56W6++Wbef/99vv76azZu3MjGjRubPW7ixIksWLAgnKGGjGCcR0Y8Por5iYkxV2c1o2iov2oW9OIt2WDn54dKKd3g3T0oxsCgq1I57rYMYtODuyLo+r6C2of2If2o4xYEYs7KIPGeAVhHJgV1rAZ69OiBqqooH+QhPbQadbu+VV+cPhDrfVMRx/Ux5NheUVX4fic8+jF8l6c/Li0RbjgL5p8OKe0/CQ9mf6qqivL9RuSnF6F868Ohb4vBMnsWlhvnIWYH9zcz2+spIFQVSoph3w7ta+92hu74GfbvhtKjxh3HGgO5HiJiw23OoKBFxC6xTl4w27ybxVvv0GoitmysUrwPVH0XcrsQBOjeH7Ld4mHWcdr9PsPCKiKabZ2MwmzzNlu8RtGueasqSLXehT9fAmHjeC+iodK+kl5BfwqzJrldiMOauxCTB4ElekHLCDrFa0l1gfwpyC9pt7TV2Kc7tfUXk5hyJ4iDwhFh0ETKOoUjDhf7qebdkB/HX8IqLgIcf/zx7N69mxUrVjTWWhRFkRUrVvDQQw/xwgsvUFysOQd69OjBtddey3333ReRgopnamp1dbXuuIb6awApKSlen8PX4z2fo+Xjo3Q97HZ7RL4eQs3WrVvp2TPEzjYDaRlvTYGLX/5ZwsFP9FMNss9NYvQfMknKDW59pa011P5tH64v9N2C1vEpJN47gJhT04I6lieqqnLwlbWkfVCOukk/jVQ4rR8x909FnJhj2LG9BANrt2tOxR9264/LTIbfTIerp2mp0AESyP5UFQXly++Qnl6E+vN2/YEJ8ViuOB/rry9F6NEt4Bg9MdvrySeKAocPaO5DDyGRvTugqrzZ0KBOr6wx0H+odxExRO/JnWqd2oEp5l1vh0M74eB26r75BKy1oRMRPZ2IHSAi6mGKdQoBZpu32eJtE1UFxekh5Lm/XM1vq3ZsomduLw+B0JdoWAuErVJYcMT3ap3GnDo8msocBkz9WlJ2aA5F6TWgrQusIoizwHodWM5h3fdrOOMMcwiLEDnrFKo4ZMqxswY7XyOxjzr0Gz2Gm7DWXPSX8vJyZFmmWzdjTqICwZ+ai4qikJaWRnV1Nb/73e949NFHvY67/fbbeeyxx0hJSWlsftHA0qVLufTSSwH4+eefGTNmTKvH19fXk52dzdGjR1mwYAGPP/54EDNrTTB5+tGai1FaEt0TzXGWy2x/vIw9r1XqXsTOHBfH2Hsz6XZicCnJcr6dun/l43xX/0OD5bhEEv80gJizMgx1QsurC5D+sgr1+wO6Y4QT+2D9yzTEaf1D58JWVfh6Kzz6kVZbUY/uKXDTDK0DdEJg9SUDRZUklE9WIS1chJrnI8bUZKzzL8FyzcUIadELS0gSHNiriYYNQuLe7ZCfB/Y6447TICI2q4k4QuvO3AUv7HR56qqgaIf7a7tWD7Foh7HdmQF69PfSnXkYxIW/PEOUKIahKiDVeRX/gvqZ2pbbyuQ0pDI3ExAbUpnTOjq6KGZBrQb5LU1UVL5ve7wwGKzXguUqEEOYVRSl3ag4cbAOO6twsglouoh56KCdE7O/ALpYzUV/SU9P7+gQ/EIURWbOnMnbb7/Nc889x9y5czn55JObjfnhhx949tlnAbjoootaPccZZ5xBfHw8drudW2+9lZUrV7Zq1vHHP/6Ro0eP6j5HlK5FaWkpmZkhbngRgSxevJh58+Z1dBh+s/j1JRxfdzbbnyzHpdesJcfKmHu60XdWYlBim3LESd0jhThePwyS95NdsV8cCX/sT+xFPRBE44Q9ZW0hrodWo64t1B0jjOqB9f5piLMGh1ZU/PwXzan4S4H+uF5pcMtMmHcaxBuXJuTP/lSd9cjvrUR+9k3UwiL9gd0zsN4wF8u88xCSQuNOiujXk9MB+Tvd4qGHkFiwC6T2pZn5JMbWWkQceJzmRLRGxsejiF6nENIh864qaRIQi3a4RcTtUObjtRoIPfpracwNLkQTi4jR/WkO/I5XkTxSg2tonvoboBgo+WoM0cWwJmqpyzHJTbcxSWBNhphkftlXzZjTLtXExOSBYAnvhc8obWOK176qgvKNJijKbwNtXXxNAMulmktRnOjV/WqKeXsQKfEGG4eKQj1bsLMKB9+hRpBDUY+IdC6Gk61bt7J169ZWP2/YCBdffDGXXHJJs9/NnTu32eNPOukkHA4H8fHxXH/99UyePBmANWvW8Pzzz+NwOEhMTOSnn35i2LBhrY715z//mb/+9a8ADBkyhJtuuomBAwdy7Ngx3nzzzcZ26WeeeSafffaZ4SfnUediFCPp6ntCVVUOfFTD5n+WUnvAe1c/W5rIcbdlMOiqVCy2IETFShf2Jw9gf/4g2L0LmEL3GBLuzCXuyt4INjHgY7U69rf7kf66GmVVge4YYUim1qjlouMMFTSbB6LA8k2aqLhd3zVJVoYmKs6ZBHHhdZ+pdXbkNz9CemEJFJfojhP69sJy4+VYLpmBENcFTipqqmBfXnMX4t4dUJTvs0N2u4mNg/7DYODw5iJi9sCIERGjhAlVhfLDrQXEoh1QpV8fNiC653rpzjzclCJiFJMhO6BqF1Rsh+o9Wvdhf4RA2Xst6C6JYHGLgG4B0FMQ1BUIW/7c474lAcTI7KwbpZOgHgbpVXdzFh/lgBoQT3WnPV8KQnLo44viNy72Y+dr7KxGQf+8oYEjB2M5IfsdoOOdi11eXHzggQf4y1/+0q7HtPyTffDBB1x++eXU1nq/OpeamsqiRYs499xzvf5elmWuu+46Xn31Vd1jnnrqqXzwwQd07969XbH6Q1RcNBdlZWVkZGR0dBi6hGpPLF26lNmzZxv2fKHg6Pd1/PK3Usp+cXr9vWiDwfPTOO7WdGxpgX/IVOtk7C8WYX9iP2qldwFTSLYQ/9sc4m/oi5Bo3AdaZd1BTVT8Uj+dV+iXhvXeyYhzRyFYjRM0myEr8PFP8PjHsPOQ/ricbvDbWXDJBLCFTkjytj/Vymrk195DevkdKK/UeSQIg3Ox3nwF4q9ORwiT2BXW11PZsdYuxL3bodhgR1hSiiYaDhiufQ1y3+/TDyzaa8AM7yOemC1eowh63ooCJYUeAqJHSrNdv8FVQHTP5bAlnd4nndkkJmYNgzhjmmRFMtH92cG4qqFyh/ZVsd19fzvU5BtX99MsNLoCk7RbayJHSmvplT3Yu9jXlkAoxoa9fmHE7KsoukTcGqkukD92pz0vp+3mLD3AejVY54M43O/DRNy82yBS4m1PHDLlOFhDHauQ2NvmeIE44jiVeKZy9GAGOdm5QCcWF6+99loA7rzzTkaMGNHsd1u3buWRRx5BEAReeumlUBzeb4wQFwEKCgp45JFH+Oyzz9i/fz9Wq5Xs7GzOOeccbr31VnJy2m5c8Mknn/D888/zww8/NApIw4cP5/LLL+eaa67BGqKTzqi4aC4URUEUQyTYGECo9oTL5YrYRjYVeU42/6OUw1/ppx7knJfEqD9kkpQT+BxUl4LjzSPYHy5AKa73PihOJP7XWcT/Ngcxw7i/l/JjkSYqfubjH17fFIT/OxXb/HEIthBdoZdk+GA9PP4J7NVvGkP/nrBgFlx4MsSEXrDz3J/qsTKkl95GXrQMavT3hDB6GNZbrkQ8ayJCmF/Thr+eVFUTCxvFQw8hsbztq67tIrOHJhq2FBK7927zZDCS30e8YbZ4jcLvecsSFO9tLiAW7dC6NTsNrMMpWqDXIC2dOWu45kTMGg69h0JcYnSduhhhn7ejpEk49BQS6w6GLwajEMQmEa+ZGJgUxM8StOdtgdn2p9ni7YpEzBop293NWV6n7eYsFrCcA5ZrwTILhPbHHzHz9pNIibetOLQ6ij9g5+tWdRS9I2JjDPFMJY5TENFq9Qej5RhNyMRFURQRBIHly5czffr0Zr9buXIlM2fORBAEZLmTF+Q1AVFx0VxUV1eTnBy59vVQ7YnVq1czZcoUw57PCOoOS2z9TykF71TrmgS6nRTH2D93I/P4wDsRq4pK/QdHqf1HAUq+Tr0NC8Re1puE/+uHpU/gx2qJsvGwJiou95Fi0ScZ6x8mYbl6LGvWfRuadXJJ8N46eOJTKPDxQWpQL7jtXDjvJLCGLwVp9erVTB44FOn5xchvfQJOHfEXEE85HsutVyJOHBe6GpRtEPDrSZbhYH6T+7DxNg9qq40NsneOlsrsKSQOHA5pgdecjcT3EV+YLV6jaDXvegcc3tW6JuLhXSAbWIfTaoM+Q901Ed0CYtZxmrAYo1+qILpOXYuQzFtVwX6ouQOxwZXoMDhl31/EWGNFwJiksDoCzbY/zRZvV6RD10it8mjOsq7t8cJQrTmL9UoQegd1aLPtzUiJ11scWh3Frdj52u86ilZyiWca8UzGQuvPwJEkLkaLDUWJYjJiY7tALTYvDBo0qKNDaKS+SibvmXJ2vViJ7PR+fSY+R+CEe3uSNSPwZi2qquL6qozav+Yjb63RHWc7vzuJd/fHMtC45h/Kz4eR/rYG5eNd+oN6JWH9/UQs156AEKf9OzF8neolWPodPPkpHPDhgBuWpYmK54wDS3hdgMqeQsYs+Rzn5w9ozkodxDMmYL35csRxo8IXnA5trlO9Ewp3aw5ETyExf6f2O6MQRa32YYN42JDK3H8YJBqfVhpJ7yP+YLZ4g8ZRA0V5jKr4GRavaHIkFu81Ns0zNtEtHA5vLiL26A+W9n807nLr5CY67wBQZKgtcDsQW4iILoNT9hNzIHU4dUoyCak9/BD/kj2+TwSx450/wWC2/Wm2eLsiYV8jVQVlrbs5y1Labs6SCJY5mqgoTjBMyDfb3oyUeD3jcHHALSiuRqbtC0YiGcQzhXimEkP/UIZpKFFxMUoUk9FV3b5VVVVkZWV1aAyyU2XP65Vsf6KM+nLvJ7px3S2MuD2D+rGH6DsqcHHE9WMltX/dh/Sdfq2+mKnpJN47AOsY45ysypZizan44U79QT0Tsd45EcuvT0CIb37yYdg6OVyw5Bt4ejkcKtMfNyIbbv8VnD1WE6rCiLJpO9Jzb6KsXEucXhKAKCKeMw3rTZcjHhcZH3bAY53qaiE/r6mZSoOIeGCv5lI0iobOzJ4uxEHHQb/BYAvfBZNIeB9pD2aL1y9UFSqOaKnLDSnMRTugKA/KtDRPw6oKJ6a1diFmDYfMbEPfLzrlOvlBdN4+kOu1ZioNLsQGIbFqp7GNUwQRkgdpHYZTj9Nu046DlKGaSAgU7tjB8OH+11frLJhtf5ot3q5I2NZIKQL5NXdzlj1tjxcnaoKi5VIQjL8wa7a9GSnxVtceopYN2FmFi7bXUSDWXUdxGjZGI2C+JlAhFxe7eL+YKFEMp6u+phyOjutiqCoq+z+sYcvDpdTu995AxZogMPTGdIbekEZMosimTfoNT3wh7aih7u/51K8o1R1jPSGZhHsHYDstPaBjeEPZdlRzKr6/Q39Q9wSsd0zAcsOJCAneHQ1Br5O9Ht5YAwtXwJEK/XFjczWn4lljwlp0XVVVlFXrkJ5djPrDz/oDY6xYLp6B5TfzEPtnhy2+NtmzHT58naz1a+DYQTi839jnT0hqnco8YDj07R8RnZk78n0kEMwWbzNkCYr3tRYRD+VBnf5Fk4BI7enhQvSoi5jaMyzvD6ZepyCIzhuQ6qByp4cD0X1btQdU758XAkK0aYJhmltAbBATUwaDxfcFmug6mQOzxdsVCekaqfXu5iwvgbKCtuvv9XQ3Z7kWxKGhiwvz7c2OildFRaYIBxtw8hMpg7dQ1eY6Cu46itOa1VE0KyH7pJ+WlkZlZSU7duzg7LPPDtVhokTpcthsto4OoUPo169fhxy3+FutA3T5Fu+poIIFBlyWwojfZRDfo+kttb3xyvvt1P2rAOfSYtDRjy1DEkj4U39sM7sZVqtPyTumiYrvbtc9LpnxWG+fgOXGExESfe+/gNepzgmvrYJnV8IxH6lh4wZqTsWpI8IrKroklI++RHruTdSd+foD42KxzPsV1uvnIPTpGbb4fKKq8P2X8OojsHY5ACnBPmdaZpOAONBDSOzVN+wdNttDR72PBIop4nXUwKGdHgJiHhzaAYd3G1sPETTHYd/joI9bPGxwJCYZ5nUMCFOsUwjoUvN2lrvFwzyG1W6EL/PdnZkL0f/nGQDWxNYuxNThkNQfxMBO27rUOnlgtnmbLd6uSEjWSNnm0ZylrXRZC1jOBct1YJkRUHOWQDDb3gxnvCpOnGzGyQacbECmuPF3vj4OW+nnrqM4xWsdRbMSMnFx0qRJfPzxx9x7773k5eXRp0+fxt/t2dNkC33wwQf9fs777rvP0BijRDEjtbW1pKamdnQYYWf9+vXMmDEjbMer2OHkl7+XcmSVfn2TvjMTGfWHTFIGthbc/I1XOVZP3aOFOF45BC7vJyhi31gS7sol9tJeCBaDRMVdJUh/X4vy9lb986KMeKy/OwXLjSchJPuXutrudapxwCtfwXOfQZl+XUlOGQK/+xVMGhZeUbG2DnnJx0gvvQ2H9BvJSPGxxF53Kdb5sxEy08IWn0/qnfDpEk1U3Lk5sOfomdW6ocrA4yCju7Gxholwv48ES8TEq6pQWawJhy1diKUHjD2WIFKb1JPEISc2dyH2GQbxkdnMLGLWKcx0unmrCtTuh8o87asqr1FQxNH0/m+Ir8SW4eFC9BASE4y/QNPp1slPzDZvs8XbFTFsjdRKd3OWl0BZ3/Z4YRhYrwPrFSD0Cv747cRsezPU8UocwslPbkFxK+DfhVSRdHcdxWmmqqPYHkLWLfrnn39m0qRJ1NXVeXXYNBy2Pe6brlprLtREu0VHMRKz74m6Qy62PFxGwbvVuqJbt5PiGHNPJt1ODPwUQ6mWsD99APvCA1Dn3TIvZMaQ8Lsc4q7pgxBnTN0NZU8p0j/WoizZCorOBNPisN52CpabxyOkhKgeXlUdvPwVvPA5VNTqj5s0HH53Lpwa2pSPlqgl5Uivvov82vtQ6aMLcq/uWK+bjWXurxCSE8MXoC8qSmHJs/DmU1BypO3xgqClLTcKiA3pzMMguetdyOjSyBIczfeeylxbYeyxbPFaZ+Y+wyFrmCYi9hkGvQaDzbiO91GitEJ2QNWuJhGxQUCs2gly250720V8n+YOxAYhMa57RLu8o0SJYjCqCsoaTVCU34E2uwQngWWuO+35lOj7RQeiuRO3NgqKMn58tnYjEEssp5DANGyMCUkdxS7RLXrs2LF88803/PnPf+bbb7+loqLC67iuWj8uSpRAKS0tJTOz89in/WXx4sXMmzcvZM9fXymz4+lydr1ciaLTATp5YAxj7s6kz/S2O0Drxas6ZBz/O0TdY4WoZd7rMQmJFuJvySbuxr6Iyca8TSv55cj/WIv85maQdd53U2Ox/vZkLLeejJAa2Ml9m+tUXgMvfQkvfQFVPj5YTR2hiYonhVegVgqLkF94C3npp+Cs1x0nDOqH5YZ5WC44C8EWE/L96RcFu+C1x2DZK+Dw8bdNzSBv+CkMu/gKTUjMHQJx5q7x4i8RsU7tIGTxOmrh8M6mRioNAuKR3SDp7/uASOneJBw23PYZBt1ydJuqRNfJHET8vB0lHg5EDxGxJh9DU5kRICm3dSpz6nCwdfwFmohfpxBhtnmbLd6uSEBrpBSB/ApI/wN1b9vjxUmaS9FySUiaswSC2famEfFKHG5MdXayBfD/s5FIBrGcyI9r6zjjtFsRSQgqFjMRMueiL1asWMGsWbMQBCHqRowAos7FKEZitj0hO1X2vFrB9ifKqa/U6QDdw8LIOzLoPycF0RrYlUNVUnC+VUzdvwtQDnmv34hNIG5+Fgm/y0HsZkxtTaWwAvmfa5Ff/0VfVEy2Ybn1ZKy/PRkhPUQiU1k1PPe5lgJd46PQ8pmjNVHx+AGhiUMHZctOpGffRFm+GhT94svCiaOw/mYe4hkTEMLcndorqgo/rYFX/gurPta+1yN3CFx1O5x/FcR3nQ86XRZVhcqj3l2IJQY38hEE6N6/uYiY5RYRk7vexbAoYUSRobawSUSs2NEkJjpLjD2WYNUaqHg2VEkdDqlDwRp9T40SJYobtR7kD7VaispK2mzOIvQGy9VgnQ/ikLCEGKU5KvXUs9XdjGUDMofa8WgRG8OJZRyxjMNKLgLhc5p2CeeiL4xqRBAlSlekvLwcm83GwoULeeedd8jLy8Nut9OjRw8mTZrELbfcwqRJkzo6TMNZtmwZF1xwgWHPpyoqhR/UsOXfpdQd1OkAnSgwzN0B2prQPiGpIV5VVan/uIS6f+Qj79ap3yhC7KW9SLgrF0u2MemAamEF0r+/QX7tF5B0PtQk2bDcfBLW205FyDBGVGy1Tscq4dnPtGYtdTqiKsCM4zVRcVQYizCrKsraH5GfW4zy7QafY8UzJ2K98TLEE0d5/b3R+7NNXC5Y8bZWT3H7Rt9jx0+Fq++AKec0OsXCHm+EYLZ5+xWvImupzA2NVDydiLXlxgYUE6elMrd0IvYeYmgqc6dcp05IWOct1bVOZa7K034mG9wZNCYVUoe5hcNhkDIM0hqaqsRo8556gbHHDCHR/WkOzBZvV6TNNVK2uJuzLALaurhhBcuv3GnPM7SLFxGK2famv/FKHMHJRne682ba505MJ5YTiOVEYhmDSGuXqdn+bkbQIc7FlStXMnPmzKhzMUKIOhfNxZ49ezjnnHPYtWuX7pg//vGP/OMf/whjVE2Eak/Y7Xbi440RwI6sreOXv5dSsVWnA7QVBl6eyojfpRPXLbB/9na7HcuPDur+ug9pk37NPts53Ui4uz/WocbU61MPViE9/A3y/zaBS0dUTIzBcpNbVOxmrNuicZ2OVMDCFbBoDTh0/lkLApwzDm47B47LNjQOX6iShPLJKqTnFqNu360/MMaK5YLpWG6Yizg41+dzGrk/fVJZDu+8AIuegOIi/XFWK8yYA1ffDiPGtfp12OKNMMw272bxOmrh8K7WLsTDu4xPZU7u1sKB6L7t1k83ldlITL1OXQjD562q4DjWOo25Ks/4rswACdlNAmLj13CI6+mzvpnZ1tts8RqF2eZttni7Il7XSK0EaTHIL4PyY9tPIgz3aM7SMzSBGozZ9qZevCou6tmGkw042IDMwXY8q0gMw4jjBLc7cUCb7sRw/d26vHMxSpQogVFfX8+5557bKCyed955XHTRRaSnp7Njxw6efPJJioqK+Oc//8mAAQO4/vrrOzhi49i4cSMTJ04M6jnKtznZ/PcSjqzRr0fX95xERv8hk+T+gacluzZVcfT3m0j8Rf9EKGZiGgn39ifmRGPqMamHqpEe/hb55Y1Qr3PRJt6K5caTsN5+KkL30DQf2frZGk5aXwKL14LTuyMUUYDzx8OCc2BIn5DE4Q3V7kB++xPkF95CPeijGHNSApbLzsM6/xKE3j38em4j9qdP9u+F1x+H914Gu48GOClpcOlv4LJboZf+h4uQxxuhRPy8PbsyH95J+U9fEa9Wat+XFBp7LEGA7rne6yGmdDP2WO0k4tepBWaL1ygCnrcia3UPW4qIlXlQX2ZskKKtKZU5xUNATBkCMYHVMzPbepstXqMw27zNFm9XpHGNVAWU1ZpLUX4HaMs9nexuznIdiONN15zFbHvTM16Jo421E+vZjNrmWjUhkubhThzr1Z3obxxdhQ4RFwcNGsT999/fEYeOEsXUvPbaa+zcuROAu+++m7///e+NvzvvvPOYP38+o0ePpri4mPvuu49rr70Wi8X4rlQdQVZWVsCPrT3oYst/yih8T78DdPfxcYz+Uze6nRB4ap+UV0vdP/Op/6QEPenOMjqJxHsHEDM13ZASEerhaqT/fof84gZw6oiKcVYsN5yI9Y5TEXqGqDj0/mPw9ApOXLJWPw3bIsKFJ8Nvz4FBvUIThxfU8krkV99DevU9KK/UH9gtA+u1l2C5/HyE1OR2HSOY/amLqsKm77TU5y/e911PMXsAXPk7uHA+JLa9xiGJ1wREzLzrHVC8Bw7t1NyHh3Y23bdXNQ4zRHqPiYXeQ1vXQ+w9ROvYHIFEzDr5idniNYo25+2q1Towe6YxV7pTmRWD3ba2tKZaiJ4iYlIuiMae7phtvc0Wr1GYbd5mi7crkpMtgOuv7uYs+9p+gDhZS3u2XAJCaC7qhwMz7U0VF30H1lLFyzjZgMSBdjxaJIYhxDKOuEZ3YuDZGmb6uxlFh4iLAwcOjIqLUaIEwEcffQRAz549vb6GevTowX333cctt9zCkSNH2LRpEyeeeGK4wwwJkqTjgvNBfYXM9qfK2f2KfgfolMExjP5jN/qclRCw2CcX2Kl7uADn0mJd8VIcEE/i3f2xndcdQTRAVCyuQXrke+TnfwKHzt8m1oLl1+Ow3jkBoXf7xDK/2X0InlwOy34AWfGeIGC1wOxT4dZZkOufE9AIlAOHkV96G/mtT8Cuf6VS6N9X6/x84XSEuNiAjhXI/vTxZPD5e1qTli3rfY89YRJccwdMOw/acSHB0HhNRFjn3cKF2Hh7aCccK9CcD0aSnNmUvuzpROzeD0RzXWQy2/40W7xGIUmSO5W5uHktxIZU5lqDGwcBJPZrkcrsFhPjuofNDWS29TZbvEZhtnmbLd5Oi6qAWgTqHu1L2e2+3UPfzK3gaqM8g9DHozlL5ygZZoa9qeKkluXU8h62XhX4yPFphkiq2504zu1OTDEsJjP83YwmmhYdJYqJ2Lt3LwBjx44lNta7CDJ+/PjG+wUFBZ1GXCwr8z9VSnYo7H6lku1PlePy1QH6zgz6Xxp4B2j5sBP7I4U4Fh0GyfuHDbGXjYS7comd2wshJvhaZeqxWqRHv0d+9kew6/zTslmwXHsC1v+bgJBl3D/JZmwphCc+heUb9R11MRaYOwlumQnZ4UuzVLbvQXruTZSPvwYfdX2FMcOx3nQZ4lmTEIJ0+LZnf+pSXQnvvqSlPx/2cVJuscD0S7QmLaPH64/zgSHxmpCQzLvBhegpHja4ET1ciIYgCFrdw5apzFnDOzyV2UjMtj/NFm9AyE6o3ut2Iu6Eqp30KvoJfjoI9RXGHkuM1dKWW4mIQyKiK7PZ1tts8RqF2eZttnhNjSqDeqBRNGwuJO4FdGqy654uWMFynjvteXpEN2cJhEjem02i4rso+MhOakQghsHuVOdxxDAwKHeiLyL57xYqOtfOjxKlk/PFF1/gdDpJSdEXjKxWq9f7ZmfYsGFtjlEVlcL3q9nycBl1RTodoJMEht+UzpBft78DdANKaT32J/Zjf/kQOHTcR6kWEm7rR/yvsxDig3cNqaV1SI99j7zwR6h1eR8UI2K55nisv5+IkG1MLcdWrN8NT3wCX2/VHxNrhcsmw00zICsjNHG0QFVVlO83IT/7Jsoa324/cerJWG+8HOHkMYakpoN/+1OXokKtQcs7L0CtfvMfEpPhkuvhigWQFVxX7aDiNTEBz1tVoeJIc+HwsPv+sQLfKeuBEBMHvYfg6j6AmNzRzbsyx3a8uBJqzLY/zRavLqoK9iOagOghIlK1U6uR2MJtG3SRDVtGUyqzp4iYGNluW7Ott9niNQqzzdts8UY8qgRqYXMBsVFI3Ed7OgPrIozwaM7SPfjni1AicW+2R1QUSCaWE4hjHLGcYKg70ReR+HcLNR2qPNTW1lJeXo6i+JcalJOTE+KIokSJbHr16kVFRQVpaWm6Y378salT2fDhw8MQVXhYs2YN5557rtffqarKkdV1bP5HKRXbvX9YEKww6MpUjrstg7jMwE5alCoJ+8IDOBYeRK317ogTEi3E3dSXNf23MfPS4N+z1DI70hPrkJ9eDzU6H4SsIparxmC9axJCv7Sgj9k6CBXWbNdExXX6XcqJt7F3YjYD/30T9AxBHN5Ck2WUFWu0zs+b8/QHWiyI552B9YZ5iMMHGh6Hr/2pyy8/aPUUP3/Xp8OSPv3gytvg4usgyZgPRAHF2wloc971Djiyu0k89HQjGu1CBEjv426iMtRdF3GYdtstB0SRlR9/HF0nE2C2eJHqoGq3FxFxF7iM3ueCVvewQUBMGdZ0P86cbluzrbfZ4jUKs83bbPFGBKoL1IJW6cuagJgPhCItNQWs88ByLYgnma45SyBE0t70V1SMYZCHO3EQAuG/YBVJf7dwIaiq0ZfbfaOqKo899hjPPfccu3fv9vtxgiB0ybz1cBBM+/Ldu3cjSRJWq5XBg73XlVBRkdrRmakzYCWuzfb0oUBVVU466SQ2bNjA6NGj+eWXX8Iegz97wkjKtjjY/PdSir/R7wCdfW4So+7KCLgDtFonY3+pCPuT+1HLdd6H4kTir+1D/G9zELsF3mm68ZgVDqQn1yE/tR6qvKdnYBGwXDEGyx8nIeamB33MVigKfPaLJir+UqA/LiUe5p8Bvz4DMkJU27EFqsOJ/M4K5BeWoBYW6Q+Mj8My91ys112K0Dd8TWR0kWX46gNNVNz4re+xo8bDNXfCWRdBJ3IhdzjeXIiH3CJiCF2IjSJin6FNLsT48LxeonRBVAXqipq7Dyt3hq4WoiUOUoY2FxHThkPyYLBGZuOgKFGimADVqQmFjcLhbg8BsRDwcXE2KBJBGKTVTRQGgTjIfXsSCJ0/gyDS8FdUjGUcSczFxtAwRtexBKPlGE1Yz1ZkWeb8889n+fLlgCaEROn8SDjYzOsdHUZYGc2VxBCaD9OlpaVkZmZ6/d0LL7zAhg0bAFiwYEFIjt9RLF68mHnz5jV+X7PfxZaHS9m/rEb3Md1PiWPMPd3IPD6wDtBqvYLj9cPUPVKIelTPNSgQd0Vv4u/oh6V3Ux3MlvH6fcxKB/JTPyA9+QNU6oiKooB42Sisd5+GOCAEaceSDB/+CE99CjsP6Y/LTIbrz4Krp0KK9kEr0Hn7i1pZjfz6+0ivvAsl5T5iS8N6zcVYrrgAIT1EKeIetDnv2hp4/3/w+mNwwEeHQVGEMy/U6imOPTVkV8RDvU4RgaNWcyEe3uV2Iu6idOt3ZDpLQuNCzMjSXIcN4mGDG9HtQgyELrFOXjDbvDs0Xle15jhsKSJW79IcikYT30sTEVOGsnFvLSdMu9ydypwDQmjqVkUa0f1pDsw2b7PFayiqXUtVblb/0C0kqvvR7ZYYNMkgDHYLh4M9BMRBQM9Wn8G0Nep6wmJH7k1NVFzhFhUrdMd5iopavB0vLnbF13RYnYuPPfYYd9xxBwCxsbFcfvnljBo1ymeKpydXX311CKPruoTauejCHhUXw8BPP/3E5MmTsdvtnHLKKXz77beIAZ7QBkOonYvOcpntT5Sx57VKFB29L2WIjTH3ZNL79MA6QKuSgnNpMXUPF6Ac0BH4BIid3ZOE3+diyQ1+rdUqJ/Iz65EeXwcVOk5fUUCcO1ITFQd5F5iDwumCd76HZ5ZDwTH9cb3T4aaz4bLTID6w7srtRT1UjPTyUuTFH0GtvktVyOmD5fq5WGbPDLjzs6EcOQhvPAlvP6c1bNEjPlFLe77yNsgeEL74zI4saW7Dw7uaiYgc3gVlB40/XtSFGKUjUGSoLWxdB7FyJ9h9XAAKFEuc1jzFLSKS6r5NGQK20F+siRIlSidErdOapbRKX94D6kFCJyCmNbkPGx2IbiGRbl0irdmMBCIqdlW6rHPx1VdfBSA1NZUffviBIUOGhPPwUaJ0CrzVXCwsLOT888/HbreTkZHB4sWLO0RYDCUfvfcJg45MYMfT5biqvNdpje9pYeT/ZZI7OxnREoCoqKjUf3SMun8VIO/Wd3zYzulGwh/7Yx2WqDvmYz9rpak19cgL1yM9tg7KdEQzAcRLR2K95zTEISGoUWV3whtrYeFKOOLDDZjbXev8fMkEsHn/9+HvvP1F2ZWP9NxilA8+1xyVOggjh2C98TLEGZMROiCFuNW8t2+EVx6BFW+Br5IevfrC5Qtg9vWQkhbyOBswep1CiqpCZbF3AbF4L8g6DY6CocGF2FADsUFEzMwO2IUYCKZaJwMx27wNi9dZ7r2ZStUeUHQudAVDQraHcOghIiZm++VCNNs6GYXZ5m22eI3CbPM2W7xeUavdAmLL9OU9oIbgQkgjma3TlxvvG3cxvlOsUQCEc97+i4onuEXF1k1TImWdIiWOcBLWM7Bdu3YhCAK33357VFiMEiVAkpObu2OOHTvG9OnTOXToEHFxcSxbtozc3NyOCS4EKLJK4bvVKA8PZ/ORUq9jYpJFht2cxpDr0rDGt//EX1VVXF+UUfuPfOQt+mnWMdPSSbinPzFj226qMXnyZN/HrK1HfvYnpMe+hxIdIVMA8eLjsN4zGXF4CLrQVdXBK1/DC59Dmf68GdoHfnsO/OpEsPouiNzWvP1BVVXUHzdrouKX3/kcK552IpYbL0eccIJhnZ8DYfLkyVqNylUfa/UUf1zt+wHHnaDVUzx7NsTEhCdID4xYJ8OxVzelMbcUEUORxhwT15S63CyVOXJciBG5TmHAbPNuV7yKS+u8XJnXQkDcCQ4fjvFAsSY1uRAbxMPUYVotxBj9C2T+YLZ1Mgqzzdts8RqF2eZtmnjVSi8dmN1CIsUhPHAPj7RlTyfiQBBCUHfcC6ZZI4MJx7yNEBUbiJR1ipQ4wklYxcWkpCQcDgcjR44M52GjdDBW4hjNlR0dRlixEliNP39wOBwkJmonBNXV1cycOZNdu3ZhtVpZsmQJp512WsiOHU5UVeXQ53Vs/lcpVbu85z+LMTDwqlRGLMggNiOwLmCubyuo/fs+pPX64oX15FQS7+lPzIQ0v583Ly+P8ePHt/q5WudCfv4npEe/h6O1uo8XLxyO9U+TEUf08PuYflNWDS98Aa98BVX6KcaMzYUF58BZY/x2a+nN2x9URUH5/Fuk595E3bhNf6AoIp4zDetv5iGOjIALVfY6yp75Gymr34dCH43KBAGm/grm3wnjTuvQVJxg1ikoJBcczdcEwyMtBMTyELkauuVogmHvoRTWx9Lv1Okd4kIMhA5bpw7GbPNuFa+qgrPESzOVnVC9F1SjGxS6OzI3S2F234/vE7L3GrOtk1GYbd5mi9cozDbviIpXLW9KX24mJO4GSkJ3XKF3C9dhg5A4EIS2L+yHmohaozASynmrOKljBTW8h4J+9pQ/omIDkbJOkRJHOAmruDh27Fi++OILDh4MQR2kKBGLgBD2+oOdGYtFE9GcTifnn38+GzZsQBAEXnrpJc4///wOjs4Yjq6zs/mfpZRu0O8ynnNeEqPuyiSpX2CuL9emKur+no9rlf4/MsuoJBL/1J+Y0zPa7YrLyGjeaEW1u5Bf3Ij032+h2IeoeN5QTVQcHYLOxofL4bnPYNFqsOsUrAQ4dYgmKp52XLtPSlvO2x9UZz3yss+Qn1uCus9HF9O4WCyXzsJy/RzE7D7tPo7hHD4Ai5+Bpc+TW1mmPy4uHi6cr9VTzI0AMZTA1slvVBXKDzeJhoc9BMSj+7Q6iUaTmN7kQuw9pOmr1yCIbSq+7tqzBwYNMv74ISKk6xTBmGbeshOq95Ct/ghbvmwuItb7KDERKLY0L3UQh0LKIK1OYpgxzToZjNnmbbZ4jcJs8w5rvKoKlDYXDT2FRHx8pgkWIUuredhMQBzkFhCTQndcAzDbnjKKUMw7FKJiA5GyTpESRzgJq7h4//338/XXX/Piiy9y4403YrPZwnn4KFE6BYIgIMsy8+bN4+uvvwa0ZklXXXVVB0cWPOXbnGz5VymHv9avd9hjQjxj7skkY0xgJ1JSXi11/8yn/hP9K6+WwQkk/DEX27ndEcTAHB9Wd90/1SEhv7wR6eFv4Yh+6rF47hBNVBzbO6Dj+aTwGDy9HJZ+B/U+hJ3TR2qi4kmBN+KxtqPeoVpVg/zmh0gvL4Wj3lPeAUhLwXLVRVivvgghMy3g2AxBVWHTd7DoCfj8XZD160DSrRdc/luY8xtIC0EDniBozzrpUlflISC2EBEdPtLsAyUmFnoNbnQhNgqIfYZCsn9/X0PmHUbMFq9RRNS8FRlq92sdmT2/qndBTSGgYui7tmCB5IHeRcS47hHVfCCi1imMmG3eZovXKMw2b8PjVVXgaOv05UYB0UeTuaAQQMhu3jyl8f4AEMzbbdlse8oojJy3/6Li8SQxr12iYgORsk6REkc4CeuMJ0yYwKpVq3jwwQeZOXMmf/rTnxg7dmyXVHWjRAkUl8vFLbfcwvvvvw9oov2CBQs6OKrgqM6vZ+t/y9j/gY96hzkuTnkoh97TAusALefbqXu4AOc7xboN6cScOBJ+n0vs7J4IATSE8eRQ/gH6flaC9K9v4FC17jhx5mBNVBwXAiferkPw5KfwwXqQvTfBQRBg1gmaqDgyJ+hDFhUVtVnzUz1agvTSUuQ3P4RqfRcnWT2x/noOljnnICR0sPu53gkr3obXH4dtG3yPHTpaq6c4cw7YIqBjtRf8WScApHoo3uddQKw4YnxgggDd+nm4Dz1ExG7ZIAZW/qABv+cdIZgtXqMI+7xVFRxHWwuIVbugeg8oPpzegRLbzUsa8zBIHqDV/DAB0f1pDswWr1GYbd4BxauqoB72nr6s7gFCcKEPABGEfi0aqLg7MAv9QQi/kzocmG1PGYUR8w6HqNhApKxTpMQRTgRVVUPV970VDemcgSAIApKvjptRAiaY9uW7d+9GkiSsViuDBwfudoriP3fddRcPP/wwAAsWLODxxx/v4Iia0549YS+W2PZ4GfsWV+mWoErMsTLq/zLpPt1CQmL7r3bKh53Y/1uA440jIHl/uxN72oi/ox9xV/RGsAVXg02tl5Ff/wXXP9YgFPkQFacPxPqnKYjjs4I6nlc2F2ii4qcb9cdYRLjwZLh1Jgw2Tti02+3Ex3sXApU9hcgvLEF+/zOo1+/wKwwbiPXGeYjnnI4Q08FX/UqK4a1nYclCKG2jUPnkWZqoePK0iHIXeaPZOqkqlBV5dyEezdecW0aT3K2587Dhfs9BYAvdSYmv/RmJmC1eowjZvOuroHq3dxHRFYKmQaINkgd578gca/4L69H9aQ7MFq9RmG3euvGqitZpWW3RgbnhFv1sn+CwgJDrIRp6Con9Qeh6GYhm21NGEcy8wykqNhAp6xSuOILRcowmrGdtYdQxo0TplDz77LONwuKIESOYMWMGK1as0B2flZXFqFGjwhWe39RXyuQtrGDXSxXIDu/vC3HdLRy3IJ0Bl6VisQksW7aMCy64wO9jKCX11D2xH8fLReD0fgwh3Ur8ghzir81CSAjOEaXWy8iv/Yz072/hQCV60pJ4xgCs905BPCUEb/w/7IInPoFVPpqh2KwwZyLcPANyjO9AvXLlylbrpGzYqnV+/vwbd5qOd8RTj8fym8sQp4zv0M7PgOZOfP1xWP4WuHy4luIT4YKr+aLncM684dbwxRcojlr4+VMKP1/KsGRBa6pyeBc4Q3ByEhPXvP6hp4iY1DHCirf9GcmYLV6jCGreshOq97VOYa7aBfYQuG0Bu5BOfI8xrUXExNyg3baRTHR/mgOzxWsUppq3KrNm9eucfdbA1unL6l5AvwZ5cFjdqcoeHZgbBcR+IJjDRR0uTLWnDCSQeWui4kpqeDdsomIDkbJOkRJHOAmrc/Evf/lLUI+///77DYokiidR56J5uOaaa3j11Vf9Hn/11VfzyiuvhC4gL/jaE5JdYfcrleQ9XU59pfc03ZhkkWE3pjH4ujRiEtvvIlSqJOzPHMDx7EHUWu+OKyHJQtxNfYm/KRsxObhrLKpTQn71Z62m4kF954s4NVcTFScGn3rcPAAVVm/TRMUffHQqToiFK6fADdOhV5qxMXgLS1FQvl6ndX5ev1l/oCAgzpisdX4ee1zI4/KJJMEX78Oix2Hjt77HZuXCZbfCxddBSlo4oguOojz4fCGseRXqDKyzJIjQPde7gJjRN+K7MUcxKaoCtQe8OxBrC7TfG01Mils4HNLiazDEJBt/vChRokQeqoLmFKwBtRao9bit0W69/azZWG8/qwL0MzqCw6Y1S2kUDT2ERCEbhK5XFy5K6PBXVLRxPMnMxcbwMEbXOemyzsWoOBglStdEcankv13FtkfLsBd7F/zEWIHB16Qy/JZ0YtNbOz0WL17MvHnzdI+h1srYXyrC/uR+1AqdHOs4kfhfZxF/azZiZnDpHKpTQn7FLSoW6YuKwqQcYu6binhav6CO1wpFgZU/a6Li5kL9cakJMP90uO5MyAh9F74lry9idnwm0vNLUHfl6w+02bBcfDaWG+Yi9s8OeVw+qSiFpS/A4qfhyEHfY8dPhSsWwLTzwKPUR1v7s0OQXLDhQ/jsGdj2VXDPldK9dROV3kOg50Ct0YpJiMh18oHZ4jWKxYsXM2/uXHAc83AfeqYz7wbFafyBxVit83LKEEhuISL6aKbSpdcpOu+Ix2zxBo2qAHbee+91LrrwbLyKfL6Ev2ZjWv7M3iFTapu4Fq5Dz/t9tUZRUYKmy72W3Pgz70gSFSNlnSIljnASVudilMgk6lyMYiSee2LQwEEc+KSGLQ+XUZPv/YqsIEL/OSmMuD2DhN7tv96hOhUcrx+i7pFC1GM6V32tAnFX9ib+jn5YegUnhKgOCfmVTZqo6KNRizAhG+ufpyBOyTU2xVeStQYtTy3XGrbokZkMN5wFV0+D5NDX+1Br6pCXfIT00ttw+Jj+wOQkLFdegPWaixF6dHAH5d1bta7PHy0Ch48TBlssnHu5JioOGxO++AKlrAi+fAG+eh7KD/v/uNgETTDs1UJA7DUYktJDF2+Urk19hSYWVu12C4geIqIrFN1MBUjK9eJAHAIJwTcNihIlShuoKlqab10LYa+O5mKf+3vP37d0C3p9jlDVIOxoEpp3YPYUEoU+2gfqKFHCTCSJil2VLutcDIRDhw7xxRdfAHDVVVd1cDRRonQ8lZWVpKamdnQYbeIsk/n8toOUb9F3l/Q9J5FR/5dJyqC2XYQrVqxgxowZjd+rkoLz7WLqHi5AOahzDBFiZ/ck4fe5WPoFJ7CpDgn55Y1I//kODvsQFSflYL13Cp/X7WDG1P5BHbMZThcs/Q6eWQGFPsS73ulaPcV5kyA+9I4y9cgxpP+9g/zmR1Dtoythr+5Yr5uNZd55CEntb8xjGLIMaz7V6imu+9L32B59YO7NcOkNkOG7PmXL/Rl2VBW2fa25FH9a5rsJiyBQ2nM0mcdPay4ipvfp9GnMHb5O7cRs8erS2EhlT5OA2HDrLAnNMeN6ehcQkweAxdimQZ1mndpJdN7mIKB41Xr0Rb8Wop6nEOhL9PP8HSEoXdApSPLSQMX9Pb0ivllcZ8dsr32j8DZvTVT8zC0qluk+tiNExUhZp0iJI5xEvLi4ZcsWrrnmGkRRjIqLUaIAiYmJHR2CT1QZHMckqvMUyrd4f4vpeVo8o/+QScYY/0/wxo8frz2/olL/4THq/pWPvEffbWb7VXcS/piLdUhwfy/V7kJ+eRPSf9sQFU/rh/XeyVgm52rxlqUEddxG6pzwxhp49jM4on9FkNweWufni0/VmraEGGXHXqQXlqB8+IXmptRBGJyL5YZ5WM4/E8HWgYXBa6rgvZfhjSfhwD7fY8ecAlfeBmddDDH+xdywP8NObQWsfhW+WAiHdvoem9wNpl0HZ/4GwZoKGebvVtteOmydAsRU8bpqoHpPCwei+77jaGiOGZPsPYU5ZTDYwncRzlTrZCDReUcoaj2o+e7OwgVMPvUI1K/FuxtQxyGITnmZKC0QgETtS0hEEwc9v08EIantMSRRXplEevrQqIAYwUT8az9EeM47kkXFBiJlnSIljnAS8eJiA9Hs7ShRNOrr67FaI++lKzsU6o5ISHUKsk535vTRsYy5O5Oek9rvXCssKCDpJ5Xav+9D3larOy7mjAwS7+6PdUxwBfZVuwv5xY1Ij3wHR/QdeeKUXKx/mtyqpmJhYSEZwYg3lXXwylfw4hdQ5sMROCwLfjsLzj0RrKFN51NVFWXtj8gvLEFZ+5PPscJJo7UmLaefitCRbriC3Zqg+P7/oM7H39FqhbMv1UTF0e3/MBD0ereX/I1ag5Zv3oD6NmpADZkAZ90EJ18CNk3QL9y0KbzxRghhX6cgibh4pTqo3ttcQGy4tbcjBb89iDZIHujdhRjXMyJOxCNuncJEdN4diCqBWuAWEHc3v1UL8HQGJsQQ1QpJQF/cS6K5GNhijM/HxRn2HlRQuIn0jI5/P4uiT0S89juAwsJC0jMS/RQVx7pFxY5r0hgp6xQpcYSTyFMookSJ4hND6/cZgFyv4CiWcZbru9eSB8Yw6q5M+s5MDCj++m/L6XWvnaqtW3THWE9JJfGe/sScmtbu5/dErXMhv7gB6dHvfYuKU92i4iTvjVri4gJMuyuthhc+h1e+hmofotHx/WHBOXDm6JCnsqr1LpSPvkR6YQlqng/XnyBQe8oY0v/vesRxo0Iak09UFb77XKunuOZTd30nHTK6w5wbta8efQI+ZMDr3R7qHbDubS31ec8PvsfGJsCkKzRRMXdsq1+HJd4IxGzz7pB4ZYeHgNjCiVjXRsOjQBFESMzVHIfJgzliT6bX4Mlad+bEnIivg2i2fWUU0XmHGFUG9UALAXGXW0DMp3MphjY00c4tAjYKeAleXH4tf5bQ/Pfu59i1u4ghQ04A4k1Rj7Crvp7MRFdcIxUnKb03cJTHI15UbCBS1ilS4ggnUXExShSTYbFExkmWIqk4jko4SmXQ0W7ie1sZeUcGuZckI1rbLyq61ldS9698XGsq0EtOtY5JIuGeAcRMSw9KeFXrXMgvbEB69Dso1ndGiqf3x3rPZMSJOT6fLyWlnWnRh8rguc+0FGh7vf64U4dqouJpw0Pu2FErq5Hf/BDplXeh2EddtFgbltmzsFw3m1KbiJiVFdK4dKmrhQ9f10TFfTt8jx02VnMpzpoLscH/82/3ereHI3vhy+dg1ctQXep7bNZwTVCcfBUk6KeFhjTeCMZs8w5ZvHI91OzznsJcewDdN/WgEDSh0C0gkjK46X5Sf7A01d6Vi4qgo95HAsBs+8ooovM2AFUBtaiF87Dh/l7Ax+eBsGKhucDnIQT6Ev1auf/0hEHjT0kTk2LdxzAHXfX1ZCa6yhqpuHCyGQff4OAHEnrV6FZJjSRRsYFIWadIiSOchERc3LZtG3//+9+RZZl77rmH0aNHA7BmzZp2P9eWLfpOpShRuiJOpxObre0GKKFCkVWcJTKOYxKqzn8aQRRIGWRlwuocrPHtv1rs2lCliYpf69cYtAxJIOHu/tjO6RacqFhbj/z8BqTHvoejPkTFMwZoouKEbL+ed8+ePWT5c3JccFRr0vL2t+Dy0YTj9FGaqHjSIL+OHwzKgcPI/3sH+a2PodaHezIzDetVF2G54gKEzDQA9qxe7d+8jaSoEBY/De+8AFUV+uNEEc64QBMVx51mqDjr93r7iyLDpk81l+Lmlb7dlxYrnHQhnHUzHDfFr3kZHq9JMNu8g4pXcUFNgY6AWIjuG3iwJGQ3Fw6TB7nv+99IpUutk4mJzttPVBU44hYMd7VIY94LtFHaImC6gTiI0jKBzMwcAhP9GsbFREQJgvZgtv1ptni7Ip15jVoKiio+SgkRmaJiA5GyTpESRzgR1BAUMxw5ciQ7dmiukeHDh7N161YARFEMSARQVRVBEJBlHyfeUQImmPblu3fvRpIkrFYrgwcPDlWIUTxQFAWxA2rYqYqKs0zGXiyjyjpvGwIcFfajCBIxtph27wnpl2pq/5WP63N9273YL46Eu3KJvbgngiVIUfG5nzRR8Vid/vHOdIuKp/onKjbgcrmI8dUMZGcRPPUpLFsPit7fU4Bzxmk1FUf6dkoagbI5D+mFt1A+XaV1VdZBGJCD5fo5WC6cjhDXvCN1m/M2ClWFDWu1rs9fLgPFh1CSkgaXXA/zboas3JCEY9i8K4rh65c0p2LJft9jM7LgjBtg2q8ho30p3WFbpwjDbPNuM15F0oRCT+GwIZW5Jl9LqwwF8X28OxCTB4I1Puin73Tr1EmJztsDVQWOta5/qOwGdQ+0caIeOOkgDnZ3FHbfNt5P04+3C2C2eZst3q5IZ1sjTVD8BQff4mAdKvomiwZsjCGZeREpKjYQKesUrjiC0XKMJiTOxQMHDgCaKNhw35Noc5YoUQKnoqIirMVhVVWlvlzBXiyhuPRFxdgMC/E9rJQWCKhS+0Q/aWsNdQ8XUP+pfuqtM1Um40/DiLu8N4ItcHFVralHfvZHpMfXQYkPUXH6QKx3T0Y8JbA36GXLljF79uzWv9hcAE98Ass36T/YIsJFp2jdnwf1Duj4/qIqCsrX65BfeAtlnY+YAGH8GKw3zPXZpEV33kbhdMCnSzRRMe9n32MHDIcrFsB5V0JCaFOjgpq3qsLObzWX4g/vgOzyPX7UmZpLcdyvNNdiAIR8nSIUs8172bJlzL74Iqg70FxAbLitydcciqEgvldz56GnEzEmgl9PHYDZ4jWKLjlvtYw1qxZyxrSc1mnMVIXooMnNxUNxMAhD3LeZbT66S64T5pu32eLtinSGNQpEUITIdiq2JFLWKVLiCCchcS7eeeedPProowDcdtttjfcbnIv/+te/OOmkk/x6rvXr1/OHP/wh6lwMIVHnYhRvqKqKq0rBfkTS7f4MYEuzEN/TgiVWE5vasyekvFrq/l1A/UfHdMcIPWwk3JZD3FW9EeICrzepVjuRn/0J6fHvoVQ/BUk8e5DmVBxvsI193S548hNYtU1/TKwV5kyCm2dAdjdjj98C1eFEXvY58gtLUPf6cMiJIuLMKVivn4M4tgM/UBw9BEsWwtvPQZn+fgFg8iwt9XnCWZGdxmWvhrWL4IuFsL+NEiCJaTBlPpx5I/QZEpbwooQRRdJqHVbvafqq2uN2Iu4FJUR11+K6N7kPm90Ogpjk0BwzSpRIptGBuEdzHDbcNtxHv1xLcCR4ERDdt/SI7P9lUaJEiWg0QfFnt6D4g9+CYgxDiWMi8UzEQvcQRxklUDq9c/G///0vN9xwA4qiMHz48Fa/Hz16NFOmTPHruRwOh9HhRYliakpLS8nMbPtKdTC4ajRRUarTTzWNSRaJ72UNqKaitLsW+38Kcb5/VLdvgNAthoQFOcRd3QchwcLixYuZN29eu4+liYpup6IvUXHmYKx3n4Z4kjGi4uLFi5k3d64mJj7xCazfrT84IRaunAK/mQ490ww5vh5qWQXyog+QXnsPSnycJCXEY5lzDpZrL0HM9j/lNtB10mXzes2luPJtkHx0xkxIggvnw+W/hdzwX+ho17wPbIXPF8Ka18DRRqrcgHGaS3HCXK0DtEEYvk4moUPnLddDbYFbNNzbXEgMpQPRltHceeh5a9Nv+tORmG1/mi1eozDtvBtrILYQEBtuQ+ZAjANhkPc0ZqF3yARE065TkJht3maLtytipjUKXFAc5hYUJzQKimaaN0ROvJESRzgJiXNRjwbn4vLly5k+fbpfj1m5ciUzZ86MOhdDSNS5GKUBya6Jiq5qfVHRmiAS39tKTKJ3UdHXnpD31VH330Kc7xSj13ZMSLcSf2sO8ddlISQG4VSsciIvXI/0xA9Q5kNUnDVYS38+sX0163yiKLBiEzz5KWwu1B+XmgDXnqF9ZSQZd3xvIRUcRH7pbeSly8Hh1B/YIxPrNRdjufx8hNQOci65XPD5u5qo+Ms632OzB2iC4oXzITkyhRIApHpY/54mKu5oo7lZTJwmJk6/GQb65/KPEiHIDqje18J96P4KZRMVW5oXB6I7nTk2fGU0okSJGBq7MOsJiPplUYLDBsIAL/UPh4CQBUL4a2ZHiRKla9AkKH6Dg/VBCYpRzEOndy5GiRIldFRVVRne2l52KtiLZeor9AV8S5xAfC8rMcntb8wkF9qpe6QQ51tHQOcQQqqV+Juzibs+CzG59VvTl19+yRlnnNHmsdRKB/LCH5GeWAfl+s5n8ZzBWO+ZgniCgTUNXZLWoOWZFbDrkP64bslww3S4aiokB9/8wBfKhi1ak5aVa312HBaG9sd6/VzEX52BEBt4N3J/18krZcfg7edhyTNaGrQvTjlDS32ePAssgYvQRqE775L98OXz8NULUHnU95P0HAhn3QRTroHk0LqTg1onE2PIvF01bufh3tZpzHUH0bVjB0tMcmsBseF+bGanSps02/40W7xG0eHzVmVQD7RIX97tvr8X8HEhLQgUxYJoGeA9jVnIAaHj/yd50uHr1EGYbd5mi7crEolrFIygGM9E4vwQFCNx3r6IlHgjJY5wEnZxMdrMJUqU4IiPN06MUlwq9mIJZ5m+qCjaBOJ7WrGlBSAqHnRgf7QQx5tHQPL+2heSLcTd2Jf43/RFTNXvqDVy5Eifx1IrHchPr0d68geo8CEqnjtEq6l4vIGiot0JS76FZ1fCwVL9cX0y4KazYd4kiI/VHxckqiyjfP4N0vNLUDf6qPEIiJNOxHL9XMTJJ7V7fb3R1jp5ZedmzaX48RtQ7+NkMDZOa85yxQIYHMBxQkizeSsKbPlca9Cy8WPfbjVB1BqznHWz1qglTJ3gA1qnToDf866vbO08bPiyHwldgDEpTa7D5IFUqt1JzTpR+1lc16m7Zrb9abZ4jSIs81ZdoBZ6dx+q+4AQlRMgRnMgCoNAHOSRzjyQY8fi6Nmz45wh7SW6P82B2eLtikTKGmmC4iZ3ynNoBEVPImXe/hIp8UZKHOEkrOLisWNaEf7UVP9T17Kysrj66qtDFVKUKKbDiLb2iqTiOCbjKJH0ax5aBeJ7WIjNsCCI7TuhVWUVeU8t5b/5AXQ6TAuJFuJuyCL+pmzE9Lbnc/ToUXr27Nn6WBUO5Kd/QHpqvW9R8VdDsd5zGuJYA0XFyjp45St46UsordYfl9sDfjtL6wBtC93brmp3IL+zHPnFt1ELi/QHWi2IvzoD66/nII4wtpyB3jq1Qpbh6w81UfHH1b7H9uoLl90Kl/wa0kLr6AuUo0eP0jPBCqtf0VKfi/f6fkBqTzj9ejjjeuiWE5YYPfF7nToZjfNWVXCWugXDva3TmJ36neuDJjbTLR66v1I87rdwIO7fsoVRPUeFLpYIxWz702zxGoVh81adoBZ4CIe7PQTEAnRTHoImDoSBTeKhp5AoZOs6EI8e3WIqcTG6P82B2eLtinTkGjUXFH9A9bO0gyYoTnILioE1izTb3oyUeCMljnASVnExkCYUI0eO5H//+18IookSpeuhKiqOEhnHMRlV1hH9RIG47hZiu1kQLe0UFV0KqkNBOeJEPVjvXVhMEIm/Lov4W7IRMwNPv1UrHEhP/YD81A9Qqe92E88fpjVqGdMr4GO14mglvPA5vLYKanw0nRqeBb89B849ESyhc6Spx8qQXn8f+fVlUF6pPzA5Ectl52G95mKE3j1CFo9Pqirg3ZfgzaegqMD32BMmwhW3wZkXgjVCq3ioKuz9kayP/g47VoKrjSZkwydrLsXxF4I18P0fxQ9UBeoOaeJhzT6o3kv2gQ2w/5gmIrp8vFaCJb5Xo/uwmZCYPBBi00N33ChRIhXVrjkNW3ZfVveAuh/dQsxBk9jCfeghJAp9ojUQo0SJErGo1LdwKPorKA73cCgGJihGiRIIEXq2FiVKFD0CcS2qqoqzTMZRLKPopCcjQFymhbgeVkRr+0VF5Wg9SqkLXIp3N2ScSNz8PiTcmoPYo/2iSo8emhimltuRnvwB+en1UOVDVLxgmJb+PMrAK0YFR2HhSlj6LTh9dC4eN5DyK04l/ZLJIU1zVfYUIL/4NvJ7n0F9vf7APj2wXjsby5xzEZITQxYPNK1TK/blwaIn4INXwe7jw5E1BmbN1eopjhgXmiCNoK4Kvn1Tq6dYsAmfLTPik+G0q+CsGyE7MlIkdNfJbMhOqCloqoFYs9fjfr7WYMWDNCOPndDXu/sweYBWH9EAOs06tROzzdts8RpFq3mrtVqtQ2V3C/FwD6gHQxhJihcBcbB2S0/DywmYbb3NFq9RmG3eZou3KxKONWouKP6Ain5TSk80QbHBoWhslo/Z9makxBspcYSTqLgYJYrJsNvtfguMqqriqtQ6QMv1+vVOYzMsxPWwYLG1TwhTJbeoWOLSNx3YBOKu7kPCghzEXoHXGcz7fhMZv8QiP/Ojb1HxwuGaU9FIUXH7AXh6OXz4Iyg+6sZOGwm3zoKTB7Pxq684IwTCoqqqqD/8gvTCEpQvv/M5VhgxGOsNcxFnTUOICc/b/datW5tSABQFvlkJix7Xbn2R2RPm3gSX/ga6G+gyNZq9P8GXz8G3i8HZRo2bnFGaS3HS5ZrAGEE0W6dIp77So4FKCxGx9gAha6AiiJDYr7UDMWUQJA0Aa2ibMYHJ1slAzDZvs8UbFGo5KHtB3Ud1+Up6pqkeAuLhEB44w3v6sjgI6BbWeqRmW2+zxWsUZpu32eLtioRqjTRBcSN2vsXJej8FRaGFQzF0ZYPMtjcjJd5IiSOcCGq0w0qXJ5j25bt370aSJKxWK4MHG1u7LUrgqKqKVKNQd0RGtuunGtlSReJ7WrHEBSAqHnOhHqtv1asiXz5IfakDIb+efnvTif9dDpY+cYFMQztWSZ2W/vzMeqjWcecJIF50nCYqjjDwKtH63fDUcvhys/4YUYBzxmmi4sjQ1c5TJQnl09VILyxB3bLT51hx2ilak5ZTjzekSUu7qa2BZa/AG09CwS7fY0eM01yKMy4FW+ia3ASFvbrJpZi/0fdYSwycMlvr+jx0YpdpwBEUqgr2w/oCotNHk6RgEayQ1L+F89AtICbmgiWauh6li6EqoB7SHIjqXreQ6HGf8hAevLu7aUqL9GVxIAg+/eFRokSJYiqCExQnEcepIRUUo5iHYLQco+lQ52JVVRWVlZV+d5DOyQl/0fsoUSKN0tLSxvqlkiTxhz/8gUceeaTx93++5z7+79o/IdXqi4oxSSLxvaxYE9opKsoqyrF6TVTUq68uaM1aYiakkfSbIe16/mbHOlKD9Pg65Bd+glqdbpACiBe7RcXjDBIVVRW+2qKJiut364+zWWH2BLjxbBjQ+qrU4sWLmTdvXvDh1NQhv/Ux0svvQJGPLrW2GCwXnIXl13MQh/QP+rgBcWAfeffdyrBt30JNlf44iwXOvEgTFY+fELkC3L4NmqD47ZvgqPE5tCa+G0nn3wFTr4W0yL9KadT+9Bu5HmoLdQTEfSD7l/YTEJZ4LVU5aSB5h1wMO/HcJjExMQfEyE3iCPs6RQhmm7fZ4tUaqOQ3Fw+VfW4RcR+gnx0QNEJv7+5DYSAI/jd87EjMtt5mi9cozDZvs8XbFQl2jQIVFG0MJ64DBUWz7c1IiTdS4ggnYXcuqqrKww8/zMKFC9m/f7/fjxMEAUnyUeMsSsBEnYvm5PDhw8yZM4e1a9c2+/ldN/6JP9x0r9fHWOJFEnpZiEn23gFRD1VWUUrqUY/6EBUBMcPKPvtBJCXwPaEeqER69Hvk/20Ch85rXgBx9gisfzwNcXj3dh/DK5IMH/+kiYo7fNSGSoiFK6fA9WdB79A1ZlCPHEN65V3kNz6Eah/CVmoylisvwHrVRQg9OuAKpqrC91/AG0/Bqo+07/VIzYDZN8C8m6F3dvhibA/2ai3l+avnNXHRF6IFxv0KTr8BxkzXvu/KuKpbi4cNAmLtflrZnI0kNlNLXU4a6E5h9viK7xVt2hCl66GWuxuoeHEgqgcJWTkBcHda9iYgDgAhKXTHjRIlSpQIw6yCYhTz0KWdi7Nnz+b999/3260YJUqU5pSVlbF161bmzJnDkSOak23eRZez+L03dB9jiRWI72UlJkVsV5pso6h4rB7Vh7YvplsRe9oQ4iywm4CaPir55cj/+Rb59V+0pjDeEEC8dCTWP05CHGaQqOhwwdLvYOEKKDymPy49Ca47A66Zpt1vg6VLlzJ79ux2h6Ps2KvVU/zoS3Dp/9GF7N5Yfn0pltmzEBJCX/utFTVVsOxVWPw05PtO02bQCM2leO7lEJ8QnvjaS/5G+OI5v1yKdMuB06+HqfMhIwsIfL07ioDiVVWwH2nsvNxKQHT4eP0EjQCJ2foCos0/x1OXWKdOgNnm3SHxdmj6sghCDsXHkunZa6JbSHQ3UBH6g9AB/5PCSHR/mgOzzdts8XZF/F0jFSdONmHnG5z82A5B8TjimBhxgqLZ9makxBspcYSTsDoXlyxZwmWXXYYgCIwfP55LLrmEbt26MX/+fARB4Pbbb2fUqFFIksSWLVt49dVXOf3007nggguw2WzMmTMnXKF2KaLORXPxzjvvMG/ePCRJwmaz8bffP8y1l95A5hjtw7ync1G0aqKiLb2doqKiopa4UI7Wo+p1lwbENCtiL7eo6Ka9e0LJO4b08Lcob20FWedYFgFh9nHE/HEy4tBufs/DJ9V2eH0VvPAFHK3UH9c7XUt9vuw0zbXoJy6Xq12Nd5RvfkJ+fgnK2h99jhXGHqc1aTn7NARLBzjl9u7QBMVlr0KdDxFOEGDquXDFbXDK6ZGZ+uyo0VyKXz4P+37yPVYQNZfiGTfAmLNbuRTbs96RgG68igtqCnW6L+8DyUen72ARY7X05QbB0FNETMoFS/A1OTvNOnVyzDbvkMXbmL7szYGYDzjafIrASdCchuJAd8ryQI/7/UCIMd06GYXZ5m22eI3CbPM2W7xdEV9rpAmKDQ7F9gqKDQ7FyKwta7a9GSnxhiuOLutcfPXVVwEYN24c33zzDRb3ifH8+fMBmD59OtOnT28cP3fuXCZNmkR1dTUffvhhOEONEiVi2fDTBiRJIrtPDi8//AYnjDyx1RjBIhDXw0JcpgVBbKeoWOoWFV0+RMVUt6gYH7i4pWwpRvrnWpT3d+hnZ8WIWK4cg+XOCaw9sIUpRgiLpdXw4hfw6tdQ6UMoGdQLbp4JF56s1VdsJ9999x1TpkzxOUatd6F89CXSC2+h5u3VHygIiGdNwnrDXIRxI8PfpEWWYdXH8OZTWgq0D6S4RKyXXg+X3Qo5A8MUYDvJ3+SupfiGlgbti8xsOP3XMO26RpeiN/xZ74hBquOXVYs5cUh6awGxdj8+ax8Eiy2jteuwMX25d8jTl021TpgvXqMw27yDiletaFH7MIzpy3T3EAw9hERxINCrzYtCZlsnozDbvM0Wr1GYbd5mi7cr0nKNmgTFb3DyUzsExREeDsXIFBQ9MdvejJR4IyWOcBJWcXHjxo0IgsDVV1/dKCz64pRTTmHOnDksWbKEhQsXcvvtt4chyihRIhNVUXGWyShVFs6YOJ1n//4yGWmtLfPWRJHUYTZESztFxTIXSnEbomKKBbFXLEJCEKLij0VI//4G5WMfXYTjrFjmH4/19lMRsrV0x0GxgwI+JgAHS+HZlbD4G3DodJ0GGJMLt86EGceDGLjQMWiQfrxqZTXy4o+Q/vcOFJfoP0msDcslM7FcdynigA6oUVhRCu++BIufgUOFvscOPA4uv5Wj406nz+Ch4YmvPThq4Lu34MvnYK9vdyiCCCecq7kUx87wq5air/WOCOR6KPoU9vwPij7lRFWCw6E4kAAJffUFRFtaKA7qNxG/Ti0wW7xGYbZ5+4zXa/ryPo/05bIQRqalLzd3HTbcHwBCSlDPbrZ1Mgqzzdts8RqF2eZttni7IoMGDULFiYMNOPi2UwuKnphtb0ZKvJESRzgJq7hYXq7Vf2mwbfrD1KlTWbx4Ma+//npUXIzSJWkQFR1HZRRJ5aIZl/L7G+5B1BG+YpJEv4VFVVFRy92iYr2+qCi4RUUxGFHxm/1I/1qL8sU+/UGJMViuPxHrbacg9Gpe17CqqoqsLH3nmC67DsHTy2HZeq1pix6ThsMtM+G04Yak8HqLVz14BOnlpchvfQy1Pj6MZKZhveoiLFdcgJCZFnQs7Wb7Js2l+Mmb4PSRdieKcPr5mkvx5GkgCFTu2EGf8EXaNgU/ay7Fbxa17VLM6NvkUsxsX0pBwPsz1JT9AntfgX2LwOlDyG4PYiwk9/de+zApFyxxxhwnBETsOulgtniNwmzzrq4qgd41Og7EUKcvx3sRDwd4pC/bQnZks62TUZht3maL1yjMNm+zxdsVUKhF5qj76xhS0g8UsxPVr/d0ARsjPQTF0DWBDDVm25uREm8o41BRqOUoFRSyk00hOUYghFVcTEhIoLq6mpqaNorle9CjRw8A8vPzQxVWlCgRiaqoOEtlHMc0UbGBwblDmo2zpVmI79nO7s+qilouoRxx+hYVky2IvWyIiYG9VaiqivJ1PtI/1qJ+46M7fEoslptPwnrLyQjdvDf8cDjaeXK2cZ8mKq5o4w135vGaqHj8gPY9fxt4xqts2Yn0/BKUT1dpKcY6CAOysfx6DpaLzkaIC76+XLuor4cv3oM3noRN3/kem5YJl1wPc26ErH7NftXudQoFjlr4/i2tQcve9b7HCiKccI7W8fn4mQF3fI6IeTfgKIH8xbD3f1AW4AcOW3oL0XBgUz3EhCzTdl+OqHXyA7PFaxQRN29VBUpA2ed2He7zuL+XoTkHwRHK9OVu3msf+pm+HCoibp3ChNnmbbZ4jcJs8zZbvGZHRUWhqlE4lCl23x5tvFWpbfYYW2pbhSrEFg5F8wqKnphtb0ZKvEbHIeGkigNUsp9KDiDjBMCJj94BYSas4uKQIUPYsGED69at47LLLmv8eVJSErW1tRQVFbV6TEFBAaAVxIxiTlRVoV4JZdfCyMMmpiMEePKtym6nYgtRsSUxySLxvaxY4/0/TqOoWOxEdfoQFZPcomJS4G8R6rFa6q/7H+qPrV/XjWTEY/3tyVhuPAkhzbfbqV+/fj5/rx1UhbXb4cnl8F2e/jirBS46GW6eAYND47Prl52N/NX3WpOWdb4FHmH8GK1Jy+mnIgSRih0Qxw7DW8/B289ByRHfY487AS7/LcyaC7He18uvdQoVhZu1tOe1i8Be5XtsRhZMc7sUuwWfct6h8wZQJDi0Ava8Agc/1BqztEXL9GVPJ2Js5/hA3JIOX6d2YrZ4jaJD5q06QC1oIRx63G9xkulJ8NqeXvpygwMxuPTlUBHdn+bAbPEahdnmbbZ4Ix0VBYVyD8HwaDMXoiYeOg04UucUFD0x296MlHiDjUNFxUklFRRSyX5qOEJo6zAHT1jFxXPPPZeffvqJ//3vf8yaNYsZM2YAMHToUDZu3MiLL77I1Vdf3Zju6XQ6ef755xEEgaFDI7CGVxS/qFfKWXF0dEeHEVZm9NhMrKV1PURfKHKTU1HV65oMEKuQnBVHTFI7RcUKCeVIPapT0R0nJLpFxeTAnYq4FNQj1ajbS/WFxZ6JWG87Fcv14xCS/EvZWr9+feN7RitkBZZv1JyKm33UBoyzweWnwW+mQ1b71sdfVIcTednnqI+9hOtIqf5AUUScOQXr9XMQxx4Xklh0UVXNnfjmU/DZOyBJ+mOtMXD2bLjitzD65DbPon2uUyhw1MK6tzWX4p4ffI8VRBg7E878jXZrMe5fYNjn3UDFdq2O4r7XwVHc9vgek2DgNXy+O42zZl0c+vgijA5bpwAxW7xGEZJ5qypQrOM+3AeqjwthhhDfRvfl0KUvh4ro/jQHZovXKMw2b7PF29GoyMiUehUNG+6Dj8+3QdH5BUVPzLY3IyXeQOJQkKnhsNuduB8nbZglIgxBVdWwyZ8VFRUMHz6c4uJiRFHk6NGjZGRk8NRTT7FgwQIEQeCEE05g3rx5SJLEG2+8wZYtWxAEgX//+9/ceeed4Qq1SxFM+/Ldu3cjSRJWq5XBgwd7HeOUS6Piog/8FRVjkkTielh1RcWGDsL3338/DzzwAOAWFSvdoqLDh6iYICL2jkVIsgTUiVhVVSizoxbXsNd+FFdJNZbdFfT7/U/NB2alYL1zApZrxiLEx7T7OK2ol+C9dfDMCtjrw3WXmgDzT4drz4DM5OCP6wW1pBx50TKk19+H0gr9gQnxWC6dheW62YjZYa5O6LDDJ4s1UXFHG+myPfpoac+XXA/de4Unvvawf4smKK593U+X4nVul2JOeOILJc5yKFii1VIsaSPtGzSH4sCrYOA1kOL9fTpKlE6BWqfVOGwmGnp871fh/WCIzPTlKFGiRDEbKq5WYmHz+yWA/rmNcQiIpGOhBxZ6uEXFUzq9oBglfLiwU8UBKiikioMo+J+xG08GtQdjGZ99HtB+LcdowupcTEtL49NPP+WCCy7g4MGDjT+/+eabef/99/n666/ZuHEjGzdubPa4iRMnsmDBgnCGGiVKyFFkFWeJjKPED1Gxp5WYRE1ULC0tJTPTt3CpqipqlVtUtLchKvaKRUgOUFRU3KLikRpw6l8dFPqnY/n9RCyXj0awBVbTbvHixcybN0/7ptYBb6yB5z6HIz5S7numwg3T4YopkBSaJhPKrnzkl95Gfv9zrW6hHj0ysV5zMZbLz0dIDY3AqUtRASxZCO+8CJVtdCYdd5rWoOXMCyGm/QJws3UyGmcdfP+2lvq8e53vsYIAY2dpHZ+Pn2WoS9EbIZ03gCLD4S+0Oor7l4HSRiqPGAs5F8Gga6DXGa1qSYY83gjFbPM2W7xGoTtvVQH1sHfnobIPaKO0Q9BYQch1OxAHuDsuD2DFZ7uYMfOWiE1fDhXR/WkOzBavUZht3maLN1gUHF5Ew6bvFcoJTwqoiIVuWOjeKCBq93u6b7sjoH0e1tZoZhhiiizMtjcjJV69OFRU7JRR6U53ruWo388pYCGZPqTRj1RysJHEQQ62/cAwEVbnYgP19fWsWLGCGTNmYLNpaSAul4uHHnqIF154geJiLbWrR48eXHvttdx3333ExUVu90mzE3UuGo8v52KgomJbNIiD9/3xz/x5/h9Q63yIivEiYi8bQoo1cFGxpA61uAbqmzco2UtZo3Mx98V8rHdNQrx0JILVgFqC5TXwv6/gpS+hQr/+Fbnd4aYZMHsCxBrgkGyBqqooa39EfvFtlDW+nWPCkP5Yrp+L5bwzEGLDmPamqvD9l1qDllUfuVMCdYiLh3Mvh3m3wPCxYQvRbw5sbXIp1rVRtDi9j+ZQPP3XncOlWLVLq6O47zWo8yNts9vJMGg+5M4BW1qoo4sSxXjUmtbuQ8XDhWhIjSxfdG8mHGr3+7u/7wtCYBfIokSJEqUroVCjKxxq4mG40j2tPoTDHljIRCD6vh4ltChIVHOosX6iy0cd55bEkEAqOaTSj2T6YKH5uW0wWo7RhNW52IDNZuO8885r9rOYmBgefPBBHnzwQcrLy5FlmW7dunVEeFEMxiamM6PH5o4OI6zYxNZWeUXyEBWVNhq19LRiTfAuxpWXl5Oe3vz5Pa8RKOUuXWFRiHOLiqkBioqy4hYVa8Gl3/WYGAvCmF7YNpyNYDFAVDxczp67FjJoXRHU+TixPC4bbp0J554IRhy3BarDifzhF8gvvo26y3cH+5IhOfS+57eIU8YH9LcOmNpqWPYqLH4a9vloagPQtz/MvRkuuhbSMgw5/LJly7jggguCf6J6u9ul+DzsaqN7tSDAmBlaLcXjzwm5S9Ebhs0boL4KCt/Waikea2PuAPG9YMBVMPBqSPOvfqeh8ZoIs83bbPH6hVoPaqFbQMzXbhu+lHygJMQB2JrEQq8iYvud5Z1ynfwgOm9zYLZ4jcJs8zZTvM07LXtPW27ZaTlUCMT6EA57IJKGgDHnBGZaIyMx27wjJd6PVrzLKTOGU8l+qihCxce5cwsS6E4qOaTRj3gyETBHWZUOcS5GiSxC7Vzs6iiSiqNExtmWqJgiEt9DX1RsfD5FaWx6BKBUa+nPMUMSAbj3N3/kvhvvafYYIU5E7GlDSAtQVJQUKKnVREXJR32TxBj2qmVIKMbsid2H4NnP4N3vfYuZpwyBW2fB1BEhqWnVWE9x0TIo8ZGGbYvBcv5ZWK6djTO3D/Hx8YbHokv+TnjjKfjgVU1g9MXE6VrX59NmgsXYq7V2uz24eR/Y5u74/DrUVvgem94bprpdit07tjNc0PNWFf6fvf+ObuO8973Rz8wAYC+iSKpX27LVbEm25V7lIjc1W5ZkJ7FTd7qTc8+6Z513vSvnvnvdd71n33VOdpzs7CQ7O7ETx6ZlyWqWbblJbnKRbRVbzZas3khKbGIFMPPcPx4QBCgCGIADcB5yPmtxkQSfGXx/fAYg8cWvcGaL7KN49EUwU/SG0wMwbgFc9G0YfRfo6Rmq/darKKrFrZpeIFK6fKqXaXgo5vuTZL/UbUQfxmH3x2g53MlBlNwnB/DiVgPV9DqFanG7SW/PpOVE/Q6dmrScGo2iPo1DX8Q81CjJmfHipj3KJarFPRB6BYIg52nlTOSjlk6SvGbshY6PUsZGMhTH46fQ9rFDPnMxE7oNLA8PVbDCgs56k65zYUQSP85fGslULLD3Yqe9vZ3i4mKs1khPxdbEppuWp6GPyEMblqmpaCLq2qE+halYHEAbVQwleXCwKfnalHcq4JODckjLG7uSr73jcmkqXn1x5veXBOurw5h/XYW55vXk/RSHlWF8cxG+byxCq5bl8Nu3buWGG27Iiq4opgnvvCwHtHzwRvK1RSWw6HF45Ccw6dKsSdq+fXv6cQc74KNVsvTZbpbivB/AnPsHJEuxLzKKG+D8IWkofv03aDuWen3FnEjZ8wrIz3ziecZ6FUe1uF2pVwjgXN9Zh+KwzEokyfOlI+T3YRxOisk+LMry/cfjyn3KAV7caqCaXqdQLe5c6pWTls8mKFuujQxLydak5Xh0ynqVLcdmIVajk9vn82Sodk05hWpx50KvwKKDhhgz8Qwh2tM6R4CSaHZiMaPQB0F5ftZflQWDQVauXMmaNWs4cuQIwWCQyZMns2DBAh5//HH8KQYGNDU18Yc//IHf//73cUNgPDzcijQVw3SdM5OaioEyOf3ZrqnYjT9sEP66HXE+iakY0OSglkxNxZApsxTPtkGSvpCU5qGNLEYryUv7Pi7AsuC1ndJU3H4o8TpDh4VXw4/vganOvzMT7af4l1VY73ycdK120XiM7y3DWHwXWn7872DMmDGOa4vSdA5e/Cs8/+9yWEsyJk+FR38KC74pDcYsk1bcJ/ZGein+PXWWYvnIyMTn70H1xP5IzAppxR1qhaOrpalY+07q9flVMOkbcjjLMGf612b1+nQxqsU9YHqjfQ8TGIi0Zl+DNrrvzEN9MjDC8ezD/qDadeUUXtxqoJpep1Atbif1XjhpOdY4rMfkHAMxafnCsuUqdNSZq6DaNeUUqsWdDb0mIdqpj8tMTGeqs0SjmBHR/on5lCtT7myXrJqLR44cYfHixXz+uey3112BvX//fl555RWefPJJ3njjDUaNGtXnsf/6r//KU089RVtbbno2eHj0Bysk6Dxrx1Q0yK820jYVrbYwVm0QvcVMWlCml/owLitC0zMwFYOmHNJyth2SlHBTni9NxSIHBpR0hmTZ8x9fg0O1CZdZAQN9+U3ww7thQlX/77cX0X6Kf3kB8WXyfor6jVdhfPdh2U9R73sfw+EsvOO7b6fMUtz4LHR1JhGow20L5NTna2/PSql4IlLGHeyAj1bLXopfvp98rabB5XfBvH+SWYo+54fzOEXKuIWAuvdkH8WjqyCc4u+a5oOx98my57H3gu5s7Fm5PhVAtbizplcEQRzrZRoeymHfQ4DySLbhpEi2Yc/XXx8yuejiGTnQ4AyqXVdO4cWtBqrpdQrV4k5Hb/yk5doLypYtGrKoNJbuSct99zs0qIxOWh4MqHZNOYVqcTuhN0RHXFZiO2fJpKWLQYBSxkUMxXH4FDLTMyFr5mJHRwf3338/+/btQwhBXl4eF198MZqmceDAAbq6uti7dy8333wzu3btorBQ1pVv27aN//W//hdr167FsqyoITllypRsSfXw6BdWSGYqdp4zkz7nBMojpmK+fVNRCIE4b2LVBhFtMlNx98G97Dm4N26dZvSYR3sO7WPlCyvjfr58+fLk99MVjpiKHYmnCmtETMUStEIH/lFoaoO/vw1/fQvqk0yMKy+Ex25n56xy5tx1a//vtxfiXJPsp/jM2uT9FP0+2U/xuw+jT70o5XkbGhz6xy4UgjfXyKnP27cmX1tWAUu/D8t+CGMmOnP/aZIw7pP7ZJbiu3+HthQ9SMpHwq3fkb0Uqyc5LzILJIy79Rgc+puc+NyaJCO3m/KZsux50qNQUO2oxlgcuz4VQ7W4M9bbZ9/D2CzEk2Q/ayX/AtMw/uvyhEeea9hG6mdZ96DadeUUXtxqoJpep1At7li9PZOWLzQOcztp2R8xCy/MOPQxAp2KITVpWbVryilUiztdvQJBF820Uhs1E7tozui+feRTzEiKGcnRPeeYM/0WxwYKqUDWzMU///nP7N27F03T+OEPf8j//J//k9LSUgBaWlr4b//tv/GnP/2JQ4cO8a//+q9Mnz6d//2//zcffCD7bXWbinfccQdPPPEE9913X7akenhkRDqmYkG1gZGuqdgsMxVFR/wLwDVvruP/+6f/mfDYF198kRdffDHutkTmougMIc60QUN74hg0oKIAbUQxWoEDpuLJc/DnN+HZd5NPfh5TAf90Fyy/EYryubjF2X+krANHMP/ygr1+it9YiO+bi9Cq7U+wv+yyy/onsP4MvPAn+VF/OvnaqbPlgJZ7l0P+wDZcjos72AkfR7IU97+X+uDL75ITn+c84Oosxb6IizvcDsfWyizFM5tJ+U5noAImPwoXPQ4Vs3OSadrv61NRVIs7oV5X9D00QBsXYxpOjjcQGZHxtTxo9mmQ48WtBqrpdYpcxy0QQAhBF4Jg5HPsR7Lb2pk4+zT1/CMyLCW93m2ZopGfot+hc5OWBwPeY0kNUukVWLRzNi4zMUySirAk5FEaNROLGUkeZdFS54JxLUPu8ZM1c/G5555D0zQeeOAB/v3f/z3uZ6WlpfzhD3/g1KlTvPTSS/zqV7+K/kwIQUFBAd/4xjd44oknmDZtWrYkenhkhBmM9FRsSGEqDouYinlpmIqWQDSGsOqCiK7sTdMU7SHEmVZo6khiKmowPGIq5jvwVLH3uJz8vH4bhJNMfp42Dn48H+6/Evw99/vuu+9y//3390uCEALr/U8x//MFe/0Uv/uw7KdYkH4Ke0Z6hYCdH8rS59dWQzhJLw+fD+5eKk3FK67NaelzMt59913un30RvPkfspdia4p3D8tG9GQpjpicG5FZ4N133uH+a4bLPopHVkIohRmu6TD6HtlHcewDYDjQtzQNnHg8qYhScYs2dnz2DLfcND7GQDwUMRCPACmmwjvCyARZh5MixmJ2/o1Uap9QT69TeHGrgWp6naI7boF1gbFHn0ZfXwZgMOnP6PWzTMomo2ThPdWeScvxpuFATFoeDAz1x5Iq9NZrEqSNuqiR2EYdVkYDizQKqaSYEVEzMdlUZ9V+b06gCZGoBrJ/VFZW0tjYyD/+8Q9WrFjR55qamhoeffRRNE1DCMGYMWP4yU9+wg9+8AMqKiqyIcujD/ozvvzAgQPRSd6XXHJJtiS6AjNoyenPKUzFvGGy/DktU9EUiHMhrPogIpT45JpfQ68KoA33x5VC276ftmDEVEzWr0+D4YVoI4rQ8tJ/4Rh3TVx8MXzwJfxhE2zZnfzAm6bCj+bDzdMcN8pkP8W3MP+yMnU/xRuuxPjew+i3XJOwn6LjdHbAK89LU3Hv9uRrq0bJsuel35dfu4VgJ2x7UWYp7ns39fqZd8osxSsXKJelGEfbCTj0D2kqtnyZen3ZVNlHcfI3oNBF++eRe0SbzDAUR8A6Ij+Lwz3fD3DfQ7SJoA1sJrSHh8fgRBDu07iTpl9fhl6w19ddvdYnOqYL0h66oA5y0nJ1H9mH7pu07OGRK4K0xRiJtbRzjkyMfx0/RVRHjcQiqjFc2EO0P16O02Qtc7GhoQFN0xg+fHjCNbEGYk1NDQ899BCGMXT6NniogRm06Kwz6WrMgqkYtrDOhhBng4gkb6BoeRp6dQBtmJ+GxgaGG4kfV33eT2sX4nQrtCQpQzY0qCxCqy5CC/TzcSgE1DXDE/837DqSeJ2uwQNXw4/uhpkTkp6ypqYm4RsVCWWk0U9RX3AHvu8+jD7t4rTuIxG29J48Civ/AKv/U06ATsacG+XU53mLIeDAIB2nOPYFbP5PeO+Z1L0Uy6ojWYrfVzpLkdB5OLYGvn7GXtmzvwwmrZBlz5VzXZFlmsnjaTCQ07hFex/mYeTDOgzU50BE5n0PBxLVrk/V9DqFF7ca2NErsLiwpLe3YReMMexSG3/x63sbfrmYVKw6GjoVfRqHvkj/Q43cVj0MdVR77DuFCnGbBDnHAc6yj44MBxr5KKCEUVEzsYCKfpU1q/B7c5qsZS7quo6mabz66qvcddddfa557bXXuOeee9A0DdNMUibpkVW8zMW+sWUqajGmYiANUzFkySzFs6Gkk6W1Al2aiuU+tDQNCSEEnA8izpyH80l6bxk6VBeiVRWh+ftpKloWB/Z9SbiuEd9XZ7jkn1/pe11+AB65Eb5/J4x3fvKzdeAI5l9XYa55Dbqc76fYL4SAjzbLAS1vvwRWkgsgLx/ufxRW/ASmzc6NPjt0nIcPV8Jbf4avt6VeP/MOOfH5qgXgc5Exmg6WKY3EQ3+XxmI4VT8kDUbdKYezjFsIPi8DbNAhOpKYh0eA2hyI6N33sJeByEhXmNkeHh7ZRxDC5Gxk8EdtdABI4hLfHsMv+z1ahyo6GnloBCKf86LfE/d9HsYFRuLgmrTs4ZEN2jlLPXtp4GDapc75lMf1Swwo2iZgSGQuenioitkVYyomIlNTscvCqgtiNYSSJjtpRQb6iABaiXGBqdjU1ER5eXni+xACWiKZim1J/ln06WjVRVBVhObrZ/lv2IRz5+FsC3SFIJzAMKsohu/Mg8duhYqStO5i48aNSftWCCGwtn6G+Z8rsd5O0U9x8niM7y7FWHJ3Rv0U7XCB3rbzsOEZePbf4NC+5AePmQjLfwwPfgfK08tSzRpCwMGPZZbiB89DV1vy9WXVcMu3ZZbiSJXmvvai8Qs49AwcehY6TqVeX3KxNBQnfxOKxmVfX4akejwNVtKKW3SCOBYZlHKkD/PwTLZk9mJg+h4OJKpdn6rpdQov7tzSt3lYRzjy2cqw9G9o4osz+rReRl9ftxF324VmYV9fy/uxZ1bI6+rOrEbt0T+85zx3YBGmga+pZy/tNqtANHQKqYrrl+gjO68Bu3Hb7y0XZP0/0traWo4dO5bwZ90cP36cVEmU48ePd1Sbh0csZpdFR51JMJWpWGGQX5WmqdhhSlOxMfk7KlqpgV4dQC9O/NAsKenblBNCQFOn7KnYnqS/jF9Hqy6GqkI0o5+mYldIGooNrWAlefxOqIIf3AXLroeCzEo4br755j5vF11BzPVvYv71BcT+Q0nPoV8/B+N7y9BvzX4/xajew1/Cc7+HdU9LgzEZ198Jj/wUbrkP3NIi4vw5eO8fsOU/4XiKvplA+LJb8M3/CVy1UN0sxY4zcLgGvv47NO5Mvd5fSnD0QgJT/wmqrlciUyzR42mwExe36IqYh0d6SpVjDUSRYkq7Y1SDPjHS43BixECUX7e0llNaOjJHOtyDatenanqdwovbWQThiHnYYxx2G4lh6rBoYHCXE/tjzLm+zLoAfRt8gV5fy8/tbWGKiyqgz/Uu+R8rhqH6eFKJobpHbom7kybq2cs5vsJMkW2t44/LSiyiCj3HeXVu+b3lkqz/hh9//PGkP+/Oypo4cWLKdeFwJlN9PDySY3ZZdNSaBJvsmIo+jIB948BqC2PVBhEtycv+9XKfzFQsSP3PTmdnJ0VFPQ2ahRDQ2CFNxY4kj5GAgTaiGCoL+m+stXdBfQs0tyV/k/zyCfDje+DeObL8uh/s37+fuXPnRr8X55own11P+O9r4WyS3hpZ6KeYEtPkTM2fKf30ddj6evK1RSWw6HFY8WOYfFlO5KXEsmDv27D5z7BtDYRTlEsNGw23fhtu/Q7bj56N2ydlCHfA8fWy7PnU6yBStOrQDBg9Hy76Fox9gJ3bv2ButTpx9348DUpER8Q8PCo/rCMEW7dDoCViHtrIRHWEql7m4cTI95NAGw9a4ob7+/dvY+7coWcuqnZ9qqbXKby406PHPIw3Dnu+Poe7zEM9zrwjhfEXbwLmJTX+Lszw8/ert1lf7Nqzjblzc/R/nwMM1ceTSgzVPRrIuC1MmjlKPXs5T6r/2zTKmcC5/QZzLrvN8eeUdBmK10tWzcUstXP08HAEszOSqZjCVMwfLk1F3W/PVBRCIM7LTEXRmvzceoUfvdqPlmf/HdTuoUfCEtDQgahthc4kpmJexFQcXoim9yOjSgho7ZSDWlqTTJsGyPfD7Mnwg8WOZXF1D4CyDh7B/IuNforlpbKf4rcW566fYuNZWPMUrPwDU04kn0rN5MtkluKCb0JxaW70paLxNLzzNGz5C9R+nXytbsDs+2TZ86z5YMg/JxXn3fTCKAXCgtr3pKF4dDWEWlIfUzFHljxPWgEFI3pujhlQpgKq6e0T0RJjHEZ6H8Z+30fPw8pysvDafXiMWTgxxjycCNoE0IozPvOg2KcMUC1u1fQ6hRd3PAKzl3lY2+tzbsxDjaJIzz459KPpXJDhw0f2aexdmAkYaxDaL+l1I6pdn6rpHYoM1T0aiLiDtFLPPs6ynzAdSdf6KaKSy6jkMgIUIXwHB9xYhKF5vWTNXHzqqaeydWoPj34R7rTorDUJNmfBVGyOZCp2JPnnUQd9uF8OavGn/8SnAaK+TWYqBpPEkO9DG1kMwwr6ZypaQmYo1rdARxIzT9OgvBA6uqDADz6fY8aiEILCnfsJ/t//gbXlo6RrtcnjML7zMMaD2euneAGfb4Oa38OrKyGYZCK3rsOtD0hT8bp57iifNcOw81XZS3HHy3JwSTKqJ8Pt34ObH4OK0Rf82OdToP9b85eRPor/gLajqdcXjoFJ34CLvgnl0/tcokTcMbherxBAQzTjMGoaiiMRI/EokGI6uWNU9DIMJ/UyD9PrH5sOrt+nLKFa3KrpdYqhFrc0D8/hLzpMO0f7KF8+S27Mw8KIcSgHf/iiRqL8Xif+DY3G80coHj4x67rchmrXp2p6hyJDdY9yFbfAooUT1LOXZo6TqodsKWOpYhpljI8zE92yT27RkUuyFvFjjz2WrVN7eGREuEMOaklpKlYa5FemYSpaAtEYkpmKXYmfBDUDtKoAeqU/owEqwrTgbDu+M+cR4SRPtgX+iKmYn/aE6ThMS/ZSPNsCwSSZkboGw0ugshQCPjjQlHwCchqIzi7MDW9i/nU1Ffu/Tvovu379HIzvPox+27VZ76cIQGcHvPI8PP/vsPvT5GvLKuCh78HyH8lhLW6g9hC8/Vd4+yloTFFm4AvA3AelqTjtVmmSJuDkyZMp21wMCJ3n4Mjz0lQ8m3zgDwC+Ihj/oMxSHHmbzNRMgmvjTsCA6xUWUNtjFHZnHcZmIJJiaJBjDOtlHk6MMRAngDZwmcUDvk8DhGpxq6bXKQZb3IIgJvXRKcvxxmF9NPMwMAqas6hDoyDGLBwRMRATm4epGGz7ZBfV4lZN71BkqO5RtuMO0c5ZvuQs+wmSvD+9QR6VXEoV08ij7//P3LJPbtGRSzTh1S4PefozvvzAgQOEw2F8Ph+XXHJJtiT2C2kqhgk2J7amNB3yujMVfTZNRVMgGiKmYiiJqejX0KsCaMP9aEb6Zp8Imoj6NjjbnngKM0CRH21kCZTl9c9UDJlwrgXOnpcGYyJ8BlSWSGPR12O8OHFNiNqzhJ9Zi/ncBmhI8i+834f+wDzZT3F6jq6/owdh5R9hzV+hJUXm1NTZ8OjP4N7lkF+QG33JCHXBJ+vkcJYv3ky9fux0WfZ80zegxN7U6o6ODgoKXBArgNkFJ16WhuLJl8FKMugIAA1GzYPJ34Lxi8Fv/wWcq+K2Qdb1ijCIk31nHIqjshciSbJ8HaXbPJxA2ByDz39JLzOxLEc60ke168opVItbNb1OoVrcFu29zMPauO+tHGVDS/Ow2zgcEZN9KG/TKHK0HFm1fXIK1eJWTe9QZKjuUTbiFghaOU09e2niCCJF1ncRI6hiGsOYlHIwi1v2KVc6+uPlOM3Qy9X0GDKEOyw6asOEWlKYipU+8isN+6Zi2MI6G0KcDSKSJPRpeZosfR7mz6gsWbSHEHVt0NARKRFMQHEAbVQxlPTTVOwKydLnxhSTn/P8UFUKw4qSZrBlgrVjL+GnVmO9sgXCSTJMy0sxHo30UxyRg36KpgnvvgI1/w7vb0q+1h+Au5fy7pgZ3Pzz/+aO0ufje2TZ8/vPyOnPycgrguuXS1Px4rlp63/ttddYtGhR5lr7ixBw9iP4+hmZqRi08WKxfLo0FCc9AkWZ/UEe8LjTpN96RReI431nHIqjIE4AKUrsHWNETJZh5CPu+56y5Y3r1g2tfVIU1eJWTa9TuClugUBwHpN6wr1Mw+7sQ0FrTrTEm4fVMeXL8nuN4pz2MnTTPuUS1eJWTe9QZKjukZNxh+migQPUs5dOmpKu1fEznEuoYhoF2O9f6JZ9couOXOJlLnr0y+0+dOgQXV0y+2TKlCnRYSMDSbg9YiomGSyh6Rp5lUZ6pmLIwqoPIs6GZEVfonMX6NJULPelbfYJIeB8F6K2DVpSZPWU5sny5+JA/0zF9i45pKW5Pfm6wjyoLoXSwoSGk2VZfPXVVwghyMvLY/LkySnvXoTCWK+8Tfip1Yide5Ou1SaPw/j2UtlPsTAH70g11MsMxZV/hJNHkq8dNR6W/RAe/C4Mr86+tlR0tsGHK6WpeODD1Osvmgvzvg/XLYOC7PWQyxrnD8Phf8DXf4fzB1Ovz6+WZuLkb0HFLHeYwG5CtMVNWY7LQBRHQZzOkRAdtDERk3BixDiM+VobD1qOeqt6eHgMGAILi6ZeZcrxGYiCFMPmHEIj/wLj0GBEtPdhrs1DDw8PD7fTRj317KWBg4gUbz4XMJwqplHBxRj4c6RQXbzMRY9BQ2FhYdRcbGpqYvhwe6WT2cCWqWho5Fca5A1Pw1TssrDqglgNoaR9ZbUiA31EAK3ESN9UtAQ0dkhTsSNJ6aYGoQKdwLgKtOJAWvcRf4cCznfITMVUk59LC6C6TJqLKeJqbW2NTolPlQYuzjVh1mwg/Mw6qD2bdK1+41VsnVzFrf+f/5b9fopCwOcfyyzFV1dCKMkQG4Ab7oIVP4Fb7oMYc72mpoYVK1ZkV2tvhIBDn0pD8YMa6Ejet4SiYXDTN+G278KEyx2RkNO4g81wdJU0FOveS71ez4Pxi6ShOPpO0J37h2VA9jtThGD1i//JQ0uuvrDnYbeZSIoMV8fwRwzCCdHS5Z6Mw4kRY3GI7hPq6XUK1eJWTa9TOBl3z6Tl+j4MRPk1JCkXcRCNYgyqotOWpXlYFS1dXlmzkRUrHsmJFifwrk81UE3vUGSo7lGmcZuEaORr6tlLO8lf62kYVHARVUyjkKp+vUHjln1yi45c4mUuevTL7e7s7OTw4cPR74cPH05paSl5ef0s0U2DUJtFZ22YUKsNU7HSQLfZ91B0mNJUbEz+z6xWaqBXB9CL0/fqRVgOaRH1bcknP+saDC9Eqy5Cy+/HewKWgKY2qG+GzmQmpibLnqtKIT+1iWlZFq2trZw5cwbTlHGMGzeO4uILe9ZZ+77GfGoV5ro3IZjEuMvPw1hyN8bjD6JPmZRSQ7/paIdXaqSpuHd78rWl5bD427DsRzDRBb1GWxvh/WdlL8Wju1Kvn34b3PY9mLsEAoplfVkhOPW6NBSPrwfLRt++ETdLQ3HCQxBwb3+9rCJCYG2B8EowXwLqc3THhTGlyrEZh91fj5T9KTw8PAY1doel5AKd8piMw6peGYhV6BTmRIeHh4fHYKSDxkiW4gFMkidp5FFGFVMZzhR8KPaaxCV4mYseg4b8/HzKyspobpZDN86dO8e5c+fQNC3rJdLCBLPLQiTLrNbACGhy8nML8iMVpkB0WZBsIjOAX0cLaGBqkG6FoCWkmZjMUATQgIAhP7pa4TjRYSlpIYBQWE59TvZ+gqaB3wC/DzqDcNxec3PTNIl9n6KgoICioqKeuzdNrDc/wHxqNdZHO5KfbHQ1vm8twVh+P1p5zxSwTZs2MX/+fFt60uLIAVj5B1j7FLQ0JV87dTY88hO4dwUUJH/xkTW93QgB+96VWYofr4ZQigzUshFw67fh1u/AqOwZolmJWwho2AGH/g6Hn4NOG8ZYySVw0bdg8jegeKKzevog6/udCSIM1jtgvgDhF8lONmJZgozDiJlIpatKzl25T0lQTa9TqBa3anqdIjZutwxLAR2D4b1Mw/ivNfpR+YF6+62aXqdQLW7V9A5Fhuoe2YnbwqSJw9Szj9aUL4w1yplIFdMoYbTjbSTcsk9u0ZFLvMxFj3673UIIzp07R319bjJhzC5BqMXE7EoyoVnX8Jfo+Io028NURKeFaAlLYzHhiUErNNBKDTRf+tk2osuE813QHiJpjbXPkD0Vi/wXvDC3LAvdbmmwacmy57bO5ENaDB2K86Eor99DWgoKChg/fjy6riNaWjFfeBnzb2sQx5P/odGumonv2w+h330TWh/maUNDAxUV9pv5JsU04Z2Xoeb3sPX15Gv9AbhnGaz4MVx+jW2jxFG9sTTVwjtPw5a/wJkDyddqOsy6R/ZSnHUv+LLft8TRuNtOwOFnZZZic/J+nAAEKmDScpj8Tai0v1dOkLX9ThdhgvVejKFY188TVl04LCXOTFQrE9Q1+2QT1fQ6hWpxq6Y3XQQi0u+wu2xZmoadwZPogaacDksBX1ypcu+sQ4PhaFnOnVBtv1XT6xSqxa2a3qHIUN2jZHF30cJZ9nOWLwnTkfQ8foqoYiqVXIY/ixnibtmnXOnwMhc9BhWaplFZWUlpaSmtra20tbURDAaxLGfLW4JNJucPhwg2JT6vHtAoHuejcIwfzU7ipACrPoh5pAPRIrMI+7QjDDDG5qOPz0fLy8BUrGtDHGmCxuRPulQUoE0sR6sqSrikpaWF0tLShD8H5JCWY2fhTGNyU7EoH8ZXwohyWXqdIYZhUFBQQElJCUVFRYjDJwg9vRpz9SZoTxKz34f+wDxpKs68NOl9HD16tP9P0Ofq4MW/yAEtp48lXzt6Aiz/ESz5DlRUpX1XjujtxjJh12syS3H7S2Cm6DtVNVH2UbzlcRie2z8w/Y471ArH1khD8cxmkprwIPsmjr1fGopj7gUjL/P77geO7ne6CAusrRFDcTVwxuaBGmij47MN48qXx4M2uMoDB3SfMkA1vU6hWtyq6e2NLFmONQ67Mw57boM+WqkEnC9klsNSYs3D+L6HOsPQGNhWCqrtt2p6nUK1uFXTOxQZqnvUO26BRTPHqWcvLRxPeXwp46hiGmWMy8nzt1v2yS06colnLno4RiAQoKKiwtEHkRCCuq0d7PlNA/Ufd5Loks2vMrjsh+VctKwMX0HqJy0RtOhaXUvH745hHkxsfmnlPgp+MJb8745Br0gv60t0hDCf/Rzztx8hDjQkXmho6Iun4nviOvSrRqc87759+7jkkgRlrZ8cgD+8Bq/tTH6Say6BH82HeTP7nanYjRAC671PCD21GmvLR8kXVw7DeHQhvkcXolXbGwKUn59hHw4hYOeHspfia6tSD2i5cb4sfb7pnrgBLemSsd5Y6o/C23+FLX+FhhPJ1xp+uHox3P49mDHPsX1Nl4zitkxpJB56Bo69COEUk8sBKq+VhuLEZZA/cIOkunFkv9NBWGB9JA1FcxWIU/aO0+eC8TBfH5nKRRffAVr/ygNVI+f71E9U0+sUqsXtZr0y67AFK844jP+waMqZnp5hKfEZh93DUjRKXD9p2c373Req6XUK1eJWTe9QZKjuUXfcIdo5y37q2UeItqTH+Minksuo5DLySJEU4zBu2Se36Mglnrno4UqEENS+J03Fs58k7iWXX20w9cfDmPxIqT1Tsc2k8x+n6fjDcayTiQdB6CMDFPx4HPnfHIWW5qAWUd+G+R+fEv7jp3A2iUlSHMB4fDbGT+eiTyi3ff4LshYtC97YBf++CT79OvGBmgb3zIYf3g1XXmT7/lIh2jsw17yO+fRqxMGjSddqM6bILMX7b0fLS8/USJmt2Zv2Nnj5OWkq7t+Z4uTDZIbi8h/BeGd+N2nr7SYchE83wOY/wxdvJO+RCTBmqjQUb/omlKafYek0acXduFsaiof+AR02zLHiiTDpG3DRN6F0SsYas0HG+50OQoC1LcZQTP1uMQD6lWA8DMZS0OVwpPzCk0POWIQc7ZODqKbXKVSLeyD1CkJ9ZB3Gf5Ciob6T9AxL6atkuXpQDEvxrk81UC1u1fQORYbiHgkEeZVBvuYNmjhCqoqiYkZRxVTKmYROducvJMIt++QWHbnEMxc9XIUQgjNvt7PnyUbOfZbYVCwYaTD1J8OYvLwUIz+1qWg1hej8y0k6/nwScS7xlGR9UgGFPxtH3sMj0y5/tr46i/m7jzH/8Tl0JilbHVWC7ydzMb47B608/Xc0Dh48yJgxY6ArBC9+CH98Hb5OUgaZ54OHrod/ugsuGpn2/SVCnDhD+Jm1mDUvQUuSXku6jj7/ZnzffgjtqpkZTxGPxp2KI19JQ3Hd03C+Ofna6VfCip/AvcshvyAjXYmwrbebk/tl2fN7f4eWFP1LAwVw3TK4/fsw5TpXDcxIGXdHrRzKcugZOaQlFf5SmLBUDmepvtG1k4XT3m+7CAHWZxFD8QUQyQ38KNos8HUbihdf8OOs6XU5qsWtml6nUC3ubOkVCATnY4zCszEDU+T3clBKrtqnGzHDUqo4cbSDyROuijEQK9EYmNYUucS7PtVAtbhV0zsUGSp7FKaTFk7SwglaOEGoKnmWoo6f4UyhiqkUMPBlwG7ZJ7foyCXeQBcPVzQBFUJweks7e37TQMOOxBmFBaN80lRcVmLPVKztouNPJ+h86hSiNfFkZmN6EYVPTCCwoArNsG/UCCEQW48TfvJDrJe/Svr/vTazGt8vrkN/aDpaIPN3ckJnm/E/vxX+8hbUJTHPygrhW7fCd+ZBtTNDF4QQiE8+J/zUaqzX3pNZk4koLcZY8QC+by5GG9t/UzMUCuH3JyhND4fh7Y3w/L/DB28kP1EgT5qJK34CM6/ut65EJNXbTVc7fLRKmopfvp/6pJOvlIbi9cuh0J2DNPqMO9wBxzfIac+nXiP5iHdAM2D03TD5WzBuAficNX6zga39tosQIHZCuNtQPGTvOG1mjKGYvIepo3oVQrW4VdPrFKrFnalemXV4LibzsHuycn30NkHiN1qdRqMoahxe+FGNTjlaTCaKavvkFKrFrZpep1AtbtX0DkUG6x5ZmLRRGzETT9KOvSGthVRSxTSGcREG7vm9uGWfcqXDDV5ON17moseAIoTg1JvSVGz8PLGpWDjGx9SfDmPS0lKMvNTmn3mkg47fH6ez5jQkmSrtu6aMwifG47+jIq2MOhG2sNbtI/zkR4hPk5dz6ndehPHEtei3T8o4aw+A42fhr2/B3zZDVxJzZnQF/OBOWHGTnADtAKIriPXSW4SfWo3Yk3xCsXbxBIxvP4Sx+C60QudMoXXr1rF06dL4G8/Wwur/hBf+BGdSlIiOnQTLfgRLvg3DKh3TlYg+9XZzeLs0FN9/Fjpakp+osAxu/IYc0DJptvNCHSYat7Cg7n05mOXoKgiliBOgYrY0FCetgIIR2RfrIEn32w5CgPgixlBMMQm8G20q+JZFDMVptu+u33oVRbW4VdPrFKrF3ZdemXXYlnRIikUDucs61DEYjp7QPKxKu2RZtX1yCtXiVk2vU6gWt2p6hyKDZY8Egk6aopmJrZzGIsWwyAgaBhVcTBVTKaI6y0ozwy375BYducTLXPQYELdbCMHJ19rY82QjTbsTm4pF43xM/dkwJj5YihFIbcyF97XS8dtjdK2tgyT+m39ehTQVrytPT3drEPNvOzF/9zHiaFOSO9DRl83A9/Nr0Wf2wyQRArbuh6c2w+s7k09+njpGDmlZcDX4nXnfQNSdI/yP9ZjPrYezjUnX6rdfh/Hth9BvvKp/JmpKUQJ2fAA1v4fXVkM4cZk7mgY33wvLfww33t2vAS39pr0Z3n9O9lI8YqMceOrNcNv34JoHIU+hHlUtX8HXz8iy5zYbJbwFo2HyN+RwlmEzsq/PbVh7IbwyYijut3eMNgWMZTJLUZvuqrJ4D4+hgiCMyTmsJP0OBYkHxjmNRkFMb8O+jMOKuKxDDw8PD4+hQ4gOzseWOmNjeGIM+ZRTyVSGMwXfEGh/oRJe5qLHkEVYEVPxNw007U3cYLxovI9pP6tg4oMl6P7UL5xDnzbT8ZtjBF87l3iRDoEFVRT+fDy+mSXp6T51nvAftmH+53ZoSlKiVJ6P8b05+H40F210evcRR3sXrPlIZip+mWLQxQ2XwY/nwy3OmQzW5/tl6fPGzRBK8k5WUQHGQ/dgPPYg+uRxjtx3Ilb97SmWFoSkqfjl58kXl1XAg9+FZT+EcZOzqisRNTU1rFi+HL7cKg3Fj1ZBMMULzdIquOVxmaU4OnlZq6vorIcjK+VglrMfp17vK4TxD8osxZG3ga7+C96amhpWrFhhb7H1pTQTwytB7LF3jHZRjKF4eb8f62npHUSoFrdqep1ioOMWWFg0R7MMewzEswPU61BHpwKDyoQGok5RjrT0MND7NFCoFrdqep1CtbhV0zsUUWmPLMK0RkudT9BBktfIfaBhUMJoShnD+698zpJ7l6KhxpvZbtknt+jIJV7mokdO3G5hCU680saeJxto3p/YVCye6Gfaz4cxYVFqU1EIQejtRjqePEZoa1PihX6NvGUjKfzpOIyL0ssAs3bXEn7yI6yVuyGUuL+gNqEc42fXYDw2C624HxNYj5+Fp7fA8+9BU5J3lHQN7rtSZipeMTHz+4tBhMNYm96Vpc+f7U66Vhs3CuOxBzEevhettNiR+0/I1/tg5R/lgJbWFKW1M+fCih/D/IcdH9CSFs118O7fYct/wqkvk6/VNLj8bpj3fZhzP/gUmeAbbofj66WhaKePIhqMmicNxfGLwZ/l68ZtWAdjDMUU5ng32kQ55dm3DLTZXoaih4dDWLTHmYV9mYfYLBFzAo38mOnKVRhUolOFj+pIGXMFmpcP4OHh4eGRAFnq3Bg1E89zGpGsjK8PCqmklLGUMpYiRgzYtGeP9PAyFz2GDJYpOLGxlT2/baTlq8SmYslkP9OeqGD8gmJ0XwpT0RIEXz5Lx5NHCe9KMqW4UCf/sdEU/Ggcxij76dtCCKzNhzGf/Ajrja+TrtWuHI3vl9ehL7wMzZfhFNt0Sp+L8zl+/XjG/Y/HYaIzfS5EUwtmzUuEn1kLp+qSrtWvmy1Ln+ddj5bNEuNgF7yxRpqKn76bfG1ePty7QpqKM67KnqZUWCbseg22/BU+2wBmknJtgOHjZIbird+GyvG50dhfrDCc2SwNxWNrIJx8ehwAZdPgosdg0iNQNHB/7LLNW2+9xbx58+JvtA6BuSpiKNoohQfQxklD0VgG+lVZMxT71DsEUC1u1fQ6RX/ilkNSzvbKMow3DkWa5WD9Q0NnWJxxGDskxaAKjSJlMkJi8a5PNVBNr1OoFrdqeocibtujEO3RISwtnCCcZisOP0VRM7GUMfjou1e/2+JOhVv0ukVHLvHMRY+sYJmC4xta2fu7BloOJDZZSi72M/3nFYxbUIyeYkqzCFp0ra6l43fHMA8mfvLUyn3kf38MBd8bi15hf0KTCJpYq3bLIS1fJDHZNNDvm4LvievQbhiXeX/BdEqfJ4+QU5+XXk+grRlG9N9YtL46jPnUasy1r0Nn4r6XBAIYi+/EePwh9KkX9ft+k3Lsa1j1H7Dmr9B4NvnacRfB8h/B4sehfHh2dSXjzNfw9l/h3b9Bw8nkaw0fXLkQbv8eXH6nGuXAQsC5z+Dws3C4BjprUx+TXy3NxMnflENahkDG3YwZkX6R1lFpKJorwfrU3sHaGDmQxVgG+lzQMnyjIg2ieocYqsWtml6nSBS3LFdujMkyvDDz0KIpp1o18hDhYeT5RvUallIdMRKHo7loiqaTeNenGqim1ylUi1s1vUORgd4jWep8JqbUuSGt43V8kVJnaSjmUWbrja2Bjjtd3KLXLTpyiWcuejiKFRYcW3+evb9t5PyhxKZi6ZQA058Yxtj7bJiK7Sad/zhNx78fxzqZ2ATTRwTI//E48r81Cr3Y/qUtmjox//Mzwv/+CZw+n3hhvg/jG5dj/Owa9Cn9mDbcXfpc8x40p8ieuH0mfHce3DwNdGk41B0+wIgRmQ2JEZaFteUjzKdWY72fwvgYUYnvW4sxVjyAVlGe0f3ZIhSCt1+SWYofvJF8rabBrffLAS033BX9neScrnb4+EXY8hfY907q9aOmSEPxpm9BuSJTkM8fkobioWehJUVpN4BRAOMWcUS/gYnX/wD0wfliuk+sE5hdv4XO98D6yOZBI8HXbShelxNDMZa6urqMn0dURrW4VdPbH+R05VZMztLY8SnFFPWReXiOpNPaHMfAYHi0TLkn67Dns0Yxu/ftZubMmTnU5Q6G0vUZi2pxq6bXKVSLWzW9Q5Fc75FA0MG5aHZiK2cyKHWuiil1rs6o1Fm1a9Mtet2iI5d45qKHI1hhwdG10lRsPZLYVCy7NMD0X1Qw9t4iND25qWg1hej8y0k6/nwScS7xOfWJ+RT+fDx5D49Ey7P/At062oT5b9swn94BrYlLtqksxPfDqzB+cBVaVYYN07tLn//6FryxK2XpM8tuhMdvkxmLDiBa2zFXvYL5txcRR5Jn12mzpuH7zlL0e25Bc2jqdJ+cPg6r/wyr/xPqTydfO7yauhsfoPqn/yeMmZg9TckQAg59Kg3FrTXQkbz/o+XLQ7/uYWkqXnaTGtl7nWfhyAvSVKz/IPV6TYeRd8hpz+MXgb+E8198MTSMResImC/KD+tDRlcCiduyRqgG30Oy7Fm/ETQFMlc9PBxAGodtMdmGZyPZhmejpqHFWQTyDcSyiZCiw64j6JRFhqFcaBrK28u9CcseHh4eHjkjSFvMVOeTaZc6ByiOmokljE5Y6uzhkQ08c9GjX1ghwZEXz3BrcB0AANV4SURBVLP3dw20HUvc/Lx8mjQVx9xtw1Ss7aLjTyfofOoUojXxuzPG9CIKnxhP4IGqtPodWp+dIvybD7HW7gMzscmnXVKB8cR1GI/MRCvI0CzJsPSZ4sR/CKqr7ZdEW0dPYj79IuaqV6A1SZakz0C/7zZ8jz+EPnua7fOnjWnC+6/BC3+Ed14GK4Ubc81t8PAPYd4iRGMjDMS7Py1n4f1/yNLnY1+kXj/5Krjtu5y9+HaqJ03Jvr7+Em6H4y/B4X/AyU0gbAwxGH4VTHoUJi2HgpFxP0rn+lQO62DEUFxtv+SZSvA9GDEUb3GNoTio9ykJqsWtgl5pHLYnMA27bzuHoDOnujQKehmFlb3Mw0o0nBmgpcI+ZQMvbjVQTa9TqBa3anqHItnYI5MQrZyOmomdNKZ1vI6/V6lzqeM9fFW7Nt2i1y06colnLnpkhBkUHFndwr5/a6TteBJTcUYeM34xjNF3pjYVzaMddPz+OJ3PnYauxKafb24phb+YgP+OCtv9DoUlsF49QPg3HyLeP5Z0rXbjeHy/uA79nktSak5IP0ufk7F79+6kKdZCCKwPt2P+dRXWWx/KjLtEVJRhPLoQ3zcWoY3oR6l3KurPyD6Kq/4DTh1NvrZ0mOyjuPQHMPmy6M2p4nYUy4TP35BZip+uTz2cpbgCbvom3PodmHA5AF+89Rbz3GouWqYczHL4WTj6IoSTDEbqpniSzFCc9CiUXZpwWU73KRdY+6WZGF4NYpfNgyrAWAK+h0G/DTT3/akddPtkE9XidoNeK2IcJjIN5YCU9DIr+o8vahBemHnYfVuGlQYZ4IZ9Ggi8uNVANb1OoVrcqukdijixR/LtuLPR7ERZ6pyy9CUGjSKqKWVMtNRZI7utdVS7Nt2i1y06cokmRDLnwWMokM74crNLcHiVNBXbTyY2FYddnsf0X1Qw+o7ClAZgeF8rHb89RtfauqStlPzzKih8Yjz+68qTni8W0RnGfO5zzCc/Qnx1LvFCXUNfPBXfE9eiXz3G9vnj72yAS587uzDXvYH51CrEl4eTrtUuuwjjOw9hLLgDLd/+JO20sCz4eIvspbh5HYRTZMTNug6W/RDuXgr5BdnRlIraQ/D2U/DO09BwIvlaTYPL75ITn69cAP4s/R6dQgho2NEzmKUjRSk6QN5wmLhMmoqV16pR2t1fhACxW5qJ5osg9tg8sByMxRFDcR5oQ6A03EN5pHF47gLj0IopV87tZGWQ05XLLyhT7hmWUolOWdZfTHl4eHh4eDhBkNboEJYWTmKSZJBmH+RRSknETJSlzi5/zeGRU9LxcrKN+9IpPFyJ2SU49HwL+/+9kfZTiU2iill5TP9lBaNuS20qhj5tpuPJYwQ3JTH9NAgsqKLw5+PxXV5iW6842475H58S/uMnUJ/khVGRH+Px2Rg/nYs+cZjt88eRhdLnZNTU1LBixYro9+J0HeFn1mHWvASNzYkP1DT0O2/E+PZD6NfOynzKdSqazsHap+GFP8HRA8nXFpXAgm/Cw/8El16edGnvuB0j2AHb1sgsxT1bUq+vmigzFG95DCrHJ1yWNb3pcv4wHH5OmorN+1KvN/Jh3EJpKI66C4z0ygZdE3c6CAFiB4QjJc/iK5sHDgdjEfgeYuWqepYt/2Y2VTqKkvvkAKrF3R+9Fp0Jsg2laSgzDtscVpwaaRxWxpQpD4/JNhyOQQXP16weMvukMl7caqCaXqdQLW7V9A5F7O6RSYjznKKFE5znJJ00pXU/BoELSp0HEtWuTbfodYuOXOJlLnokdbvNTotDz7ew7/eNdJxJnFY4/Mp8pv9iGCNvSW4qCiEIvdNIx5PHCL3flFiUXyNv2UgKfzoO46JC27FYB85h/u5jzGd2QWeSTLmRxfh+Mhfju3PQhmWYJZfF0udUCCEQ2/cQfmo11qvvyF6GiSgpxlh2L8ZjS9DHje73fScQBDs+kFmKr62CYIp35KbOhuU/gntXQFFxdjQlQwg49Jnso7j1OWhPYsqCzEqc+6DMUpx268BNqbZL5zk4ugoO/QPqt6Zer+kwch5MfhTGLYbAwP4TkxOEAOsTaSaaq0Ekz/btoRp8S8B4KNJD0XuPziP3CLqSmIb1A2gclvUyDbszDYdHb9Pwsno9PDw8PAYPAot2zkYzE9uoTbvUuZgR0ezEIqq87HwP23iZix6uJ9xhcei5Fvb9eyOddYmNq8qr85n+iwpG3FSQ3FS0BMGXz9Lx5FHCu5L0dyvUyf/WaAp+NBZjtL3MPiEE4oPjckjLy19BErtcm1EtS58fnoEWyGCwwkCXPgdDfPg//oUr9x5D7NqfdK02eRzG4w9iPDgfrci+QZsW55vhpX9IU/HA7uRr8wukmbjshzDjqrRLbFetWsXSpUv7IRY4fw7ef1ZmKR77PPX6SXOkoXj9CihOL7PVEb3pEO6AExuloXjqVbBS9IkEqJgjMxQnLofCUY7IyHnc6SAssD6MGIovgjhu7zhttOyhaDyUcMqzq+PuA9X0OoUKcfcYh+f4aNsrzJk7+YLJyoLzOdelUxpjHEqjsKfX4fCIcejMgBQV9ikW1fQ6hRe3Gqim1ylUi1s1vUOR2D3q4ny01Pk8pzIodS6L9k0sYTSGQ38/s4Fq16Zb9LpFRy7xMhc94tzuw18dpWtLCfv/2ERnfWJTseqafKb/soLq61OYiiGLrtW1dPzuOOaBxNl9WrmP/O+NoeB7Y9CH23tyFWELa/1+wk9+hPjkZNK1+h2TMZ64Fn3e5MzKgdu74MWP4KnclD73Rpw4Q3jlRsznN0J9Q9K1+s1zZenzLXPRspVht/tTaSi+UgMdKbI2L5omsxQf+AaUlmd8l6FQCL8/g4wXy4Qv3ooMZ1kH4WDy9UXD4KZvyNLnibMykQr0Q286WCbUvg2HnoVjqyFkw3AonhiZ9PwolE91XFJO4k4HYYL1XmTK84sgbPSaBNDGSTPReAj0a2V2ZxJcF3cKVNPrFAMZd89U5dgehw1xg1GkcWhjwJLDaJTEmYY9PQ5jMw5z1+NJtetTNb1O4cWtBqrpdQrV4lZN71DCIkyIds6H62j3naGFk3SRouqpFwZ5lDImmp2Yh/12XwONatemW/TmSoeXuejhWt5cdIKSlsRj06uvL2D6L4ZRfV3yTDjRbtL57Gk6fn8c62Tid3L0EQHyfzyO/G+NQi+2dzmK1iDm33Zi/tvHiCNNiRf6dfRlM/D9/Fr0mRlmDg5k6bNpYm35CPO5DVhbPko+9bkgH+PB+RiPL0G/eGK/77tP2tukmbjyj7Dns+Rr/QE5mGXZD2HODY4MAvnggw+45ZZb7B9Qd1gOZnn7KTiXIkNN02DGHTJL8aqFEOi/KZy2XrsIAY27pKF4+DnoSGF2AwQqYOLDMkux6vqsDmbJWtzpIEJgvROZ8rwWqLN3nDY5xlBML7vWFXGngWp6nSJbcUvj8HzUIOxtGEpD8dwATFWWxVZ9lyj3fOTSOLSDatenanqdwotbDVTT6xSqxa2a3sFAt2kYpI0Q7TEf8d+bRBIT0nJONIoZGc1OLKRS2VJn1a5Nt+h1i45c4pmLHnEEG8w+r4oRNxYw/RcVVF2TvD+h1Ryi8y+n6PjzCcTZxGWZ+sR8Cn82nrxlI9Hy7D3RitPnCf/hE8w/fwZNnYkXluVhfO9KfD+6Gm1MBr3jBrr0+Uw95sqXCa/cCKdSmCJjRuJ7bDHGsvvRyrL0DthXX8jhLBuegdaW5GvHXyyHsyx+HIZVOirj4osvTr0o2CmHs7z9V9j9Vur1lRPg1m/DLY9D1YR+a4zFlt50aD3aM5ilycYEYyMfxj4gDcXR89MezJIpjsdtFxEE663IlOd1QPIM3yjaFGkm+h4CbVbGxuuAxZ0hqul1ikziFphYNEUNQjPGNLRizEOw0YrAYTSKogZhX6ahznB0MuwrPICodn2qptcpvLjVQDW9TqFa3KrpdTN9m4a9DcQY09Ah8imPDmEpZhTGIOkxrNq16Ra9btGRSzxz0SMpI28uYNovKqi6OoWpWNtFx59O0PnUKURr4nJqY3oRhU+MJ/BAFZrPnqlo7anDfPIjzOe/gFCS5rjjy/D97BqMx2ahlWSQhTGApc/CsrDe/URmKb71QfIBLYA293J831mKfscNaL4sPIy7OuVglpV/lINakuHzwe0L4eEfwrW3Z23YSUtLC2PGjOn7h4e3w5a/wtZnoa0p+Yn8eXD1YpmlOH2A9NqlqwGOrpZ9FOves3GABiNvl4NZxi+BQFn/7j8DHInbLqITzNcjJc/rwW6JijY9xlCc7kgmZ07jdgDV9DpF77gFIUwa4yYo9xiI3d83QFqN2Z1Bo5BwVzGFeWN6lSh3T1oejk6W+ukOMKpdn6rpdQovbjVQTa9TqBa3anoHgoEyDRMhS53HRrMTAwzAkMocoNq16Ra9btGRSzxz0aNPRt1WyLQnhlF5ZXJT0TzaQcfvj9P53GnoSpzh55tbSuETE/DfWWGr56EQAmvLYczffIT1xtdJ12pXjsb3i2vRF021bVjGMZClz/UNmC+8gvn8S4jjKXrBlRRhLL6LA3OmMG3Rff2+7z458hWs/BOsexqaU2R+jRoPS38AD34HqpwZBpKMzs5e2aqtDXI4y9t/hSM7U59g4iy49btw4yNQXJENiXFcoNcuZieceFkaiidftjeYZdgsmaE4aTkUDuwfsYzjtotoB3NTZCjLS2C3P502S5qJxoOgX+a4rKzH7TCq6c0Ei44Yo7ABi7P4K7+kAS16u0UTSaeAZQk5HKWnn2Hs19I8rECnkB17dzB79uyc6xtoVLs+VdPrFF7caqCaXqdQLW7V9DqJRThlaXIuTcOEmDolxshodmIBw9HIXqsht6DatekWvW7RkUs8c9EjjuobC7jt/xjL8NnJs/HC+9vo+O0xutbUQpIkO//tFRT+Yjz+68pt3b8Imlir98ghLZ/XJl2r3z8F3xPXot0wPv0hLQNY+iyEwPpwO+azG7BeexfCKbIUL78M49EFGA/MQyssYGSDzXJPuwSDsHm9zFL8eHPytZoGt9wneyneOB+MDCZuZ8iECRPAsmS589t/hU/WQijFZLaicrjhUZmlOCm3L9AnTEijzFpYUPuO7KN4dDWEbGTgFY2XQ1kmPwrl0zMX6jBpxW0X0QrmyxFD8RUgxZsA3ehXR3ooPgj6Rc7riiErcWcR1fTGIrCwaI7JMmyIK1m2It+LPq6ToirSnOeYLho6wxIYhsPTnqqs8j71B9XiVk2vU3hxq4Fqep1CtbhV02sHk1BKwzBIG9YAtBWJRceHnyL8FMZ9BHrd1tzcSkVF9hMU3IZq16Zb9LpFRy7xzEWPOK7915EMH5vYWAx92kzHk8cIbjqX+CQaBB6oovCJ8fgut9cHUDR3Yv5lO+Hfb4NTSSbe5hkY37gC42fXoF+aQU+/gSx9bmjCfHET5nMbEIdPJF9cWICx8A6MRxagz7w07kfbtm1j/vz5/dbDySOw6s/w4l/gXHIjl8qR8ND34MHvwZgBeKKsP8q5v/yfVJx4D84eTb1+xjxpKF69CAID02/M1j41fi4zFA/XQHuKawIgMAwmLJVZitU3pJxgPBA4dn2KZpmZaL4oMxWx+e6ffl3EUFwC+sT+67CJY3HnCLfqFXTFDUDpyTo8F3N7I0nf1coaRi/TsCJantyTgTgMzcF/rdy6T9lGtbhV0+sUXtxqoJpep1AtbpX0DjbT0LD5hp9Ke+QkqsXtFr1u0ZFLNCGSjaD1GAqkGl8uhCD0TiMdTx4j9H5T4hP5NfIeHkHhz8ZjXGSvD5Q42kT499swn9oBrUlS3SsLMf7pKnw/uAqtusjWueMYoNJnIQTik88JP7se69V3IJj8j6w29WKMRxdiLLwDrSSDOFMRDsO7r8gsxfc3JZ9ADXDdHTJL8bYF4M9xU+Kudjmc5Z2nYc/m1FqHj+sZzlI9KRcKM6PtuBzMcugf0LQ79Xo9D8Y9ILMUx9wDhrumujqKaABzgxzKYr0BtspfNNBvihiKi0Efm/oQj5wjsw1bEmQadt92FkHbACkM9DIJL/xap0zZSY8eHh4eHh6pUNk07G0YpmMaenioTCovJ5d4mYseCRGWIPjKWTqePEZ4Z5JswkKd/G+OpuDHYzFG28vwsz47RfjJj7DW7AUzsWmkXVyB8cS1GI9ejlaQprk1kKXPzecx17yG+ex6xMEUmXb5eRj3347xyAK02dNSlnjX1NSwYsWK9ATVnpQZiqv/DGdSZMiVD4cl35H9FCfkeMqVEPDVB/D2U/DRC9CR5LoD8AXgqkUyS3HmPNBzV6adirh9Cjb1DGapfcfG0RqMvBUmfQMmLIFAefaEOkza16eol9Odw6vB2gyEbRykg36bLHf2LQZtZIZqnSOjx+UA4qReQbCP7MKGuIEoJg3Y21vnkROVZZbh0UNNXDJ5bsQ07Mk61Ch2Zd8k1a4rp1AtbtX0OoUXtxqoptcpVIs7m3rjTcO+DcMQ7Z5pmALVrimnUC1ut+h1i45c4mUuelzgdo8ZMZqu1bV0/O445oHEWX5amY/874+h4Htj0IenfpIXlsDadADzyY+w3k1uuGk3jJdDWu6dgqan+YJvgEqfhRCIHXtlluLGzdCVPOtKu2QixiMLMJbcjVZmr3w8LSwLPnxTZilu2ZByAjVX3iSzFO9cAnn9LwNPi7PH4L1nZJbimYOp14+/XBqKNz4KJcOzLi8jzC45mOXws3BiI1g2svCGXS4NxUkroGgQZ+CJ0xBeK0uerbexN4nXB/q8yFCWhaBVZVmkh0AgOB83EKWvMmVBijcBsoaOTgUGFTEZhsMjtw2P3qaT4+czDw8PDw+PHKCOaehPWZrsZRp6eGSGl7no4Vo6njtNY81xrBOJW97rIwLk/2gs+Y+NRi9OfQmJzjBmzReYT36I+DJJr0ZdQ188Fd8T16JfncHE24EqfT7fhrnuDZmluD/5ZGsCfvR7b8X3yAK0qy9PfxANsG7dOhYtWpR4QUM9rH0KXvgTHD+U/GQlZbDgW/DwP8ElOR4K0tUOn6yDd56SQ1pSvM8R8hfiv/WxyHCWOXK4jNsQFtS+C4efI3jgOQJ2SjwLx8GkR+RglmEzs68xyyS8Pq3jYK6JGIrvY29CbwD0uyKG4gLQhjms1jlSPi5dxvr1L3LfwpsihmGiMuUG7JWmO49GQcwAlIq4YSg9JmIZGullK6u2T6rpdQrV4lZNr1N4cauBanqdQrW4Y/X2mIYXGoZuNg37MgwHk2mo2jXlFKrF7Ra9btGRS7zMRY84t3vXsBcYbfSdEaRPzKfwZ+PJe3gEWn7qF3TibDvmnz8l/MdPoS6JyVLkx3hsNsbP5qJPTNM8GMDSZ+uLLzGf24C5/k1o70i6Vps0VmYpPjgfraK8X/fb0dFBQUGvISVCwKfvyizF11+EcIp/NmbOlVmK9yyDAnv9MR1BCPjqQ5mh+OFK6GhJvl7T4PK74JbH6Zh+FwVlLpzQJgQ07JB9FI88D+0nUx/jL+sZzDLiJlcOZsmUuOvTOhIZyLIarI9sniEfjHtkybNxP2hl2ZLqKH0+Ll2ERTtd7KSLTwmyC5P6AVLSPU25opd5WBljHlagk53nJbfvU29U0+sUqsWtml6n8OJWA9X0OkW24hYIZCfhMBYmArOPz339LPF6kxBdZium0emZhi7GeyypgVv05kqHl7nooRTGtCIKnxhPYEEVmi+1CWIdPIf5u48xn9kFHUl6bI0sxvfjuRjfm4M2LM0H3kCVPre1Y760WWYpfvFl8sU+A/3umzEeXYB+3ZyMshT7Yvv27dxwww3ym+ZG2PB3aSoe2p/8wIIiuP9RWPZPMG2OI1psc+4EvPv3SNnzgdTrR02Rw1lu/AYMl0+Q27du7YnbDbQckFOeDz8HLSmuBQA9AGPvl4NZxt4LxuAs1dy7ewNXzjocMRQ/s3lUIRj3RYay3AtacVY1ZoO4x6ULEAhMTtLJp3TxGUH2kO2ehxp5vUqTK/soUx6Wdrahk7htn1Khml6nUC1u1fQ6hRe3GqimNxUCKzIk7ELzTt4uTby9R3Zz6dQp/TL9rOh542+zV32RJjn40+iZhv1jsD2W7KJa3G7R6xYducQzFz0S4ru6lMJfjMd/5/CUxpgQAvHhCcK/+RBr45dJ/+Zq06vw/eI69KXT0fLSvASP1cPf3s556bO172vM59Zjrn0dWpPfrzZuFMaKBzCW3otW5Xym3ZjRo2HXx9JQfPV56OpMfsCUmbD8R9JYLC51XE9Cgh2Rsuen4Ys3Uk97LiiF65fLac+XXHtB2fOYMRmUyjtN+2k4slIaiuc+sXfMiFukoTjhIchzb1lvxggBYo8seQ6v4crpu7D3hnsJGA9EDMW7QcthBm0WcMP1KQgSZE/EUPwEkzOOnVunPEWZcgUaRa4cihKLG/YpHVTT6xSqxa2aXqfw4lYDp/TKPrxWwky9bmMv1uBLZNj157Ow1acZAlPhMMcdid3txJqGfRuGRRHTMM3hmB5xqPbYdwrV4naLXrfoyCWeuehxAf7bKyh8Yjy+68pSm4qmhbV+P+EnP0JsS14Oqs+bjPHEteh3TE4viy+29Pn1XclNKgdLn0VnF9bGzYSf24DYvif5YsNAv+N6jEcWot90FVo/zcw+Od8ML9cw6pnfwuF9ydfm5cP8h2Xp8xUXGnVZQwg48JE0FD943l7Z88w7paF49SIIJM5gDYcHZtKsnPS8RhqKtVtkX8VUDLucsyV3UXnVz6B4fNYl5hxhgfVppIfiGhA2slEBKJfDWIwHwbgTtMGTvTlQ16fJWbr4lM5IubMgcb/cvglcMBAl1jyUn4ehDZIXJAP2PJIhqul1CtXiVk2vU3hxuw8L84JefW3FtZzinCPGnkdu8UxDd+Hmx342US1ut+h1i45c4pmLHnGUPj+TsrsuS7lOtAYx/74T89+2IQ43Jl7o09GXzcD382vQLx+Znph0Sp8vGgnfvt2R0mfr4BHMZzdgvrgJWlqTLx5djW/5AxgP34s2MgvTa00TPt4Ma5+GN9dAVyd5ydZPulQaigu+BeU57E/YcLJn2vMpGyXCIy+RhuJN34TKcfbuoqGhXxLTItwBJ1+WhuKJl+1Nei6eJAezTFoB5dM5tG0blYPJWBRhsN4Dc638ECdsHjgcjEVyKIt+O2iDs9QmV9enwCTEl9Fy5zCH0zjaR4Dp5HMVX+3WuGLGbWgUuz7b0Ely+jziAKrpdQrV4lZNr1N4cecOgUWIjjjjMBg37KONIG2Yfb3BVAmnc654aKJhoGNEPvtivr7ws44v7rbTx+q5aPxlnmnoYrznPDVwi1636MglnrnoEYdvWvJeZ+L0ecJ//ATzz59BY5Jy3LI8jO/OwfejuWhj0yzFHYDSZ9EVxNr0DuFnNyC27Uq+WNPQb7sW49GF6Ldeg2ZkoUnK0YOw/m+w7m9wJkVJh88Pdy6RpuLVt+QuSzHYAZ+ul4bi52+kzugrKIHrImXPU65LW+dll6U2vfuFFYYzm6WheGwNhM6nPia/CiYsk5OeK6+JiynrenOB6ALrTQivAXM9kGTaexzV4FsiS571W0Ab/H9qsrnfFi10sZ1OPqOL7QhsXJsRdCrI4yryuZIAV0QHpVw0vgWdkmxJdi2qPS5V0+sUqsWtml6n8OLuP7I/bleMUdi3cRiig6z0+RtUaHHmHZaGoQdsGXupfmZnvYberzfrSstbKCWH7Ys80sZ7zlMDt+h1i45cMvhf8Xk4grW3DvPJjzCf3w3BJGUR48rw/ewajMdnoZUkzbGLZ4BKn63DxzFrXsJc/So0NCdfXD0cY9l9+JbdjzY2zSxMO7S1wmurYO1T8Nl7qdePmQgP/xMs/jZU9n/6tS2EgIPbImXPNdCe4nemaTBjXqTseTHkZd5X79133+X+++/P+Pg+EQLOfhyZ9LwSOutSH+MrhvFLZJbiqHmg9/00mhW9uUC0gvlqpOT5ZbBrZGnjwFjCB9tGcP0N/2/QBm5ox0Dg5H4LBGGO0MUndPIpIb4Cmz2mQMPPlIiheBU+Jvf5YkfZ67OfqBa3anqdQrW4VdPrFF7ciRGRXMMeo7DHLOxtJNrtIehmEhlvqT5LY05Pat7Z/xyfZLDxlY1KXZ9D9fGkEkN1j1SL2y163aIjl2hCpJqy4DHYSTS+XAiB9fYRzN98iPX610nPoc0ZJYe0LJ5qa6J0lAEofRahMNYb72M+ux5ra+pptvpNV8ssxXnXo/kd9uOFgE/flWXPr62Cjrbk631+uO0BeOj7cMNd/R5UY5uGUzFlzymmUgOMvDim7NmFpcFNe6WheLgGWg+lXq8HYMy90lAcez/40pxu7nbEOTBfipQ8vwZ2+/Zpl4KxRH7oV+Yua3YQYtFBkF3RcmfLdpYoaBSRx5xohqLuZT54eHh4ZA2LcC+jsG/j0GLg+m1pGNEefTp+G8Ze5gZffzP2PDw8PDwyJ5GXMxB4mYseFyBCJtbqPXJIy67apGv1+y7B94vr0G4Yn96QlmP18PQWeP79nJU+W8dPYdZsxHzhFTibogfC8HKMpfdirHgAfUIWJj2dPAob/g7rnobjNsyty2bJDMX7H6Fm0xusuGm+85p6E+yEzzZIQ3HXa/bKnq99GG79Nky53nGjqaamhhUrVmR+gtZjcOR5aSo2pih9B0CDkbdJQ3H8krQnPfdbb7axToG5TmYoWm+D3Ubt2pxIyfMS0Kde8GPXx50lMok7zKmYYSy7IY0Xoj4mRLMT/VyGRnqZot4+qYFqep1CtbhV0+sUgy3uWNPwQrOw56PPvoY5Q+s13KOoz+8NAlHDb7Dtk11Ui1s1vUORobpHqsXtFr1u0ZFLvMxFjzi3+/Cv1jHy2SNwMsmU3zwD49HLMX5+LfqllfbvaABKn0U4jLX5Q8xnN2C9uy35fQL6dbMxHlmAfvfNaAGHmyh3tMOba2XZ88ebU2qhfDjc/6g0FafOclZLIoSArz/pKXtua0q+XtNg+u09Zc/5RTkQmQadZ+Hoamko1tkoNQcYfpU0FCcug8LR2dWXa6yvI9mJa8D60OZBGug3RDIUF4M+MZsKBzWCEEH20MVndPIpJifTODpAHrPI40ryuQqDLAyQ8vDw8BiEXJhp2N7HRxsmNoa3ZREfBSmNQx/5Xpagh4eHh0cUL3PRw7WE/+U90Mr6/uHwAox/ugrfP12NVp2GiTQQpc+n6wg/vxFz5ctwpj754vJSjIfmY6xYgH6RwyW8QsCuj6Sh+OpKaE1i2gIYBtx0jzQUb7kfAhdO1t24MQs9ZBpPw/v/kKbiib2p14+4qKfsuWqCs1oSYDvuUBuc2CANxZOb5JTjVJRO6Zn0XDql/2LJ0j6lixAg9kgzMbwGhJ2MTQCfnOxsLAHfQtDs9xh1RdwDQKK4Tc5FzcQguxB02D6nwQjyuCryMRMN5yZte/ukBqrpdQrV4lZNr1MMdNwW4T7Mwr4yDQfWNDTI62US9mUcFl7QM9ApBnqfBgrV4lZN71BkqO6RanG7Ra9bdOQSL3PRI87tPpD3/2JsL3NRu7gC4+fXYjx6OVphGtl8OS59FqaJ9e42maW4+UOwkpfxaldfju+RBej33IKWn8bwGTvUnYINz8iy50M2ehROnioNxQXfgKpRSZe2tLRQWupAT7VQV0/Z885Nqcue84tl2fMtj8NlN+a8v17SuK0QnHpdGorH10E4xfUGUDAaJi2XpmLFHMfjcWyf0kVYYH0SGciyFsQBmwfmgzE/kqF4P2jplYF3M2BxDzDdcQtMQhyIljuHsdH2IIpBgGlRQ9HH2KxlqAz1fVIF1fQ6hWpxq6bXKbIVtxkZhJLILOzOQLQIOX7f6aDj69Mk7H2bPsC5HN71qQaq6R2KDNU9Ui1ut+jNlQ4vc9FDCbTrx+F74lr0+6agGTYNv4Eofa47i/nCK4RrNsLJM8kXlxRjPHi3LH2eMinj++yTYBds3iCzFLe+ltLcpKQM7l0hTcWZV9s2t/bv38/cuXMz0ygEHPpMGopbn4O2xtTHdJc9z10yoGXPF8QtLKjbKg3Fo6ugy8YAjEA5jH8IJj8C1TeDnr2Jxv3ap3QRYbDeizEU7ZbbloLxQMRQvBu0/u9vTuN2CRatHK17kXGlTZFhLCkylGPQKSePKyOG4ix0cvMYG4r7BOrFrZpep1AtbtX0OkW6cUvTMLFZ2P21O0zDwj4+pFm4//OvufLya9HxK1Gi7F2faqCa3qHIUN0j1eJ2i1636MglnrnoEY+moS+Ziu+J69DnpjHIJMelz8KysLZ+hvncBqw33odw8mEU2qxpGI8swHjgdrSCzMutLxQiYO92aShufA5aUph1mgbX3ykNxdsXQn76U4crKirS19l0Bt7rLnvek3p99aRI2fO3oHpi+veXBSoqKuTvu/HznknP7cdTH2jkw9gFMkNxzHwwHM5STUBG+5QOogusN2W5s7kebE8XrgJjkRzKot8OmnOltpCDuF2AwCLMITr5jC62E+JLKi+2bBc8+7kkmp3o56KslcIlYyjsU1+oFrdqep1CtbhV0+sU3XGbBG0NQnGHaVjUp3EYm3mYyjSsKOzAcLBNRbYZ6tenKqimdygyVPdItbjdotctOnKJZy56xBF46zEC18+wf0CuS5/PNWGuegWz5iXE0RTZWUUFGIvuklmK0y/J6P4Scq4ONj4rTcWvvki9fvzFkbLnb8Kocf26a5/P5sM21AXbN8LbT8GuTWClmAacVwTXRcqeL72xX5O5Hef8IYaf+iPseRWabfSE1AwYdWdk0vMi8JdkXWJvbO9TOohWMF+NZCi+DJy3d5w2Xg5jMZbI4Sxa9jI2sxK3C7BooYsddLGdLrZj0Wz7WI1C8pgdMRTnYJBZybmTDNZ9SoVqcaum1ylUi1s1vXYQCEy6Egw/aSdEB+0TmtnBey4wDf1JzcLuD6cMQdX2WzW9TqFa3KrpHYoM1T1SLW636HWLjlwy9CL2SIo+vjz1IiHg/f0ySzEHpc9CCKyPdsosxU3vQCj5gA5t+iUYjy7EWHAHWnFhRvfZJ6EQvPuKNBTffRnCKQaFFBbD/IelqTjnBsd6+p08eZKJEyf2/UMh4PD2nrLn1obUJ5x2qzQUr3lQ9lV0C20nZLnzkefh7DZ7dkzV9dJQnLAUCqqzrTApSfcpHcQ5MF+KTHl+Deiyd5x2KRgPygxFzfmekolwLO4BRvZOPEhXNDvxAGC/RbGPcREz8WoCXIbmsj+3g2Wf0kW1uFXT6xSqxa2SXguTMB19moWx34fpQJCivUsabbgzobdp2Jdh6KRpaBeV9hvU0+sUqsWtmt6hyFDdI9Xidotet+jIJd5AFw/7TUDTLX3+zu3wUD9Kn5taMFdvwnxuA+LQseSL8/MwFszDeHQh2uWXoTlppHz1hTQUX/oHNKSYPA0w91ZpKN75IBQ63z+to6ODgoJe5dRNtT3Tno/vTn2SqonSULz5W7IE2i101MHR1dJQrHvP3jHl02HSozBxOZS4J5Y+98ku1ikw18kMRettIEXWaTfaHGkmGktAn5rZffeTfsU9wJg00sXOiKG4A2E3MxRA+MnTLo8ZxpJ5H9lcoPI+9QfV4lZNr1OoFvdA6xUIrLghKBeahT2Tk22+QZVFuk3DRGZhd+mykW33MkMGer/TRTW9TqFa3KrpHYoM1T1SLW636M2VDm+gi4da5LD0WQiB+Gw34ec2YG3cAsFg0vXapZNkL8VFd6GVOVj62tQAr9RIU3HPZ6nXj54Aix6Hhd+CcZOd09EHr732GosWLYJwUJY9v/M07HjFRtlzIVyzVJqKU292T9lzVyMcWwNHVsKZt1JPrQYoGi8zFCc9AsNmZl9jBkT3yS7W15HsxDVgfWjzIE2WORtLZNmzPjEDpc6SdtwDiMxO/DJa6hziYFrHG4yODGOZw+sbD7PggYeypNR5VNonJ1EtbtX0OoVqcWdLr0BEsgz7NgpjMxAtUlRT5ACDQEKjMD7T0J2moV2861MNVItbNb1DkaG6R6rF7Ra9btGRS7zMRY++3e5clz63tGKufU1mKX55OPniQAD9/tvwPboAbc4M57IUTRO2vi4Nxc3rIZTc2CS/QGYnLv62zFbMhVknBBzZGSl7fhbO2xjiMfWWnrLngtz3HuyT0Hk4vkFmKJ56DSwb/ZryKmHiw9JQrLoONJeYo5kiBIjd0kwMrwHxuc0DfaDPk2aibyFoI7Mqc7Bhci7SO/EzutiJoM32sRp5BJgZNRR9jMqiUg8Pj8GKRbhPw/DCcuUO0mnHkC185EeNQR8FSQaheDkLHh4eHh4eucTLXPRwLx1d8Mw7OSl9FkIgPt+P+ex6zJc2Q0dn0vXa5PEyS/HBu9GGlaV9fwk5/KU0FDc8A3UpYgaYfb00FOc/DMWlzulIRv1R+OB5aSgeszFApnIC3PKYnPY88qLs67NDuANOvgyHn5efzeT7DYC/DMYvgUnLef7tOpZf843s63SImpoaVqxYEX+jsMD6JDKQZQ0Iu5lyBWDMj2Qo3gfawA8ESUSfcQ8ggjBB9kd7J4ZJ8eZFL2TvxDnkMYcA09ES9PZyW9ypUE2vU6gWt2p6nUK1uGtqali+Ynnc1OS++xp2lyanePMyB2joFxiF8R89P0s00V61fXIK1eJWTa9TqBa3anqHIkN1j1SL2y16s63DFJ00h/ZwpH1z1u4jXbzMRY94t/vibzO2PUVGWH9Ln1vbMde/IbMU9xxIvtjvQ59/i5z4fO0s57IUzzfDphekqbjTRglq9WhY8C1Y/DhMutQZDaloqYePVsnBLF9uTb0+rxCueShS9nyLO8qezSCcfl0aisfXQ7g19TG+Ihi7ACYth9F3g5GXfZ3ZRITBei9iKK4FkWLKeZRSMB6IGIp3g+Z8/87Bikk9XWynk88IsgtBh+1jNQoIcHlMduLADgby8PAYWC4cgNLRyzzs+Zmw2x83i/Q1Odnfh4lokIdGbgZ9eXh4eHh4eGSOECbnwwdpDO2kKbSDxuBOWsL7EIQ5e8rke1fVAl7moofbON8BRh8mhgOlz9aeAzJLcf0b0Jb8xb42YQzGigcwHroHrdKhLC3Lgo+3SEPxzTXQmcJw8Adg3iKZpXj9nWAYzuhIRnsLfLoOttbAF2+k7qMIcNlN0lC8dqk7yp6tMJzZIkuej62BYFPqY/Q8GHufHMoy9j7wXTjle9OmTcyfP995vdlAdPLZJ/8/rrziKJjrARvl6wBUg29RpH/i7aDldgKmEwzEPglCBNkb6Z34GWFSDIDqhY8JUTMxwFS0DPqBKXV9op5ep1AtbtX0OkW245a9DDv7yDC80Dh0wwAUoFeWYeKMw1yWJnvXpxqoptcpVItbNb1DkaG6R6rF7Ra9meoQQtBhnaIpuIPG0M6Iofg5prDfymmg8DIXPeIzF0csZ2ysudjf0ueOTsyXNmM+ux6xa1/yxYaBfteNMkvxhivRnMq8O34I1j0N6/4Gp22YDjOukobiPcuhvMIZDckIdsLOV2WG4vaNELJRLlw5Hm5+TE57Hnlx9jWmQlhQ974cynJ0FXTamKqt+WRm4sRlMG4hBJKXmDc0NFBRkYP9yBTRDOarkaEsrwA2sjQBtPGR7MQloF8PWg5M7CySq30KcyY6iCXI5whsPG4iaBSRxxWRcucrMRjebz2uvz57oZpep1AtbtX0OkUmccdPTO5tEva+zR29DDWMlIahNBULEpYmDyTe9akGqul1CtXiVk3vUGSo7pFqcbtFr10dQauRptAuGiNmYlNoJ13WWdv342UueriffpY+W18dxnxuA+aLr8H5FCbLmBH4VjyA8fC9aNWVGQruRVsrvPGizFL85J3U64dXwwPflGXPl8xwRkMyLBP2bJGG4scvQkdL6mOKhsE1D3Gg+iouWfC9gS97FgLOfSJLno++AO02yn01HUbcJkuexy+BPPtP/EePHnXFH4o4xBkIrwdzHVhvATYG0wBol0kz0bcEtDngVLm/C8jWPgm6CLKHzkjvRBO75eUSH5PJ40ryuRI/U9Ac/vPnyuszCarpdQrV4lZNr1PExq1aWTIkmpp84UAUg4DSpcne9akGqul1CtXiVk3vUGSo7pFqcbtFb186TNFBc2i3zEgMSiOxzTzSj3vRKPZNBmr7I9UxPHPRI57lN8LPH8qo9Fl0dmG9+g7h5zYgPkkx+VbX0W+/DuPRBeg3z0VzouRYCPjsfWkovrYK2lOYmj4f3HK/zFK86R7wp18Kmba+gx/LkucPV0KzjSeBvEK4cgHc8AhccTf4AoT37Rs4Y1EIaPxcljwfWQmtNodjVN8oS54nPAQFmZXV5+ennzmbFawD0kw014L1EbazX/QrIxmKi0Gfmk2FA4qT+xTmVLTUuYsvII0hCBol5DErOozFILtDcFxzfdpENb1OoVrcqum1i8wx7IgzCGO/ZspZ9nDAVWXJ8QNQCuLMwtoTDUwaOyX6s6EyNXmwXp+pUC1u1fQ6hWpxq6Z3KDJU90i1uN2iNy/fT3Nor8xKDO2gKbiTlvD+fr0RWmCMYZh/FuX+WQzzz6LMfzm1ZhMwzjHd/WFo/PfjYZ//uhDGpmf+WF8fw6zZgLl6EzSlyMAbUYmx/H58y+5DG52ZyXQBp4/D+r/B2qfh+Nep1196uTQU738UKqqc0ZCM43tkhuIHz0PdodTrDR9cMR+uXwFXLYD84rgfl5bmaEJ1LM37pZl45Hn5tR2GXy1Lnic+DEX9f8IbkLhBGqpiO4TXSlNR7LF5mIZm3BgxFBeBPjGbKl1Df/ZJ0EUXn0cnO5ucSeNoDT8XR3sn+rkEjdyVmA/Y9Zkhqul1CtXiVkmvwIr2MUxmHIbpIJyqjUERaTQ66B8+8ntlFBb0kWVYkHQASkg7STEO/U+jECpdn06iWtyq6XUK1eJWTe9QZKjukWpx51qvEBYd5inOh7+KfrSEv6KlbB8Hzmb+34xfK2dYYBbl/iuihmK+0degyaaM78NpPHPRIyNEMIT12ruYz23A+nBH8sWahn7zXJmlePt1aD4HLrvODnhrncxS/PBNaQAlo6xCmomLH4eps7Nfhlp3BD58XmYpHkuRxQlSz2U3ww0r5MTnksQ94A4ePMiYMWOc05qI84d7DMXGXfaOKZ8pS54nLoOSixyVk7O4ITLh+d1IhuI6EMdtHhgA/Q7wLeLDjyu5/obFWRTpTtLZJzlU4UQ0OzHIHmyXlgM6ZeQxOzKIZTYGZRmq7j85vT4dQDW9TqFa3AOtt8cwjO9X2NfXKQ3DHNIzMbkghXHoTC/Dgd6ngcKLWw1U0+sUqsWtmt6hyFDdI9XizpZeaSKepCX8JefDBzgf/fwVpmi/8IA07AadfMr9M6SRGJhNuX8WRcZENMVaZ3kDXTziB7qkaAJqHTsleymufhXONiY/cWUFxsP3Yqy4H33c6P4LFQI+3yYNxVefh/PNydfrOtw4X2Yp3vYABPL6ryEZzXXw0SqZpfjVB/aOmTRHljxftwyG22u+GgqF8GerhLv9JBxZJQ3Fsx/bO6bkEpi0QhqK5dOyo4ssxw0g2sF8PTKQZSPQYPPAUjDuk9mJxj2gyYndWdfrUlLFbdFOkM+jw1hM6tI4u46fKdFBLH4ucs2QA9X2WzW9TqFa3NnQG2sYJssuDEUNQ3f8m5isLLm3kWhkMPG9P6h2XTmFF7caqKbXKVSLWzW9Q5Ghukeqxd1fvUJYtJvHL8hEbA0fwBQdDijUKfVdGiltvoLywGxKfZeia5lpTsfLyTZe5qJHSkQojPXWVsxnN2C990nK9foNV8qJz3feiBZw4Imo/jRseEaWPR9KMXEaYPJl0lBc8E2oGtX/+09Gewt8uk4ail+8KQe1pGLkJdJQvGEFjL407btct24dS5cuTV9rIjrr4ehqaSjWvoetF5JFEyIlz8uhYlZOBpI4HjeAOCeNRHMdmK8Bdv9gjATfwkj/xFtBu9C4zopeBegdt8xOPBqTnbgPCNs+n86waN/EPGahU5IF1f1Htf1WTa9TqBa3Xb3ycdaZwixsd51hCFq0LNlPQTSbcO/OA1w16zrbZckDjWrXlVN4cauBanqdQrW4VdM7FBmqe6Ra3Lb/dxIm7eZxWqIm4pecDx2QJqKD1RiFxrhoj8Ry/yzK/TPx6UWOnd9NeJmLHgndbnGylvDzL2GufBnqziU/ybAyjKX3YKx4AH2SAw1Fg13w9kaZpfj+JjBTmHbFpXDvCln2fPk12TW7gp2w8xVZ8rx9I4RsPPkMGw3XL5em4iQXTAfuaoRja2XZ85m3QNgwRQtGyf6JE5dDZZZ/x9nEOgbm+shAlnfBblNd7WJpJhqLQb9GTr726BOLNrrYFe2daJHi+SMOnQCXRXsn+pjkmuxED49cIhCYdPUxIbmvr91kGBI1CWPNwb6+9pHnPb49PDw8PDw8soYQJm3m0Z5S5tCBiJl4EMtBE9GnlVDim0KJbwqlvimU+KdQ5ptBnlHp2H30hZe56OFahGlivrlV9lJ8+2OwrKTrtblX4Ht0Afr8W9DyAv0XsHeHNBRffg6aUhgSmgbXzpNZincshvyC/t9/Isww7NkCH9TAxy9CR4rBNQBFw+DapXIwy9SbQHdmuERNTQ0rVqxI/8BQKxzfIDMUT20Cy0Zvu7zhcsLzxOVQ7VwMmZBx3EKA2Bspd14H1mf2j9WvjBiKi0CblpahmrFeBZFllofpYjvH6zZRXn0OSP7cEYvO8KiZmMcV6Kj3bp5q+62aXqcY6LjjpySn/uxew7Agrm9h7Nc+8vttGA70PqWLanqdwotbDVTT6xSqxa2a3qHIUN0jleLuNGvZsPm3XHFtNa3hA7SEv6Q1/DUWXY7dh08rleah71JK/JfIz75LyNdHxvVIlL+3Wx27XxXwMhc94tzuA3PuYey51uQHlBZjPDhflj5fMrH/AhrqYeOzsuz5SxuDQ8ZdJDMUF3wLRo/v//0nQgg4+LEsef7wBWiuTX1MXiFcuVBmKF5xF/gcMFz7Q7gDTr4iDcUTL4Npo+zXXwrjl0hDcdTtoKvTYyOKsMD6KFLuvBbEQZsHGqDfEumfuAh0B7JwBykmjXSxgy52EGQnFil6oMbhI8DUmOzECa4td/TwSIVFuA9jsHfvQvnZdPCfWyfwkd9HRmFfxmH/DUMPDw8PDw8PDyexRJjG0A5qO9+irmszzeE9jp3br5XLTMQYA7HUdyl5erWrBq14mYse7qX2HPj6HnyizZmO75EF6Pffjpbfz+EooZAsd177lCx/DqfIoisogvkPS1PxypuyW5J7fI80FD+ogbrDqdcbPrhivjQUr1wA+dnNunrrrbeYN29e4gVmEE6/IQ3FY+sgnMIsBvAVwtiFso/imPlgZHn4TQakjFt0gbVFmonh9YANMxiAAjDujmQo3gda4knd6ZBSr2IIQgTZGzUUw9h4bMRgUB3tnRjgcnQKs6R0YFBtv1XT6xR24haR/MJEBmHvz1YaE85zQY9hmDi70O2GoWrXp2p6ncKLWw1U0+sUqsWtmt6hyFDdI7fF3WWeo65rC7Vdm6nreoeQaOrX+fxaOaX+S6Mlzd0feXpVv0xEt/3ecoFnLnokp7gQY/FdGI8sRJ96Uf/Pd2CPNBRf+gecs2H+XHWzLHu+6yEoKu7//Sei7gh8+Lw0FY99kXq9psHUW2TJ8zUPQokzhpQdZsyYceGNVhjOvB0xFNdAMMUkbwA9D8beKzMUx9wHfneXovYZt2gB89VIhuIrgI1ydQAqwHggkqF4F2jOG1196lUI2e/tVMRM3E6QLxBpZV35CDAjJjtx7KDOTlRtv1XT219k6X4Xl14xnhZOXpBl2D09uftrYbcXa44wyLORXSi/dqthmA6qXZ+q6XUKL241UE2vU6gWt2p6hyJDdY8GOm4hLJpCn1PbtZnars00hXaSSduYgD48YhzGZyIG9OFZyUQc6N/bQOCZiw7w9ttvc9ttt9lau2zZMp5//vk+f3b06FF+/etf8/rrr3Ps2DEAxo8fz1133cV/+S//hQkTJjimORXazEsxHl2I8cDtaEX9NF6aG+GVGlj3NHyReto0o8bDosdg4WMw3gFDM6GuOlnu/EENfPWBvWMmXykNxeuWwfCBSTmuq6tjxIgRsvS3bqscynJ0FXTWpT5Y88Hou6ShOG4hBEqzL9gheuKuBXMDhNeC9RYQtHcCbVzETFwM+k3yd5FFonoVonsQSzCSnWhi45qKwWA0refGMXr4XQSYiU5+lpS6D9X2WzW9vRERuzDWJOw2CC/MMOzsGXhSaT+nObt0T0kuSNDLUE5QPrjvCDOnzhkUhmE6qHZ9qqbXKby41UA1vU6hWtyq6R2KDNU9Goi4g1YT9V3vRAzFLQQt+8MhNauQ4flXRA1E+XkKeUbukoFgaF4vnrnoEtavX8+jjz5KW1tb3O379+9n//79/PWvf+XZZ59lwYIFWdVhLLyDwA+/hT7z0v6dyDThwzdlluJb6+T052Tk5cOdD8Kix+Ha20HP0gup9hb4ZK3MUNz9Flg2slNGTZElz9evgNFTsqPLLkJQ0LYbPn1amortJ1Mfo+kw4jZZ8jx+CeTn9onVEayvqSx7Gjo/BusDbL9bpU2XZqJvEWgumNLtMgQmIb6mi+10sYMQX5LOIBaNAgJcQR6zyWM2PkZSe+oL8ofPzJ5oj0GLtAsvNAgvvK2TEO2uyy7U0GOmIOf3Meik57PdKcla+PSQMxY9PDw8PDw8hhZCCFrCe6SZ2LmZhtBnpPOapNQ3lRF58xiRfzsnv8zj8pmzsqbVIzGeuegwTz/9dFKHetSoURfctnv3bpYvX05nZycFBQV8//vf5+abbwbg3Xff5T/+4z9obW1l2bJlfPrpp0yfPj1r+v3//Ufo/WkCeuQrOZhlw9+h1obxNes6aSjeswxKyjK/32QEO2HnK/D+c7BjI4RslHZWjIHrlsONj8DE2QNrSgkL6j+S5c7H1nBxq81ed1U3wKTlctpzwcjsanQaYYG1TWYomutB7GVUJTb+xmigXxczkOWSrEtNRHV19YDddzJMzkX7JnaxE8H5NI7W8HNRpHfibPxcitbrz4hb4842qsWdC709vQv77lfY2zR027ATAB1/n9mFfX02CDhe+q/adeUUqsWtml6n8OJWA9X0OoVqcaumdygyVPcoW3GHrPPUd70X6Z24hU7rjO1jDa2QqsDNjMi/nRF5t1FgjI7+LFztjhqVoXi9eOaiw9xyyy1MnDgxrWP++Z//mc7OTvLz89myZQvXXHNN9GcPPvggjzzyCLfeeiudnZ388z//MytXrnRYdT9pbYFNL8iy5+1bU6+vGgULvyVNxcmXZUeTGYbdm2XJ87Y10GGjF19xBVzzkMxSvOym7GVP2sEKyR6Kx9bC8XXQcdreccOvkiXPE5ZCcRYnaWcD0SHLnMPrwXwJ+8WLftDngW8xGAtAc4eRunv3blekwguCBNkTzU4Mcyyt43UqyGNWNDtRJ3kpvVvizjWqxZ2pXgvTRglyz20ijXedc4XsX5jYKIwtS9YH+N8k1a4rp1AtbtX0OoUXtxqoptcpVItbNb1DkaG6R07FLYTgfPgAdV2bqe16i3PBbQjCto8vNi6OmIm3UxGYi6H1PYDULfvkFh25RBNCpN8N0yOO2J6Lhw8fTstctCyL8vJyzp8/zy9/+Ut+/etf97nul7/8Jb/5zW8oLS2lsbER3UHjK6Px5ZYFn7wjy57feBE62pOv9wfg9oXSULzhLvBl4QWbEHDgI2kofrhS9lRMRV4hXLlQGopX3AW+gPO67BLugFOvywzFEy/ZG8oCUD5DGooTl0HpxdnV6DSiHsyXZXai+TqQ4jqKUgLGvZEMxXtBU6d3ZLYRCMIcp4sdBNlOF3uw3ZcSkINYpkezE31MGNSDWIY6cnBPV9K+hbG3mWldS7lBw4gpN+7dxzA/ahZ2/1zHGGjJHh4eHh4eHh6DnrDVztng1ugwlg7zhO1jdfKpyrue6rx5jMi7jSJf7uZPqERGXk6W8DIXB5izZ89y/rwsS0w2FOa2227jN7/5DS0tLTQ0NFBZWZkrifGcOAzr/gbr/wYnj6ReP/1KaSjetwLKs9Tr7/huWfL84fNQZ6Nk2PDDrPmyh+KVCyB/AKckB5vhxMvSUDz1KoRtmmsll8iS54nLoDx7ZfJZwfoqYiZuiPRPtJfZ1NlZSn7RMpmhqN8OCd6tcgs1NTWsWLEiJ/dl0UoXO6PlzhZn0zreYGwkM3EOecxAI/PfbS7jdhNuj9vCpJ16znOaNmqpbTxBybB8QnSQycS9bNNtBnYbhBdmGfbcpuO3bYC7fZ96o5pep1AtbtX0OoUXtxqoptcpVItbNb1DkaG6R+nG3Ro+HCl13szZrg+x0mh7U2iMl70T826nMu86DK0g63qzhVt05BIvc9EB+pO5eOTIESZNmgTAli1buPXWW1Pex5EjRxydHJ3S7W5vk9mJ656Gj7ekPmFFFTzwDWkqXnq5YzrjqDsiMxQ/qIFjX6Rer2kw9RaZoXjNg7IEeqDoqIPj6+H4Wjj9piyBtkP5dDmQZdxiqJilznASYYL1UUz/xC/tH6tNk6XOxkLQ58rhNB6RQSwHYgaxHCC9QSxF5EUHsczBoCp7Yj0GBJMgrdTSymlaOUMb9QM6AEXHl8IsjP1ZvjfExMPDw8PDw8NDAUzRybngx9R2vkVt12baTJvzAZDd3CsD1zIi73aq82+n2LgITZXXuC7By1wcxLzzzjvs378fAJ/PR0VFBdOnTycvz7ksq5z4wULI/onrnpb9FNtSDH3w+eDm+6ShePO9EMhCeXFTLXy0Sk56PvChvWMmXykNxeuWySEtA0XrMWkmHlsDde/LgSV2qJwrDcXxi6FUTqpetWoVS5fOzqJYBxDtYL4RyVDcCNTbPFAH/caIobggbiCLjHtpVuRmA6f1mtRHzcQudiFoS31QFB0/l0T7JvqZgpal0lDV9skpBjruEO20coZWznCe03TQQHYzErU+S5D7noycj4E/i1rsM9D7lC6q6XUK1eJWTa9TeHGrgWp6nUK1uFXTOxQZqnvUV9zt4RPUdkkz8WxwK6bosH2+fH1UpHfiPKoCN+LTna0idMs+uUVHLvEyFx0gNquwL/Lz81mxYgX/8i//QlVVfIZQJpmL6WZHpiLO7f5sG2M/eUOaikcPpD74khmw+Ntw/6NQmYWGpe3NsG2tzFD84k17ptzoS2XJ8/UrYPQU5zXZpXl/dMIz5z6zd4ymw4hbIhmKi6DownceQqEQfr87XqjHIWrlIBZzgzQW6bR5YBEYd8vsRONe0Pou+Xdt3Anor15BF13sjhqKJvZ7lADoVEbNxDyuQKckYy3poNo+OUUu4xYIgpyPGomtnKGL5n6fN/Fk5AtNQ4M8JXtxqnZ9qqbXKVSLWzW9TuHFrQaq6XUK1eJWTe9QZKjuUSgUwvAJzgU/iQxj2cz58Fe2j9cwqAhczYg8OYylxHdZVrMT3bJPudLhZS4OMTo7O3nqqafYsmULH3/8ccqx5C+88AI//vGPKSgooKamhhtvvLFf93/iRHJT4vTpmEnEK64BI4XfXDoM7n9EmorT5jhfnhvshB0vw9Ya2LERQjb6NFSMkWbiDStg4uyBKRkWAhq29xiKzfvtHacHYNSdEUNxAeQn76f5wQcfcMsttzgguJ8IAWJfxEzcIEuf7WZKaaNishNvBy0/5SGuidsm6eqVg1iORjITtxNkL2CzZB6AAHlMJxAdxDJuQMwf1fbJKbIZt0DQQUMkM1GaiSHbw4/iKaCCYkZyfH8DMy6bFWcgDvRk5Fyg2vWpml6nUC1u1fQ6hRe3Gqim1ylUi1s1vUORobRHIauVlvAemkK7+fLkS4jSfYRFq+3j8/SqqJlYlXcTfr0si2rjccs+uUVHLhn8ryRywK233tpnqXJHRwe7d+/mV7/6FZs2beLIkSM88cQT1NTUJD3f3//+d86dOwfAypUr+20udjvZtrAEfVZL6jrccLcse759AeSlNoPSwgzD7s2y5PmTtdDRkvqY4gq4dqk0FS+7SWrMNZYJ9VvhWKTkue2YveN8RTDmPmkojrkHAvanHV988QBOhBZhOYQl2j/xoP1jtZkx/ROvTLt/4oDGnQF29Fq0RMzEnZFBLA1p3YeP8dG+iQGm9WsQi1Ootk9O4WTc3cNXusucWzmT0ZRmDZ1CqihmJCWMoogR+CLXiFFykjIGsFXEAKHa9amaXqdQLW7V9DqFF7caqKbXKVSLWzW9Q5HBukdd5lmaw7tpCu2mOfIR1zexBBv5IxrD/HOkoZg/jzLfdLQB6pXvln1yi45c4nVMzyIFBQVcffXVvPLKK1x//fWArL1vbGxMetxjjz1GRUUFY8aMYfny5bmQmpDzlaPhl/8P6372W/jTK2zSSmloa2fHjh3s27ePkydP8s477xAKhVi1ahVA1Dx96623qK2t5YsvvuCLL76gtraWt956q2eNELz1x/8b8y8/Ifi9avh/7oZ3/5bUWBR5RdRPuZPax//Cwf/6Htsu/w4tY2ez8ZVX4u5748aNtLS0sG3bNg4ePMiRI0fYunUrHR0drFu3Lm7tpk2baGhosB/T6eMc3voHGl5+COuFEfDaLbDvNymNRcs/jBP5d8JtG1jJ7+GWlazblUeH6Wfr1q0cOXKEgwcPsm3bNlpaWti4cWOfMX322WfOx5R0n1r54L3/itXxTUItw6HrFgj/75TGohAGHcHrqG/+P9j15RpaQu+z8fVrwbiamudXpr1P77zzjnMxIR+LoVCId955h5MnT7Jv3z527NhBQ0MDmzZtilu7bt06Ojo6+r1P69evIcgePtr93znLf+GM+AZN/G86eMuesWgV0dU0k/MnlqDV/wufv7WYUr7Lmpr9aORlPabBuE9OPUe8/PLLGce0d/9uth98m6873uXDhr+xk6f5kg2cZBvNHLNtLFphjcLwSKwTIyk6MZthR2/j3NZKhndczpZ12/GR5+1TP/bJezx5++Ttk9r75NT/Rt1xqxKTt09qxDRU90mlmFpaWpSOae++vRw6+QlvfPa/2NP0L6zdcxev1V7Jpror+LDhUfad/3841fmS7YEsPlFGSXAew5v+K9cG3qH90x9zackveHX1bjRNH/L7tHnz5pw8nurr7c42yD5ez8UcsWbNGh588EEAXn/9de68804gNz0X7ZRFz507F4DjF8PY8hK4d7kse77iWudLjI/vhvefk30U64+kXm/4YdZ8OZhlzgOQ72zTV1uE2uDUJpmdeGIjhGxkVgIUjJbDWMYvgRE3g97/ZOEdO3Ywe3aWB7pYp3r6J1pvATZK0wEoAWN+pH/iPaA5N5U7J3E7SLfeMGci2Yk7CPI5Iq1yVh0/l0azE/1clLVBLE6h2j45RTpxh+iIy0ps5yyZDF/xkU8xIylmFMWMpJDhtqcse/ukBqrpdQrV4lZNr1N4cauBanqdQrW4VdM7FFFpj4QwOR/+muZwTzZic2gPIdHUr/OW+S+PljsP889C09z3usQt+5QrHV7PxSHIZZddFv061+5yWhfYf38SVnwPCgqdFVF3GD54XpY9H9+der2mwbRbZcnzNQ/KEuhc09UIJ16ShuKp18C0OaCk5OLIhOclUHl12uW/qZgwYYKj5wMi/RN395Q7W5/YP1YbG9M/8VbQslOam5W4s4BFO0H2MHrqB9TxJ0xOpXW8QTV5zCbAbPK4HJ3iLCnNDqrsk9MkilsOX2mN9kps5QydNGV0HwFKoiXOxYwkj7KM+2p6+6QGqul1CtXiVk2vU3hxq4Fqep1CtbhV0zsUcesemaKTltCXcUZiS2gvpu3hmn2j4aPEdwn51iWMKbmV6rzbyDeSz45wA27ZJ7foyCWeuZgjCgt7zLpgMP3eWbFkc7oSdy1xzlhsqoWPXpCDWQ58aO+YyVfJDMXrHpZDWnJN+2k4vl4aime2yB6Ddhh2RcRQXAzlM7I6UGbbtm3Mnz+//ycSIbDel2aiuQGEvRR4ALQrZHaibyFouRmg41jcDiMwCXEokpm4gyD7ARNstiXVyCPAzOhkZ4MxSk7h7cat+5RtuuMWCDppjJvkHKIto3PmMyxqJBYzkoCDRvNQ3ydVUE2vU6gWt2p6ncKLWw1U0+sUqsWtmt6hiBv2KGSdpzm0J2IkfkFzaA/nwwcQ2HzNmgCDfEr90yjzz5AfvhmU+i/F0PLZtGkT1yl0bbphn9ykI5d4ZdEOMG3aNPbt28d9990XrbXvzaeffsrVV18NyGnQS5cuBaCuro4RI0YAsGHDBh544IE+j9+wYQMLFy4EoKGhgWHDhjmm39FU2vZm2LZWZijufguElfqY0ZdKQ/H6FTDqkszvO1POH+oZyFL/IbbLE6uuj5Q8L4aSi7Iq0TFEC5ibIhmKrwDJ+3/24JNZidEMxaH3TkwsYeoIRoawdLELgf3paQA+JkXNRDmIxZ8lpR7ZxsKkg3NRI1EOX7HbRiAWjaLI8BVZ5jwCn12H2sPDw8PDw8PDY1DRadbLTMQYI7HNPNLv8/q1csr806NGYrlvJsW+ya4scfZIjVcWPciYMGEC+/btY+fOnYTDYXy+C3+t27Zti349fvz46NeVlZWUlJRw/vx5Nm/enNBc3LJlCwClpaWOGouOEOyAHa9IQ3HHyxCy8cK6Yixcv1yaihNn5STzLYoQ0LRHmonH1kLjTnvHaQaMvE1mKI5bCIWjsyozETU1NaxYscL+AdaJiJm4AazNQMjmgaVg3BvpnzgftPIM1DpH2nE7iCx13h2d7GxyMq3jdUojZc6zyWMWBgNQ5p8jBnKfckGYLtqojRiJtbRRh8BM+zw6PooYETPJuRo9h3+SB/s+JUK1uFXT6xSqxa2aXqfw4lYD1fQ6hWpxq6Z3KJKtPRJC0G4ejxiJX9Ac2k1TaA9dVm2/z52vj+zJRowYiQXGmLQqIVW7Nt2i1y06comXuegAv/3tb3niiScA+L/+r/+LX/3qV3E/P336NLNnz6a2tpaqqipOnToVZ0AuW7aMF154gYKCArZs2cI111wTd/zHH3/MrbfeSmdnJ48//jhPPfWUo/ozcrvNsMxM3FoDn6yBjvOpjymugGuXSkPx0htBz+GwcmHB2U96MhTPH7B3nJEPo++WhuLY+yFPAVNICBC7pJkYXg9iu/1jtfERM3EB6DeDFsieThcjS50P0sXOSKnzl5CWgWQQ4LLoIBYfk20P2vBwD7Jf4vmokSj7JdrN9o3HIC+uxLmQSu+a8PDw8PDw8PAYQlgiTGv4a5mJGO2RuJeQaO73uYuMST0mon8mZb7p5BmVDqj2cDNuylz0zEUHaGtrY9q0aRw7dgyAe++9lwULFlBRUcHu3bv53e9+R2OjfEH6b//2b/zkJz+JO3737t1cffXVdHZ2UlBQwPe//31uvvlmAN59913+4z/+g87OToqKivj000/jhsM4ge0LUgj46kM55fmjF6C5LvXJ84rg6kWy5PnyO8GXQ7PKCkPde3B0DRxfC+02s838pdJIHL8YRs8Hv7sGaqxbt45FixbF3yiCYL0b0z/xmP0TanNk70RjIWiX5zaLNA36jNtBwtTGlDp/nnaps8FY8pgVKXWezoZ1r2dVr1vJ9j5lE4FFO2ejRmIrZwjTkdG5AhTHTXLOp9xVvTRV3qf+oFrcqul1CtXiVk2vU3hxq4Fqep1CtbhV0zsUSXePTNFBS2h/tLS5KbSHltA+LEcGrUyJMxJLfdPw69l5zaratekWvbnS4ZmLg5AvvviCe++9lxMnTiRc88tf/pJf//rXff5s/fr1PProo7S19d34v6ysjH/84x/cf//9juiNJeUFeewLWfL8wfNQfyT1CQ0/zLoHblgBcx6A/CLHNSfE7ITTb0pD8cQG6Dpn77j8Khi7ECYsgZG3g5GdicdO0NHRQUFBAYgmMF+NlDy/Cth9x8sP+u0x/RMH7gkoHaJxO4Qsdf6cLnZGSp3Tm+qsURIxE6+IDGKpyqpeVVApbpNgnJHYTj1Whg2x86wySvTR0TJnJ4evZAOV9slJVItbNb1OoVrcqul1Ci9uNVBNr1OoFrdqeociyfYoZDXLQSuh3TSFd9Mc2kNr+EBGrXNiMbQCSn3TerIR/TMo8U3B0HL3WlW1a9MtenOlw03motdz0SFmzpzJ559/zu9+9zvWr1/PV199RVdXF9XV1dxwww386Ec/4tZbb014/MKFC9m9eze//vWvef311zl27Bg+n49x48Zx33338dOf/jSuV2PWqTssS563Pgcn9qRer2kw7VZZ8jx3iSyBzhWh83DiFVnufPIVCNvMOCscJ83E8Uug6gbQFWhiax3h9LEnmTzhC7DeAdtGSDkY90VKnu8GrTSLIrPD9u3bueGGGzI+XpY6H4iaiSH2AzYGDkXxEWAqecwiwCz8TEYj8TXTX72q4ta4ZYlzK62cifZM7KAho3NpGDHDV0ZSRDUff/gZM1wYdyLcuk/ZRrW4VdPrFKrFrZpep/DiVgPV9DqFanGrpnco0r1HnWZtpC9i97CVPbSbR/t9fjloZQbl/hmURYzEYmPSgA9aUe3adItet+jIJZ656CDDhg3jV7/61QU9F+0yceJEfvvb3zqsKk22/BW+ehUOfGRv/UVXy5Ln65ZBRQ4HnHSehRMvSUPx1Btg2ZzOWnopTHgQxi2G4Ve6tgQ4iugC671IhuKrIPYxeRz2PDFtUkz/xBtBU3si8ZgxY9I+JsyZSKnzzshU574zgxPhYxwBZkUMxRno2H/3KRO9gwG3xC1LnM/FDF85Q4j2jM7lIz9iIo6I9kvUexnLbonbLqrpdQrV4lZNr1OoFrdqep3Ci1sNVNPrFKrFrZrewYYpOghaTYSsJoJWo/xaNBG0mqK3d034mk21P6XLstEaLAX5+qg4E7HMP4MCfXRag1ZyhWrXplv0ukVHLvHMRY94Vv0PKEyxZvSlcMOjctrzqEtyIguAthNwfJ00FGvfkUNa7DD8Smkmjl8C5VOzKtERrKPSSLReBfMtSMcQ0+f2lDtrM9xvnqZBOJw6S9OijSBfRMzEHZicTus+ekqdu6c6Z94E2Y7ewchAxW0SpI26mCnOtRmXOOdTHjUSixlJHqUp+yWqtt+q6XUK1eJWTa9TqBa3anqdwotbDVTT6xSqxa2aXjcihMAU7QRFE6Fug7DbLBTdXzfFGYfdt9nqg2iQXtETABpFxqR4I9E3nTxjeAYRDgyqXZtu0esWHbnEMxc97FExVvZQvH4FTJyVO9Oq5YA0E4+tgbPbbB6kQfWN0kwcvwiKJ2ZRoAP0kZ1onzzQ50UMxQdAz2H2aI5paLiwhDW+1HkHIb4ks1JnaSY6OdW5L71DgVzF3V3i3G0myhLn9FsIa+gURkucpaHoIz/t86i236rpdQrV4lZNr1OoFrdqep3Ci1sNVNPrFKrFrZrebCKEICzO9zIBG3sZg409ZmGMcSgIDZhuDT+lvilx2Yhlvmn49BzOH8gCql2bbtHrFh25xDMXPRJTMhyuWSr7KF56A+jOmC5JEQIad0UMxbXQtNvecbofRs6ThuK4BVAwIrs6+0s/shMtUYHuuz9S8nwXaO4eHOEU3VPSw5yhix2RcufPMyp1lhOd5VRnPQMjyQ5OT3VXhWzELbDooCFqJMoS5/T2vRuDvDgjUZY49/9PoWr7rZpep1AtbtX0OoVqcaum1ym8uNVANb1OoVrcqum1gxAWIdEclyEYnzHYO6OwkZBoImQ193sQSrYxtELKfNPijMRS3xR0LTDQ0hxHtWvTLXrdoiOXeOaiRzyBArhxiTQUZ94Jvhz06RMW1H/Uk6HYetjecb5CGH0PjF8MY++DQHlWZfaLfmUnaqBfBfo9YNzLK6+e4f77F2ZNqtuwaCXIFxxuWM+o0gZMzqR1vE5ppG/ibPK4ol+lzunw7rvvZmW6u9txIm6TUKRXYm1kAEsdVobvROdRFjUSZYlzWcoS50xQbb9V0+sUqsWtml6nUC1u1fQ6hRe3Gqim1ylUi9vNei0RJiRaYrIHI1mDMcZg9/exWYYh0UwmVSUDi4ZfKyOgl+PXy+VnTX4+crCeOdPuo8w/3RWDVnKFm6/NvnCLXrfoyCWaEEK1R7yHw8SNLz/4FWMvykEfRSsEZ96WZuLxddBh0zAKlMPYB2SG4ui7pMHoVvrTO5HhcqqzcU9kunNVtlS6DkGIIPvoYhdBdhHiIOmXOk+LKXWe5Fips0d2kCXOtdFJzu2co38lziOiA1j8aQzh8fDw8PDw8PAYrFgiSNBqjjEGY/oSisa4DMNY4zAsWgZaegboccZg1CzUhvWYhpHv443E0iFjGnoMDuK8nOPHGTt27IBp8TIXPeLJy+IL8XA7nHpdGoonXoJgk73j8kfI7MTxi2HErWC4NN3cwexE9KsgwR+2mpoaVqxY4YxmFyCwCHOYLnZFDMU9QDCtc/gYHyl1nkUeM9DIy47YNBhs+2SXVHHLEufGqJHYyhmCtGZ0X7LEucdILKLKkRLnTFBtv1XT6xSqxa2aXqdQLW7V9DqFF7caqKbXKVSLOx29puhMWmocP+W4MZpRaIrMWsoMJBq+iPk3jIBW3mdGoV8f1stIHIZPK0bTnE0uUO2acgrV4naLXrfoyCVe5qJHdt3uYBOceFn2Tzz1qjQY7VA8MTKQZQlUXgu6S99B8rITMyJMLUF20cVOgnyORXrviOqURYzEWZGpzupMXBtqmIRopz5u+ErmJc6lcVOc8ynPSomzh4eHh4eHh4dTCGFhEUKIMBZBLBFCEMISISzCWKKzV0ZhfKlx3DATqxHTzmRjl6ETiJqAPUZgTNagFmMaRoxEv16OTytCy9UgUQ8PBfEyFz0GNx11cHy9zFA885YsgbZD+fQeQ3HYFbmbSJ0OOcpOTMbGjRuV699g0UIXX0QNxXT7JoKflvpqxlTdQR6z8THR9aXOKu6TE7zyxnquu3Nm1Ehs5yyZ9dvRKKQyaiQWMwI/7m2DoNp+q6bXKVSLWzW9TqFa3KrpdQovbjVQTW8yLjTpwojIZ3l7t1kXZOsH73LtdVf1+lkISwQRkTVybe/b4s9vEYw7b3Rd5DYRPc+Fx4ru21w+nCQdDK2gV6nxsDhjMKAPi8ko7FljkK+8STiYHkvpoFrcbtHrFh25xMtc9HDG7W49KrMTj62BuvexbSZUzo0YiouhdEr695sLXJad2NLSQmlpab/Pk00EXb36Jn5NegaThp+LCHAFecwiwGWcb+lyfdyxqLBP/aVninNtdABLkPMZncsgEMlK7C5zrh6wEudMUG2/VdPrFKrFrZpep1AtbtX0OoUXtxrE6hVCSHOMsDTMIoZbX2ZdfGZdt6kW6mXUxawToajxFr+2t1EXTnzO7nNEztn7fgaTSTfQ+LTiCzIGYzMK/X1mGJZhaPkDLX3AUO2x7xSqxe0WvbnS4WUuegwOmvZFBrKshXOf2TtG02HELTBuMYxfBEXjsioxI1yQnZiM/fv3M3fuXEfP2V8EJiEORTITdxFkL6RZ+mowijyuiJQ7z0SnJO7n+/fvcl3cyXDjPvWXMF20URc1EvszxTlASdwU53yGKV3irNp+q6bXKVSLWzW9TqFa3KrpdQov7twihMAUHYREI8ELpvbGfh/ztWgmGG5HbxfRUlyPwYVPK004nCRRqXFAL0PXXNrD3sV4z3lq4Ba9btGRSzxz0cM+QkgT8XgkQ7F5v73j9ACMulNmKI57APJd2FvQZdmJyaioqMjq+e0gEJicjmYmdvE5Is2hHDqlkczEKwhwBT5GJF3vhrjTQTW9vREIumiOy0rspDHDs3WXOPcMXwlQ5KjegUa1/VZNr1OoFrdqep1CtbhV0+sUXtyZY4quHmMwMnAj1NswtBp7mYZNWHSlf2c6mF6dmsvRMUQx+b6Knr6EUSNwWDTDsHepsV8rRde8l/O5wnvOUwO36HWLjlziPRt5JMcyoX6rNBOPrYW2Y/aO8xXBmPukoTjmHggMfGpyHC7PTkyGzzcwD1uTJoJ8HjUUTerSPEOAPGZES519TEirb+JAxZ0pqum1CNNGXZyZaGbyIgbQ8fea4lyNgd9hxe5Ctf1WTa9TqBa3anqdQrW4VdPrFF7cYIkQIas5ahD2ZA42Rqb49m0YmqJjACMY3Gj4peFm+fAZeWj40LUAOn40zY8e+bmuBSJru2/zx32vaSl+luhYLRBzn77IzwLyPgmgaT16em4zOHLkCBNHTxzoX59HErznPDVwi1636MglQy9ij9SYXXBmMxxdAyfWQ2e9veMCFTBuoeyfOPpOMFzWk0Oh7MRknDx5kokTJ2b9fiw6CbInWuoc5nCaZ9Dxc0m01DnApWj9MJhyFbdTuFmvQBCiLTp0pY26fgxeiZ3iPIIDO05z3ezbXD9wx2ncvN99oZpep1AtbtX0OoVqcaum1ykGU9yWCPaa1tsYN603+rXVRCPHOVAXJmg1EhaZ9Rl2MxpGjJHmizPZtNjboqZabyPNH2+k9VqnRdbFG3b2ztlj0sUbfFFd+KJDQ7Zu3coNN9wwwL9N+wymx9NgZajukWpxu0WvW3TkEm+gi0d8E9DVixgb3AyhFnsHF4yWZuL4JTDiZtBd5FcrnJ2YjI6ODgoKChw/r+ybeCCamRhkPxBO6xwGY8mLljrPQKfYMX3ZijtbuEmvhUkH5+KyEkNpmes9aBi9Spyr46Y4uynuXKJa3KrpdQrV4lZNr1OoFrdqep3CjXGboiPOCJRGYYw5KBp7fS+/NkVmfxMHDp2AVtZTQhsdwDEsUj47LPqzcFAjP684gYl3oRGoaYPjzUE3Xp/JUE3vUGSo7pFqcbtFb650eANdPNzL8XWQqj1AycWRCc9LoPJqOaTFLVhHYrITN6NqdmIyXnvtNRYtWtTv88i+iSfpYmfEUPwCQXta59AZFu2ZmMcVGFT2W1cinIo7Vwyk3hAdMUNXammjPuMJi34K46Y4FzAcncRGu2r75BSqxa2aXqdQLW7V9DqFanGrptcpshW3EIKwaEuYRRg1Dq0mQr2yCi06HdeTbfxa2QXm4AWmoRb/vV8rtW0Crnt1HYsW3ZzlKNyHao9L1fQORYbqHqkWt1v0ukVHLvEyFz3i3e5/hbF9mYvDrogYiouhfAZoLpnqOkizE7OFSUPMEJZdWJxL63iNAgLMiJY6+xin9ITfwYDAopOmmBLnWrqwmXl8ARqFDI+aiXLwSrG3xx4eHh4eaSOERVic78MIbOzTGIw1EkWalRNuwKcVxxiBw3om9HabgpGMwh6TcBgBrQxtkP/v6eHh4eGRPbzMRQ81qLo+UvK8GEouGmg1PQyB7MRk1NTUsGLFCltrLdoJsocudhJkF2FsDuSJYuDn0mips58paAP0tJFO3G4gW3pNghcMXrEIZXQug7yoiVjMCAqp6vfgFdX2ySlUi1s1vU6hWtyq6XUK1eJWTW+6RPsRiuaI+ddMyGrmo0/fYubsi3plFcZmGTYD1kDLT5t4kzBmOm9kWu/2T77kpuvm9zIMy9C1wEBL75PBfn0mQrW4VdM7FBmqe6Ra3G7R6xYducTLXPSId7ufvZGxVz4iB7MUjh5gZRG87ETbCMKE+Cpa6hziK0izHNbHhGipc4Dp6DH99Dxyi0DQRUtciXMHDRmfL5/yuBLnPMq8rEQPDw+PIYAQFiHREpls3BRvFIrIIJPIQJOejMJmgqIJU6TXMsUdaJFy4wvNwd7fRzMMtXL8ehm61r832Tw8PDw8PHKFl7no4V5uroEBvCCjDPHsxGRs2rSJ+fPnA9J8CnOMYLRv4h4EHWmdT2c4ecyKGIqXY6RsujkwxMatApnotQjTztm4Eudwhv2jdHwUUR1T4lyNj+xPcFdtn5xCtbhV0+sUqsWtml6nUC3uXOkVQmCKjgvMv1D3lOOoaRgxCiM/674dVMwn0PswAmVWYbRHYZ/GYWnWyo2961MNVItbNb1DkaG6R6rF7Ra9btGRS7zMRQ93uN1edqJtzjUepGDY0Uip8+dYNKZ1vEYhAWZGDUWDMUpkrzU0NFBR4U7jsy/s6A3SFpeV2M5ZRIYlZAFK4kqcC6hAI/fDllTbJ6dQLW7V9DqFanGrptcpVIs7Xb2WCMUYgwmMwrivIxmFVjMWwSxGkj00/EmMwF4ZhDG3+bRi100vHuzX52BBtbhV0zsUGap7pFrcbtGbKx2u8HIieJmLHgOHl51oC5NzBNlNkN10sRtz2Mk0X1r4CHBZdKKzn0vQkkz7dStHjx51xR8Ku/TWK7Bo51ycmRikNaNza+gUUtlr8EqRU9L7hWr75BSqxa2aXqdQLW7V9DqFCnHHlhkfOLmNSUUjemUP9lF+HDEKTZHO/zvuwtAKosZfV7tBRcm4HpMw8lmWF8eXGxtaIZpbhgH2ExWuz1hU0+sUqsWtmt6hyFDdI9Xidotet+jIJZ656JE7vOxEW5jU0xUxE4PsxuR02ufwMSmamehnGnoOymGzTX6+WjHkFRk0cyxa4txOPVaG0y99FPQavFKJ7tKnb9X2ySlUi1s1vU6hWtyq6XWKXMUthBnTh7Cn96DMImyOZA42R8qQu7/u/txCtMy4Es5k3g4352j4ItmBZRETUH7uySgsi+9XGOlF6NfLMLS86Hn27dvH1AlTBzCSgUG1x6Vqep1CtbhV0zsUGap7pFrcbtHrFh25xJ2vTj0GD152YkrC1EaNRGkm1qZ9DoMqAnF9E8udFzrAlJaWDrSEhAgsOmmKm+DcNaWZgxmdTaOAijgzMUCJEqXr4O59yiaqxa2aXqdQLW7V9DpFOnFbIhwxCJui5l/PYJLmJMZhC2HRksUoso2GXyuVpqBeRiDWKIzNHIyahGXRcmOnsgi961MNVNPrFKrFrZreochQ3SPV4naLXrfoyCWeuejhLF52YlIEApMzvczE+rTPo1FMHpdHS50NRiljPmXKwYMHGTNmzEDLACBMJ23U0UZdxFCswyKU0bkMAhRFBq50D14xCDisOHe4aZ9yiWpxq6bXKVSLWzW9mWKJICGrJdJnsIV9p95HVIyPGUzSRxZh5LawyKy9hFuILTP292kGlvVpFGZzYIldhsr12RvV4lZNr1OoFrdqeociQ3WPVIvbLXrdoiOXeANdPPrfBNTLTkyINBNPE+SLSKnzHizOpn0ejSICTCfAdPTwZRT4pijZN7E/hEIh/H5/zu+3z6xEmjM+Xx5lcVmJ+QwbVMbwQO3TQKNa3KrpdQrV4lZFrxCCsGiNySBs6WUItvQyCWN+LpoxRcdAh9Av5LCS7ozBWAOwp8w4oMVnD3ZnGeqaum8mqXJ9Oo1qcaum1ylUi1s1vUORobpHqsXtFr250uENdPFQGy87MSHSTDwZMRK/iJiJ6Tdi0igmwAzymE6AGfiYGDUTV61dxdKlQ6/H0bp161i6dGnW7ydMF22RbMT+ZiVqGDEZidJM9A2C/pfJyNU+uQ3V4lZNr1OoFncu9XZPMO4uKw53G4JRU7Dlgp6DseahwMyJzmzRYxCWRfoLlkdKjcuiPQh7yo7LIkahNBDXvvgyC5Y+PNAh5BzVHk9OoVrcqul1CtXiVk3vUGSo7pFqcbtFr1t05BIvc9HDntvtZSf2iUAQ5nhcmbNFU9rn0SmNZCbOJMB0fExAQ3desEccvbMS26ijM4P96yZAccwE52oKqfT20cPDIyfI7MG2CzIGZe/BlmjGYFA0EbZ6ZRIOguxBAJ1AjBFYFpdN2NOXsCym/LgsmmFoaAWDZpqxh4eHh4eHx9DAy1z0cD9edmKfCCzCHIsxE/dgZVAiq1NGgBmRj5n4GGvbhKqpqWHFihVp36fqOBG381mJVRRRHTUU/RQ6qldFvLjVQDW9TuH2uLt7D3ZnCr6+eT033jI7YgT2yhzso/RY9exBAJ18wl0ByopGxmQRlsVNLO4xBsvjjERDKxgQzW6/rrKFF7caqKbXKVSLWzW9Q5Ghukeqxe0Wvf//9u47PKoyfR/4fU4mpBdKKBJCDAkgTRDFtlIUFSwsroACLohlLdhQETuIP1dZFb+2VXARFDVkYRU7uCJNWEUEgSC9Sw2EECB1Ju/vjyRDAqmTd+acJ+f+XBeXyMycuW/emIHH95xjlxyBxJ2LVH7avf0FxJ/1E3cnligeJu5EAdK910xUOF7r45hoWGaY2KlkmMgdEv6koJCHo37blRiGxjAddt1LIqpa8XDw+KnTiL0DwewypxVX9M9suIuOwYM8qytoUHoX45hT//TuJow+bVdhya+ZsSXPjUaQUb8vHUFERESkC3cukn25n0LNNj7Uz92JCh64sRP5WFeyM/F3KNT+TpQmGpdcM7F4mBiEs7QNExcsWIArrrhCy7Ekqa538a7EQ96brtR1V2I4mpS7VmLZXYk68tZX7C2DtLy6VNe7SBWiUB0vtzPQ7R0SZp+6HmGZ3YVlH6sPpxYDxbsHi4eC0SWnEkeXnF5cdmgYW254WPo8lxEFw6jb5SCkfX1Ky6sLe8sgLa8u0npLy+tETl0jab3tktcuOQKJw0Wqhfq3O1HBg0JsLxkkrkMBNkDVasdmMRNNEFJyvcQG6IwgNPfbzsROnTr55bh2V7a3hF2JXCdnkdZbWt6aOnVacbb3n2WHgzEd9mPtsR/KnXpcdgehR+VYXUET47SdgtHlTid2GdFlrjdov92D0r4+peXVhb1lkJZXF2m9peV1IqeukbTedslrlxyBxOEiVaH+7U5UcKMQW1GA9WV2JtZ+p0kQmnqvl9gAHRGEZgE7zfnQoUNo1qxZQN7LLtzIx4GcTfBgjy12JdaEE9cJYG8p7JhXKQWPyikZ+h0/bTB4rGRHYeluwuNlblJy3Ds8LKrJacVC5ocmQmF4whEW0rjq3YMlPy97F2OXEVnn3YNWsuPXZ1Wk5dWFvWWQllcXab2l5XUip66RtN52yWuXHIHE4SKdJrZ4kFhPdicqFJYME9chH+tRiA1QPlzTKgjNT7tmYlM/pCWg+DqXucgsOcW5+MYr+TgGnA3s9+F4xbsST910hddKJPIPpTwlQ75Tgz936SnG3l8vGQx6dw6Wf259uCFJKRMhZYaA0eV/7h0WnnrMVWZA6DKjEGSEYN26dejcubPVVYiIiIiIqsThIpUX+hsQ0trqFD4rHiZuLrn5SjoKsAFAQa2PE4SzTrtmYhP9YX3UtGn9GmwW4KT31OaTOIQcHEYR3D4d6/RdiRFoigaI0Jy4ZurbOtUUe8tQUV6Pyit3M5IzBoMlP3d7n1N+MOhWtb8+rZ0ZCPaeQnzqBiTRJdcVLDscrHiAqOPUYmlfV7pI6y0try7sLYO0vLpI6y0trxM5dY2k9bZLXrvkCCQOF6k8Yac9KxSgAJtLrpeYjgJsgm/DxHjvILH4NOfG+sNqkp6eLnaLdRHcOIkM7yDxJA6h0IdrXJay865EyetUF+xtP0oVIcezG9nuzTju3oTj7s3Yn70ZUUHBZXYXZqMI+VZH1cpEg5JBYOnQLwqZh3MR36ztaYPACnYUmtHFpyUbgbncRWXs/HXlT9J6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZLXLjkCyVBKKatDkLXsdPvy6ijkowAbS66ZuA4F2Az4cO09FxLKnObcEUFoqD+swyko5ONYudObc5EJwLdvOeV3JRYPFK3alUhkR0oVIdezF9klA8Tj7k3Idm/GicLN8PhwOQiruYxIuIwo72CwdPjnMqPK3KX41M9d3ufY46YkRERERET+ZKdZDncukq0VIQ+F2IACrEc+0lGIzYAPp8y60Pq0G7DE6A8bIKmpqRg6dKjVMc7gRl65HYkncQgeH3aRlgpBdMkQsfjHF2nfY+hNf9aY2L/suk7+xt7+p5RCXtE+ZBee2olYvCtxMzzK953AOhkIKjMYjC4ZAhbvCnR5f376YPDUc11GFExD/x9RpH19Ssuri7Te0vLqwt4ySMuri7Te0vI6kVPXSFpvu+S1S45A4s5FstW0uwi5KMQG5GMdCrAehdgC1PoC/wZcSCxzzcSOMBHtj7iOpVCEHBwpGSIexElkFN90xUdBaIBwxJXZldgULnDXETlb8RDxoHcX4vHCzd5diW513K/vHYRQuMrdcKT4564yQ8LgMgPBcs81ohFkhFt+SjERERERUX1mp1kOdy6SpYqQgwL8XnK9xHQUYiuAoloexYQLZ5e7ZqKJSH/EtYXZs2dj8ODBAXs/BYVCnPSe2lx60xXf7+pqIAyNyu1KDEUsDFQ9iAh077qSllcX9vZNvucwst0bT53OXFi8E7FQZWnL2MBoiKjgdohytcXW9Vk4v+tlFQ4GS+9UXB9J+/qUllcXab2l5dWFvWWQllcXab2l5XUip66RtN52yWuXHIHEnYsU0Gl3EU6cNkzcDl+GicFoU+aaiR1gOujae4WFhQgODvbb8T0oRM4ZN13J8fl4wQgvM0hshnA0QRBqn9/fvXWTllcX9q5aQVFmyeBwo/dU5uPuTSgoytSWJdiIQZSrLaKC2yLK1Q7RrnaIcrVDiNnEu5uQ6ySDtLy6SOstLa8u7C2DtLy6SOstLa8TOXWNpPW2S95A5eDORXKMIhwvuflKOvKRDjd2oPY39DARjJQyw8RzYCLcH3FFWL58OXr16qXlWAoKecgqc3rzIeTiKOpy05UIxJXblRiMiGp3JdaEzt6BIC2vLuxdrLDomPfuzNmFm7zXRswvytD2ni4jsniI6GqHaFfbkl2J7RBqNqv2lGSukwzS8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5A4XCStipCNfKR77+bsxi7UflDlQjCSS66Z2BnBaA8TYf6IK1JycrLPry1E7hk3XSny4W7bpUIQ4x0iRqIZwtAIBkyfj1eVuvS2grS8ujitd2FRNo67tyAmeT3WZf+A4yWnM+cVHdD2HkFGeMkQsW3JLsS2iA5uh1DzLJ+va+i0dSolrbe0vLpI6y0try7sLYO0vLpI6y0trxM5dY2k9bZLXrvkCCQOF6lOPMjyDhILsL5kmFhbLjRAW+/OxOJhIm/mUZns7Gy0bNmy2ucVwYNc701Xiq+XWADfbwIRhJCSQWIcItAMEYgL6E1XatrbLqTl1aW+9i4oysRx95aS4eGWkh9lhogmgDreqDkIoYh0pSAq+NQQMcrVDuFB8TAMvUP7+rpO1ZHWW1peXaT1lpZXF/aWQVpeXaT1lpbXiZy6RtJ62yWvXXIEEoeLVCseHPVeL7EA6XBjjw9HCUYDtCtzmnM7GKifNw/wh7y8vDN+TUGhACe8pzafuulKba9nWcpAOBqXO705BDFaTm/2VUW97UxaXl0k91ZKIb/ocMl1EIuHhydKfp5fdFjb+5hogEhXcvEAseS6iFGutogISoBhBGl7n6pIXqe6kNZbWl5dpPWWllcX9pZBWl5dpPWWlteJnLpG0nrbJa9dcgQSh4tUJQ+OeAeJ+UiHB3t9OEoDNED7MsPEtjDQQHtWp2jdujU8KMDJ02664kauz8cMRoT31OYINEU4msC02beH1q1bWx2hVqTl1UVCb6UU8or2eweIxwu3eAeKOu/ObCAYka6kcrsQo4LbIiIoEaZh7X9fEtbJH6T1lpZXF2m9peXVhb1lkJZXF2m9peV1IqeukbTedslrlxyBZK/pAVnOgyPIwRbvQNGD/bU+hoEQBOOckmsmdkIwUmD4cHdgKlZ6enMODuMkMnAweDtcdbhOogkXwk+76UoDAXfbXrFiBfr162d1jBqTllcXO/VWqgg5nj9O24lYfEqzW53Q9j4GgoC8pmge2w3RrvbeQWKk62yYhj2/99lpnQJJWm9peXWR1ltaXl3YWwZpeXWR1ltaXidy6hpJ622XvHbJEUiGUsq328JSvVH29uUr9/TFWfG1u3mKgbCSnYmdS66Z2IbDRB8VDxIzkYPDyEEGTiIDeThah9ObgVDElhsk+vOmK0RWKFJu5Hh24bh7a8kgsXg34gn3Fnig75SE4tOZ2yDKlVIyQExBpKstIl2JMA3uxiYiIiIiosApO8vZs2cP4uPjLcvCCQPVmoEwhOB8RGEkGuNlNMPHaITnEIlBaID2HCzWkEIRcnAYh7ERu7AUG/AZfsN0bMRn2I2lOIyNyMWRWg0WgxCCGCTgLJyPFFyDczESHTEEieiNOHRAOJqIHSympqZaHaFWpOXVxZ+9i1QBsgs3Y1/uV9h0/DWsPHoPFmb0xdcHUrAgoydWHL0NG46/hD9yP8Ux9zqfB4tBCEWMqzPiw/6Cc6LGoUfDabgibgmubb4FfeK+x/kN30G7qDE4K+w6RAe3hWk0ELfe0vLqIq23tLy6SOstLa8u7C2DtLy6SOstLa8TOXWNpPW2S1675Agk7lykancuGohAA3QoczfnpOLTAKnGFIqQhyycRAZykFGyM/EIFDw+H9OAibAzbroSbelNV4h08Kg8nHBvO3VNxJJTmU+6d0DBre19gowI7w7Esv/0x92ZiYiIiIiIdOLORbI1A5EIwYWIwu1ogtfQDB+hEZ5BJG5AA6RwsFgNhSLkIhNHsBm7sQwb8TlWYzp+xxzswmJk4HecxKFaDxZDEINGSMbRdZFohz+jK27FObgBCbgUjZGCUIvv5uxvc+fOtTpCrUjLq0tteruLcpBVuBZ7cubg9+wX8XPmKHx/6FJ8dSAFiw5fhV+zRmPzidexP+8bnHBv8XmwGGzEoFHwBWgdNhydoifg4kaf4KqmK3Bts03o1eQrnBf7GlIi70Hz0L6IcCX4NFiUtt7S8uoirbe0vLpI6y0try7sLYO0vLpI6y0trxM5dY2k9bZLXrvkCCTuXKRy0+7te5YhMf4isafOBpqCQj6OnbYj8TCK6ri7KgQxCEcTRCAO4WiCcDRBUMkdtnNzcxEWVrvrYtYH0npLy6tLRb0Li7K9uw/L3lwl1/OH1vcOMZuUXAex/E7EEDMOhuHfwbu09ZaWVxdpvaXl1UVab2l5dWFvGaTl1UVab2l5ncipayStt13yBiqHnXYu8m7RVE4wEjhYrETpILH0rs2nBom+37kZABogqmSIeGqQ6EJIpc9ftWoVLr300jq9p0TSekvLq0NBUSZ+/v1TJLYPKTdMzCs6oPV9Qs3m5U9lDm6LSFcKQsxGWt+nNqStt7S8ukjrLS2vLtJ6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZLXLjkCicNFogooKBTgeLkdiSeRoWGQGIlwxJXbkehCaK2O0bJlyzplkEpab2l5a0ophdyifTjhHR5uwQn3Vhx3b0FBUSZwFrAmW897hQXFn3ZNxGREuVIQbMboeQONpK23tLy6SOstLa8u0npLy6sLe8sgLa8u0npLy+tETl0jab3tktcuOQKJw0VyvNJBYvkdiRnwoKBOxw1GRJkhYvFAsbaDxIq43fpuaCGJtN7S8p6uSBXipGdXyfCwdJC4FSfcW+FRORrfyUBEUOuS05nLDxJdZoTG9/EvaestLa8u0npLy6uLtN7S8urC3jJIy6uLtN7S8jqRU9dIWm+75LVLjkDicJEcRUGhECfP2JHoQX6djhuM8NN2JMYhGP65xkJmZqZfjmt30npLyesuysEJz7YyQ8Stfrkzs4EgRASdjajg8ndnjnQlIciw/roodSVlvUtJy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5A4XKR6q3iQmIMcZJTbkehGXp2O60LYGTsSgxGuKXX12rdvH7D3shNpve2WN78os4JTmbdqv6mKgWDv6ctRrraIdCWX/PNsmEYDre9lJ3Zb7+pIy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5B45w6qNwqRgyzswj6sxFbMw1p8hHX4GNvwHQ5gNbKxp9aDRRdCEY1WaIHz0AZXoTOGowtuQTL64Sycj1i0DuhgEQCWLFkS0PezC2m9rcirlEKOZy8O5S/CtpPv4bdjj+HHI3/Btwc7Y97BzvjxyF+w5tg4bD/5LxzKX1SnwaLLiERscDe0ChuMc6KeQI+G7+OKuCUwfn0dfeK+x/kN30G7qDFoGXY9ooPb1evBIsCvTymk9ZaWVxdpvaXl1YW9ZZCWVxdpvaXldSKnrpG03nbJa5ccgWQopZTVIchadrp9eU0V70gsf43EQtTtOnBBCKlgR2IEDBiaUhPpEbjrIQIhZhyiXMmIdKWUnMZcvCsx1GwOw+B/G0RERERERFaw0yyHOxfJ9tzIwzHswX6swjZ8h7X4GGvxEbZiHvbjVxzDrloPFoPQAFFoieboiiT0RScMxbkYgRRcg5bogYY4Gw0QacvBYmpqqtURLCGtt4687qIcZBWuxZ6c/2DD8UlYcfROLMjoja8OJOOHjF745egd2HB8Ev7I/RTHCtfWYbBoIDwoAc1CLkebiLvQNeYVXNZ4Lvo3W49+zX7DpY3n4NyYF5EUcRuahvREWFCLSgeL0tZJF2m9peXVRVpvaXl1kdZbWl5d2FsGaXl1kdZbWl4ncuoaSettl7x2yRFI3LlItpp2u5F3xo7EApyo0zFNBJ+xI7EBomw5OCRnqvh6iFuQ69mr9X1MNECEK8l7TcTiXYjJiHS1qRc3VSEiIiIiInIKO81yuHORLONGPrKxFwfwG7bje6xDKtbgQ2zBN9iHX5CFHbUeLJoIRiRaoBm64Gxcjo64CV1xK9riOsTjIjRCG4QgWvRg8auvvrI6giWk9T49b+2vh+j7YLHs9RA7RD2JHg2n44q4pbi2+RZcHrcAFzScgvZRjyI+bCBigjtpHSxKWyddpPWWllcXab2l5dVFWm9peXVhbxmk5dVFWm9peZ3IqWskrbdd8tolRyBx5yIFZNrtQUHJTsTSXYkZyEd2nY5pwlWyG/HUjsQQxIgeHNZEdnY2oqOjrY4RcFJ6l14P8VD2Gnga7HXc9RClrJNu0npLy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsueQOVw047F12WvTPVWx4Uek9pLh0m5uNYnY5pIMg7SCw+xTkOoYiB4cDNtxs3bkSPHj2sjhFwdutdWJTtHRqecG8r+fkWnPTsgoK7+En5Ot6p+HqIp05lTkGUqw0iXSloYMbqeAOt7LZOgSKtt7S8ukjrLS2vLtJ6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZLXLjkCicNFqhMPCpGLI+V2JOYhq07HLB4kNi63IzEUsY4cJFakUaNGVkewhBW9lVLIK9qH4+5t3mshFl8PcRvyiw5qfa8zr4eYUrIrMUnU9RD59SmDtLy6SOstLa8u0npLy6sLe8sgLa8u0npLy+tETl0jab3tktcuOQKJw0WqsSK4kYMj5XYkFg8SfT+z3oCJsJJBYumOxDA05CCxCi6XM/+z9Wdvj8rHSfeOksFh6U7ELTjh2ab9VGaXEekdHJYdIoYHJcA05K8tvz5lkJZXF2m9peXVRVpvaXl1YW8ZpOXVRVpvaXmdyKlrJK23XfLaJUcgOa8x1UgR3MhFZrkdibk4iroPEhudtiOxIUwE6QvuAHv37kViYqLVMQJOR++CoqPenYcnylwL8aRnN4AiLTlLGe5YNA7vUOZ6iG0svx5iIPDrUwZpeXWR1ltaXl2k9ZaWVxf2lkFaXl2k9ZaW14mcukbSetslr11yBBJv6ELlLgL6vz2zER1vIBeZqMsgETC8g8RTOxIbcZCoQW5uLsLC5Jwmq0tNeytVhFzPXu9pzMc9p3YiFhQd0ZrJQBAighIR6UouuZlKG+81Ed35DbhODiKtt7S8ukjrLS2vLtJ6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZI3UDnsdEMXnntK5WRiG3JxBLUbLBYPEhujLVrhUrTHQHTDKHTAjUhEL8ShAyIQx8GiJvPnz7c6giVO7+1RuThWuB57cz/HxuOTsfLoPViYcSW+OpCC/2ZchJ+O/hXpx5/DrpyPcaTgpzoNFl1GJGKDuyI+7EacEzUOFzT8Fy5vsgjXNd+KK5ouwYWN3kfH6CeREH4TGjU4D8FmDNfJYaT1lpZXF2m9peXVRVpvaXl1YW8ZpOXVRVpvaXmdyKlrJK23XfLaJUcgcecilZt2f73nJTSLb1jl80PRsNyOxHA0hskz7MkPlFLILzqME+5tOOHZWuaU5q3I8exB3XbXninUbF6yAzGlzE7E5Hp/KjMRERERERHJwp2LJEYoYtEIyYjHxWiHAeiKUeiIwTgbfdAUnRCJZhwsBlhqaqrVEbTzqHxkF27CvtxvsPnEG1iV9SCWHL4O3x7siPmHumJZ5o1Yc2wctp18D4fyf0COZzd8HSwaCEaUqy1ahF6DlIj7cV7M6+jZ+Btc02wTrm72Ky5tnIYuMf8PSRG3Ii7kMoQFtfBpsFgf16km2FsGaXl1kdZbWl5dpPWWllcX9pZBWl5dpPWWlteJnLpG0nrbJa9dcgQSdy5SuWn3j3tSkRzfwbsjMQgNLE5H9UXxLsSM4l2I7q044dlWci3EbSW7EPXeUMVlRCPKey3EZO+1EIvvyhys9b2IiIiIiIiIAok7F8m2WuNPaIYuiEILDhZtat68eVZHqJJH5SG7cAP25X6FTcdfx69ZD2Dx4WvxzcFzMP9QNyzLHIQ12Y9j28n3cDD/B+R4dqEug8WwoJaIa9ALSeG3o0v0i7i00Wxc3XQ1rmn2O3o2+RLnxb6GlMjRaBF6FSJdbQI2WLT7OvkLe8sgLa8u0npLy6uLtN7S8urC3jJIy6uLtN7S8jqRU9dIWm+75LVLjkDizkWy1bSbqpeZmYlGjRpZmkEphbyigyW7EEt3Im7HCe8uRL3fVkyEINRohdiQ9uV2IkYGJcFlhmt9L13ssE5WYG8ZpOXVRVpvaXl1kdZbWl5d2FsGaXl1kdZbWl4ncuoaSettl7yBymGnWQ4vlkckzK5duwL2DdOjcnHCvaN4eOjehhPu7d7Tmd3qhPb3CzGbldxEpeRHUPENVcKDWuK339aiW7du2t/TXwK5TnbC3jJIy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5A4XCQSJjQ0VOvxinchHjhjgHjcvRW5nr3QvwsxFJGus08NEF3JJUPEJASbUZW+Tndvf5OWVxf2lkFaXl2k9ZaWVxdpvaXl1YW9ZZCWVxdpvaXldSKnrpG03nbJa5ccgcThIpEw0dHRPr3OrXJx0nsa83YcLx0merbDo05qTgmEms1PDQ9dbYp3JAa1QVhQSxhG7S/36mtvq0jLqwt7yyAtry7SekvLq4u03tLy6sLeMkjLq4u03tLyOpFT10hab7vktUuOQOJwkUiYrVu3omXLlhU+VrwLcR+Ol+5A9A4Qt5XsQtQrCKFldiCW3YmYBJcZofW9quptR9Ly6sLeMkjLq4u03tLy6iKtt7S8urC3DNLy6iKtt7S8TuTUNZLW2y557ZIjkHhDF7LVRUCpeoWFhTCCCktuoLK1zE1VioeIHpWr/T3DzLPKDw9Lfh5mtvBpF6IvCgsLERwcmDs96yAtry7sLYO0vLpI6y0try7SekvLqwt7yyAtry7SekvL60ROXSNpve2SN1A57DTLCcxUgIhqzaPykF24Gfvz5mPriXex5tg4LDtyE77e2xVfH0zB4sNX49es0dh0YjL25n2OY+70Og0Wg4wwxLg6oWXon9Eu8hF0j/0nejWZj2ubbcFVzX7BJY1noUvMC0iKGIWmIT0R7uPpzb6aO3duwN5LB2l5dWFvGaTl1UVab2l5dZHWW1peXdhbBml5dZHWW1peJ3LqGknrbZe8dskRSNy5SLaadjuNR+XhpHs3Tnp24KR7B056duCEeydOenYg17MPum+mAgBhQS0RGZRcZidiEqJcyQg1W8AwDO3vR0RERERERER62WmWw52LRH5W2Q7E7w71wFcHkrHwcB+sOHob1h9/HjtzPsLhgh/rfJfmICMCMcFdEB96A9pHPorzY99B7ybf4drmW3FV0xW4pPEn6BLzPJIibkXTkJ4ICzrL9oPF1NRUqyPUirS8urC3DNLy6iKtt7S8ukjrLS2vLuwtg7S8ukjrLS2vEzl1jaT1tkteu+QIJO5cJFtNu6WyYgciYCA8KL5492FQ+ZuqhJrNbT8sJCIiIiIiIiLf2GmWw52LRDVkxQ5EAAgxm6JRcA8khN2Ec6LGIXTPfejd5L+4rvkWXNn0J1zc6GN0jpmIsyNGIi7kTwgLqp+nNy9YsMDqCLUiLa8u7C2DtLy6SOstLa8u0npLy6sLe8sgLa8u0npLy+tETl0jab3tktcuOQLJZXUAIjuxZgdi8QAxIigRka6zEeFKRETQ2Yh0nY3woEQEm5HlnhvT+iBigpv5JYedderUyeoItSItry7sLYO0vLpI6y0try7SekvLqwt7yyAtry7SekvL60ROXSNpve2S1y45AonDRXIcCQPEqhw6dAjNmjlvuCitt7S8urC3DNLy6iKtt7S8ukjrLS2vLuwtg7S8ukjrLS2vEzl1jaT1tkteu+QIJA4XqV6SPkAkIiIiIiIiIpKAw0US69QAcSdOurc7ZoDYtGlTv7+HHUnrLS2vLuwtg7S8ukjrLS2vLtJ6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZLXLjkCicNFsjWnDhCrkp6e7rgt1oC83tLy6sLeMkjLq4u03tLy6iKtt7S8urC3DNLy6iKtt7S8TuTUNZLW2y557ZIjkAyllH+mMySG1bcv5wCRiIiIiIiIiKjmrJ7llGVa9s7kKB6Vh+zCzdif9x22nngXa46Nw7IjN+G7Qz3w1YFkLDzcByuOjsL6489jZ85HOFzwI3I9e1HXwWKI2RSNgnsgIewmnBM1DufHvoveTebjmmab0K/ZalzW5DN0i52MtpEPoGXY9YgJ7mT7wWJqaqrVESwhrbe0vLqwtwzS8uoirbe0vLpI6y0try7sLYO0vLpI6y0trxM5dY2k9bZLXrvkCCTuXCRt027uQCQiIiIiIiIi8j/uXCSxuAPRerNnz7Y6giWk9ZaWVxf2lkFaXl2k9ZaWVxdpvaXl1YW9ZZCWVxdpvaXldSKnrpG03nbJa5ccgcSdi3TGtLtFyybcgWhjhYWFCA4OtjpGwEnrLS2vLuwtg7S8ukjrLS2vLtJ6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZI3UDm4c5Fsa/Hh67gD0eaWL19udQRLSOstLa8u7C2DtLy6SOstLa8u0npLy6sLe8sgLa8u0npLy+tETl0jab3tktcuOQLJZXUAspc8zwFEIqhOx+AORP9KTk62OoIlpPWWllcX9pZBWl5dpPWWllcXab2l5dWFvWWQllcXab2l5XUip66RtN52yWuXHIHEnYvkE+5AtE52drbVESwhrbe0vLqwtwzS8uoirbe0vLpI6y0try7sLYO0vLpI6y0trxM5dY2k9bZLXrvkCCTuXKRKcQeiPeXl5VkdwRLSekvLqwt7yyAtry7SekvLq4u03tLy6sLeMkjLq4u03tLyOpFT10hab7vktUuOQOJwkcrpEv0i2ja5gANEG2vdurXVESwhrbe0vLqwtwzS8uoirbe0vLpI6y0try7sLYO0vLpI6y0trxM5dY2k9bZLXrvkCCSeFk3ltAi7kqcw29yKFSusjmAJab2l5dWFvWWQllcXab2l5dVFWm9peXVhbxmk5dVFWm9peZ3IqWskrbdd8tolRyAZSqm63f6XxLPT7cuJiIiIiIiIiKhqdprlcOcikTCpqalWR7CEtN7S8urC3jJIy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5C4c5FsNe0mIiIiIiIiIqKq2WmWw52LRMLMnTvX6giWkNZbWl5d2FsGaXl1kdZbWl5dpPWWllcX9pZBWl5dpPWWlteJnLpG0nrbJa9dcgQSdy6SrabdVL3c3FyEhYVZHSPgpPWWllcX9pZBWl5dpPWWllcXab2l5dWFvWWQllcXab2l5XUip66RtN52yRuoHHaa5XDnIpEwq1atsjqCJaT1lpZXF/aWQVpeXaT1lpZXF2m9peXVhb1lkJZXF2m9peV1IqeukbTedslrlxyBxOEikTAtW7a0OoIlpPWWllcX9pZBWl5dpPWWllcXab2l5dWFvWWQllcXab2l5XUip66RtN52yWuXHIHE4SKRMG632+oIlpDWW1peXdhbBml5dZHWW1peXaT1lpZXF/aWQVpeXaT1lpbXiZy6RtJ62yWvXXIEEoeLRMJkZmZaHcES0npLy6sLe8sgLa8u0npLy6uLtN7S8urC3jJIy6uLtN7S8jqRU9dIWm+75LVLjkDicJFImPbt21sdwRLSekvLqwt7yyAtry7SekvLq4u03tLy6sLeMkjLq4u03tLyOpFT10hab7vktUuOQOJwkUiYJUuWWB3BEtJ6S8urC3vLIC2vLtJ6S8uri7Te0vLqwt4ySMuri7Te0vI6kVPXSFpvu+S1S45AMpRSyuoQZC073b6ciIiIiIiIiIiqZqdZDncuEgmTmppqdQRLSOstLa8u7C2DtLy6SOstLa8u0npLy6sLe8sgLa8u0npLy+tETl0jab3tktcuOQKJOxfJVtNuIiIiIiIiIiKqmp1mOdy5SCTMV199ZXUES0jrLS2vLuwtg7S8ukjrLS2vLtJ6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZLXLjkCiTsXyVbTbqpednY2oqOjrY4RcNJ6S8urC3vLIC2vLtJ6S8uri7Te0vLqwt4ySMuri7Te0vI6kVPXSFpvu+QNVA47zXK4c5FImI0bN1odwRLSekvLqwt7yyAtry7SekvLq4u03tLy6sLeMkjLq4u03tLyOpFT10hab7vktUuOQOJwkUiYRo0aWR3BEtJ6S8urC3vLIC2vLtJ6S8uri7Te0vLqwt4ySMuri7Te0vI6kVPXSFpvu+S1S45A4nCRSBiXy2V1BEtI6y0try7sLYO0vLpI6y0try7SekvLqwt7yyAtry7SekvL60ROXSNpve2S1y45AonDRSJh9u7da3UES0jrLS2vLuwtg7S8ukjrLS2vLtJ6S8urC3vLIC2vLtJ6S8vrRE5dI2m97ZLXLjkCiTd0IVtdBJSql5ubi7CwMKtjBJy03tLy6sLeMkjLq4u03tLy6iKtt7S8urC3DNLy6iKtt7S8TuTUNZLW2y55A5XDTrMc7lwkEmb+/PlWR7CEtN7S8urC3jJIy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5C4c5FsNe0mIiIiIiIiIqKq2WmWw52LRMKkpqZaHcES0npLy6sLe8sgLa8u0npLy6uLtN7S8urC3jJIy6uLtN7S8jqRU9dIWm+75LVLjkDizkWy1bSbiIiIiIiIiIiqZqdZDncuEgkzb948qyNYQlpvaXl1YW8ZpOXVRVpvaXl1kdZbWl5d2FsGaXl1kdZbWl4ncuoaSettl7x2yRFI3LlItpp2U/UyMzPRqFEjq2MEnLTe0vLqwt4ySMuri7Te0vLqIq23tLy6sLcM0vLqIq23tLxO5NQ1ktbbLnkDlcNOsxzuXCQSZteuXVZHsIS03tLy6sLeMkjLq4u03tLy6iKtt7S8urC3DNLy6iKtt7S8TuTUNZLW2y557ZIjkDhcJBImNDTU6giWkNZbWl5d2FsGaXl1kdZbWl5dpPWWllcX9pZBWl5dpPWWlteJnLpG0nrbJa9dcgQSh4tEwkRHR1sdwRLSekvLqwt7yyAtry7SekvLq4u03tLy6sLeMkjLq4u03tLyOpFT10hab7vktUuOQOJwkUiYrVu3Wh3BEtJ6S8urC3vLIC2vLtJ6S8uri7Te0vLqwt4ySMuri7Te0vI6kVPXSFpvu+S1S45A4g1dyFYXAaXqFRYWIjg42OoYASett7S8urC3DNLy6iKtt7S8ukjrLS2vLuwtg7S8ukjrLS2vEzl1jaT1tkveQOWw0yyHOxeJhJk7d67VESwhrbe0vLqwtwzS8uoirbe0vLpI6y0try7sLYO0vLpI6y0trxM5dY2k9bZLXrvkCCTuXCRbTbuJiIiIiIiIiKhqdprlcOcikTCpqalWR7CEtN7S8urC3jJIy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5C4c5FsNe0mIiIiIiIiIqKq2WmWw52LRMIsWLDA6giWkNZbWl5d2FsGaXl1kdZbWl5dpPWWllcX9pZBWl5dpPWWlteJnLpG0nrbJa9dcgQSh4tEwnTq1MnqCJaQ1ltaXl3YWwZpeXWR1ltaXl2k9ZaWVxf2lkFaXl2k9ZaW14mcukbSetslr11yBBKHi0TCHDp0yOoIlpDWW1peXdhbBml5dZHWW1peXaT1lpZXF/aWQVpeXaT1lpbXiZy6RtJ62yWvXXIEEoeLRERERERERERE5BMOF4mEadq0qdURLCGtt7S8urC3DNLy6iKtt7S8ukjrLS2vLuwtg7S8ukjrLS2vEzl1jaT1tkteu+QIJA4XiYRJT0+3OoIlpPWWllcX9pZBWl5dpPWWllcXab2l5dWFvWWQllcXab2l5XUip66RtN52yWuXHIFkKKWU1SHIWna6fTkREREREREREVXNTrMc7lwkEiY1NdXqCJaQ1ltaXl3YWwZpeXWR1ltaXl2k9ZaWVxf2lkFaXl2k9ZaW14mcukbSetslr11yBBJ3LpKtpt1ERERERERERFQ1O81yuHORSJjZs2dbHcES0npLy6sLe8sgLa8u0npLy6uLtN7S8urC3jJIy6uLtN7S8jqRU9dIWm+75LVLjkDizkWy1bSbqldYWIjg4GCrYwSctN7S8urC3jJIy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsueQOVw06zHO5cJBJm+fLlVkewhLTe0vLqwt4ySMuri7Te0vLqIq23tLy6sLcM0vLqIq23tLxO5NQ1ktbbLnntkiOQOFwkEiY5OdnqCJaQ1ltaXl3YWwZpeXWR1ltaXl2k9ZaWVxf2lkFaXl2k9ZaW14mcukbSetslr11yBBKHi0TCZGdnWx3BEtJ6S8urC3vLIC2vLtJ6S8uri7Te0vLqwt4ySMuri7Te0vI6kVPXSFpvu+S1S45A4nCRSJi8vDyrI1hCWm9peXVhbxmk5dVFWm9peXWR1ltaXl3YWwZpeXWR1ltaXidy6hpJ622XvHbJEUgcLtpIQUEB3nnnHfTq1QuNGjVCgwYN0KJFCwwcOBDffPON1fHIJlq3bm11BEtI6y0try7sLYO0vLpI6y0try7SekvLqwt7yyAtry7SekvL60ROXSNpve2S1y45AonDRZs4ePAgLrnkEtx7771YsmQJjh49isLCQhw4cACff/45rr32WowaNQpFRUVWRyWLrVixwuoIlpDWW1peXdhbBml5dZHWW1peXaT1lpZXF/aWQVpeXaT1lpbXiZy6RtJ62yWvXXIEkqGUUlaHIKBnz55YunQpAOCKK67AsGHDEBcXh61bt+Kdd97Bli1bAADPPPMMJk6cqPW97XT7ciIiIiIiIiIiqpqdZjncuWgD33zzjXewOGbMGHz//fe47bbbcP3112PMmDFYvXo1Lr30UgDAK6+8gszMTCvjksVSU1OtjmAJab2l5dWFvWWQllcXab2l5dVFWm9peXVhbxmk5dVFWm9peZ3IqWskrbdd8tolRyBx56INjB49Gv/85z/RrFkz7N69Gw0aNDjjOWvWrEHXrl0BALNnz8agQYO0vb+dpt1ERERERERERFQ1O81yuHPRBnbs2AEAuPTSSyscLALAueeei4YNGwIAdu7cGahoZENz5861OoIlpPWWllcX9pZBWl5dpPWWllcXab2l5dWFvWWQllcXab2l5XUip66RtN52yWuXHIHEnYs20Lt3byxevBgjR47EjBkzKn1eYmIidu3ahQkTJmD8+PHa3t9O026qXm5uLsLCwqyOEXDSekvLqwt7yyAtry7SekvLq4u03tLy6sLeMkjLq4u03tLyOpFT10hab7vkDVQOO81yuHNRIM6DnW3VqlVWR7CEtN7S8urC3jJIy6uLtN7S8uoirbe0vLqwtwzS8uoirbe0vE7k1DWS1tsuee2SI5BcVgcg//vjjz+qfHzPnj3en+/fv9/fcaiOTNOsdk3rI2m9peXVhb1lkJZXF2m9peXVRVpvaXl1YW8ZpOXVRVpvaXmdyKlrJK23XfIGKkfZ+Y3b7fb7+1WFw0UbOnToEPr164dNmzbhvvvuw6RJk+p0vNJtsjXRo0ePOr0XEREREREREREFTkZGBhITEy17f54WbUNLlizB6tWrkZOTg3/+859WxyEiIiIiIiIiIps6ePCgpe/PnYs21KtXL3Tr1g2bNm3C6NGj63y8sqc9V2THjh3o2bMnAGD58uW12ulIgbN//37vztIVK1agRYsWFicKDGm9peXVhb1l9JaWVxdpvaXl1UVab2l5dWFvGb2l5dVFWm9peZ3IqWskrbdd8gY6x549e3DJJZcAANq3b+/X96oOh4s2FBcXp/UCoLW5Y1CrVq14t2gBWrRo4ch1ktZbWl5d2FsGaXl1kdZbWl5dpPWWllcX9pZBWl5dpPWWlteJnLpG0nrbJW+gc4SGhgbsvSrC06KJiIiIiIiIiIjIJxwuCmQYhtURiIiIiIiIiIiIOFy0g/DwcADA8ePHq3xednY2ACA6OtrvmYiIiIiIiIiIiKrD4aINnH322QCAZcuWoaCgoMLnrFmzBkePHgUAS28vTkREREREREREVIrDRRu47rrrABTfOvzxxx8/4/GcnBzvXaMjIyNx1VVXBTQfERERERERERFRRXi3aBvo378/LrvsMixduhSvvfYa1q5di2HDhiEuLg7btm3DO++8g82bNwMAxo0bh4iICIsTExERERERERERcbhoG7Nnz8Y111yDVatWYcGCBViwYMEZz7njjjvw5JNPWpCOiIiIiIiIiIjoTIZSSlkdgorl5+dj2rRpmDVrFtatW4ecnBw0a9YMPXr0wJ133omrr77a6ohEREREREREREReHC4SERERERERERGRT3hDFyIiIiIiIiIiIvIJh4tERERERERERETkEw4XiYiIiIiIiIiIyCccLhIREREREREREZFPOFwkIiIiIiIiIiIin3C4SERERERERERERD7hcJGIiIiIiIiIiIh8wuEiERERERERERER+YTDRSIiIiIiIiIiIvIJh4tERERERERERETkE5fVAYioYh6PB5s2bUJmZiaKiopq9JqePXv6ORWdzqnr5NTe0nCdZNi/fz9Wr15dq3UaMWKEn1P5n7Te0vLqwt7O6k118+GHH2o/Jr+u9HLqGknrLS2vLpJ7G0opFZB3IlvIy8vD3LlzsWrVqhr/YckwDEybNi0A6QgAcnJy8MQTT2D69Ok4efJkjV9nGAbcbrcfk1FZTl0np/aWxsnrJOlzbv/+/bj77rvx1Vdf1ep10tdJWm9peXVhbzm9P/vsM0yZMsX7fa8mf72Tvk6APXubpgnDMLQdrz6sk904dY2k9ZaWVxfJvTlcdJAffvgBw4cPx6FDh2r8GqUUDMOAx+PxYzIqlZOTg169emHVqlU1+gNSWVynwHHqOjm1tzROXidJn3NHjhzBBRdcgF27djlqnaT1lpZXF/aW0/vuu+/Ge++9BwC1yix5nQD79jZNvVcdk75OduTUNZLWW1peXST35mnRDrF+/Xpcf/31yMvL834Ax8TEIDY21tpgVM7LL7+MX3/9FQAQFxeH+++/H507d+Y62YxT18mpvaVx6jpV9DkXGxuLmJgYi5NV7IUXXsDOnTthGAY6dOiAJ554Ap07d7ZtXl2k9ZaWVxf2ltH7gw8+wNSpU73/fsUVV9g6ry527r1jx45Kf/2FF17Arl27MHbsWHTp0uWMz+WsrCysWbMGr776KhITE/Hoo48iISEhAKmdxalrJK23tLy6iO6tyBFuuukmZRiGMk1TjRo1Su3Zs8fqSFSBc845RxmGoVq2bKkyMjKsjkOVcOo6ObW3NE5dp9M/5/744w+rI1UpKSlJGYah2rdvr3JycqyOEzDSekvLqwt7y+h90UUXKcMwVFhYmFq0aJHVcQJGWu8dO3ao5s2bq8TERJWdnV3t87OyslTr1q3VWWedpXbs2OH/gOTYNZLWW1peXaT05t2iHWLRokUwDANXXXUV3n//fcTHx1sdiSqwY8cOGIaBBx98EE2aNLE6DlXCqevk1N7SOHWdTv+ca9mypdWRqrRv3z4YhoF77rkHYWFhVscJGGm9peXVhb1l9E5PT4dhGLjvvvvQq1cvq+MEjLTeEyZMwKFDh3DfffchKiqq2ufHxMRg9OjR2L9/P5577rkAJCSnrpG03tLy6iKlN4eLDpGdnQ0AGDRokMVJqCqNGjUCACQnJ1uchKri1HVyam9pnLpO0j7nmjVrBgCO+5990npLy6sLe8voHRwcDADo0aOHxUkCS1rvRYsWAQDatGlT49eUfob/8MMP/ohEp3HqGknrLS2vLlJ6c7joEK1btwYAREREWJyEqnLhhRcCALZv325xEqqKU9fJqb2lceo6Sfuc6927NwDg999/tzZIgEnrLS2vLuwto3fHjh0BABkZGRYnCSxpvQ8ePAgA2Lt3b41fU/rc2tygjHzn1DWS1ltaXl3E9A7YCdhkqWeffVYZhqHuu+8+q6NQFdLT01VMTIxKSEio0fUUyBpOXSen9pbGqesk7XNu9+7dKiEhQTVu3NhR10GW1ltaXl3YW0bvr776ShmGof70pz9ZHSWgpPVOTk5Wpmmq7t271+j5Ho9Hde3aVRmGoVJSUvycjpRy7hpJ6y0try5SehtKldxSkeq1nJwcDBkyBN999x3+85//4Prrr7c6ElVg9+7d2Lx5M1555RXs2bMHjzzyCLp27Vrj66ZJuQuWdE5dJ6f2lsap62Tnz7klS5ZU+OsZGRl47733sGbNGtxxxx3o1q1bjdepZ8+eOiP6hbTe0vLqwt7lSes9e/ZsPPPMM+jSpQteeuklJCUlBTyDFST1fvzxx/GPf/wDhmHg2muvxQMPPICkpCS4XK5yz3O73di2bRv+7//+D99++y0Mw8C4cePw97//3aLkzuHUNZLWW1peXaT05nDRISZOnAilFP73v/9h6dKlOO+882r1h6Vnn33WzwkJAIKCgnx+rWEYcLvdGtNQZZy6Tk7tLY0T1mnixIkV/rpdP+dM04RhGNqOJ2WdpPWWllcX9tbD372rG54dPHgQeXl5iIyMROPGjas9nmEY2LZtm654flMfemdnZ+Piiy/Ghg0bavw1p5RCx44dsXz58hrdwIHqxqlrJK23tLy6SOnN4aJD1PUPUB6PR2Maqoxp+n4ZVMMwuE4B4tR1cmpvaZywTrqHAoB/P+fqsiYVkbROOvm7t7S8urC3Hvz69I/60jszMxNjxozBrFmzUFhYWOVzXS4Xhg0bhsmTJ3tv0kb+59Q1ktZbWl5dJPTmcNEh6vrBXFRUpCkJVeWDDz6o0+tHjhypKQlVxanr5NTe0jhhnXT/ZRPw7+fc4sWLtR+zV69e2o+pm7Te0vLqwt76+LP3qFGjtB9z+vTp2o+pW33rnZWVhZUrV+LQoUNnDAiCg4PRtGlTnH/++YiNjbUmIDl2jaT1lpZXFzv35nCRiIiIiIiIiIiIfKL/f/0TERERERERERGRI3C4SERERERERERERD7hcJEqlZWVhSVLlmDJkiVWR6EqLFmyBElJSWjTpo3VUagKTl0np/aWhutERERERES+clkdgOzr559/Rv/+/WGaJtxut9VxqBK5ubnYuXOn9junkl5OXSen9paG60RERERERL7izkWqFu/5Q0REREREREREFeFwkYiIiIiIiIiIiHzC4SKRRbZs2YKNGzdaHYOq4dR1cmpvabhORERERERkNV5zsZ7Zv38/3nrrLXg8Htx///1o2bIlAGD37t21PtbBgwd1x6MSjz76KF577TUAwIMPPojJkycDAC6//PJaHyszM1NrNjrFqevk1N7ScJ2IiIiIiMgODMUL6tUrF110EX755RcAwAUXXICffvoJAGCapk8X6ldKwTAMeDwerTmdLiYmBidOnIBSClFRUTh27BiAU+tUm/8sS5/PddLPqevk1N7ScJ2IiIiIiMgOuHOxnlm/fj2A4qFg6c9LcY5sH/Hx8diwYQMAoFWrVmc83rlzZzRq1KhGx8rMzMS6deu05qNiTl0np/aWhutERERERER2wJ2L9cywYcMwa9YsAMBNN92E1NRUAKd2sowZMwadO3eu0bHWrVuHyZMncyeLH6Snp+OFF15AUVERnnzySZx77rkATq3Tt99+i6uuuqpGx5o/fz769+/PdfIDp66TU3tLw3UiIiIiIiI74M7Feuajjz7CyJEjUVRUVOFfKq+66qpa/WWz9BpepFenTp28g1+yL6euk1N7S8N1IiIiIiIiO+BwsZ4xTRNXX3211TGIiIiIiIiIiMgBTKsDEBERERERERERkUzcuUhkI/feey8Mw0Dr1q2tjkJVcOo6ObW3NFwnIiIiIiIKJN7QxSF+/fVXAEDbtm0RFRVVo9f88ssvGDt2LAzDwMKFC/0Zj+ogLy8PBw8eBAAOE2zMqevk1N7ScJ2IiIiIiMhXHC4SERERERERERGRT3jNRSIiIiIiIiIiIvIJh4tERERERERERETkE97QxWHy8/Oxfft2HD58GLU5I75nz55+TEVlrV+/HpMnT0Z6enqt1skwDGzbts3P6aiUU9fJqb2l4TrZl1IKq1evxs6dO+FyuXDOOecgJSWlRq9NT0/H5MmTYRgGpk2b5uekgbdlyxZkZGTA7XYjIiICCQkJiIuLszoWlTFv3jykpqZi8+bNyM7ORsuWLXHBBRdg1KhRSE5OtjqezzZu3Ihp06Zh1apV2L9/P6Kjo9GlSxf0798fAwYMQFBQkNURtcnKysLatWsB1M8/3+fn52P+/PnYtGkTwsPDkZKSgr59+8I0Ze2pSUtLw7Bhw2AYBtxut9Vx6i1+JleOn8n2Z7fPZF5z0SHcbjeefvppvPXWW8jNza3Va/mhFjhz587FkCFD4PF4ajX8BYrXyePx+CkZleXUdXJqb2m4Tqd4PB58++23+Pnnn5GRkYGCggLvH5D79++PTp06BTTPtGnT8Oyzz+LAgQPlfr1Lly548MEHceutt1b5+vnz56N///5i1unyyy8HAFxwwQWYNGlShc8pKCjA888/j3fffReZmZlnPN69e3c8//zzuPrqq/2ataZuu+22Gj+3Pv2FMzMzE8OHD8d3330HAN7vLYZhAABM08RTTz2F8ePHe39NAo/HgyeffBKvvvoqlFLlvmeW9mjatCkeeeQRjB49GmFhYVZF9Tp06BAmT56Mb775ptxA5KabbsKIESMQGxtb5etLv4+Ypinqz/f79u3Dm2++iR9//BHHjh1Du3btcO+996JPnz7e58ydOxd33303MjIyyr22RYsWeO211zB48OBAx/ZZWloahg4dKub7vUT8TD4TP5NlsOtnMoeLDvHAAw/g7bffrvVfNIH695dNO2vfvj02b94Ml8uFwYMHIyUlpVbfEMaPH+/HdFTKqevk1N7SOGGdWrRoAdM08cknn6BXr14VPmfp0qUYMWIEdu/eXelxBg8ejH/961+IjIz0V1Svp556Ci+99BIAVPhZbBgGLr74YqSmpqJVq1YVHkPaX2RM0/R+7Q0ZMgQzZ86Ey3XqpJmcnBxcccUVWLFiRZV/PjFNE6+//jpGjx7t17yFhYUIDg6u8jllO1VFKSVmnarj8XjQp08fLFu2DEopxMbG4pJLLkFsbCz27NmDn376CYWFhTAMAw899BBeffVVqyPX2OjRo/Huu+9CKYXg4GBcdNFFaNWqFbKysrB8+XJkZWUBKP7vs1mzZnjuuedw++23W7YLbvny5Rg4cCCOHDlyxn8zhmEgJiYGL774Iu66665KjyHt+wgALF68GDfeeCOOHj0K4NR/XwDw5JNP4vnnn8eXX36Jv/zlL5V2MgwDb7zxht+/j+jC4aJ/8TOZn8lS2fozWZEjNGrUSJmmqdq1a6e+++47tWPHDrVz584a/6DAiIiIUKZpqhdeeMHqKFQFp66TU3tL44R1MgxDmaap5s+fX+Hjq1evVmFhYco0TWUYhjIMQzVt2lQlJiaqqKgo76+Zpqkuv/xyVVRU5Ne8P/74o/c9mzdvrv75z3+qlStXqt9++02999576vzzz/fmadKkiVq2bFmFx5k3b573eRKUZi39Z79+/VROTo738QceeMD7+9KpUyf15ptvqvnz56tFixapOXPmqHHjxqnw8HBlGIYKDg5Wa9as8WvelJQU9e2331b5nNatW6vExMRyP0r7xcXFnfFYfTBt2jRvx3Hjxqnc3Nxyj+/Zs0f16dPH+5wff/zRoqS1s2jRIm/m3r17qz179pR7PDc3Vz322GPer9HS53bo0EF9/vnnAc976NAhFRcX581y4YUXqvvuu0899NBD6tJLLy2XcfDgwWesUylp30cOHDigmjRp4u137rnnqkGDBqlzzz3X2+O///2vatOmjTIMQ/Xq1Uv9+OOPKi8vT2VlZalZs2aphIQEZRiGCg0NVZs2bbK6Uo3MmjVL1DpJws9kfiZLZufPZA4XHaJp06bKNE2VmppqdRSqQr9+/ZRpmmrWrFlWR6EqOHWdnNpbGiesU3XDxb59+yrDMJTL5VJPPvmkyszMLPf4+vXrvc8xTVPNnDnTr3mHDh2qDMNQrVq1UocOHarwOVOmTPH+oT08PFx9+eWXZzxH6l9k7r//fu+w99JLL1VZWVnqxIkTKjw8XJmmqfr3768KCwsrPEZ6err3eXfccUdA8g4cOFDt2LGj1q9LS0vzXzg/6t69u1qyZEmlj//pT3+q9vc/JydHpaSkKNM01fDhw/0RU7thw4YpwzBUcnJyub9gn27UqFHKMAwVHx9fboDXs2dP9fPPPwcs71NPPeX9S/2HH354xuNr1qzxDhlN01QXXXSROnLkyBnPk/Z95Omnn1aGYaigoKAz/h7z8ccfK9M0VceOHZVhGOqyyy5Tbrf7jGPs3LlTNWzYUJmmqR555BG/5n3uuee0/Bg8eLCodZKEn8n8TLYzyZ/JHC46xMSJE5VhGOqll16yOgpVYf/+/WrAgAGqS5cu6ocfflA7d+5Uu3btqvEPCgynrpNTe0vjhHWqarh49OhRZZqmMk1TPfroo5Ueo6CgQHXs2FGZpqmuvPJKf8ZVrVq1UqZpqn/84x9VPu+XX35RLVu2VIZhqAYNGqiPPvqo3ONS/yIzf/58tXjxYhUTE6NM01RdunRRn3zyiffx6nYSPfroo8owDNWmTRu/5i39vTdNU4WHh6vnnntO5eXlVfs66X+RKc1/ww03qM2bN5/xeFxcnDJNU23cuLHK47zyyisBWSddkpOTlWma6pVXXqnyeenp6cowDNWxY0eVlpZWbmdM6S7BLVu2+D3vueeeq0zTVH/7298qfU5RUZEaO3asN1+nTp3Uvn37yj1H2veRLl26KNM01ahRoyp8/NZbb/X2WbhwYaXHefzxx73r6E9lvzbq+kPSOknCz2R+JtuZ5M9kDhcdZM6cOSo5OVn99a9/VRMmTKjx/zmbOHGi1dEdo6ioSL344ouqRYsWtf4DSFBQkNXxHcOp6+TU3tI4YZ2qGi7+/PPPNf4D8uTJk5VhGCouLs5fUZVSSoWEhCjTNCvc+XC6nTt3qrZt23p36rz11lvexyT/RUYppVatWuU9kyI4OFgZhqGio6OrPU7p6YFhYWF+zXvixAn12GOPqQYNGnizt2nTRn3xxRdVvk76X2SaNm3q7dCgQQP14IMPltvtGxoaqkzTrPbyAV988UVA1kmX0p071f13WVBQ4P39WbduncrLy1MvvPCC9xILpb9v999/v1/zRkVFKdM01ezZs6t97tSpU5XL5VKmaaqkpCS1bds272PSvo+UDkAq2q2plFIffviht09VO1A//fTTGn/PqYuyp57q+CFlnSThZzI/k+1M8meyq/qrMlJ9sHnzZjz77LPYvn07tm/fXqMbuxiG4b346TPPPBOAlDR69GhMmTIFSimEhISgWbNmou666BROXSen9pbG6et07Ngx789TUlKqfG5iYuIZr/GHsLAwFBYWem9GUJXWrVtj2bJl6NevH1atWoUHHngAmZmZ9eJzuFu3bli6dCmuvPJK7Nmzx3sDiurk5OQAAIKCgvyaLyIiApMmTcJtt92G+++/H99//z22b9+OgQMHol+/fnjjjTfQpk0bv2awwvbt2zFp0iS89tprOHnyJN58803MnDkTTz/9NO677z506NABv/32G44ePYpGjRpVepzSm59Ud7diu4iNjcXBgwcrvCNqWaW9gOI7dIaEhODJJ5/E7bffjieeeAIffvghCgsL8fbbb+ONN97wW97CwkIAqPYGBwBw5513onHjxhg+fDh27tyJP/3pT5g/fz46d+7st3z+UnoDhsp61+T3o6xAfR6OGDECM2bM8Pn1s2bNwrBhw/QFIi9+JhfjZ7I9if5MDtgYkyx10UUXebd0Dx8+XI0fP15NmDChxj8oMGJjY5VpFl9b4sSJE1bHoUo4dZ2c2lsaJ6xTVTsXa7OToHTnYpMmTfwR0+uiiy7ynuJSU8ePHy93Qe4xY8aI3yVRas+ePap9+/bea15V569//av3AvOBNGfOHNW6dWtvj9DQUPXUU0+dsTtK+i6JUvv371d33nmncrlc5XaJ3HLLLco0TfWvf/2rytcPHDhQGYahevfuHaDEddO7d2/v98qqvPvuu97fj7I7AEv9+uuvqmfPnn7/77JNmzbKNE31xBNP1Pg1CxYsUNHR0cowDNWwYUO1fPlycd9HzjnnHGWapnrggQcqfPy+++7z9lm0aFGlxwnUadEPP/ywN8+UKVN8Pg5v6OI//EzmZ7IEEj+TOVx0iOjo6BpdW4KsVXpdmTlz5lgdharg1HVyam9pnLBOOoaLBQUFqlOnTso0TXXFFVf4K6pSSqmXX37Zm+npp59WBQUFNXpdfn6+uuGGG7yv7dy5c734i4xSxd0OHz6sjh49WuUxPvnkE+9p+2PHjvVT0srl5OSop556SoWGhnr7JCQklPvvq778RabUhg0b1PXXX1/utEzDMFTjxo0rvTvolClTvM+dOnVqgBP75l//+pc38zvvvFPhc3777TfVqFEjZZqmSklJqfJ4//nPf/wR0+vOO+9UhmGomJgYtX79+hq/buXKld7T7CIiItSYMWNEfR8pzRsSEqKWLl1a7rHFixerBg0aqFatWinDMFTPnj2Vx+M54xi7d+/2ruPDDz/s17xut1tddtllyjCK707966+/+nQcDhf9h5/J/EyWRNJnMoeLDnHLLbcowzAqvV4J2cOvv/6qkpKS1A033FDldWPIWk5dJ6f2lsYJ61T6B6ZHH31UffDBB+V+lF5ovKo/7G/atEn179/f+7zp06f7Ne/Jkye912wyTVO1aNFCXXPNNSorK6va13o8HnX77beX+wNlffiLTHUeeughdckll3g7N2zYUO3du9cPKWtmy5Yt6pprrin3h/u+ffuq5557rt79RabUkiVL1IUXXljuBhVhYWHq3nvvVXPmzFHff/+9mjFjhrrmmmu869SlS5caXXDfDvLz81X37t29/a655ho1Y8YMtWDBAvWf//xH3XPPPSosLMz7+AcffGBp3g0bNqgGDRp412HMmDEqLS2tRoORjRs3qoSEBJHfR7Zv364iIyOVaZrK5XKpgQMHqscee0wNHDjQe13JtLQ01bJlS2Waprr88svV//73P1VQUKCys7PV7NmzvbudQkNDq70Wrw779+9XLVq0UIZhqKSkpHLXS6spDhf9h5/J/EyWSMJnsqFUDS6+R+L98ccfmDRpEn7++Wfcc889SEpKqtU1R3r27OnHdFRqwIABKCoqwurVq3H06NFaXSvNMAxs27bNzwkJcO46ObW3NE5YJ9M0q+ykSq4XXHqtrrJiYmJw4sQJ7/N69eqFBQsWwDRNv+UFiq+hc91112Hjxo0Ain+v9+zZg7POOqtGrx83bhxefvll72sr6mY3pev07bff4qqrrqrVa4ODg1FUVASlFKKjo/Hpp5/i8ssv91PSmvviiy8wZswY7Nix44yvwdTUVAwZMsSiZP4zZ84cTJgwAb///juAiq9Zp5RCUlIS5s+fL+oaWHv27EH//v3x+++/V9oLKP7v78UXXwx0vDNMnz4dd955J4qKimAYBgzDwO7du2v0feSPP/7A1VdfjQ0bNgCQ830EANLS0jBy5EgUFBSUWyelFIYPH46ZM2fik08+wS233FLlOr7++uu4//77A5J5yZIl6Nu3L9xuN/r374+vv/66Vq9PS0vD0KFDRa2TJPxM5meyVHb+TOZw0SHqcsFVwzDgdrs1pqHKlH7T9+U/SykfbPWBU9fJqb2lccI61WQQWFmXsq+98cYb8f777yMqKkprvsoUFhbiww8/xJdffolt27ZhwYIFaNq0aY1fP2XKFPz0008AiocMdvfBBx8AAK666iq0aNGiVq+Njo5Gy5Yt0a9fPzzyyCOIj4/3R0Sf5Ofn46WXXsKkSZOQl5fn/fVZs2bVy7/IAMV/Ufniiy8wbdo0LFiwALm5ud7HmjRpghEjRuDZZ59FdHS0hSl9k5eXh0mTJmHGjBnYtWuX99cNw8Bll12GcePGoX///hYmLG/RokV45plnsHz5cgCo1UAkMzMT11xzDVasWCHm+32p1atXY9KkSVi6dCmOHTuGtm3b4q677sIdd9zh/XvOzJkz8dBDD51xo45mzZrhlVdewfDhwwOa+bPPPsPatWsBAMOGDav2JmNlrV+/HnPmzAEAjB8/3i/5nI6fyTXHz2R7setnMoeLDlGXHRnS/vAh2XPPPVen1/MPH4Hh1HVyam9puE5VGz16NFq3bo1+/fqhS5cuVschEqegoABbt25FdnY2WrRogfj4eL/fNTRQ9u3bh3379qFBgwZISEiw9Z2vMzMzsWPHDpx77rlwuVxWx7GNnJwczJ8/H5s3b0Z4eDhSUlLQt29f/h4RUb1kp89kDhcdouz/ifVF69atNSUhIiIiIiIiIqL6gsNFIiIiIiIiIiIi8ol/r15ORERERERERERE9RaHi0RERERERA6QlpaGoKAgx12D0Km9iYgChd9diYiIiIiIHMKpV8Vyam8iokDgzkUiIiIiIiIiIiLyCYeLRERERERERERE5BOeFk1ERESOdOTIETRu3NjqGERE1Zo4caKW46Snp2s5TqA4tTcRkTSG4sUniIiIyEEWLlyIESNGYN++fYiLi8PMmTNx5ZVXWh2LiKhSpmnCMAwtx1JKwTAMeDweLcfzJ6f2JiKShsNFIiIicpTk5GRs377d++9JSUnYunWrhYmIiKpWOmTT9Vc3KUM2p/YmIpKG11wkIiIiRzl27BgMw/DuhsnKyrI2EBFRDY0YMQJFRUU+//jkk0+sruATp/YmIpKCw0UiIiJylHHjxgGAdyfMww8/bGUcIqJqjRkzBkopzJw5E1OnTvX5OLpOMQ4Up/YmIpKGp0UTERGR42zYsAHp6elo27Ytzj33XKvjEBFVyePxoE+fPvjxxx8REhKCZcuW4bzzzqv1cdLS0jB06FAxpwc7tTcRkTTcuUhERESOc84552Dw4MEcLBKRCEFBQfj3v/+N5s2bIz8/H4MHD8bRo0etjuV3Tu1NRCQNh4tEREREREQ217x5c8yaNQsulws7duzALbfcYnWkgHBqbyIiSVxWByAiIiIiIqLq9ezZE2lpaVi7di0AYMuWLUhJSanx6zt16oTx48f7K57fOLU3EZEUvOYiERERERERERER+YSnRRMREREREREREZFPOFwkIiIiIiIiIiIin/Cai0Q2kpmZiZMnT6KqqxUYhoHo6GjExMQEMBmV5dR1cmpvabhOREREREQUSBwuOtyxY8ewcuVKZGRkoKCgABEREUhISED37t1hmtzYGggbNmzAxIkTMW/ePGRnZ9f4ddHR0bjxxhvx2GOPoW3btn5MSIBz18mpvaXhOvkmLS0Nw4YNg2EYcLvdVschIiIiIhKJN3Sph4YNGwYAeOKJJ9C5c+cKn3P48GE8+OCDmD17NjwezxmPx8XFYcKECbj77rv9mtXpvvzyS9x8883Iy8urcpdRZQzDQEREBNLS0tC/f38/JCTAuevk1N7ScJ18l5aWhqFDh8IwjAo/C4mIiIiIqHocLtZDpmnCMAx8++23uOqqq854/PDhw7jwwguxc+fOak+be/jhh/Hyyy/7M65j7d69G506dcKJEycQGhqKu+++G3369EF0dHS1r83OzsYPP/yAKVOmIC8vD7GxsVi7di3i4+MDkNxZnLpOTu0tDdepbjhcJCIiIiKqO54W7UDjxo3Djh07AACXXHIJHnnkEbRv3x7h4eE4fPgwfv75Zzz//PM4ePAgJk+ejOuvvx49e/a0OHX9M3nyZJw4cQJhYWFYuHAhevToUavXX3/99bj55pvRp08fHDt2DG+//TZefPFFP6V1Lqeuk1N7S8N1IiIiIiIiq3HnYj1U1c7FgoICxMbGIj8/H/369cPXX39d4TH279+PTp06ISsrC0OGDEFqamogojtKhw4dsGnTJjzwwAN47bXXKnzO8uXLkZaWhptvvhkXX3xxhc958MEH8eabb6Jjx45Yt26dPyM7klPXyam9pXHqOk2cOFHLcdLT0zFnzhzuXCQiIiIiqgMOF+uhqoaLq1evRvfu3WEYBlasWIHu3btXepwJEyZg4sSJiI+Px+7du/0d23EiIyORm5uLOXPm4IYbbqjwOQkJCdi7dy/i4+Oxa9euCp/z6aefYtCgQYiOjkZWVpYfEzuTU9fJqb2lceo6lX7O6aCU4nCRiIiIiKgOeFq0w2RmZnp/3qlTpyqfW/r4oUOH/JqJKpebmwulFHJycqp9Lu90ah2nrpNTe0tTn9eJ/3+UiIiIiMh6ptUBKLDK/sUxJCSkyueWDiKrex75JiEhAQCwdOnSSp/z9ttv49prr8U777xT6XOWLFlS7nikl1PXyam9pXH6Oo0YMQJFRUU+//jkk0+srkBEREREJB6Hi1SpL774AgDQtm1bi5PUT1deeSWUUpg6dSpWrlxZ4XOGDBmCL7/8EoMGDarw8RUrVuC9996DYRgV3hmc6s6p6+TU3tI4dZ3GjBkDpRRmzpyJqVOn+nwcXadWExERERE5Ga+5WA+VXotqxowZ6NWrV7nHFi1ahFtvvbXK60sVFRXh73//O5599lkYhoHnnnsOTz/9dCCiO8ru3bvRsWNH5OTkIDQ0FPfeey969+6NqKioal97/Phx/PDDD5gyZQpycnIQGRmJ9PR0cbuOJHDqOjm1tzROXSePx4M+ffrgxx9/REhICJYtW4bzzjuv1sdJS0vD0KFDec1FIiIiIqI64HCxHqruQvdVXbx+wIAB+O2337B3714opdCqVSusXbsWMTEx/ozsWJ9//jmGDh2KvLw8n3bQKKUQGhqKtLQ0XH/99X5ISIBz18mpvaVx6jodOHAA5513Hg4cOICzzz4bK1euRMOGDWt1DA4XiYiIiIjqjqdF11NKqUp/VOWrr77CH3/8AaUUEhIS8PXXX3Ow6Ed//vOf8csvv2DQoEGIjIysct1O/xEZGYkhQ4bgl19+ETUQkMip6+TU3tI4dZ2aN2+OWbNmweVyYceOHbjlllusjkRERERE5EjcuVgPLV68uEbPO/2UaQDo0KEDEhMT0b9/f9x+++0IDw/XHY8qoZTC4cOHa3RH1/DwcDRp0oTXC7OAU9fJqb2lceI6ffbZZ1i7di0AYNiwYUhJSanxa9evX485c+YAAMaPH++XfERERERE9R2Hi0REREREREREROQTnhZNREREREREREREPuFwkYiIiIiIiIiIiHzisjoAEdVNWloahg0bBsMw4Ha7rY5TrymlsHr1auzcuRMulwvnnHNOja/vlp6ejsmTJ8MwDEybNs3PSQNvy5YtyMjIgNvtRkREBBISEhAXF2d1LCpj3rx5SE1NxebNm5GdnY2WLVviggsuwKhRo5CcnGx1PCIiIiIiEorXXCQSLi0tDUOHDoVhGPB4PFbHqbemTZuGZ599FgcOHCj36126dMGDDz6IW2+9tcrXz58/H/379xezTpdffjkA4IILLsCkSZMqfE5BQQGef/55vPvuu8jMzDzj8e7du+P555/H1Vdf7desVLXMzEwMHz4c3333HYDiITkA741cTNPEU089hfHjx4u/uQsREREREQUeh4tEwnG46H9PPfUUXnrpJQCnBjNlGYaBiy++GKmpqWjVqlWFx5A2XDRN0ztoGjJkCGbOnAmX69Rm95ycHFxxxRVYsWJFhb8nZY/z+uuvY/To0X7PTGfyeDzo06cPli1bBqUUYmNjcckllyA2NhZ79uzBTz/9hMLCQhiGgYceegivvvqq1ZGJiIiIiEgYXnORiKgKy5Ytw4svvgilFJo2bYq3334bv/zyC1avXo2pU6eie/fuUErhf//7H8477zwsX77c6shaKaXw73//G9dffz1yc3O9v/7EE0/g559/hlIKHTt2xBtvvIF58+Zh4cKFmD17Nh577DGEhYWhqKgIY8aMwdq1ay1s4VwffPABfvzxRwDAY489hn379uGrr77CRx99hMWLF2Pbtm3o3bs3lFL4v//7PyxbtszixEREREREJA13LhJZZOLEiVqOk56ejjlz5ojZESfNsGHDMGvWLMTHx+PXX3+t8DqCU6dOxZgxY5Cbm4uwsDCkpaXhuuuuK/ccqTsXR48ejX/961/Iz8/HxRdfjK+//houlwtNmzZFXl4err76anzxxRfldjWWWr9+PXr06IG8vDzcdttteO+99yxoUr+df/75eO2113DZZZdV+Phll12G5cuXV/n7n5ubi3PPPRfbtm3D0KFD8dFHH/kzMhERERER1TMcLhJZpOxpp3WllBIztJImISEBe/fuxUsvvYSxY8dW+ryVK1di4MCB2LdvH4KDg/H+++9j+PDh3selDhe//fZbhIaGYsCAATh+/Dg6deqExx9/HMOHD4dhGNiwYQPatm1b6XHGjh2LV199FUlJSdi6dWsAGzhD6Tr9+c9/xqRJk864wVDTpk1x5MgR/P7772jXrl2lx3n11VcxduxYrhMREREREdUaT4smsphSqs4/yH8OHToEADjnnHOqfN7555+PZcuWISUlBYWFhRg5ciTefvvtQET0u549e2LhwoVo0qQJ0tPTMXLkSABAZGRklYNFoPj3BQD27dvn95xOFBcXB6UUPv/8c3Tq1AkPPfQQjh496n38+PHjAFDtOpU+znUiIiIiIqLa4nCRyGIjRoxAUVGRzz8++eQTqyvUa2FhYQBQbmBTmdatW2PZsmU477zzUFRUhAceeADPP/+8vyMGRLdu3bB06VLEx8fD7XbDMAzExMRU+7qcnBwAQFBQkL8jOtL27dvx9NNPIzw8HIWFhXjzzTeRnJyM1157DYWFhejQoQOA6r9+s7KyAACxsbF+TkxERERERPUNh4tEFhkzZgyUUpg5cyamTp3q83F0nVpNFWvfvj0A4LPPPqvR85s0aYJFixZ5b5IxYcIEPPzww/6MGDBt27bFsmXL0K5duxrvmF24cCEAIDEx0Y/JnCsiIgITJ07Eli1bcMcdd8A0TRw9ehSPPvoozjnnHO9wsbqv308//RQAqjx1moiIiIiIqCIcLhJZ5B//+Af+9Kc/QSmFBx98EKtWrbI6ElXgxhtv9J52+swzz6CwsLDa10RGRmLevHkYOHAglFJ4/fXXq7xeoyTx8fFYs2YNMjIyqr0DdGpqKj7++GMYhoH+/fsHKKEzNW/eHFOnTsW6detw3XXXQSmF7du345NPPoFSCuPGjat0vaZOnYrPP/8chmFg2LBhAU5ORERERETS8YYuRBY6cOAAzjvvPBw4cABnn302Vq5ciYYNG9bqGGlpaRg6dKiYG4VIk5OTg27dumHLli0wDAPNmjVDt27d8Mknn1R7WnBRURH+9re/4f3334dhGKJuvFP2hi5XXXVVrV47ZswYrFixAj/99BOUUoiNjUV6ejrOOussP6Wl0y1duhRjx47FihUrvLubQ0JCMGrUKFx++eWIjY3FH3/8gX//+9+YN28elFLo3LkzVqxYgZCQEIvTExERERGRJBwuEllsyZIl6Nu3L9xuN/r374+vv/66Vq/ncNH/tm/fjuuuuw4bN24EUHwq+p49e2o8LBs3bhxefvll72slrFNdhovBwcEoKiqCUgrR0dH49NNPcfnll/spKVVlzpw5mDBhAn7//XcAFV9GQSmFpKQkzJ8/H23atAl0RCIiIiIiEs5ldQAip+vZsyfS0tK8pyxu2bIFKSkpNX59p06dMH78eH/FIwBJSUlYs2YNPvzwQ3z55ZfYtm0bXK6af/ucNGkSkpKS8NNPP/kxpV7Tp08HAHTu3LnWrw0LC0PLli3Rr18/PPLII4iPj9cdj2po0KBBuPHGG/HFF19g2rRpWLBgAXJzc72PN2nSBCNGjMCzzz6L6OhoC5MSEREREZFU3LlIRETkEAUFBdi6dSuys7PRokULxMfH807eRERERERUJxwuEhERERERERERkU94t2giIiIiIiIiIiLyCYeLRERERERERERE5BMOF4mIiIiIiIiIiMgnHC4SERERERERERGRTzhcJCIiIiIiIiIiIp9wuEhEREREREREREQ+4XCRiIiIiIiIiIiIfMLhIhEREREREREREfmEw0UiIiIiIiIiIiLyCYeLRERERORor732Gho2bIjExEQsXLjQ6jhEREREonC4SERERGRzEyZMgGEY5X6YpommTZviwgsvxCuvvIKsrCyrY4p08uRJjB07FllZWdi1axeefPJJqyMFTGJi4hlfVw0aNEBiYiL+8pe/4Msvv7Q6IhEREQnA4SIRERGRQEopZGRkYMWKFRg7diy6du2KVatWWR0roEqHY7feeqvPxygqKoJSyvvvHo9HQzK5CgsLsWvXLnz22WcYMGAAhgwZgry8PKtjERERkY25rA5ARERERDX37bffen9+5MgRfPfdd/j444+xa9cuDBgwAKtXr0ZcXJyFCWWJiorCSy+9hL///e+Ijo7G3//+d6sjBVzfvn3xyCOPAADcbjd27tyJ999/H6tXr8bs2bPRsGFDTJkyxeKUREREZFeGKvu/aomIiIjIdiZMmIDnnnsOAFDRH90+++wz3HjjjVBKYdy4cXjppZcCHdESiYmJ2LVrF0aOHIkZM2ZYHUecqn7/3G43hg4dijlz5gAANmzYgPbt21uQkoiIiOyOp0UTERERCXfDDTfg2muvBQB8/PHHFqeh+sDlcuGtt95CUFAQAH5dERERUeU4XCQiIiKqB/r06QMA+OOPP5Cbm3vG4zW5PmHv3r1hGAZ69+5d4eO33norDMNAYmIiAOD7779H79690bhxY0RERKB79+548803q71u4d69ezF27Fh06dIFkZGRaNCgAc466ywMHDiw3GnfZS1atOiMm4/s2rULAPDBBx+c8VjZnKeLjIys8PmGYdRqB+SRI0fw7LPPomvXroiKikJYWBjatGmDv/3tb9i4cWOlr9u5c2e59zt8+DAefPBBtGnTBqGhoYiPj8cdd9zh7WeVZs2aoUOHDgCAzZs3W5qFiIiI7IvXXCQiIiKqBxo1auT9eUZGBhISEvz6fl988QUGDhxY7jTtVatWYdWqVfjxxx+RlpZW4eu+++47DBo0CMePHy/36/v378fnn3+Ozz//HPfffz/eeOMNv+avqzVr1uCaa67Bvn37yv369u3bsX37dnzwwQeYPn06hg0bVuVx8vLycPXVV5e7Gc/evXsxbdo0zJ07Fz/88AO6dOnilw41Ufp1lZGRYVkGIiIisjcOF4mIiIjqmaKiIr+/x5NPPokrrrgCN954I5o0aYL169fj9ddfx9GjR/Hvf/8bN954I4YMGVLuNQcOHMDgwYNx/PhxNGrUCLfffju6deuGkJAQbN++He+99x42b96MN99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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "hri.method = hri.METHODS.KRUEGER_PFISTER\n", + "fig, ax = hri.result_sri_figure()\n", + "ax.legend(loc='upper left')\n", + "ax.grid(color='grey', linestyle=':', linewidth=0.3)\n", + "ax.set_ylim(0, 230)\n", + "old_labels = ax.get_xticklabels()\n", + "old_labels[2] = ''\n", + "old_labels[5] = ''\n", + "old_labels[19] = ''\n", + "ax.set_xticklabels(old_labels, rotation=90)\n", + "handles, labels = ax.get_legend_handles_labels()\n", + "ax.legend(handles[::-1], labels[::-1], title='SRI', loc='upper left')\n", + "plt.savefig(output_directory / \"kruegerpfister.svg\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Heavy rain index allocation of a specific rain event" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:32.419706Z", + "start_time": "2024-11-06T12:56:31.932369Z" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "c46ff479a3934830bc8f4e7b3e1112d3", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "calculating rainfall_sum data-frame: 0%| | 0/21 [00:00\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
402008-07-20 17:43:002008-07-21 08:57:000 days 15:14:0028.02 days 02:48:003.6302205760.0
362008-06-23 19:50:002008-06-24 19:48:000 days 23:58:0035.82 days 21:52:005.08728315.0
942009-08-27 19:52:002009-08-29 13:25:001 days 17:33:0055.14 days 23:06:0017.90556920.0
5202018-04-15 21:33:002018-04-17 05:39:001 days 08:06:0055.92 days 18:30:002.004036360.0
862009-07-18 08:55:002009-07-18 13:19:000 days 04:24:0058.02 days 01:56:003.917100240.0
932009-08-21 19:49:002009-08-22 20:46:001 days 00:57:0064.24 days 03:04:003.97107820.0
4252016-05-30 12:38:002016-06-06 12:54:007 days 00:16:0066.44 days 17:44:005.0845355.0
952009-09-04 00:31:002009-09-05 01:32:001 days 01:01:0069.85 days 11:06:003.2120781080.0
1862011-07-27 20:38:002011-08-04 07:44:007 days 11:06:0070.53 days 05:30:0011.86656020.0
3832015-07-08 11:50:002015-07-09 00:25:000 days 12:35:0077.88 days 13:53:007.104642720.0
5282018-06-12 17:00:002018-06-13 22:27:001 days 05:27:0085.13 days 16:11:0010.04005820.0
3882015-08-16 19:26:002015-08-19 23:38:003 days 04:12:0085.513 days 18:23:002.3653944320.0
1292010-06-13 20:35:002010-06-25 19:12:0011 days 22:37:0099.618 days 20:30:002.1374504320.0
3232014-05-07 16:50:002014-05-18 20:02:0011 days 03:12:00109.94 days 03:31:003.4864775760.0
2942013-08-24 01:34:002013-08-29 08:19:005 days 06:45:00114.19 days 12:53:004.2609032880.0
3422014-09-09 12:34:002014-09-16 23:56:007 days 11:22:00114.52 days 22:04:002.4230205760.0
392008-07-12 22:10:002008-07-18 14:55:005 days 16:45:00122.82 days 11:12:007.432810120.0
2372012-07-09 18:49:002012-07-16 05:42:006 days 10:53:00123.15 days 23:08:004.6494348640.0
4332016-07-21 22:29:002016-07-28 14:13:006 days 15:44:00136.65 days 00:05:005.9385938640.0
2792013-05-02 02:46:002013-05-07 21:37:005 days 18:51:00148.29 days 05:08:0040.6477722880.0
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startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
7732013-05-07 20:58:002013-05-07 21:37:000 days 00:40:002.00 days 08:18:0040.6477722880.0
7722013-05-05 20:47:002013-05-07 12:40:001 days 15:54:00119.50 days 17:31:0038.0925682880.0
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{ + "end_time": "2024-11-06T12:56:32.782313Z", + "start_time": "2024-11-06T12:56:32.777732Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "start 2013-05-06 20:00:00\n", + "end 2013-06-22 15:59:00\n", + "duration 0 days 01:00:00\n", + "rain_sum 1.6\n", + "last_event 6 days 13:51:00\n", + "max_return_period 0.078798\n", + "max_return_period_duration 60.0\n", + "Name: 797, dtype: object" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "event = hri.rain_events.loc[797].copy()\n", + "\n", + "event[COL.START] = pd.to_datetime('2013-05-06 20:00:00')\n", + "event" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T12:56:32.943469Z", + "start_time": "2024-11-06T12:56:32.847227Z" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f124eac65b8f42668b850e446d6c3537", + "version_major": 2, + 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 max. Regensumme
5 min9.9
10 min16.3
15 min21.9
20 min28.2
30 min40.7
45 min46.3
60 min57.0
1.5 h69.6
2 h74.3
3 h76.5
4 h78.7
6 h89.6
9 h92.8
12 h93.0
18 h96.4
1 d98.2
2 d120.5
3 d138.0
4 d138.0
5 d143.7
6 d148.2
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 max. Wiederkehrperiode
5 min1.4
10 min1.5
15 min2.0
20 min3.2
30 min8.0
45 min6.8
60 min11.2
1.5 h23.7
2 h26.9
3 h22.0
4 h20.0
6 h30.2
9 h25.3
12 h19.5
18 h20.2
1 d19.3
2 d40.7
3 d39.8
4 d16.2
5 d14.0
6 d12.5
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 KruegerPfisterMudersbachSchmittmax. Wiederkehrperiodemax. Regensumme
5 min1111.49.9
10 min1211.516.3
15 min1212.021.9
20 min1323.228.2
30 min2438.040.7
45 min2436.846.3
60 min25411.257.0
1.5 h47423.769.6
2 h47526.974.3
3 h47422.076.5
4 h47420.078.7
6 h57630.289.6
9 h57525.392.8
12 h47419.593.0
18 h57420.296.4
1 d57419.398.2
2 d79640.7120.5
3 d89639.8138.0
4 d68416.2138.0
5 d68414.0143.7
6 d67412.5148.2
\n" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cmap = ListedColormap([(1,1,1)] + list(hri.indices_color.values()))\n", + "_df = sri_table_event.astype(int).copy()\n", + "_df['max. Wiederkehrperiode'] = return_periods_frame.max()\n", + "_df['max. Regensumme'] = rainfall_sum_frame.max()\n", + "_df.rename(minutes_readable).style.\\\n", + " background_gradient(subset=[hri.METHODS.SCHMITT,\n", + " hri.METHODS.KRUEGER_PFISTER,\n", + " hri.METHODS.MUDERSBACH], cmap=cmap, vmin=0, vmax=12).\\\n", + " bar(subset=['max. Wiederkehrperiode', 'max. Regensumme'], vmin=0, vmax=100).format(\"{:.1f}\", subset=['max. Wiederkehrperiode', 'max. Regensumme'])" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/examples/example_python_api.html b/examples/example_python_api.html new file mode 100644 index 0000000..0a05a7d --- /dev/null +++ b/examples/example_python_api.html @@ -0,0 +1,1377 @@ + + + + + + +Intensity Duration Frequency Analyse — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + + + + + +
+
+
+
+
+
[1]:
+
+
+
from pathlib import Path
+import pandas as pd
+from idf_analysis.idf_class import IntensityDurationFrequencyAnalyse
+from idf_analysis.definitions import *
+from idf_analysis import __version__
+print(f'{__version__=}')
+
+
+
+
+
+
+
+
+__version__='0.2.9'
+
+
+
+
[2]:
+
+
+
%matplotlib inline
+%load_ext autoreload
+%autoreload 2
+
+
+
+
+

Intensity Duration Frequency Analyse

+
+

Parameter

+

series_kind:

+

SERIES.PARTIAL = Partielle Serie (partial duration series, PDS) (peak over threshold, POT)

+

SERIES.ANNUAL = Jährliche Serie (annual maximum series, AMS)

+

worksheet:

+

METHOD.KOSTRA:

+
    +
  • DWA-A 531

  • +
  • KOSTRA - recommented

  • +
  • Parameter formula change at 60 min and 12 h

  • +
+

METHOD.CONVECTIVE_ADVECTIVE:

+
    +
  • DWA-A 531

  • +
  • Unterscheidung in überwiegend konvektiv und advektiv verursachte Starkregen

  • +
  • Parameter formula change at 3 h and 24 h

  • +
+

METHOD.ATV:

+
    +
  • ATV-A 121

  • +
  • Parameter formula change at 3 h and 48 h

  • +
+

extended_durations = Includes the durations steps [0.75d, 1d, 2d, 3d, 4d, 5d, 6d] in the analysis (d=days)

+

Default duration steps [5m, 10m, 15m, 20m, 30m, 45m, 60m, 1.5h, 3h, 4.5h, 6h, 7.5h, 10h, 12h]

+
+
[3]:
+
+
+
idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)
+
+
+
+

I used the rain-time-series from ehyd.gv.at with the ID 112086 (Graz-Andritz) created with the ehyd-tools package.

+

You need to install pyarrow or fastparquet to read and write parquet files.

+
+
[4]:
+
+
+
data = pd.read_parquet('ehyd_112086.parquet').squeeze('columns')
+
+
+
+

Get a look at the time-series

+
+
[5]:
+
+
+
data.head()
+
+
+
+
+
[5]:
+
+
+
+
+datetime
+2007-09-17 13:56:00    0.0
+2007-09-17 13:57:00    0.0
+2007-09-17 13:58:00    0.0
+2007-09-17 13:59:00    0.0
+2007-09-17 14:00:00    0.0
+Name: N-Minutensummen-112086, dtype: float64
+
+
+
+
[6]:
+
+
+
data.tail()
+
+
+
+
+
[6]:
+
+
+
+
+datetime
+2019-12-31 23:56:00    0.0
+2019-12-31 23:57:00    0.0
+2019-12-31 23:58:00    0.0
+2019-12-31 23:59:00    0.0
+2020-01-01 00:00:00    NaN
+Name: N-Minutensummen-112086, dtype: float64
+
+
+

Set the time-series to be used for the calculation of the IDF parameters

+
+
[7]:
+
+
+
+
+
+

define a working directory to save some plots and interim results

+
+
[8]:
+
+
+
output_directory = Path('ehyd_112086_idf_data')
+
+
+
+

create a plot for the interim parameters of the partial series.

+
+
[9]:
+
+
+
fig = idf.parameters._interims.plot_series(ncols=7)
+fig.set_size_inches(21,12)
+fig.set_dpi(60)
+
+
+
+
+
+
+
+
+
+
+
+
+
+../_images/examples_example_python_api_15_1.png +
+
+

Intermediate results are created for each new calculation, which are only dependent on the selected series series_kind and the specified/required duration steps. This process takes a few seconds. In addition, these intermediate results contain the parameters required to calculate the rainfall height. The calculation methods and formula-change-durations according to the selected worksheet are already taken into account here.

+
+
[10]:
+
+
+
idf.write_parameters(output_directory / 'idf_parameters.yaml')
+
+
+
+

To save time, it is possible to save the parameters temporarily and when the script is called up again, these parameters are no longer calculated but read from the file.

+
+
[11]:
+
+
+
idf.auto_save_parameters(output_directory / 'idf_parameters.yaml')
+
+
+
+

These interim results can be called up with:

+
+
[12]:
+
+
+
idf.parameters.pprint()
+
+
+
+
+
+
+
+
+{'durations': [5.0,
+               10.0,
+               15.0,
+               20.0,
+               30.0,
+               45.0,
+               60.0,
+               90.0,
+               120.0,
+               180.0,
+               240.0,
+               360.0,
+               540.0,
+               720.0,
+               1080.0,
+               1440.0,
+               2880.0,
+               4320.0,
+               5760.0,
+               7200.0,
+               8640.0],
+ 'parameters_final': {0: {'u': HyperbolicAuto(38.04, 16.10),
+                          'w': DoubleLogNormAuto(0.16, 0.55)},
+                      60: {'u': DoubleLogNormAuto(2.65, 0.18),
+                           'w': DoubleLogNormAuto(1.88, 0.13)},
+                      720: {'u': Linear(), 'w': Linear()}},
+ 'parameters_series': {'u': [9.2852,
+                             14.4656,
+                             18.2676,
+                             21.223,
+                             24.6312,
+                             27.6473,
+                             29.8823,
+                             32.5402,
+                             34.2917,
+                             36.8614,
+                             39.1387,
+                             41.8902,
+                             44.9288,
+                             46.8465,
+                             51.6007,
+                             55.8142,
+                             64.2187,
+                             69.2324,
+                             74.7885,
+                             80.7697,
+                             82.4165],
+                       'w': [2.109,
+                             3.3818,
+                             5.3372,
+                             7.022,
+                             8.6112,
+                             9.1709,
+                             10.5036,
+                             11.9877,
+                             12.7487,
+                             13.3321,
+                             13.7618,
+                             14.2992,
+                             14.698,
+                             15.0692,
+                             14.9139,
+                             14.3355,
+                             15.2022,
+                             18.6616,
+                             22.6725,
+                             23.8148,
+                             26.0658]},
+ 'series_kind': 'partial'}
+
+
+
+
[13]:
+
+
+ +
+
+
[13]:
+
+
+
+
+<idf_analysis.idf_backend.IdfParameters at 0x321aa8770>
+
+
+

plot the interim results for the final parameters of the function to calculate the rainfall height depending on duration and return periods.

+
+
[14]:
+
+
+
fig = idf.parameters.interim_plot_parameters()
+
+
+
+
+
+
+
+../_images/examples_example_python_api_24_0.png +
+
+

test also other formulas for the IDF function (According to the older guideline ATV-A 121 (till 2012))

+
+
[15]:
+
+
+
idf.parameters.set_parameter_approaches_from_worksheet(METHOD.ATV)
+fig = idf.parameters.interim_plot_parameters()
+
+
+
+
+
+
+
+../_images/examples_example_python_api_26_0.png +
+
+
+
[16]:
+
+
+
idf.parameters.set_parameter_approaches_from_worksheet(METHOD.CONVECTIVE_ADVECTIVE)
+fig = idf.parameters.interim_plot_parameters()
+
+
+
+
+
+
+
+../_images/examples_example_python_api_27_0.png +
+
+
+
+

Calculations

+
+
[17]:
+
+
+
idf.depth_of_rainfall(duration=15, return_period=1)
+
+
+
+
+
[17]:
+
+
+
+
+18.042501067209535
+
+
+
+
[18]:
+
+
+
print('Resulting rainfall height h_N(T_n={t:0.1f}a, D={d:0.1f}min) = {h:0.2f} mm'
+      ''.format(t=1, d=15, h=idf.depth_of_rainfall(15, 1)))
+
+
+
+
+
+
+
+
+Resulting rainfall height h_N(T_n=1.0a, D=15.0min) = 18.04 mm
+
+
+
+
[19]:
+
+
+
idf.rain_flow_rate(duration=15, return_period=1)
+
+
+
+
+
[19]:
+
+
+
+
+200.47223408010595
+
+
+
+
[20]:
+
+
+
print('Resulting rainfall flow rate r_N(T_n={t:0.1f}a, D={d:0.1f}min) = {r:0.2f} L/(s*ha)'
+      ''.format(t=1, d=15, r=idf.rain_flow_rate(15, 1)))
+
+
+
+
+
+
+
+
+Resulting rainfall flow rate r_N(T_n=1.0a, D=15.0min) = 200.47 L/(s*ha)
+
+
+
+
[21]:
+
+
+ +
+
+
[21]:
+
+
+
+
+11.05568516972672
+
+
+
+
[22]:
+
+
+
idf.get_return_period(height_of_rainfall=10, duration=15)
+
+
+
+
+
[22]:
+
+
+
+
+0.24641175384609787
+
+
+
+
[23]:
+
+
+
idf.get_duration(height_of_rainfall=10, return_period=1)
+
+
+
+
+
[23]:
+
+
+
+
+6.073216157634265
+
+
+
+
[24]:
+
+
+
idf.result_table().round(2)
+
+
+
+
+
[24]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
1235102025305075100
58.6111.2812.8414.8017.4720.1320.9921.6923.6625.2226.32
1014.1717.6019.6122.1425.5729.0030.1131.0133.5435.5536.97
1518.0422.0224.3527.2831.2635.2436.5237.5740.5042.8344.48
2020.9025.3227.9131.1735.5940.0141.4342.5945.8548.4450.27
3024.8429.9632.9636.7441.8646.9948.6449.9953.7656.7658.89
4528.4034.3537.8242.2048.1554.0956.0057.5661.9465.4267.89
6030.6037.2041.0645.9352.5359.1361.2562.9967.8571.7274.46
9033.1640.8245.3050.9458.5966.2468.7170.7276.3680.8484.01
12034.6143.1248.0954.3562.8671.3674.0976.3382.5987.5791.10
18036.2046.0651.8259.0968.9478.8081.9784.5791.8397.60101.69
24038.3448.2754.0861.3971.3281.2584.4587.0694.38100.18104.30
36041.5851.6157.4864.8774.9084.9388.1590.7998.18104.05108.21
54045.0955.2261.1568.6278.7588.8892.1494.81102.27108.20112.40
72047.7657.9763.9371.4681.6691.8795.1597.83105.36111.33115.56
108051.7962.1068.1375.7386.0496.3599.67102.38109.98116.01120.28
144054.8665.2471.3278.9789.3599.74103.08105.81113.46119.54123.85
288064.2274.7680.9288.6999.22109.76113.15115.92123.69129.85134.23
432069.2382.1789.7399.27112.20125.14129.30132.70142.24149.80155.17
576074.7990.5099.70111.28126.99142.71147.77151.90163.48172.68179.20
720080.7797.28106.93119.10135.61152.11157.43161.77173.93183.59190.44
864082.42100.48111.05124.37142.44160.50166.32171.07184.39194.96202.45
+
+
+
+
[25]:
+
+
+
idf.result_table(add_names=True).round(2)
+
+
+
+
+
[25]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
return period (a)1235102025305075100
frequency (1/a)1.0000.5000.3330.2000.1000.0500.0400.0330.0200.0130.010
duration (min)
58.6111.2812.8414.8017.4720.1320.9921.6923.6625.2226.32
1014.1717.6019.6122.1425.5729.0030.1131.0133.5435.5536.97
1518.0422.0224.3527.2831.2635.2436.5237.5740.5042.8344.48
2020.9025.3227.9131.1735.5940.0141.4342.5945.8548.4450.27
3024.8429.9632.9636.7441.8646.9948.6449.9953.7656.7658.89
4528.4034.3537.8242.2048.1554.0956.0057.5661.9465.4267.89
6030.6037.2041.0645.9352.5359.1361.2562.9967.8571.7274.46
9033.1640.8245.3050.9458.5966.2468.7170.7276.3680.8484.01
12034.6143.1248.0954.3562.8671.3674.0976.3382.5987.5791.10
18036.2046.0651.8259.0968.9478.8081.9784.5791.8397.60101.69
24038.3448.2754.0861.3971.3281.2584.4587.0694.38100.18104.30
36041.5851.6157.4864.8774.9084.9388.1590.7998.18104.05108.21
54045.0955.2261.1568.6278.7588.8892.1494.81102.27108.20112.40
72047.7657.9763.9371.4681.6691.8795.1597.83105.36111.33115.56
108051.7962.1068.1375.7386.0496.3599.67102.38109.98116.01120.28
144054.8665.2471.3278.9789.3599.74103.08105.81113.46119.54123.85
288064.2274.7680.9288.6999.22109.76113.15115.92123.69129.85134.23
432069.2382.1789.7399.27112.20125.14129.30132.70142.24149.80155.17
576074.7990.5099.70111.28126.99142.71147.77151.90163.48172.68179.20
720080.7797.28106.93119.10135.61152.11157.43161.77173.93183.59190.44
864082.42100.48111.05124.37142.44160.50166.32171.07184.39194.96202.45
+
+
+

To save the table as a csv:

+
+
[26]:
+
+
+
idf.result_table(add_names=True).round(2).to_csv(output_directory / 'idf_table_UNIX.csv', sep=',', decimal='.', float_format='%0.2f')
+
+
+
+
+
[27]:
+
+
+
print(idf.result_table(add_names=True).round(2).to_string())
+
+
+
+
+
+
+
+
+return period (a)    1       2       3       5       10      20      25      30      50      75      100
+frequency (1/a)    1.000   0.500   0.333   0.200   0.100   0.050   0.040   0.033   0.020   0.013   0.010
+duration (min)
+5                   8.61   11.28   12.84   14.80   17.47   20.13   20.99   21.69   23.66   25.22   26.32
+10                 14.17   17.60   19.61   22.14   25.57   29.00   30.11   31.01   33.54   35.55   36.97
+15                 18.04   22.02   24.35   27.28   31.26   35.24   36.52   37.57   40.50   42.83   44.48
+20                 20.90   25.32   27.91   31.17   35.59   40.01   41.43   42.59   45.85   48.44   50.27
+30                 24.84   29.96   32.96   36.74   41.86   46.99   48.64   49.99   53.76   56.76   58.89
+45                 28.40   34.35   37.82   42.20   48.15   54.09   56.00   57.56   61.94   65.42   67.89
+60                 30.60   37.20   41.06   45.93   52.53   59.13   61.25   62.99   67.85   71.72   74.46
+90                 33.16   40.82   45.30   50.94   58.59   66.24   68.71   70.72   76.36   80.84   84.01
+120                34.61   43.12   48.09   54.35   62.86   71.36   74.09   76.33   82.59   87.57   91.10
+180                36.20   46.06   51.82   59.09   68.94   78.80   81.97   84.57   91.83   97.60  101.69
+240                38.34   48.27   54.08   61.39   71.32   81.25   84.45   87.06   94.38  100.18  104.30
+360                41.58   51.61   57.48   64.87   74.90   84.93   88.15   90.79   98.18  104.05  108.21
+540                45.09   55.22   61.15   68.62   78.75   88.88   92.14   94.81  102.27  108.20  112.40
+720                47.76   57.97   63.93   71.46   81.66   91.87   95.15   97.83  105.36  111.33  115.56
+1080               51.79   62.10   68.13   75.73   86.04   96.35   99.67  102.38  109.98  116.01  120.28
+1440               54.86   65.24   71.32   78.97   89.35   99.74  103.08  105.81  113.46  119.54  123.85
+2880               64.22   74.76   80.92   88.69   99.22  109.76  113.15  115.92  123.69  129.85  134.23
+4320               69.23   82.17   89.73   99.27  112.20  125.14  129.30  132.70  142.24  149.80  155.17
+5760               74.79   90.50   99.70  111.28  126.99  142.71  147.77  151.90  163.48  172.68  179.20
+7200               80.77   97.28  106.93  119.10  135.61  152.11  157.43  161.77  173.93  183.59  190.44
+8640               82.42  100.48  111.05  124.37  142.44  160.50  166.32  171.07  184.39  194.96  202.45
+
+
+

To create a color plot of the IDF curves:

+
+
[28]:
+
+
+
fig, ax = idf.curve_figure(color=True, add_interim=False)
+
+
+
+
+
+
+
+../_images/examples_example_python_api_42_0.png +
+
+

To create a black/white plot of the IDF curves:

+
+
[29]:
+
+
+
fig, ax = idf.curve_figure(color=False, add_interim=True)
+
+
+
+
+
+
+
+../_images/examples_example_python_api_44_0.png +
+
+
+
[30]:
+
+
+
fig, ax = idf.curve_figure(color=True, add_interim=True, logx=True, duration_steps_ticks=True)
+
+
+
+
+
+
+
+../_images/examples_example_python_api_45_0.png +
+
+
+
+
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/examples/example_python_api.ipynb b/examples/example_python_api.ipynb new file mode 100644 index 0000000..6148a39 --- /dev/null +++ b/examples/example_python_api.ipynb @@ -0,0 +1,1752 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.013015Z", + "start_time": "2024-11-06T13:13:34.973889Z" + }, + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "__version__='0.2.9'\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "import pandas as pd\n", + "from idf_analysis.idf_class import IntensityDurationFrequencyAnalyse\n", + "from idf_analysis.definitions import *\n", + "from idf_analysis import __version__\n", + "print(f'{__version__=}')" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.060214Z", + "start_time": "2024-11-06T13:13:36.038365Z" + } + }, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Intensity Duration Frequency Analyse" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Parameter\n", + "\n", + "**series_kind**:\n", + "\n", + "`SERIES.PARTIAL` = Partielle Serie (partial duration series, PDS) (peak over threshold, POT)\n", + "\n", + "`SERIES.ANNUAL` = Jährliche Serie (annual maximum series, AMS)\n", + "\n", + "**worksheet**:\n", + "\n", + "`METHOD.KOSTRA`:\n", + "- DWA-A 531\n", + "- KOSTRA - recommented\n", + "- Parameter formula change at 60 min and 12 h\n", + "\n", + "`METHOD.CONVECTIVE_ADVECTIVE`:\n", + "- DWA-A 531\n", + "- Unterscheidung in überwiegend konvektiv und advektiv verursachte Starkregen\n", + "- Parameter formula change at 3 h and 24 h\n", + "\n", + "`METHOD.ATV`:\n", + "- ATV-A 121\n", + "- Parameter formula change at 3 h and 48 h\n", + "\n", + "**extended_durations** = Includes the durations steps `[0.75d, 1d, 2d, 3d, 4d, 5d, 6d]` in the analysis (d=days)\n", + "\n", + "Default duration steps `[5m, 10m, 15m, 20m, 30m, 45m, 60m, 1.5h, 3h, 4.5h, 6h, 7.5h, 10h, 12h]`" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.525587Z", + "start_time": "2024-11-06T13:13:36.118297Z" + }, + "scrolled": true + }, + "outputs": [], + "source": [ + "idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "I used the rain-time-series from ehyd.gv.at with the ID 112086 (Graz-Andritz) [created with the ehyd-tools package](https://github.com/MarkusPic/ehyd_tools/blob/main/example/example_python_api.ipynb).\n", + "\n", + "You need to install `pyarrow` or `fastparquet` to read and write parquet files." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.788826Z", + "start_time": "2024-11-06T13:13:36.631706Z" + }, + "scrolled": true + }, + "outputs": [], + "source": [ + "data = pd.read_parquet('ehyd_112086.parquet').squeeze('columns')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Get a look at the time-series" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.810575Z", + "start_time": "2024-11-06T13:13:36.799608Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "datetime\n", + "2007-09-17 13:56:00 0.0\n", + "2007-09-17 13:57:00 0.0\n", + "2007-09-17 13:58:00 0.0\n", + "2007-09-17 13:59:00 0.0\n", + "2007-09-17 14:00:00 0.0\n", + "Name: N-Minutensummen-112086, dtype: float64" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.830880Z", + "start_time": "2024-11-06T13:13:36.820461Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "datetime\n", + "2019-12-31 23:56:00 0.0\n", + "2019-12-31 23:57:00 0.0\n", + "2019-12-31 23:58:00 0.0\n", + "2019-12-31 23:59:00 0.0\n", + "2020-01-01 00:00:00 NaN\n", + "Name: N-Minutensummen-112086, dtype: float64" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.tail()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Set the time-series to be used for the calculation of the IDF parameters" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:36.994001Z", + "start_time": "2024-11-06T13:13:36.917712Z" + }, + "scrolled": true + }, + "outputs": [], + "source": [ + "idf.set_series(data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "define a working directory to save some plots and interim results" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:37.118987Z", + "start_time": "2024-11-06T13:13:37.108897Z" + }, + "scrolled": true + }, + "outputs": [], + "source": [ + "output_directory = Path('ehyd_112086_idf_data')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "create a plot for the interim parameters of the partial series." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:44.756478Z", + "start_time": "2024-11-06T13:13:37.282944Z" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "4f140380fa584427a73b1824bf743d77", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Calculating Parameters u and w: 0%| | 0/21 [00:00" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = idf.parameters._interims.plot_series(ncols=7)\n", + "fig.set_size_inches(21,12)\n", + "fig.set_dpi(60)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Intermediate results are created for each new calculation, which are only dependent on the selected series `series_kind` and the specified/required duration steps. This process takes a few seconds.\n", + "In addition, these intermediate results contain the parameters required to calculate the rainfall height.\n", + "The calculation methods and formula-change-durations according to the selected `worksheet` are already taken into account here." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:44.791355Z", + "start_time": "2024-11-06T13:13:44.774926Z" + } + }, + "outputs": [], + "source": [ + "idf.write_parameters(output_directory / 'idf_parameters.yaml')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To save time, it is possible to save the parameters temporarily and when the script is called up again, these parameters are no longer calculated but read from the file." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:44.991574Z", + "start_time": "2024-11-06T13:13:44.856539Z" + }, + "scrolled": true + }, + "outputs": [], + "source": [ + "idf.auto_save_parameters(output_directory / 'idf_parameters.yaml')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "These interim results can be called up with:" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:45.007935Z", + "start_time": "2024-11-06T13:13:44.994929Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'durations': [5.0,\n", + " 10.0,\n", + " 15.0,\n", + " 20.0,\n", + " 30.0,\n", + " 45.0,\n", + " 60.0,\n", + " 90.0,\n", + " 120.0,\n", + " 180.0,\n", + " 240.0,\n", + " 360.0,\n", + " 540.0,\n", + " 720.0,\n", + " 1080.0,\n", + " 1440.0,\n", + " 2880.0,\n", + " 4320.0,\n", + " 5760.0,\n", + " 7200.0,\n", + " 8640.0],\n", + " 'parameters_final': {0: {'u': HyperbolicAuto(38.04, 16.10),\n", + " 'w': DoubleLogNormAuto(0.16, 0.55)},\n", + " 60: {'u': DoubleLogNormAuto(2.65, 0.18),\n", + " 'w': DoubleLogNormAuto(1.88, 0.13)},\n", + " 720: {'u': Linear(), 'w': Linear()}},\n", + " 'parameters_series': {'u': [9.2852,\n", + " 14.4656,\n", + " 18.2676,\n", + " 21.223,\n", + " 24.6312,\n", + " 27.6473,\n", + " 29.8823,\n", + " 32.5402,\n", + " 34.2917,\n", + " 36.8614,\n", + " 39.1387,\n", + " 41.8902,\n", + " 44.9288,\n", + " 46.8465,\n", + " 51.6007,\n", + " 55.8142,\n", + " 64.2187,\n", + " 69.2324,\n", + " 74.7885,\n", + " 80.7697,\n", + " 82.4165],\n", + " 'w': [2.109,\n", + " 3.3818,\n", + " 5.3372,\n", + " 7.022,\n", + " 8.6112,\n", + " 9.1709,\n", + " 10.5036,\n", + " 11.9877,\n", + " 12.7487,\n", + " 13.3321,\n", + " 13.7618,\n", + " 14.2992,\n", + " 14.698,\n", + " 15.0692,\n", + " 14.9139,\n", + " 14.3355,\n", + " 15.2022,\n", + " 18.6616,\n", + " 22.6725,\n", + " 23.8148,\n", + " 26.0658]},\n", + " 'series_kind': 'partial'}\n" + ] + } + ], + "source": [ + "idf.parameters.pprint()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:45.050990Z", + "start_time": "2024-11-06T13:13:45.038665Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf.parameters" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "plot the interim results for the final parameters of the function to calculate the rainfall height depending on duration and return periods." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:45.495914Z", + "start_time": "2024-11-06T13:13:45.061411Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = idf.parameters.interim_plot_parameters()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "test also other formulas for the IDF function (According to the older guideline ATV-A 121 (till 2012))" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.184585Z", + "start_time": "2024-11-06T13:13:45.507864Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "idf.parameters.set_parameter_approaches_from_worksheet(METHOD.ATV)\n", + "fig = idf.parameters.interim_plot_parameters()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.709282Z", + "start_time": "2024-11-06T13:13:46.195690Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "idf.parameters.set_parameter_approaches_from_worksheet(METHOD.CONVECTIVE_ADVECTIVE)\n", + "fig = idf.parameters.interim_plot_parameters()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Calculations" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.732990Z", + "start_time": "2024-11-06T13:13:46.720279Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "18.042501067209535" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf.depth_of_rainfall(duration=15, return_period=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.758231Z", + "start_time": "2024-11-06T13:13:46.745542Z" + }, + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Resulting rainfall height h_N(T_n=1.0a, D=15.0min) = 18.04 mm\n" + ] + } + ], + "source": [ + "print('Resulting rainfall height h_N(T_n={t:0.1f}a, D={d:0.1f}min) = {h:0.2f} mm'\n", + " ''.format(t=1, d=15, h=idf.depth_of_rainfall(15, 1)))" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.782453Z", + "start_time": "2024-11-06T13:13:46.769463Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "200.47223408010595" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf.rain_flow_rate(duration=15, return_period=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.808954Z", + "start_time": "2024-11-06T13:13:46.796378Z" + }, + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Resulting rainfall flow rate r_N(T_n=1.0a, D=15.0min) = 200.47 L/(s*ha)\n" + ] + } + ], + "source": [ + "print('Resulting rainfall flow rate r_N(T_n={t:0.1f}a, D={d:0.1f}min) = {r:0.2f} L/(s*ha)'\n", + " ''.format(t=1, d=15, r=idf.rain_flow_rate(15, 1)))" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.842183Z", + "start_time": "2024-11-06T13:13:46.829464Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "11.05568516972672" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf.r_720_1()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.871650Z", + "start_time": "2024-11-06T13:13:46.858954Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "0.24641175384609787" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf.get_return_period(height_of_rainfall=10, duration=15)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.889954Z", + "start_time": "2024-11-06T13:13:46.877733Z" + }, + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "6.073216157634265" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf.get_duration(height_of_rainfall=10, return_period=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:46.923566Z", + "start_time": "2024-11-06T13:13:46.901818Z" + }, + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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18036.2046.0651.8259.0968.9478.8081.9784.5791.8397.60101.69
24038.3448.2754.0861.3971.3281.2584.4587.0694.38100.18104.30
36041.5851.6157.4864.8774.9084.9388.1590.7998.18104.05108.21
54045.0955.2261.1568.6278.7588.8892.1494.81102.27108.20112.40
72047.7657.9763.9371.4681.6691.8795.1597.83105.36111.33115.56
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return period (a)1235102025305075100
frequency (1/a)1.0000.5000.3330.2000.1000.0500.0400.0330.0200.0130.010
duration (min)
58.6111.2812.8414.8017.4720.1320.9921.6923.6625.2226.32
1014.1717.6019.6122.1425.5729.0030.1131.0133.5435.5536.97
1518.0422.0224.3527.2831.2635.2436.5237.5740.5042.8344.48
2020.9025.3227.9131.1735.5940.0141.4342.5945.8548.4450.27
3024.8429.9632.9636.7441.8646.9948.6449.9953.7656.7658.89
4528.4034.3537.8242.2048.1554.0956.0057.5661.9465.4267.89
6030.6037.2041.0645.9352.5359.1361.2562.9967.8571.7274.46
9033.1640.8245.3050.9458.5966.2468.7170.7276.3680.8484.01
12034.6143.1248.0954.3562.8671.3674.0976.3382.5987.5791.10
18036.2046.0651.8259.0968.9478.8081.9784.5791.8397.60101.69
24038.3448.2754.0861.3971.3281.2584.4587.0694.38100.18104.30
36041.5851.6157.4864.8774.9084.9388.1590.7998.18104.05108.21
54045.0955.2261.1568.6278.7588.8892.1494.81102.27108.20112.40
72047.7657.9763.9371.4681.6691.8795.1597.83105.36111.33115.56
108051.7962.1068.1375.7386.0496.3599.67102.38109.98116.01120.28
144054.8665.2471.3278.9789.3599.74103.08105.81113.46119.54123.85
288064.2274.7680.9288.6999.22109.76113.15115.92123.69129.85134.23
432069.2382.1789.7399.27112.20125.14129.30132.70142.24149.80155.17
576074.7990.5099.70111.28126.99142.71147.77151.90163.48172.68179.20
720080.7797.28106.93119.10135.61152.11157.43161.77173.93183.59190.44
864082.42100.48111.05124.37142.44160.50166.32171.07184.39194.96202.45
\n", + "
" + ], + "text/plain": [ + "return period (a) 1 2 3 5 10 20 25 \\\n", + "frequency (1/a) 1.000 0.500 0.333 0.200 0.100 0.050 0.040 \n", + "duration (min) \n", + "5 8.61 11.28 12.84 14.80 17.47 20.13 20.99 \n", + "10 14.17 17.60 19.61 22.14 25.57 29.00 30.11 \n", + "15 18.04 22.02 24.35 27.28 31.26 35.24 36.52 \n", + "20 20.90 25.32 27.91 31.17 35.59 40.01 41.43 \n", + "30 24.84 29.96 32.96 36.74 41.86 46.99 48.64 \n", + "45 28.40 34.35 37.82 42.20 48.15 54.09 56.00 \n", + "60 30.60 37.20 41.06 45.93 52.53 59.13 61.25 \n", + "90 33.16 40.82 45.30 50.94 58.59 66.24 68.71 \n", + "120 34.61 43.12 48.09 54.35 62.86 71.36 74.09 \n", + "180 36.20 46.06 51.82 59.09 68.94 78.80 81.97 \n", + "240 38.34 48.27 54.08 61.39 71.32 81.25 84.45 \n", + "360 41.58 51.61 57.48 64.87 74.90 84.93 88.15 \n", + "540 45.09 55.22 61.15 68.62 78.75 88.88 92.14 \n", + "720 47.76 57.97 63.93 71.46 81.66 91.87 95.15 \n", + "1080 51.79 62.10 68.13 75.73 86.04 96.35 99.67 \n", + "1440 54.86 65.24 71.32 78.97 89.35 99.74 103.08 \n", + "2880 64.22 74.76 80.92 88.69 99.22 109.76 113.15 \n", + "4320 69.23 82.17 89.73 99.27 112.20 125.14 129.30 \n", + "5760 74.79 90.50 99.70 111.28 126.99 142.71 147.77 \n", + "7200 80.77 97.28 106.93 119.10 135.61 152.11 157.43 \n", + "8640 82.42 100.48 111.05 124.37 142.44 160.50 166.32 \n", + "\n", + "return period (a) 30 50 75 100 \n", + "frequency (1/a) 0.033 0.020 0.013 0.010 \n", + "duration (min) \n", + "5 21.69 23.66 25.22 26.32 \n", + "10 31.01 33.54 35.55 36.97 \n", + "15 37.57 40.50 42.83 44.48 \n", + "20 42.59 45.85 48.44 50.27 \n", + "30 49.99 53.76 56.76 58.89 \n", + "45 57.56 61.94 65.42 67.89 \n", + "60 62.99 67.85 71.72 74.46 \n", + "90 70.72 76.36 80.84 84.01 \n", + "120 76.33 82.59 87.57 91.10 \n", + "180 84.57 91.83 97.60 101.69 \n", + "240 87.06 94.38 100.18 104.30 \n", + "360 90.79 98.18 104.05 108.21 \n", + "540 94.81 102.27 108.20 112.40 \n", + "720 97.83 105.36 111.33 115.56 \n", + "1080 102.38 109.98 116.01 120.28 \n", + "1440 105.81 113.46 119.54 123.85 \n", + "2880 115.92 123.69 129.85 134.23 \n", + "4320 132.70 142.24 149.80 155.17 \n", + "5760 151.90 163.48 172.68 179.20 \n", + "7200 161.77 173.93 183.59 190.44 \n", + "8640 171.07 184.39 194.96 202.45 " + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf.result_table(add_names=True).round(2)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "collapsed": false + }, + "source": [ + "To save the table as a csv:" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.077449Z", + "start_time": "2024-11-06T13:13:47.059488Z" + } + }, + "outputs": [], + "source": [ + "idf.result_table(add_names=True).round(2).to_csv(output_directory / 'idf_table_UNIX.csv', sep=',', decimal='.', float_format='%0.2f')" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.247659Z", + "start_time": "2024-11-06T13:13:47.228665Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "return period (a) 1 2 3 5 10 20 25 30 50 75 100\n", + "frequency (1/a) 1.000 0.500 0.333 0.200 0.100 0.050 0.040 0.033 0.020 0.013 0.010\n", + "duration (min) \n", + "5 8.61 11.28 12.84 14.80 17.47 20.13 20.99 21.69 23.66 25.22 26.32\n", + "10 14.17 17.60 19.61 22.14 25.57 29.00 30.11 31.01 33.54 35.55 36.97\n", + "15 18.04 22.02 24.35 27.28 31.26 35.24 36.52 37.57 40.50 42.83 44.48\n", + "20 20.90 25.32 27.91 31.17 35.59 40.01 41.43 42.59 45.85 48.44 50.27\n", + "30 24.84 29.96 32.96 36.74 41.86 46.99 48.64 49.99 53.76 56.76 58.89\n", + "45 28.40 34.35 37.82 42.20 48.15 54.09 56.00 57.56 61.94 65.42 67.89\n", + "60 30.60 37.20 41.06 45.93 52.53 59.13 61.25 62.99 67.85 71.72 74.46\n", + "90 33.16 40.82 45.30 50.94 58.59 66.24 68.71 70.72 76.36 80.84 84.01\n", + "120 34.61 43.12 48.09 54.35 62.86 71.36 74.09 76.33 82.59 87.57 91.10\n", + "180 36.20 46.06 51.82 59.09 68.94 78.80 81.97 84.57 91.83 97.60 101.69\n", + "240 38.34 48.27 54.08 61.39 71.32 81.25 84.45 87.06 94.38 100.18 104.30\n", + "360 41.58 51.61 57.48 64.87 74.90 84.93 88.15 90.79 98.18 104.05 108.21\n", + "540 45.09 55.22 61.15 68.62 78.75 88.88 92.14 94.81 102.27 108.20 112.40\n", + "720 47.76 57.97 63.93 71.46 81.66 91.87 95.15 97.83 105.36 111.33 115.56\n", + "1080 51.79 62.10 68.13 75.73 86.04 96.35 99.67 102.38 109.98 116.01 120.28\n", + "1440 54.86 65.24 71.32 78.97 89.35 99.74 103.08 105.81 113.46 119.54 123.85\n", + "2880 64.22 74.76 80.92 88.69 99.22 109.76 113.15 115.92 123.69 129.85 134.23\n", + "4320 69.23 82.17 89.73 99.27 112.20 125.14 129.30 132.70 142.24 149.80 155.17\n", + "5760 74.79 90.50 99.70 111.28 126.99 142.71 147.77 151.90 163.48 172.68 179.20\n", + "7200 80.77 97.28 106.93 119.10 135.61 152.11 157.43 161.77 173.93 183.59 190.44\n", + "8640 82.42 100.48 111.05 124.37 142.44 160.50 166.32 171.07 184.39 194.96 202.45\n" + ] + } + ], + "source": [ + "print(idf.result_table(add_names=True).round(2).to_string())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To create a color plot of the IDF curves:" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.582822Z", + "start_time": "2024-11-06T13:13:47.358734Z" + }, + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = idf.curve_figure(color=True, add_interim=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To create a black/white plot of the IDF curves:" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:47.894949Z", + "start_time": "2024-11-06T13:13:47.687480Z" + }, + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = idf.curve_figure(color=False, add_interim=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T13:13:48.303439Z", + "start_time": "2024-11-06T13:13:47.908636Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = idf.curve_figure(color=True, add_interim=True, logx=True, duration_steps_ticks=True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.1" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/examples/example_python_api_extended.html b/examples/example_python_api_extended.html new file mode 100644 index 0000000..78166d1 --- /dev/null +++ b/examples/example_python_api_extended.html @@ -0,0 +1,556 @@ + + + + + + +Intensity Duration Frequency Analyse - EXTENDED — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + + + + +
+
+
+
+
+
[11]:
+
+
+
from idf_analysis.idf_class import IntensityDurationFrequencyAnalyse
+from idf_analysis.definitions import *
+import pandas as pd
+from os import path
+%matplotlib inline
+import matplotlib.pyplot as plt
+plt.style.use('bmh')
+
+import matplotlib
+matplotlib.rcParams.update({
+    'figure.figsize': (10, 8),
+    'figure.dpi': 100,
+    'figure.constrained_layout.use': True,
+})
+
+
+
+
+

Intensity Duration Frequency Analyse - EXTENDED

+
+
[12]:
+
+
+
# sub-folder for the results
+output_directory = path.join('ehyd_112086_idf_data')
+
+# initialize of the analysis class
+idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)
+
+# reading the pandas series of the precipitation (data from ehyd.gv.at - ID=112086)
+# You need to install `pyarrow` or `fastparquet` to read and write parquet files.
+series = pd.read_parquet('ehyd_112086.parquet').squeeze('columns') # ['precipitation']
+
+# setting the series for the analysis
+idf.set_series(series)
+
+# auto-save the calculated parameter so save time for a later use
+idf.auto_save_parameters(path.join(output_directory, 'idf_parameters.yaml'))
+
+
+
+
+
+
+
+
+_balance_parameter_change
+
+
+
+
[13]:
+
+
+
events = idf.rain_events
+"Columns: ", events.columns,  "| Number of events: ", events.index.size
+
+
+
+
+
[13]:
+
+
+
+
+('Columns: ',
+ Index(['start', 'end', 'duration', 'rain_sum', 'last_event'], dtype='object'),
+ '| Number of events: ',
+ 1776)
+
+
+
+
[14]:
+
+
+
# reduce number of event by limiting the minimum sum of rainfall
+events = events[events[COL.LP] > 10].copy()
+"Columns: ", events.columns,  "| Number of events: ", events.index.size
+
+
+
+
+
[14]:
+
+
+
+
+('Columns: ',
+ Index(['start', 'end', 'duration', 'rain_sum', 'last_event'], dtype='object'),
+ '| Number of events: ',
+ 311)
+
+
+
+
[15]:
+
+
+
# add the maximum return period to the events and at which duration this period occurs
+idf.add_max_return_periods_to_events(events)
+"Columns: ", events.columns,  "| Number of events: ", events.index.size
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
[15]:
+
+
+
+
+('Columns: ',
+ Index(['start', 'end', 'duration', 'rain_sum', 'last_event',
+        'max_return_period', 'max_return_period_duration'],
+       dtype='object'),
+ '| Number of events: ',
+ 311)
+
+
+
+
[16]:
+
+
+
# reduce number of event by limiting the minimum return period of an event
+events = events[events[COL.MAX_PERIOD] > 2].copy()
+"Columns: ", events.columns,  "| Number of events: ", events.index.size
+
+
+
+
+
[16]:
+
+
+
+
+('Columns: ',
+ Index(['start', 'end', 'duration', 'rain_sum', 'last_event',
+        'max_return_period', 'max_return_period_duration'],
+       dtype='object'),
+ '| Number of events: ',
+ 21)
+
+
+
+
[17]:
+
+
+
events
+
+
+
+
+
[17]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
1042008-06-23 19:50:002008-06-23 23:16:000 days 03:26:0034.82 days 21:52:005.44325615
1242008-07-17 14:14:002008-07-18 06:27:000 days 16:13:0074.60 days 04:09:006.296477120
1262008-07-20 17:43:002008-07-21 03:55:000 days 10:12:0027.72 days 02:48:002.8310205760
2712009-07-18 08:55:002009-07-18 13:19:000 days 04:24:0058.02 days 01:56:003.379566240
2792009-08-21 19:49:002009-08-21 20:29:000 days 00:40:0034.24 days 03:04:003.97597420
2822009-08-28 23:41:002009-08-29 00:42:000 days 01:01:0049.31 days 03:44:0019.71985320
2842009-09-04 00:31:002009-09-04 18:18:000 days 17:47:0069.05 days 11:06:002.6056741080
5442011-08-03 19:53:002011-08-04 07:44:000 days 11:51:0054.71 days 23:11:0012.73319020
6622012-07-14 16:54:002012-07-15 13:06:000 days 20:12:0059.81 days 01:15:003.7197408640
7722013-05-05 20:47:002013-05-07 12:40:001 days 15:53:00119.50 days 17:31:0030.5734312880
8192013-08-27 17:10:002013-08-27 23:48:000 days 06:38:0043.30 days 13:58:002.6174075
8202013-08-28 11:42:002013-08-28 16:21:000 days 04:39:0028.50 days 11:54:003.5424792880
9212014-05-11 10:21:002014-05-11 23:17:000 days 12:56:0055.60 days 13:17:002.0822022880
9222014-05-12 17:22:002014-05-13 17:26:001 days 00:04:0020.60 days 18:05:002.7979814320
11112015-07-08 11:50:002015-07-09 00:25:000 days 12:35:0077.88 days 13:53:005.981488720
12362016-06-05 11:03:002016-06-05 14:56:000 days 03:53:0040.40 days 19:56:006.7948415
12692016-07-21 22:29:002016-07-21 23:21:000 days 00:52:0037.25 days 00:05:002.44812430
12732016-07-25 10:18:002016-07-25 15:47:000 days 05:29:0033.80 days 19:01:003.3995095760
12752016-07-27 15:25:002016-07-27 20:24:000 days 04:59:0012.21 days 01:05:004.6634558640
15312018-06-12 17:00:002018-06-12 17:31:000 days 00:31:0021.63 days 16:11:003.0704515
15322018-06-13 14:58:002018-06-13 22:27:000 days 07:29:0063.50 days 21:27:0011.42939115
+
+
+
+
[18]:
+
+
+
# lets pick one event
+event = events.loc[124]
+event
+
+
+
+
+
[18]:
+
+
+
+
+start                         2008-07-17 14:14:00
+end                           2008-07-18 06:27:00
+duration                          0 days 16:13:00
+rain_sum                                     74.6
+last_event                        0 days 04:09:00
+max_return_period                        6.296477
+max_return_period_duration                    120
+Name: 124, dtype: object
+
+
+
+
[21]:
+
+
+
fig, caption = idf.event_plot(event)
+
+
+
+
+
+
+
+../_images/examples_example_python_api_extended_9_0.png +
+
+
+
[22]:
+
+
+
# you can also reduce the displayed duration steps
+fig, caption = idf.event_plot(event, durations=idf.duration_steps[:11])
+
+
+
+
+
+
+
+../_images/examples_example_python_api_extended_10_0.png +
+
+
+
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/examples/example_python_api_extended.ipynb b/examples/example_python_api_extended.ipynb new file mode 100644 index 0000000..3ac472a --- /dev/null +++ b/examples/example_python_api_extended.ipynb @@ -0,0 +1,675 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "ExecuteTime": { + "end_time": "2024-07-02T11:40:36.914661Z", + "start_time": "2024-07-02T11:40:36.892058Z" + } + }, + "outputs": [], + "source": [ + "from idf_analysis.idf_class import IntensityDurationFrequencyAnalyse\n", + "from idf_analysis.definitions import *\n", + "import pandas as pd\n", + "from os import path\n", + "%matplotlib inline\n", + "import matplotlib.pyplot as plt\n", + "plt.style.use('bmh')\n", + "\n", + "import matplotlib\n", + "matplotlib.rcParams.update({\n", + " 'figure.figsize': (10, 8),\n", + " 'figure.dpi': 100,\n", + " 'figure.constrained_layout.use': True,\n", + "})" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + } + }, + "source": [ + "# Intensity Duration Frequency Analyse - EXTENDED" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "_balance_parameter_change\n" + ] + } + ], + "source": [ + "# sub-folder for the results\n", + "output_directory = path.join('ehyd_112086_idf_data')\n", + "\n", + "# initialize of the analysis class\n", + "idf = IntensityDurationFrequencyAnalyse(series_kind=SERIES.PARTIAL, worksheet=METHOD.KOSTRA, extended_durations=True)\n", + "\n", + "# reading the pandas series of the precipitation (data from ehyd.gv.at - ID=112086)\n", + "# You need to install `pyarrow` or `fastparquet` to read and write parquet files.\n", + "series = pd.read_parquet('ehyd_112086.parquet').squeeze('columns') # ['precipitation']\n", + "\n", + "# setting the series for the analysis\n", + "idf.set_series(series)\n", + "\n", + "# auto-save the calculated parameter so save time for a later use\n", + "idf.auto_save_parameters(path.join(output_directory, 'idf_parameters.yaml'))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "('Columns: ',\n", + " Index(['start', 'end', 'duration', 'rain_sum', 'last_event'], dtype='object'),\n", + " '| Number of events: ',\n", + " 1776)" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "events = idf.rain_events\n", + "\"Columns: \", events.columns, \"| Number of events: \", events.index.size" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "('Columns: ',\n", + " Index(['start', 'end', 'duration', 'rain_sum', 'last_event'], dtype='object'),\n", + " '| Number of events: ',\n", + " 311)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# reduce number of event by limiting the minimum sum of rainfall\n", + "events = events[events[COL.LP] > 10].copy()\n", + "\"Columns: \", events.columns, \"| Number of events: \", events.index.size" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "291e23e444b34c2c9faa6e3938b81b5e", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "calculating rainfall_sum data-frame: 0%| | 0/21 [00:00 2].copy()\n", + "\"Columns: \", events.columns, \"| Number of events: \", events.index.size" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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startenddurationrain_sumlast_eventmax_return_periodmax_return_period_duration
1042008-06-23 19:50:002008-06-23 23:16:000 days 03:26:0034.82 days 21:52:005.44325615
1242008-07-17 14:14:002008-07-18 06:27:000 days 16:13:0074.60 days 04:09:006.296477120
1262008-07-20 17:43:002008-07-21 03:55:000 days 10:12:0027.72 days 02:48:002.8310205760
2712009-07-18 08:55:002009-07-18 13:19:000 days 04:24:0058.02 days 01:56:003.379566240
2792009-08-21 19:49:002009-08-21 20:29:000 days 00:40:0034.24 days 03:04:003.97597420
2822009-08-28 23:41:002009-08-29 00:42:000 days 01:01:0049.31 days 03:44:0019.71985320
2842009-09-04 00:31:002009-09-04 18:18:000 days 17:47:0069.05 days 11:06:002.6056741080
5442011-08-03 19:53:002011-08-04 07:44:000 days 11:51:0054.71 days 23:11:0012.73319020
6622012-07-14 16:54:002012-07-15 13:06:000 days 20:12:0059.81 days 01:15:003.7197408640
7722013-05-05 20:47:002013-05-07 12:40:001 days 15:53:00119.50 days 17:31:0030.5734312880
8192013-08-27 17:10:002013-08-27 23:48:000 days 06:38:0043.30 days 13:58:002.6174075
8202013-08-28 11:42:002013-08-28 16:21:000 days 04:39:0028.50 days 11:54:003.5424792880
9212014-05-11 10:21:002014-05-11 23:17:000 days 12:56:0055.60 days 13:17:002.0822022880
9222014-05-12 17:22:002014-05-13 17:26:001 days 00:04:0020.60 days 18:05:002.7979814320
11112015-07-08 11:50:002015-07-09 00:25:000 days 12:35:0077.88 days 13:53:005.981488720
12362016-06-05 11:03:002016-06-05 14:56:000 days 03:53:0040.40 days 19:56:006.7948415
12692016-07-21 22:29:002016-07-21 23:21:000 days 00:52:0037.25 days 00:05:002.44812430
12732016-07-25 10:18:002016-07-25 15:47:000 days 05:29:0033.80 days 19:01:003.3995095760
12752016-07-27 15:25:002016-07-27 20:24:000 days 04:59:0012.21 days 01:05:004.6634558640
15312018-06-12 17:00:002018-06-12 17:31:000 days 00:31:0021.63 days 16:11:003.0704515
15322018-06-13 14:58:002018-06-13 22:27:000 days 07:29:0063.50 days 21:27:0011.42939115
\n", + "
" + ], + "text/plain": [ + " start end duration rain_sum \\\n", + "104 2008-06-23 19:50:00 2008-06-23 23:16:00 0 days 03:26:00 34.8 \n", + "124 2008-07-17 14:14:00 2008-07-18 06:27:00 0 days 16:13:00 74.6 \n", + "126 2008-07-20 17:43:00 2008-07-21 03:55:00 0 days 10:12:00 27.7 \n", + "271 2009-07-18 08:55:00 2009-07-18 13:19:00 0 days 04:24:00 58.0 \n", + "279 2009-08-21 19:49:00 2009-08-21 20:29:00 0 days 00:40:00 34.2 \n", + "282 2009-08-28 23:41:00 2009-08-29 00:42:00 0 days 01:01:00 49.3 \n", + "284 2009-09-04 00:31:00 2009-09-04 18:18:00 0 days 17:47:00 69.0 \n", + "544 2011-08-03 19:53:00 2011-08-04 07:44:00 0 days 11:51:00 54.7 \n", + "662 2012-07-14 16:54:00 2012-07-15 13:06:00 0 days 20:12:00 59.8 \n", + "772 2013-05-05 20:47:00 2013-05-07 12:40:00 1 days 15:53:00 119.5 \n", + "819 2013-08-27 17:10:00 2013-08-27 23:48:00 0 days 06:38:00 43.3 \n", + "820 2013-08-28 11:42:00 2013-08-28 16:21:00 0 days 04:39:00 28.5 \n", + "921 2014-05-11 10:21:00 2014-05-11 23:17:00 0 days 12:56:00 55.6 \n", + "922 2014-05-12 17:22:00 2014-05-13 17:26:00 1 days 00:04:00 20.6 \n", + "1111 2015-07-08 11:50:00 2015-07-09 00:25:00 0 days 12:35:00 77.8 \n", + "1236 2016-06-05 11:03:00 2016-06-05 14:56:00 0 days 03:53:00 40.4 \n", + "1269 2016-07-21 22:29:00 2016-07-21 23:21:00 0 days 00:52:00 37.2 \n", + "1273 2016-07-25 10:18:00 2016-07-25 15:47:00 0 days 05:29:00 33.8 \n", + "1275 2016-07-27 15:25:00 2016-07-27 20:24:00 0 days 04:59:00 12.2 \n", + "1531 2018-06-12 17:00:00 2018-06-12 17:31:00 0 days 00:31:00 21.6 \n", + "1532 2018-06-13 14:58:00 2018-06-13 22:27:00 0 days 07:29:00 63.5 \n", + "\n", + " last_event max_return_period max_return_period_duration \n", + "104 2 days 21:52:00 5.443256 15 \n", + "124 0 days 04:09:00 6.296477 120 \n", + "126 2 days 02:48:00 2.831020 5760 \n", + "271 2 days 01:56:00 3.379566 240 \n", + "279 4 days 03:04:00 3.975974 20 \n", + "282 1 days 03:44:00 19.719853 20 \n", + "284 5 days 11:06:00 2.605674 1080 \n", + "544 1 days 23:11:00 12.733190 20 \n", + "662 1 days 01:15:00 3.719740 8640 \n", + "772 0 days 17:31:00 30.573431 2880 \n", + "819 0 days 13:58:00 2.617407 5 \n", + "820 0 days 11:54:00 3.542479 2880 \n", + "921 0 days 13:17:00 2.082202 2880 \n", + "922 0 days 18:05:00 2.797981 4320 \n", + "1111 8 days 13:53:00 5.981488 720 \n", + "1236 0 days 19:56:00 6.794841 5 \n", + "1269 5 days 00:05:00 2.448124 30 \n", + "1273 0 days 19:01:00 3.399509 5760 \n", + "1275 1 days 01:05:00 4.663455 8640 \n", + "1531 3 days 16:11:00 3.070451 5 \n", + "1532 0 days 21:27:00 11.429391 15 " + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "events" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "start 2008-07-17 14:14:00\n", + "end 2008-07-18 06:27:00\n", + "duration 0 days 16:13:00\n", + "rain_sum 74.6\n", + "last_event 0 days 04:09:00\n", + "max_return_period 6.296477\n", + "max_return_period_duration 120\n", + "Name: 124, dtype: object" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# lets pick one event\n", + "event = events.loc[124]\n", + "event" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "collapsed": false, + "jupyter": { + "outputs_hidden": false + }, + "pycharm": { + "name": "#%%\n" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# you can also reduce the displayed duration steps\n", + "fig, caption = idf.event_plot(event, durations=idf.duration_steps[:11])" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/examples/example_reverse_engeneering.html b/examples/example_reverse_engeneering.html new file mode 100644 index 0000000..4e20b6b --- /dev/null +++ b/examples/example_reverse_engeneering.html @@ -0,0 +1,792 @@ + + + + + + + + <no title> — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + + + + +
+
+
+
+ +
+
[1]:
+
+
+
from pathlib import Path
+
+import pandas as pd
+
+from idf_analysis import IntensityDurationFrequencyAnalyse
+
+
+
+
+
[2]:
+
+
+
location = 'graz'
+grid_point_number = 5214
+
+
+
+
+
[3]:
+
+
+
output_directory = Path(f'design_rain_ehyd_{grid_point_number}')
+output_directory.mkdir(exist_ok=True)
+
+
+
+
+
[4]:
+
+
+
fn_idf_ehyd = output_directory / 'design_rain_ehyd_5214.csv'
+if fn_idf_ehyd.is_file():
+    df = pd.read_csv(fn_idf_ehyd, index_col=[0,1])
+    df = df.rename(columns=int)
+    df = df.rename(index=int, level=0)
+else:
+    from ehyd_tools.design_rainfall import get_max_calculation_method, get_ehyd_design_rainfall_offline
+    df = get_ehyd_design_rainfall_offline(grid_point_number, pth='')
+    # idf_table = get_max_calculation_method(df)
+df
+
+
+
+
+
[4]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
1235102025305075100
durationcalculation method
5MaxModN8.810.411.713.415.818.218.919.621.322.723.7
Bemessung8.610.211.312.714.716.717.418.019.420.621.4
ÖKOSTRA8.49.910.811.913.414.915.515.917.017.918.5
10MaxModN14.016.618.220.224.729.130.531.735.037.639.4
Bemessung13.716.317.819.723.326.827.828.831.433.535.0
.......................................
7200Bemessung84.7106.4119.6136.1159.0181.4189.1194.7211.6224.8233.8
ÖKOSTRA78.393.6102.2112.9128.3142.7148.2151.6162.9171.5177.0
8640MaxModN96.4123.1141.3164.3195.4226.6236.6244.9267.8286.1299.0
Bemessung89.6110.8124.4141.8164.9188.6195.9201.9219.2232.9242.9
ÖKOSTRA82.898.4107.4119.2134.4150.6155.2158.8170.6179.6186.8
+

63 rows × 11 columns

+
+
+
+
[5]:
+
+
+
idf_table = df.xs('ÖKOSTRA', axis=0, level='calculation method', drop_level=True)
+idf_table
+
+
+
+
+
[5]:
+
+
+
+
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
1235102025305075100
duration
58.49.910.811.913.414.915.515.917.017.918.5
1013.415.917.319.221.724.324.925.627.529.130.1
1516.820.021.924.327.630.731.832.735.037.038.4
2019.323.125.328.231.935.836.937.940.843.044.6
3022.727.330.033.538.142.744.345.548.851.553.4
4525.831.334.538.444.049.451.252.756.659.762.0
6027.733.637.141.547.553.255.356.861.064.466.9
9029.936.440.245.051.357.860.061.766.270.272.9
12031.238.041.846.853.660.362.564.369.473.676.3
18032.639.843.849.056.363.365.667.472.677.079.8
24034.941.846.151.258.565.467.869.674.978.782.1
36038.145.149.154.461.468.170.472.677.881.584.2
54041.248.152.057.064.070.773.575.280.284.387.0
72043.550.254.259.466.073.075.176.782.185.588.8
108048.156.161.067.175.083.685.988.294.398.7102.4
144053.562.768.174.683.392.695.797.4104.3109.9112.9
288061.873.480.288.6100.6111.9115.4119.0127.5134.6139.3
432068.181.289.298.6112.0124.8128.6132.6142.5150.1155.2
576073.887.895.9106.7120.4135.0139.2143.4153.0162.3167.5
720078.393.6102.2112.9128.3142.7148.2151.6162.9171.5177.0
864082.898.4107.4119.2134.4150.6155.2158.8170.6179.6186.8
+
+
+
+
[6]:
+
+
+
idf_reverse = IntensityDurationFrequencyAnalyse.from_idf_table(idf_table, linear_interpolation=True)
+
+
+
+
+
[7]:
+
+
+
fig = idf_reverse.parameters.interim_plot_parameters()
+
+
+
+
+
+
+
+../_images/examples_example_reverse_engeneering_6_0.png +
+
+
+
[8]:
+
+
+
max_duration = 2880
+fig, ax = idf_reverse.curve_figure(color=True, logx=True, max_duration=max_duration, duration_steps_ticks=True)
+
+ax = idf_table.loc[:max_duration, [1, 2, 5, 10, 50, 100]].plot(ax=ax, marker='x', lw=0, color='black', legend=False)
+
+
+
+
+
+
+
+../_images/examples_example_reverse_engeneering_7_0.png +
+
+
+
[9]:
+
+
+
idf_reverse = IntensityDurationFrequencyAnalyse.from_idf_table(idf_table, linear_interpolation=False)
+
+
+
+
+
[10]:
+
+
+
fig = idf_reverse.parameters.interim_plot_parameters()
+
+
+
+
+
+
+
+../_images/examples_example_reverse_engeneering_9_0.png +
+
+
+
[11]:
+
+
+
max_duration = 2880
+fig, ax = idf_reverse.curve_figure(color=True, logx=True, max_duration=max_duration, duration_steps_ticks=True)
+
+ax = idf_table.loc[:max_duration, [1, 2, 5, 10, 50, 100]].plot(ax=ax, marker='x', lw=0, color='black', legend=False)
+
+
+
+
+
+
+
+../_images/examples_example_reverse_engeneering_10_0.png +
+
+ + +
+
+
+
+ +
+
+ + + + \ No newline at end of file diff --git a/examples/example_reverse_engeneering.ipynb b/examples/example_reverse_engeneering.ipynb new file mode 100644 index 0000000..aa88d18 --- /dev/null +++ b/examples/example_reverse_engeneering.ipynb @@ -0,0 +1,911 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "4489abaf21019d1", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.035978Z", + "start_time": "2024-11-06T10:29:18.207082Z" + } + }, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import pandas as pd\n", + "\n", + "from idf_analysis import IntensityDurationFrequencyAnalyse" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c6abb7fb0b2c6f79", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.042371Z", + "start_time": "2024-11-06T10:29:19.040640Z" + } + }, + "outputs": [], + "source": [ + "location = 'graz'\n", + "grid_point_number = 5214" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "ca4dd701df65337b", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.129815Z", + "start_time": "2024-11-06T10:29:19.127980Z" + } + }, + "outputs": [], + "source": [ + "output_directory = Path(f'design_rain_ehyd_{grid_point_number}')\n", + "output_directory.mkdir(exist_ok=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d76967b61d2300a5", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:19.321075Z", + "start_time": "2024-11-06T10:29:19.304346Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Bemessung13.716.317.819.723.326.827.828.831.433.535.0
.......................................
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" + ], + "text/plain": [ + " 1 2 3 5 10 20 25 \\\n", + "duration calculation method \n", + "5 MaxModN 8.8 10.4 11.7 13.4 15.8 18.2 18.9 \n", + " Bemessung 8.6 10.2 11.3 12.7 14.7 16.7 17.4 \n", + " ÖKOSTRA 8.4 9.9 10.8 11.9 13.4 14.9 15.5 \n", + "10 MaxModN 14.0 16.6 18.2 20.2 24.7 29.1 30.5 \n", + " Bemessung 13.7 16.3 17.8 19.7 23.3 26.8 27.8 \n", + "... ... ... ... ... ... ... ... \n", + "7200 Bemessung 84.7 106.4 119.6 136.1 159.0 181.4 189.1 \n", + " ÖKOSTRA 78.3 93.6 102.2 112.9 128.3 142.7 148.2 \n", + "8640 MaxModN 96.4 123.1 141.3 164.3 195.4 226.6 236.6 \n", + " Bemessung 89.6 110.8 124.4 141.8 164.9 188.6 195.9 \n", + " ÖKOSTRA 82.8 98.4 107.4 119.2 134.4 150.6 155.2 \n", + "\n", + " 30 50 75 100 \n", + "duration calculation method \n", + "5 MaxModN 19.6 21.3 22.7 23.7 \n", + " Bemessung 18.0 19.4 20.6 21.4 \n", + " ÖKOSTRA 15.9 17.0 17.9 18.5 \n", + "10 MaxModN 31.7 35.0 37.6 39.4 \n", + " Bemessung 28.8 31.4 33.5 35.0 \n", + "... ... ... ... ... \n", + "7200 Bemessung 194.7 211.6 224.8 233.8 \n", + " ÖKOSTRA 151.6 162.9 171.5 177.0 \n", + "8640 MaxModN 244.9 267.8 286.1 299.0 \n", + " Bemessung 201.9 219.2 232.9 242.9 \n", + " ÖKOSTRA 158.8 170.6 179.6 186.8 \n", + "\n", + "[63 rows x 11 columns]" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fn_idf_ehyd = output_directory / 'design_rain_ehyd_5214.csv'\n", + "if fn_idf_ehyd.is_file():\n", + " df = pd.read_csv(fn_idf_ehyd, index_col=[0,1])\n", + " df = df.rename(columns=int)\n", + " df = df.rename(index=int, level=0)\n", + "else:\n", + " from ehyd_tools.design_rainfall import get_max_calculation_method, get_ehyd_design_rainfall_offline\n", + " df = get_ehyd_design_rainfall_offline(grid_point_number, pth='')\n", + " # idf_table = get_max_calculation_method(df)\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "ebe0be2b6c41c340", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:20.604137Z", + "start_time": "2024-11-06T10:29:20.590164Z" + } + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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duration
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"1440 53.5 62.7 68.1 74.6 83.3 92.6 95.7 97.4 104.3 109.9 \n", + "2880 61.8 73.4 80.2 88.6 100.6 111.9 115.4 119.0 127.5 134.6 \n", + "4320 68.1 81.2 89.2 98.6 112.0 124.8 128.6 132.6 142.5 150.1 \n", + "5760 73.8 87.8 95.9 106.7 120.4 135.0 139.2 143.4 153.0 162.3 \n", + "7200 78.3 93.6 102.2 112.9 128.3 142.7 148.2 151.6 162.9 171.5 \n", + "8640 82.8 98.4 107.4 119.2 134.4 150.6 155.2 158.8 170.6 179.6 \n", + "\n", + " 100 \n", + "duration \n", + "5 18.5 \n", + "10 30.1 \n", + "15 38.4 \n", + "20 44.6 \n", + "30 53.4 \n", + "45 62.0 \n", + "60 66.9 \n", + "90 72.9 \n", + "120 76.3 \n", + "180 79.8 \n", + "240 82.1 \n", + "360 84.2 \n", + "540 87.0 \n", + "720 88.8 \n", + "1080 102.4 \n", + "1440 112.9 \n", + "2880 139.3 \n", + "4320 155.2 \n", + "5760 167.5 \n", + "7200 177.0 \n", + "8640 186.8 " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idf_table = df.xs('ÖKOSTRA', axis=0, level='calculation method', drop_level=True)\n", + "idf_table" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "183292512207498d", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:21.839Z", + "start_time": "2024-11-06T10:29:21.833017Z" + } + }, + "outputs": [], + "source": [ + "idf_reverse = IntensityDurationFrequencyAnalyse.from_idf_table(idf_table, linear_interpolation=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "78c5e88d27baccf3", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:22.770274Z", + "start_time": "2024-11-06T10:29:22.256968Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = idf_reverse.parameters.interim_plot_parameters()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "31b89134898a4cef", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:24.252234Z", + "start_time": "2024-11-06T10:29:23.998281Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "max_duration = 2880\n", + "fig, ax = idf_reverse.curve_figure(color=True, logx=True, max_duration=max_duration, duration_steps_ticks=True)\n", + "\n", + "ax = idf_table.loc[:max_duration, [1, 2, 5, 10, 50, 100]].plot(ax=ax, marker='x', lw=0, color='black', legend=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "535da6a98bafc769", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:30.087525Z", + "start_time": "2024-11-06T10:29:29.545517Z" + } + }, + "outputs": [], + "source": [ + "idf_reverse = IntensityDurationFrequencyAnalyse.from_idf_table(idf_table, linear_interpolation=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "19e7b7b2dfdcefe", + "metadata": { + "ExecuteTime": { + "end_time": "2024-11-06T10:29:30.496514Z", + "start_time": "2024-11-06T10:29:30.090829Z" + } + }, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "max_duration = 2880\n", + "fig, ax = idf_reverse.curve_figure(color=True, logx=True, max_duration=max_duration, duration_steps_ticks=True)\n", + "\n", + "ax = idf_table.loc[:max_duration, [1, 2, 5, 10, 50, 100]].plot(ax=ax, marker='x', lw=0, color='black', legend=False)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.6" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/genindex.html b/genindex.html new file mode 100644 index 0000000..a55489f --- /dev/null +++ b/genindex.html @@ -0,0 +1,373 @@ + + + + + + + Index — Intensity Duration Frequency Analyse 0.3.0 documentation + + + + + + + + + + + + +
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+ +
+
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