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Wijklabels

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Author
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Balázs Dukai, Ravi Peters

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Published
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February 12, 2024

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+Code +
import pandas as pd
+import numpy as np
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+from wijklabels.woningtype import Bouwperiode
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+

1 Summary

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The Voorbeeldwoningen 2022 study describes the distribution of energy labels per vormfactor range for each dwelling type of the WoON 2018 study. The latest release of the 3DBAG data set (2023.10.08) provides the surface areas for calculating the vormfactor for each Pand. This work explores the possibility of calculating the vormfactor for each dwelling within a Pand and applying the energy label distributions of the Voorbeeldwoningen 2022 study to estimate the energy label distribution of each neighborhood of the Netherlands.

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We validate our estimated energy labels against the labels registered in the EP-Online database. The validation shows varying deviation between the estimated and EP-Online labels. The labels A and B have 0 median deviation, the labels A+, A++ are one label overestimated, the labels C, D are one label underestimated. The rest of the labels have a deviation of two labels or more from the EP-Online labels.

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There are two major limitations that impact the accuracy of the results. First, the 3D location of appartements is not known, therefore strong assumptions are made on the interior layout of a Pand, leading to a mainly inaccurate estimation of the appartament subtypes. This inaccuracy propagates to the estimation of the vormfactor and then energy label of appartements. Second, the energy label distributions in the Voorbeeldwoningen 2022 study are incomplete, therefore 14% of the input dwelling could not receive an energy label, and 32% of the validated dwellings have an energy label that is not possible to assign due to missing data in the Voorbeeldwoningen 2022 study.

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2 Data sources

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2.1 Spreiding van energielabels

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The RVO (2022) study provides a representative sample of energy label distributions per dwelling type and construction period. The distribution is two-dimensional, one dimension is the energy label, the second dimension is the vormfactor of the dwelling. However, the described distributions are not continuous. For example, in case of Flatwoningen from the period 1965-1974, there is no data in the vormfactor range 1,00-1,50 and labels A+++-D, see Figure 1. Such gaps have a significant impact on the quality of our results (see Section 5.2.1).

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If the dwelling has a vormfactor in a range where there is no energy label data in the distribution, the dwelling is not assigned an energy label.

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The energy label distributions were extracted from the Excel file Illustraties spreiding Energielabel in WoON2018 per Voorbeeldwoning 2022 - 2023 01 25.xlsx, which we received from RVO.

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+Figure 1: Energy label distribution of flatwoningen, RVO (2022) +
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2.2 BAG and 3DBAG

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The BAG data set is the official register of buildings and addresses of the Netherlands. The BAG contains two object types that are relevant for this study, Pand and Verblijfsobject (VBO). Each VBO contains information about its usage in the gebruiksdoel attribute. For this study, only those VBO are usere which usage includes woonfunctie. The 3DBAG is an extension of the BAG data set, containing the outer 3D shell of the Pand objects. The 3DBAG does not contain information on the VBOs. We used the 3DBAG version 2023.10.08. The 3DBAG 2023.10.08 is based on the BAG 2.0 Extract with a release date of 08.09.2023.

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The BAG extract of 08.09.2023 contains 10.877.129 Pand objects and 10.144.833 Verblijfsobjecten.
+The 3DBAG version 2023.10.08 that is based the mentioned BAG extract, contains 10.360.281 Pand objects.
+The party walls dataset, that is based on the 3DBAG, contains 10.363.460 Pand objects.
+There are 5.646.848 Pand and 8.721.692 VBO with gebruiksdoel that includes woonfunctie.

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In the span of 2023, the project “Levering databestand 3D-BAG” funded by RVO, extended the 3DBAG with 3D surface areas. The surface information is included in the 3DBAG since version 2023.10.08. However, we used the CSV file (3dbag_v20231008_rvo_export.csv) that was delivered directly to RVO. The reason for using the CSV file is purely to simplify the data preparation process.

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2.3 Construction year

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The RVO (2022) study determines at most seven construction year periods, depending on the dwelling type. We adhere to the same periods for categorizing the buildings on their construction year. The periods are listed in Table 1 together with the count of dwellings in the results.

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+Code +
df = pd.read_csv(
+    '/home/balazs/Development/wijklabels/tests/data/output/labels_individual.csv',
+    usecols=["bouwperiode", "woningtype", "woningtype_pre_nta8800"],
+    converters={
+      "bouwperiode": Bouwperiode.from_str
+    }
+)
+total = df.count().iloc[0]  # count non-NA (!) cells
+pt_crosstab = pd.crosstab(
+    df["bouwperiode"],
+    columns=df["woningtype_pre_nta8800"],
+    margins=True,
+    margins_name="Totaal"
+)
+ct = pt_crosstab.apply(
+    lambda col: list(map(lambda cnt: f"{cnt} ({round(cnt / total * 100)}%)", col))
+).replace(
+    "0 (0%)", ""
+).reset_index(
+    drop=False
+)
+ct.columns.name = "Woningtype"
+ct["Bouwperiode"] = ct["bouwperiode"].apply(
+    lambda bp: bp.format_pretty() if bp != "Totaal" else bp
+)
+ct.drop("bouwperiode", axis=1, inplace=True)
+ct.set_index("Bouwperiode", inplace=True)
+ct
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+Table 1: Aantal (en percentage) van woningen per bouwperiode en woningtype +
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+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Woningtype2 onder 1 kapgalerijmaisonnetteoverigportiekrijwoning hoekrijwoning tussenvrijstaande woningTotaal
Bouwperiode
< 1945236 (1%)648 (3%)1669 (6%)2553 (10%)
< 1964328 (1%)273 (1%)2313 (9%)11007 (43%)156 (1%)14077 (55%)
1946 - 1964372 (1%)212 (1%)474 (2%)1058 (4%)
1965 - 197416 (0%)269 (1%)168 (1%)2394 (9%)50 (0%)193 (1%)629 (2%)18 (0%)3737 (15%)
1975 - 199110 (0%)70 (0%)285 (1%)1473 (6%)51 (0%)59 (0%)138 (1%)13 (0%)2099 (8%)
1992 - 20058 (0%)64 (0%)221 (1%)1 (0%)294 (1%)
2006 - 20142 (0%)14 (0%)35 (0%)6 (0%)57 (0%)
2015 <35 (0%)43 (0%)100 (0%)7 (0%)185 (1%)
1992 <140 (1%)108 (0%)1418 (6%)15 (0%)1681 (7%)
Totaal399 (2%)752 (3%)2874 (11%)16292 (63%)724 (3%)1233 (5%)3266 (13%)201 (1%)25741 (100%)
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2.4 CBS Neighborhoods

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The neighborhoods are used for aggregating the dwelling energy labels. The neighborhood boundaries are retrieved from the Centraal Bureau voor de Statistiek. The BAG Pand objects are assigned to a neighborhood with an intersection test. Every BAG Pand is assigned to only one neighborhood.

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Version of CBS Wijken en Buurten: 2022 v1, link to data

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2.5 EP-Online for validation

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“EP-Online is de officiële landelijke database waarin energielabels en energieprestatie-indicatoren van gebouwen zijn opgenomen.” EP-Online (2023) We use the energy labels from EP-Online as “ground truth” for the validation of our estimated labels. Therefore, we assessed if we can consider the set of dwellings with a registered label on EP-Online a reliable reliable reference for comparison.

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The EP-Online database contains energy labels that were determined using different methods. We only use the labels that were determined with the NTA8800 method. That is, the Pand_berekeningstype contains NTA 8800. In total, these records constitue to 1.284.241 VBOs.

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Figure 2 shows that both the BAG and the EP-Online data set have a very similar distribution of dwellings across all construction year periods. This indicates that the registered energy labels in EP-Online represent well the complete set of dwellings in the Netherlands, when considering the construction period.

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+Figure 2: Spreiding van woningen per bouwperiode in de BAG en in de EP-Online gegevens +
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Figure 3 shows that both the BAG and the EP-Online data set have a very similar distribution of dwellings across all dwelling types. This indicates that the registered energy labels in EP-Online represent well the complete set of dwellings in the Netherlands, when considering the dwelling types. However, there are two caveats that need to be considered here. Firstly, the comparison does not include the apartment subtypes, only the main apartement type. This is, because there is no reliable method for determining the apartment subtypes for the complete BAG data set. Secondly, the dwelling types of the BAG were estimated by ourselves, because there we do not have authoritative dwelling type information for the whole BAG data set (see Section 3.2).

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+Figure 3: Spreiding van woningen per woningtype in de BAG en in de EP-Online gegevens +
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Figure 4 shows that 75% of neighborhoods have a coverage of 4-19%, while 50% of the neighborhoods has 8% coverage or less. Nearly all neighborhoods have at least 3% coverage. This indicates that nearly all neighborhoods have reference labels available in the EP-Online data set.

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+Figure 4: Energielabeldekking van woningen in de buurten +
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From the these analysis we conclude that the EP-Online database is a reliable reference for validating our estimated energy labels.

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3 Method

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This work estimates the vormfactor for individual dwellings and the energy label distribution of neighborhoods of the Netherlands. Due to the lack of suitable, national data, we worked with often severe assumptions on the parameters of a dwelling. The steps for these assumptions are listed below in their order in the energy label estimation process.

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  1. Estimating the number of floors of a Pand.
  2. +
  3. Estimating the type of a dwelling, both for eengezinswoningen and meergezinswoningen.
  4. +
  5. Converting from a NTA8800 appartament type (e.g. apartement - hoekdak) to a pre-NTA8800 appartament type (e.g. galerij).
  6. +
  7. Estimating the vormfactor of an appartement. Even if the exact number of floors and the correct appartement type, such as hoekdak were known, it wouldn’t be possible to exactly calculate the vormfactor appartaments, due to the variations in internal layouts of buildings. However, it would be possible to make a much more accurate estimation.
  8. +
  9. Estimating the energy label of an individual dwelling from the probability of energy labels documented in the Voorbeelwoningen 2022 study.
  10. +
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3.1 Number of floors

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The number of floors of a Pand is required for distributing the VBO-s across the floors in a meergezinswoning. We compute the number of floors by dividing the gebruiksoppervlakte by the area of the roofprint taken from the 3DBAG. The gebruiksoppervlakte is the sum of each VBO’s oppervlakte of a Pand in the BAG. The roofprint area is the totale oppervlakte begane grond, without any underground parts. The resulting value is rounded up to the nearest whole number, which gives us the number of floors.

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3.2 Dwelling types

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Dwellings are classified into distinct types. The current classification, as used by the NTA8800 method, is listed in Table 2. In case of appartements, hoek/tussen refers to the horizontal position of the appartement in the building, while vloer/midden/dak/dakvloer refers to its vertical position. For the sake of simplicity, we refer to this classification as NTA8800-types.

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+Table 2: Dwelling types used by the NTA8800 method +
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EengezinswoningenMeergezinswoningen
vrijstaande woningappartement - hoekvloer
2 onder 1 kapappartement - hoekmidden
rijwoning tussenappartement - hoekdak
rijwoning hoekappartement - hoekdakvloer
appartement - tussenvloer
appartement - tussenmidden
appartement - tussendak
appartement - tussendakvloer
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Before the introduction of the NTA8800 method, dwellings were classified slightly differently, see Table 3. This is the classification used by the RVO (2022) study. For the sake of simplicity, we refer to this classification as pre-NTA8800-types.

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+Table 3: Dwelling types used in RVO (2022) +
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+ + + + + + + + + + + + + + + + + + + + + + + + + +
EengezinswoningenMeergezinswoningen
vrijstaande woningmaisonette
2 onder 1 kapgalerij
rijwoning tussenportiek
rijwoning hoekflat (overig)
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The types of the single family houses are equivalent before and after NTA8800. On the other hand, there is no clear relation between the types of the meergezingswoningen before and after NTA8800.

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This work requires that we know both the NTA8800 and the pre-NTA8800 type of each dwelling. The pre-NTA8800 type is needed, because that is used by RVO (2022), and the NTA8800 type is needed, because that is used by the validation data on EP-Online.

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We first estimate the NTA8800 type and then convert that to a pre-NTA8800 type. The classification of eengezinswoningen is fairly straightforward and can be done using a conventional GIS analysis on the BAG polygons. Classifying the meergezingswoningen is much harder because this depends on the interior architecture of a Pand, and we have no knowledge of this from our input datasets. Therefore a number of strong assumptions and educated guesses had to be made to come up with a method.

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3.2.1 Classification of a Pand

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Each BAG Pand are classified by clustering the intersecting BAG geometries. For example, a row of five row-houses forms one cluster, because they form a group of connected objects. We determine the types vrijstaand/2 onder 1 kap/rijwoning from the number of buildings in the cluster. In case of a rijwoning, we determine its position hoek/tussen from the number intersections with other buildings in the cluster.

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Misclassification occurs if the intersections are incorrectly determined, usually, because there is a small gap between BAG polygons that are supposed to be touching. Thus, in order to improve the classification of eengezinswoningen, the BAG polygons need topological correction so the gaps and overlaps are corrected.

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3.2.2 Eengezinswoningen

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If a pand only contains a single VBO, then we consider the VBO an eengezinswoning and the VBO receives the classification of the Pand.

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3.2.3 Meergezinswoningen

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The meergezingswoningen consist of a single main type, appartement. If a Pand contains more than one VBO, then all of its VBOs are classified as appartement.

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The appartement subtypes are determined from the vertical and horizonal position of the VBO within the pand. Firstly, the VBO-s are distributed across the floors (see Section 3.1) of the Pand to determine their vertical position. Each floor is assigned the same number of appartements, which is calculated by dividing the number of VBO-s by the number of floors. We call the number of appartements per floor N. Then the total appartements in the pand are distributed so that the first N is assigned to the ground floor (vloer), the second N is assigned to the top floor (dak) and the rest is distributed evenly across the floors in between (midden). If a N equals the total number of appartements, then the appartements are classified as dakvloer.

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Secondly, the appartements are distributed horizontally on each floor. We assume two configurations for the layout of the appartements, single row or double row. The choice between single or double row depends on the number of appartements per floor and a random choice. If the number of appartements per floor is less than or equal three, then a single row layout is chosen, otherwise there is a 50% chance for a double row layout. Now, the number of hoek appartements are estimated based on the classification of the pand and the previously determined layout. If there are remaining appartements on the floor that are not classified as hoek, they are classified as tussen.

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3.3 Conversion of appartement types to pre-NTA8800 types

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The RVO (2022) study uses the pre-NTA8800 dwelling types, while the EP-Online database uses the NTA8800 dwelling types for the energy labels that are calculated with the NTA8800 method. This work relies on the results of the RVO (2022) study to estimate the energy label of dwellings, therefore we convert the previously determined NTA8800 appartement type to pre-NTA8800 types. Since there is no direct relation between the two classification, we can only estimate the pre-NTA8800 types.

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We assign the pre-NTA8800 type to the appartement based on the distribution of pre-NTA8800 types in the EP-Online database and the construction date of the dwelling, see Figure 5. For example, if the dwelling was built in the period of 1965-1974, there is an 84% chance that it receives the flatwoning (overig) pre-NTA8800 type.

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+Figure 5: Spreiding van pre-NTA8800 meergezinswoningtypen in de EP-Online database, EP-Online (2023) +
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3.4 Vormfactor

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The vormfactor is calculated as the fraction of the verliesoppervlakte and gebruiksoppervlakte. The verliesoppervlakte is the sum of all surface areas that envelope the dwelling, except the surfaces that are shared with another dwelling. The gebruiksoppervlakte is the area that is registered for the VBO in the BAG (VBO’s oppervlakte).

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We compute the vormfactor for each Pand. The required surface areas for calculating the verliesoppervlakte are part of the 3DBAG since version 2023.10.08. The vormfactor of an eengezinswoning is equivalent to the vormfactor of the Pand.

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For appartements, we assign a portion of the surface areas to each appartement, depending on their type (see Section 3.2.3). The total roof surface area is divided equally among the appartements on the roof floor. Only 95% of the total wall surface area is used to account for wall surfaces that cover hallways and other non-dwelling spaces in the pand. The wall surface area is then divided among each appartement in a way that the appartements on the hoek are assigned approximately 3x the wall surface area of a tussen appartement. The total ground surface area is divided equally among the appartements on the ground floor.

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3.5 Estimating the energy labels

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In order to determine the accurate energy label for a dwelling, the dwelling needs to be surveyed in-person by a qualified professional. This is not feasible to do on a national scale. However, we can estimate the type of the dwelling (Section 3.2) and we know the construction period from the BAG. In addition, we can calculate the vormfactor for eengezinswoningen accurately, and estimate the vormfactor for meergezinswoningen (see Section 3.4). Finally, from RVO (2022) we have a distribution of energy labels for each combination of the three parameters, dwelling type, construction period and vormfactor. Then the energy label of an individual dwelling is selected based on the likelihood of all labels in across the three variables.

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For example, given a dwelling with the parameters of dwelling type Flatwoning, construction period of 1965-1974 and a vormfactor in the range of 1,50-2,00, the estimated energy label for the dwelling depends on the range of available labels, C-G, and their probability (see Figure 1).

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Due to the gaps in the energy label distributions that are presented in RVO (2022) (see Section 2.1), there are situations where it is impossible to estimate the correct label for a VBO. For example, the VBO has a registered label B in EP-Online, however, RVO (2022) does not have data for label B and the parameters of the VBO. We consider such labels impossible, since with our method and the limitations of the RVO (2022) data, it is not possible to assign the correct label. Measuring the impossible labels allows us to evaluate the impact of the gaps in the RVO (2022) data and the sensitivity or our method.

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The individual labels are aggregated per neighborhood to estimate the energy label distributions for each neighborhood in the Netherlands.

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4 Validating the energy label estimation

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We validate our energy label estimation against the energy labels in the EP-Online (2023) database. We compare the estimated labels to the EP-Online labels in terms of deviation. The deviation is calculated as the numeric, signed distance from one label to the reference label. Where the distance from a worse label to a better label is positive. For example, the distance from A++++ to G is -10, the distance from G to A++++ is 10.

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The validation process measures the following aspects.

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  • Number of VBO that did not receive an energy label (due to a gap in the energy label distribution, see Section 2.1).

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  • Percent of labels that match the EP-Online labels exactly. For example the estimated label is A, then the EP-Online is also A for the selected VBO.

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  • Percent of labels that match the EP-Online labels with one label deviation. For example the estimated label is A, then the EP-Online can be any of A+, A, B.

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  • The median, mean, standard deviation, minimum and maximum of deviations per neighborhood, and for the complete data set.

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5 Results

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5.1 Dwelling types

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When comparing against the EP-Online data, our dwelling classification shows 87% accuracy for the eengezingswoningen, and 26% accuracy for the meergezinswoningen.

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5.2 Energy labels estimation

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From the available 5.385.950 input Pand objects, 4.847.298 received an energy label.
+Thus, 13% of objects did not receive a label. The missing labels are caused by the gaps in energy label distributions of the RVO (2022) .

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We have compared our energy label estimation to the labels available in EP-Online (2023). Figure 6 shows the distribution estimated (green) and ep-online energy labels for the dwellings that are registered on ep-online. We can observe that the most common estimated energy label is C, making up a bit over 25% of the labels. However, in the ep-online data set, the labels A and C each consitute to about 25% of the total labels.

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+ +
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+Figure 6: Distribution of estimated and ep-online energy labels for the dwellings that are registered on ep-online +
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We have found that the mean deviation from the EP-Online (2023) labels is -1,2, with a standard deviation of 2,1.
+In other words, on average our estimated labels are about one label below the EP-Online labels, with a standard deviation of two labels.

+

However, if we look at the deviations per label, we get a more detailed image. Figure 7 shows that our A+++, A++++ are on average 3-5 labels overestimated, while our E, F, G labels are on average 2-4 labels underestimated compared to the EP-Online data.

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+ +
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+Figure 7: Deviation of the estimated labels from the EP-Online labels +
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5.2.1 Considering only possible labels

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Due to the gaps in the energy label distributions of the RVO (2022) study, 32% of the dwellings have a label in EP-Online that is missing from the Voorbeeldwoningen 2022 data (see Section 2.1). In such cases, it is not possible to assign the correct energy label to the dwelling, since there is no probability for the label. If we limit our validation to those dwellings where the correct label does have a probability in energy label distributions, we gain insight on the impact of the gaps in the energy label distributions.

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When comparing only the possible labels, the mean deviation from the EP-Online (2023) labels is -0,6, with a standard deviation of 1,6.

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6 Conclusions

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The results show that the most common estimated energy label is C, with about X% of dwellings having this label. On average, the estimated labels are one label below the true label, with a standard deviation of two labels. The most accurate label is B, with with the lowest median deviation from the ep-online labels, followed by the label A.

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Our findings indicate that the NTA8800 energy labels in the EP-Online database have sufficient coverage to be used as a validation set for developing large area, national methods in the future. However, the energy labels that were determined with the NTA8800 method use a different appartement classification than what is used by the WoON 2018 and Voorbeeldwoningen 2022 studies. In our method we follow the appartement classification of the NTA8800 labels, therefore a conversion between the two classification is needed. For the conversion we follow the statistical distribution of appartement types that we found in the EP-Online data set, because to the best of our knowledge there is no deterministic method to do this conversion. Therefore, the appartement type conversion in itself adds more uncertainty to the energy label estimation of appartements.

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Due to the lack of national data on the 3D location of apartements, our method for estimating the horizontal and vertical position of an appartement is guesswork and thus inaccurate. Therefore in its current state we do not recommend to use results for meergezinswoningen. In our results, 44% of dwellings are appartements.

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Our results show that the gaps in the Voorbeeldwoningen 2022 energy label distributions have a significant impact on the accuracy of the estimated labels (see Section 5.2.1), impacting 32% of the estimated labels. For this reason we recommend to adapt the Voorbeeldwoningen study so that the energy label distributions are as complete as possible.

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7 References

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+EP-Online.” 2023. https://www.ep-online.nl/. +
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+RVO. 2022. “Voorbeeldwoningen 2022 - Bestaande Bouw.” Technical report RVO-231-2022/BR-DUZA. Rijksdienst voor Ondernemend Nederland. +
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+ +
+ + +
+ + + + + \ No newline at end of file diff --git a/docs/report.ipynb b/docs/report.ipynb new file mode 100644 index 0000000..8ba9f19 --- /dev/null +++ b/docs/report.ipynb @@ -0,0 +1,650 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Wijklabels\n", + "\n", + "Balázs Dukai, Ravi Peters \n", + "2024-02-12" + ], + "id": "82f599cd-e8eb-4985-88ad-33f64f1fdb74" + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "\n", + "from wijklabels.woningtype import Bouwperiode" + ], + "id": "6b2f0d19" + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 1. Summary\n", + "\n", + "The Voorbeeldwoningen 2022 study describes the distribution of energy\n", + "labels per vormfactor range for each dwelling type of the WoON 2018\n", + "study. The latest release of the 3DBAG data set (`2023.10.08`) provides\n", + "the surface areas for calculating the vormfactor for each Pand. This\n", + "work explores the possibility of calculating the vormfactor for each\n", + "dwelling within a Pand and applying the energy label distributions of\n", + "the Voorbeeldwoningen 2022 study to estimate the energy label\n", + "distribution of each neighborhood of the Netherlands.\n", + "\n", + "We validate our estimated energy labels against the labels registered in\n", + "the EP-Online database. The validation shows varying deviation between\n", + "the estimated and EP-Online labels. The labels *A* and *B* have 0 median\n", + "deviation, the labels *A+*, *A++* are one label overestimated, the\n", + "labels *C*, *D* are one label underestimated. The rest of the labels\n", + "have a deviation of two labels or more from the EP-Online labels.\n", + "\n", + "There are two major limitations that impact the accuracy of the results.\n", + "First, the 3D location of appartements is not known, therefore strong\n", + "assumptions are made on the interior layout of a Pand, leading to a\n", + "mainly inaccurate estimation of the appartament subtypes. This\n", + "inaccuracy propagates to the estimation of the vormfactor and then\n", + "energy label of appartements. Second, the energy label distributions in\n", + "the Voorbeeldwoningen 2022 study are incomplete, therefore 14% of the\n", + "input dwelling could not receive an energy label, and 32% of the\n", + "validated dwellings have an energy label that is not possible to assign\n", + "due to missing data in the Voorbeeldwoningen 2022 study.\n", + "\n", + "# 2. Data sources\n", + "\n", + "## 2.1 Spreiding van energielabels\n", + "\n", + "The RVO (2022) study provides a representative sample of energy label\n", + "distributions per dwelling type and construction period. The\n", + "distribution is two-dimensional, one dimension is the energy label, the\n", + "second dimension is the vormfactor of the dwelling. However, the\n", + "described distributions are not continuous. For example, in case of\n", + "Flatwoningen from the period 1965-1974, there is no data in the\n", + "vormfactor range 1,00-1,50 and labels A+++-D, see\n", + "Figure 1. Such\n", + "gaps have a significant impact on the quality of our results (see\n", + "Section 5.2.1).\n", + "\n", + "If the dwelling has a vormfactor in a range where there is no energy\n", + "label data in the distribution, the dwelling is not assigned an energy\n", + "label.\n", + "\n", + "The energy label distributions were extracted from the Excel file\n", + "`Illustraties spreiding Energielabel in WoON2018 per Voorbeeldwoning 2022 - 2023 01 25.xlsx`,\n", + "which we received from RVO.\n", + "\n", + "
\n", + "\n", + "
Figure 1: Energy label distribution of flatwoningen, RVO\n", + "(2022)
\n", + "
\n", + "\n", + "## 2.2 BAG and 3DBAG\n", + "\n", + "The\n", + "[BAG](https://www.kadaster.nl/zakelijk/registraties/basisregistraties/bag)\n", + "data set is the official register of buildings and addresses of the\n", + "Netherlands. The BAG contains two object types that are relevant for\n", + "this study, *Pand* and *Verblijfsobject (VBO)*. Each VBO contains\n", + "information about its usage in the `gebruiksdoel` attribute. For this\n", + "study, only those VBO are usere which usage includes `woonfunctie`. The\n", + "[3DBAG](https://3dbag.nl) is an extension of the BAG data set,\n", + "containing the outer 3D shell of the Pand objects. The 3DBAG does not\n", + "contain information on the VBOs. We used the 3DBAG version `2023.10.08`.\n", + "The 3DBAG `2023.10.08` is based on the BAG 2.0 Extract with a release\n", + "date of *08.09.2023*.\n", + "\n", + "The BAG extract of `08.09.2023` contains *10.877.129* Pand objects and\n", + "*10.144.833* Verblijfsobjecten. \n", + "The 3DBAG version `2023.10.08` that is based the mentioned BAG extract,\n", + "contains *10.360.281* Pand objects. \n", + "The party walls dataset, that is based on the 3DBAG, contains\n", + "*10.363.460* Pand objects. \n", + "There are *5.646.848* Pand and *8.721.692* VBO with gebruiksdoel that\n", + "includes `woonfunctie`.\n", + "\n", + "In the span of 2023, the project “Levering databestand 3D-BAG” funded by\n", + "RVO, extended the 3DBAG with 3D surface areas. The surface information\n", + "is included in the 3DBAG since version `2023.10.08`. However, we used\n", + "the CSV file (`3dbag_v20231008_rvo_export.csv`) that was delivered\n", + "directly to RVO. The reason for using the CSV file is purely to simplify\n", + "the data preparation process.\n", + "\n", + "## 2.3 Construction year\n", + "\n", + "The RVO (2022) study determines at most seven construction year periods,\n", + "depending on the dwelling type. We adhere to the same periods for\n", + "categorizing the buildings on their construction year. The periods are\n", + "listed in\n", + "Table 1\n", + "together with the count of dwellings in the results." + ], + "attachments": { + "images/woon2022_spreiding.png": { + "image/png": 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hGhF7+zlCQD17DOR6VVBkZPnJjMp3vEJVZmOtS5WdX30PtgghhBBCCCGqzt5+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+ } + }, + "id": "d6e47a45-c110-43f0-aefb-4ac1389d5923" + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "df = pd.read_csv(\n", + " '/home/balazs/Development/wijklabels/tests/data/output/labels_individual.csv',\n", + " usecols=[\"bouwperiode\", \"woningtype\", \"woningtype_pre_nta8800\"],\n", + " converters={\n", + " \"bouwperiode\": Bouwperiode.from_str\n", + " }\n", + ")\n", + "total = df.count().iloc[0] # count non-NA (!) cells\n", + "pt_crosstab = pd.crosstab(\n", + " df[\"bouwperiode\"],\n", + " columns=df[\"woningtype_pre_nta8800\"],\n", + " margins=True,\n", + " margins_name=\"Totaal\"\n", + ")\n", + "ct = pt_crosstab.apply(\n", + " lambda col: list(map(lambda cnt: f\"{cnt} ({round(cnt / total * 100)}%)\", col))\n", + ").replace(\n", + " \"0 (0%)\", \"\"\n", + ").reset_index(\n", + " drop=False\n", + ")\n", + "ct.columns.name = \"Woningtype\"\n", + "ct[\"Bouwperiode\"] = ct[\"bouwperiode\"].apply(\n", + " lambda bp: bp.format_pretty() if bp != \"Totaal\" else bp\n", + ")\n", + "ct.drop(\"bouwperiode\", axis=1, inplace=True)\n", + "ct.set_index(\"Bouwperiode\", inplace=True)\n", + "ct" + ], + "id": "298c00b0-03c1-45f4-b397-3efe14977327" + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 2.4 CBS Neighborhoods\n", + "\n", + "The neighborhoods are used for aggregating the dwelling energy labels.\n", + "The neighborhood boundaries are retrieved from the Centraal Bureau voor\n", + "de Statistiek. The BAG Pand objects are assigned to a neighborhood with\n", + "an intersection test. Every BAG Pand is assigned to only one\n", + "neighborhood.\n", + "\n", + "Version of CBS Wijken en Buurten: 2022 v1, [link to\n", + "data](https://service.pdok.nl/cbs/wijkenbuurten/2022/atom/downloads/wijkenbuurten_2022_v1.gpkg)\n", + "\n", + "## 2.5 EP-Online for validation\n", + "\n", + "*“EP-Online is de officiële landelijke database waarin energielabels en\n", + "energieprestatie-indicatoren van gebouwen zijn opgenomen.” “EP-Online”\n", + "(2023)* We use the energy labels from EP-Online as “ground truth” for\n", + "the validation of our estimated labels. Therefore, we assessed if we can\n", + "consider the set of dwellings with a registered label on EP-Online a\n", + "reliable reliable reference for comparison.\n", + "\n", + "The EP-Online database contains energy labels that were determined using\n", + "different methods. We only use the labels that were determined with the\n", + "NTA8800 method. That is, the `Pand_berekeningstype` contains `NTA 8800`.\n", + "In total, these records constitue to *1.284.241* VBOs.\n", + "\n", + "Figure 2\n", + "shows that both the BAG and the EP-Online data set have a very similar\n", + "distribution of dwellings across all construction year periods. This\n", + "indicates that the registered energy labels in EP-Online represent well\n", + "the complete set of dwellings in the Netherlands, when considering the\n", + "construction period.\n", + "\n", + "
\n", + "\n", + "
Figure 2: Spreiding van woningen per bouwperiode in de BAG\n", + "en in de EP-Online gegevens
\n", + "
\n", + "\n", + "Figure 3\n", + "shows that both the BAG and the EP-Online data set have a very similar\n", + "distribution of dwellings across all dwelling types. This indicates that\n", + "the registered energy labels in EP-Online represent well the complete\n", + "set of dwellings in the Netherlands, when considering the dwelling\n", + "types. However, there are two caveats that need to be considered here.\n", + "Firstly, the comparison does not include the apartment subtypes, only\n", + "the main *apartement* type. This is, because there is no reliable method\n", + "for determining the apartment subtypes for the complete BAG data set.\n", + "Secondly, the dwelling types of the BAG were estimated by ourselves,\n", + "because there we do not have authoritative dwelling type information for\n", + "the whole BAG data set (see\n", + "Section 3.2).\n", + "\n", + "
\n", + "\n", + "
Figure 3: Spreiding van woningen per woningtype in de BAG en\n", + "in de EP-Online gegevens
\n", + "
\n", + "\n", + "Figure 4 shows that\n", + "75% of neighborhoods have a coverage of 4-19%, while 50% of the\n", + "neighborhoods has 8% coverage or less. Nearly all neighborhoods have at\n", + "least 3% coverage. This indicates that nearly all neighborhoods have\n", + "reference labels available in the EP-Online data set.\n", + "\n", + "
\n", + "\n", + "
Figure 4: Energielabeldekking van woningen in de\n", + "buurten
\n", + "
\n", + "\n", + "From the these analysis we conclude that the EP-Online database is a\n", + "reliable reference for validating our estimated energy labels.\n", + "\n", + "# 3. Method\n", + "\n", + "This work estimates the vormfactor for individual dwellings and the\n", + "energy label distribution of neighborhoods of the Netherlands. Due to\n", + "the lack of suitable, national data, we worked with often severe\n", + "assumptions on the parameters of a dwelling. The steps for these\n", + "assumptions are listed below in their order in the energy label\n", + "estimation process.\n", + "\n", + "1. Estimating the number of floors of a Pand.\n", + "2. Estimating the type of a dwelling, both for eengezinswoningen and\n", + " meergezinswoningen.\n", + "3. Converting from a NTA8800 appartament type (e.g. *apartement -\n", + " hoekdak*) to a pre-NTA8800 appartament type (e.g. *galerij*).\n", + "4. Estimating the vormfactor of an appartement. Even if the exact\n", + " number of floors and the correct appartement type, such as *hoekdak*\n", + " were known, it wouldn’t be possible to exactly calculate the\n", + " vormfactor appartaments, due to the variations in internal layouts\n", + " of buildings. However, it would be possible to make a much more\n", + " accurate estimation.\n", + "5. Estimating the energy label of an individual dwelling from the\n", + " probability of energy labels documented in the Voorbeelwoningen 2022\n", + " study.\n", + "\n", + "## 3.1 Number of floors\n", + "\n", + "The number of floors of a Pand is required for distributing the VBO-s\n", + "across the floors in a meergezinswoning. We compute the number of floors\n", + "by dividing the gebruiksoppervlakte by the area of the roofprint taken\n", + "from the 3DBAG. The gebruiksoppervlakte is the sum of each VBO’s\n", + "`oppervlakte` of a Pand in the BAG. The roofprint area is the [totale\n", + "oppervlakte begane\n", + "grond](https://docs.3dbag.nl/nl/schema/attributes/#b3_opp_grond),\n", + "without any underground parts. The resulting value is rounded up to the\n", + "nearest whole number, which gives us the number of floors.\n", + "\n", + "## 3.2 Dwelling types\n", + "\n", + "Dwellings are classified into distinct types. The current\n", + "classification, as used by the NTA8800 method, is listed in\n", + "Table 2. In case of\n", + "appartements, hoek/tussen refers to the horizontal position of the\n", + "appartement in the building, while vloer/midden/dak/dakvloer refers to\n", + "its vertical position. For the sake of simplicity, we refer to this\n", + "classification as **NTA8800-types**.\n", + "\n", + "| Eengezinswoningen | Meergezinswoningen |\n", + "|--------------------|------------------------------|\n", + "| vrijstaande woning | appartement - hoekvloer |\n", + "| 2 onder 1 kap | appartement - hoekmidden |\n", + "| rijwoning tussen | appartement - hoekdak |\n", + "| rijwoning hoek | appartement - hoekdakvloer |\n", + "| | appartement - tussenvloer |\n", + "| | appartement - tussenmidden |\n", + "| | appartement - tussendak |\n", + "| | appartement - tussendakvloer |\n", + "\n", + "Table 2: Dwelling types used by the NTA8800 method\n", + "\n", + "Before the introduction of the NTA8800 method, dwellings were classified\n", + "slightly differently, see\n", + "Table 3. This\n", + "is the classification used by the RVO (2022) study. For the sake of\n", + "simplicity, we refer to this classification as **pre-NTA8800-types**.\n", + "\n", + "| Eengezinswoningen | Meergezinswoningen |\n", + "|--------------------|--------------------|\n", + "| vrijstaande woning | maisonette |\n", + "| 2 onder 1 kap | galerij |\n", + "| rijwoning tussen | portiek |\n", + "| rijwoning hoek | flat (overig) |\n", + "\n", + "Table 3: Dwelling types used in RVO (2022)\n", + "\n", + "The types of the single family houses are equivalent before and after\n", + "NTA8800. On the other hand, there is no clear relation between the types\n", + "of the meergezingswoningen before and after NTA8800.\n", + "\n", + "This work requires that we know both the *NTA8800* and the *pre-NTA8800*\n", + "type of each dwelling. The *pre-NTA8800* type is needed, because that is\n", + "used by RVO (2022), and the *NTA8800* type is needed, because that is\n", + "used by the validation data on EP-Online.\n", + "\n", + "We first estimate the *NTA8800* type and then convert that to a\n", + "*pre-NTA8800* type. The classification of eengezinswoningen is fairly\n", + "straightforward and can be done using a conventional GIS analysis on the\n", + "BAG polygons. Classifying the meergezingswoningen is much harder because\n", + "this depends on the interior architecture of a Pand, and we have no\n", + "knowledge of this from our input datasets. Therefore a number of strong\n", + "assumptions and educated guesses had to be made to come up with a\n", + "method.\n", + "\n", + "### 3.2.1 Classification of a Pand\n", + "\n", + "Each BAG Pand are classified by clustering the intersecting BAG\n", + "geometries. For example, a row of five row-houses forms one cluster,\n", + "because they form a group of connected objects. We determine the types\n", + "*vrijstaand/2 onder 1 kap/rijwoning* from the number of buildings in the\n", + "cluster. In case of a *rijwoning*, we determine its position\n", + "*hoek/tussen* from the number intersections with other buildings in the\n", + "cluster.\n", + "\n", + "Misclassification occurs if the intersections are incorrectly\n", + "determined, usually, because there is a small gap between BAG polygons\n", + "that are supposed to be touching. Thus, in order to improve the\n", + "classification of eengezinswoningen, the BAG polygons need topological\n", + "correction so the gaps and overlaps are corrected.\n", + "\n", + "### 3.2.2 Eengezinswoningen\n", + "\n", + "If a pand only contains a single VBO, then we consider the VBO an\n", + "*eengezinswoning* and the VBO receives the classification of the Pand.\n", + "\n", + "### 3.2.3 Meergezinswoningen\n", + "\n", + "The meergezingswoningen consist of a single main type, *appartement*. If\n", + "a Pand contains more than one VBO, then all of its VBOs are classified\n", + "as *appartement*.\n", + "\n", + "The *appartement* subtypes are determined from the vertical and\n", + "horizonal position of the VBO within the pand. Firstly, the VBO-s are\n", + "distributed across the floors (see\n", + "Section 3.1) of the Pand\n", + "to determine their vertical position. Each floor is assigned the same\n", + "number of appartements, which is calculated by dividing the number of\n", + "VBO-s by the number of floors. We call the *number of appartements per\n", + "floor* `N`. Then the total appartements in the pand are distributed so\n", + "that the first `N` is assigned to the ground floor (*vloer*), the second\n", + "`N` is assigned to the top floor (*dak*) and the rest is distributed\n", + "evenly across the floors in between (*midden*). If a `N` equals the\n", + "total number of appartements, then the appartements are classified as\n", + "*dakvloer*.\n", + "\n", + "Secondly, the appartements are distributed horizontally on each floor.\n", + "We assume two configurations for the layout of the appartements, single\n", + "row or double row. The choice between single or double row depends on\n", + "the number of appartements per floor and a random choice. If the number\n", + "of appartements per floor is less than or equal three, then a single row\n", + "layout is chosen, otherwise there is a 50% chance for a double row\n", + "layout. Now, the number of *hoek* appartements are estimated based on\n", + "the classification of the pand and the previously determined layout. If\n", + "there are remaining appartements on the floor that are not classified as\n", + "*hoek*, they are classified as *tussen*.\n", + "\n", + "## 3.3 Conversion of appartement types to pre-NTA8800 types\n", + "\n", + "The RVO (2022) study uses the pre-NTA8800 dwelling types, while the\n", + "EP-Online database uses the NTA8800 dwelling types for the energy labels\n", + "that are calculated with the NTA8800 method. This work relies on the\n", + "results of the RVO (2022) study to estimate the energy label of\n", + "dwellings, therefore we convert the previously determined NTA8800\n", + "appartement type to pre-NTA8800 types. Since there is no direct relation\n", + "between the two classification, we can only estimate the pre-NTA8800\n", + "types.\n", + "\n", + "We assign the pre-NTA8800 type to the appartement based on the\n", + "distribution of pre-NTA8800 types in the EP-Online database and the\n", + "construction date of the dwelling, see\n", + "Figure 5. For\n", + "example, if the dwelling was built in the period of 1965-1974, there is\n", + "an 84% chance that it receives the *flatwoning (overig)* pre-NTA8800\n", + "type.\n", + "\n", + "
\n", + "\n", + "
Figure 5: Spreiding van pre-NTA8800 meergezinswoningtypen in\n", + "de EP-Online database, EP-Online\n", + "(2023)
\n", + "
\n", + "\n", + "## 3.4 Vormfactor\n", + "\n", + "The vormfactor is calculated as the fraction of the verliesoppervlakte\n", + "and gebruiksoppervlakte. The verliesoppervlakte is the sum of all\n", + "surface areas that envelope the dwelling, except the surfaces that are\n", + "shared with another dwelling. The gebruiksoppervlakte is the area that\n", + "is registered for the VBO in the BAG (VBO’s `oppervlakte`).\n", + "\n", + "We compute the vormfactor for each Pand. The required surface areas for\n", + "calculating the verliesoppervlakte are part of the 3DBAG since version\n", + "`2023.10.08`. The vormfactor of an eengezinswoning is equivalent to the\n", + "vormfactor of the Pand.\n", + "\n", + "For appartements, we assign a portion of the surface areas to each\n", + "appartement, depending on their type (see\n", + "Section 3.2.3). The\n", + "total roof surface area is divided equally among the appartements on the\n", + "roof floor. Only 95% of the total wall surface area is used to account\n", + "for wall surfaces that cover hallways and other non-dwelling spaces in\n", + "the pand. The wall surface area is then divided among each appartement\n", + "in a way that the appartements on the hoek are assigned approximately 3x\n", + "the wall surface area of a tussen appartement. The total ground surface\n", + "area is divided equally among the appartements on the ground floor.\n", + "\n", + "## 3.5 Estimating the energy labels\n", + "\n", + "In order to determine the accurate energy label for a dwelling, the\n", + "dwelling needs to be surveyed in-person by a qualified professional.\n", + "This is not feasible to do on a national scale. However, we can estimate\n", + "the type of the dwelling\n", + "(Section 3.2) and we\n", + "know the construction period from the BAG. In addition, we can calculate\n", + "the vormfactor for eengezinswoningen accurately, and estimate the\n", + "vormfactor for meergezinswoningen (see\n", + "Section 3.4). Finally,\n", + "from RVO (2022) we have a distribution of energy labels for each\n", + "combination of the three parameters, dwelling type, construction period\n", + "and vormfactor. Then the energy label of an individual dwelling is\n", + "selected based on the likelihood of all labels in across the three\n", + "variables.\n", + "\n", + "For example, given a dwelling with the parameters of dwelling type\n", + "*Flatwoning*, construction period of *1965-1974* and a vormfactor in the\n", + "range of *1,50-2,00*, the estimated energy label for the dwelling\n", + "depends on the range of available labels, *C-G*, and their probability\n", + "(see\n", + "Figure 1).\n", + "\n", + "Due to the gaps in the energy label distributions that are presented in\n", + "RVO (2022) (see\n", + "Section 2.1), there are\n", + "situations where it is impossible to estimate the correct label for a\n", + "VBO. For example, the VBO has a registered label *B* in EP-Online,\n", + "however, RVO (2022) does not have data for label *B* and the parameters\n", + "of the VBO. We consider such labels *impossible*, since with our method\n", + "and the limitations of the RVO (2022) data, it is not possible to assign\n", + "the correct label. Measuring the *impossible* labels allows us to\n", + "evaluate the impact of the gaps in the RVO (2022) data and the\n", + "sensitivity or our method.\n", + "\n", + "The individual labels are aggregated per neighborhood to estimate the\n", + "energy label distributions for each neighborhood in the Netherlands.\n", + "\n", + "# 4. Validating the energy label estimation\n", + "\n", + "We validate our energy label estimation against the energy labels in the\n", + "“EP-Online” (2023) database. We compare the estimated labels to the\n", + "EP-Online labels in terms of *deviation*. The *deviation* is calculated\n", + "as the numeric, signed distance from one label to the reference label.\n", + "Where the distance from a worse label to a better label is positive. For\n", + "example, the distance from *A++++* to *G* is *-10*, the distance from\n", + "*G* to *A++++* is *10*.\n", + "\n", + "The validation process measures the following aspects.\n", + "\n", + "- Number of VBO that did not receive an energy label (due to a gap in\n", + " the energy label distribution, see\n", + " Section 2.1).\n", + "\n", + "- Percent of labels that match the EP-Online labels exactly. For\n", + " example the estimated label is *A*, then the EP-Online is also *A*\n", + " for the selected VBO.\n", + "\n", + "- Percent of labels that match the EP-Online labels with one label\n", + " deviation. For example the estimated label is *A*, then the\n", + " EP-Online can be any of *A+*, *A*, *B*.\n", + "\n", + "- The median, mean, standard deviation, minimum and maximum of\n", + " *deviations* per neighborhood, and for the complete data set.\n", + "\n", + "# 5. Results\n", + "\n", + "## 5.1 Dwelling types\n", + "\n", + "When comparing against the EP-Online data, our dwelling classification\n", + "shows 87% accuracy for the eengezingswoningen, and 26% accuracy for the\n", + "meergezinswoningen.\n", + "\n", + "## 5.2 Energy labels estimation\n", + "\n", + "From the available *5.385.950* input Pand objects, *4.847.298* received\n", + "an energy label. \n", + "Thus, *13%* of objects did not receive a label. The missing labels are\n", + "caused by the gaps in energy label distributions of the RVO (2022) .\n", + "\n", + "We have compared our energy label estimation to the labels available in\n", + "“EP-Online” (2023).\n", + "Figure 6 shows the\n", + "distribution estimated (green) and ep-online energy labels for the\n", + "dwellings that are registered on ep-online. We can observe that the most\n", + "common estimated energy label is *C*, making up a bit over 25% of the\n", + "labels. However, in the ep-online data set, the labels *A* and *C* each\n", + "consitute to about 25% of the total labels.\n", + "\n", + "
\n", + "\n", + "
Figure 6: Distribution of estimated and ep-online energy\n", + "labels for the dwellings that are registered on ep-online
\n", + "
\n", + "\n", + "We have found that the mean deviation from the “EP-Online” (2023) labels\n", + "is **-1,2**, with a standard deviation of **2,1**. \n", + "In other words, on average our estimated labels are about one label\n", + "below the EP-Online labels, with a standard deviation of two labels.\n", + "\n", + "However, if we look at the deviations per label, we get a more detailed\n", + "image. Figure 7 shows\n", + "that our *A+++, A++++* are on average 3-5 labels overestimated, while\n", + "our *E, F, G* labels are on average 2-4 labels underestimated compared\n", + "to the EP-Online data.\n", + "\n", + "
\n", + "\n", + "
Figure 7: Deviation of the estimated labels from the\n", + "EP-Online labels
\n", + "
\n", + "\n", + "### 5.2.1 Considering only possible labels\n", + "\n", + "Due to the gaps in the energy label distributions of the RVO (2022)\n", + "study, *32%* of the dwellings have a label in EP-Online that is missing\n", + "from the Voorbeeldwoningen 2022 data (see\n", + "Section 2.1). In such\n", + "cases, it is not possible to assign the correct energy label to the\n", + "dwelling, since there is no probability for the label. If we limit our\n", + "validation to those dwellings where the correct label does have a\n", + "probability in energy label distributions, we gain insight on the impact\n", + "of the gaps in the energy label distributions.\n", + "\n", + "When comparing only the possible labels, the mean deviation from the\n", + "“EP-Online” (2023) labels is **-0,6**, with a standard deviation of\n", + "**1,6**.\n", + "\n", + "# 6. Conclusions\n", + "\n", + "The results show that the most common estimated energy label is *C*,\n", + "with about X% of dwellings having this label. On average, the estimated\n", + "labels are one label below the true label, with a standard deviation of\n", + "two labels. The most accurate label is *B*, with with the lowest median\n", + "deviation from the ep-online labels, followed by the label *A*.\n", + "\n", + "Our findings indicate that the NTA8800 energy labels in the EP-Online\n", + "database have sufficient coverage to be used as a validation set for\n", + "developing large area, national methods in the future. However, the\n", + "energy labels that were determined with the NTA8800 method use a\n", + "different appartement classification than what is used by the WoON 2018\n", + "and Voorbeeldwoningen 2022 studies. In our method we follow the\n", + "appartement classification of the NTA8800 labels, therefore a conversion\n", + "between the two classification is needed. For the conversion we follow\n", + "the statistical distribution of appartement types that we found in the\n", + "EP-Online data set, because to the best of our knowledge there is no\n", + "deterministic method to do this conversion. Therefore, the appartement\n", + "type conversion in itself adds more uncertainty to the energy label\n", + "estimation of appartements.\n", + "\n", + "Due to the lack of national data on the 3D location of apartements, our\n", + "method for estimating the horizontal and vertical position of an\n", + "appartement is guesswork and thus inaccurate. Therefore in its current\n", + "state we do not recommend to use results for meergezinswoningen. In our\n", + "results, 44% of dwellings are appartements.\n", + "\n", + "Our results show that the gaps in the Voorbeeldwoningen 2022 energy\n", + "label distributions have a significant impact on the accuracy of the\n", + "estimated labels (see\n", + "Section 5.2.1),\n", + "impacting 32% of the estimated labels. For this reason we recommend to\n", + "adapt the Voorbeeldwoningen study so that the energy label distributions\n", + "are as complete as possible.\n", + "\n", + "# 7. References\n", + "\n", + "“EP-Online.” 2023. .\n", + "\n", + "RVO. 2022. “Voorbeeldwoningen 2022 - Bestaande Bouw.” Technical report\n", + "RVO-231-2022/BR-DUZA. Rijksdienst voor Ondernemend Nederland." + ], + "attachments": { + "images/bouwperiode_dist.png": { + "image/png": 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AAGyKQAgAAAAANkUgBAAAAACbIhACAAAAgE0RCAEAAADApgiEAAAAAGBTBEIA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\n6hoBAACKiuxfZGWHwoJmjNG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cWrZsmb755hudO3dOHTp0UFZWliTpl19+UVZWliZNmqQf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\nT6tbt24uy5ctW6ZZs2bJy8tLXl5euv322yVJpUqV0rBhw3L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MND/99JN54okn\nTEhIiDl48KC7S8tXJ0+eNJs3bzabN282ksybb75pNm/ebJ1Vd+zYsSYkJMTMnz/fbNmyxXTq1MlU\nqFDBnDlzxs2V37innnrKBAcHmxUrVrh81k+fPm2NKcrv9yFDhpiVK1ea3bt3my1btpghQ4YYh8Nh\nFi1aZIwp2r3n5tKzjBpTtPsfNGiQWbFihdm9e7f55ptvTJs2bUypUqXMoUOHjDFFu3dcRCDEVTl9\n+rRp27atCQ0NNd7e3iY6Oto8/vjjOb4MHT161Dz44IMmICDABAUFmccee8ycPHnSTVUXnNwCYVHs\n/cyZM+buu+82kZGRxsfHx0RERJiOHTua7777zmVcUezdmP9dbiG32/Lly61xRbX/qVOn5tr7sGHD\nrDFnzpwxffv2NcWLFzd+fn7m7rvvdgmMRcm7775roqKijI+Pj7nlllvMunXr3F1Svlu+fHmur3n3\n7t2NMRcvPfHyyy+b0qVLG6fTaW6//XaTnJzs3qLzSV6f9alTp1pjivL7vWfPniY6Otr4+PiY0NBQ\nc/vtt1th0Jii3Xtu/hwIi3L/999/v4mIiDA+Pj6mTJky5v777zc7duyw1hfl3nGRwxhjCm9/JAAA\nAADgr4JjCAEAAADApgiEAAAAAGBTBEIAAAAAsCkCIQAAAADYFIEQAAAAAGyKQAgAAAAANkUgBAAA\nAACbIhACANxu8uTJatu27Q3N8f7776tDhw75VFH+a9mypZ555plC2VaPHj3UuXPnG5ojMTFRISEh\n+VLPpfKjNgBA/iEQAsB16NGjhxwOhxwOh3x8fBQTE6ORI0fq/Pnz7i7tihwOh+bNm+fuMixnz57V\nyy+/rGHDhlnLFi9erMqVKysoKEiPPvqozp07Z607fvy4KleurN9++81lnp49e+r777/X6tWrC632\nwjZ8+HDVqVPH3WUUqj179sjhcCgpKalQt1tQgRgA/moIhABwnWJjY5WSkqLt27dr0KBBGj58uF5/\n/fXrmuvChQvKysrK5wr/Hj799FMFBQWpWbNmkqSsrCw99NBD6tOnj9auXauNGzfqgw8+sMYPGTJE\nffr0UXR0tMs8Pj4+euihh/TOO+8Uav0AAPydEQgB4Do5nU6Fh4crOjpaTz31lNq0aaPPPvtMkpSR\nkaFnn31WZcqUkb+/vxo1aqQVK1ZYj83e+/DZZ5+pevXqcjqd2rt3rzIyMvT888+rXLlycjqdiomJ\n0eTJk63Hbdu2TXFxcQoICFDp0qX16KOP6siRI9b6li1bqn///ho8eLBKlCih8PBwDR8+3Fpfvnx5\nSdLdd98th8Nh3d+5c6c6deqk0qVLKyAgQA0bNtSSJUtc+k1JSdGdd96pYsWKqUKFCpo+fbrKly+v\nt956yxqTlpam3r17KzQ0VEFBQWrdurV++OGHyz6PM2fOdPmp55EjR3TkyBH17dtXNWrUUMeOHfXz\nzz9Lkr799ltt2LBBAwYMyHWuDh066LPPPtOZM2dyXf/BBx8oMjIyR/ju1KmTevbsedXPRfny5TV6\n9Gj17NlTgYGBioqKcgmtecnKysrztZEu//wlJiZqxIgR+uGHH6y904mJiZfd3htvvKGIiAiVLFlS\n8fHxyszMtNZd6T2am/nz56tevXry9fVVxYoVNWLEiMvuFb9w4YISEhIUEhKikiVLavDgwTLGuIxZ\nuHChbr31VmvMXXfdpZ07d1rrK1SoIEmqW7euHA6HWrZsKUnasGGD7rjjDpUqVUrBwcFq0aKFvv/+\ne+txxhgNHz5cUVFRcjqdioyMVP/+/a+q/xUrVuixxx7T8ePHref6z68VABQVBEIAyCfFihWzftrY\nr18/rV27VjNnztSWLVt03333KTY2Vtu3b7fGnz59Wq+++qr+85//6Mcff1RYWJi6deumGTNm6J13\n3tHPP/+sSZMmKSAgQNLFsNC6dWvVrVtXGzdu1MKFC5WamqquXbu61DFt2jT5+/tr/fr1eu211zRy\n5EgtXrxY0sUv0ZI0depUpaSkWPdPnTql9u3ba+nSpdq8ebNiY2PVoUMH7d2715q3W7duOnDggFas\nWKHZs2frgw8+0KFDh1y2fd999+nQoUP66quvtGnTJtWrV0+33367jh07lufztmbNGjVo0MC6Hxoa\nqoiICC1atEinT5/W6tWrVatWLWVmZuqpp57SpEmT5OnpmetcDRo00Pnz57V+/fpc19933306evSo\nli9fbi07duyYFi5cqIcffviqnwtJGjdunBo0aKDNmzerb9++euqpp5ScnJxnn9LlX5srPX/333+/\nBg0apBo1aiglJUUpKSm6//7789zW8uXLtXPnTi1fvlzTpk1TYmKiS4C8mvfopVavXq1u3bppwIAB\n+umnnzRp0iQlJibqlVdeybOGcePGKTExUVOmTNGaNWt07NgxzZ0712VMenq6EhIStHHjRi1dulQe\nHh66++67rdD+3XffSZKWLFmilJQUzZkzR5J08uRJde/eXWvWrNG6det00003qX379jp58qQkafbs\n2Ro/frwmTZqk7du3a968eapZs+ZV9d+0aVO99dZbCgoKsp7rZ599Ns8+AeBvzQAArln37t1Np06d\njDHGZGVlmcWLFxun02meffZZ89tvvxlPT0/z+++/uzzm9ttvN0OHDjXGGDN16lQjySQlJVnrk5OT\njSSzePHiXLc5atQo07ZtW5dl+/btM5JMcnKyMcaYFi1amFtvvdVlTMOGDc3zzz9v3Zdk5s6de8Ue\na9SoYd59911jjDE///yzkWQ2bNhgrd++fbuRZMaPH2+MMWb16tUmKCjInD171mWeSpUqmUmTJuW6\njT/++MNIMqtWrXJZvnr1atOgQQNTvnx507dvX3Pu3DkzcuRIM2DAALNt2zbTtGlTU7lyZau+SxUv\nXtwkJib+v/buP6aq8oHj+OfqFb0WQ2Rg9y66d0ZAhTZvscIKp7Ew180fySRJSRvWcIuK+qPlTLfW\nD4202mTGLIc5WVvOpbgpYLDChuaAkdk18NqPDSPU3G6oweV8/3CecUXgeq19q/N+/cU5zz3nOc9z\nDux+eM55zpDtmjt3rrF8+XJzefPmzYbL5TJCoVBEfWEYhuF2u40nn3zSXO7v7zeSkpKM8vLyIfcx\n0rmJpP9ee+0146677hqyjssKCwsNt9tt9PX1mevy8vKMRYsWGYZhRHyNxsXFhZW98cYbYZ/ftm2b\n4XQ6hzwOp9NprFu3zlzu7e01br75ZvN352p+++03Q5LR1tZmGIZhBAIBQ5LR3Nw8bJtDoZARGxtr\n7N692zAMwygrKzNSU1ONP//8c9Bno2k/APxX2f9vSRQA/uX27NmjG2+8Ub29veZzb2vWrFF9fb1C\noZBSU1PDPn/x4kUlJCSYyzExMZo6daq53NLSotGjR2vGjBlXra+1tVVffPGFOWI4UEdHh1nfwH1K\nktPpHDSSd6VgMKg1a9aourpanZ2d6uvr0/nz581RMb/fL7vdLq/Xa26TkpKi+Pj4sOMLBoNhbZSk\n8+fPh90CeGWZJI0bNy5s/QMPPGCOXkrS8ePHVVlZqebmZmVnZ6ukpESPPPKIMjIylJ2dHdZmh8Oh\nnp6eIdtaUFCgoqIibdq0SWPHjtX27duVn5+vUaNGRdQXlw2s02az6aabbhqxn4c7N9H033DuvPPO\nsJFUp9OptrY2SVJbW1tE1+hAra2tamxsDBsRDIVCunDhgnp6ejR+/Piwz587d06dnZ269957zXV2\nu1333HNP2G2jP/zwg1avXq2mpiZ1d3ebI4M//fSTMjIyhmzfr7/+qlWrVqm+vl5dXV0KhULq6ekx\nz1NeXp42btyoyZMna/bs2ZozZ458Pp/sdntU7QeA/yoCIQBEaebMmSovL1dMTIxcLpfs9kt/UoPB\noEaPHq0jR44MurVxYJhzOByy2Wxhy8MJBoPy+Xx6++23B5U5nU7z5zFjxoSV2Wy2ESeseemll1RT\nU6N33nlHKSkpcjgcWrhwYdjsniMJBoNyOp1XfQ5tqNkaExISZLPZdPbs2WH3/cwzz6isrEz9/f1q\nbm5WXl6exo8frxkzZqihoSEsaJ05c0aJiYlD7svn88kwDFVXVyszM1NffvmlNmzYYJZH2hfR9PNw\n20TTf9dTVyTX6EDBYFBr167VggULBpVdGeivhc/nk9vtVkVFhfl8Z0ZGxojXXmFhoU6fPq333ntP\nbrdbY8eOVVZWlrldcnKy/H6/amtrVVNTo+LiYq1fv14NDQ1RtR8A/qsIhAAQpRtuuEEpKSmD1k+b\nNk2hUEhdXV168MEHI97flClT1N/fr4aGBuXk5Awq93q9+uyzz+TxeMzwGY0xY8YoFAqFrWtsbNRT\nTz2l+fPnS7r05f/kyZNmeVpamvr6+tTc3Ky7775bktTe3h4W5Lxer06dOiW73W5OVjOSmJgY3XHH\nHfruu++GfA/hli1bNHHiRD322GNmfZcnR+nt7Q1rS0dHhy5cuKBp06YNWee4ceO0YMECbd++Xe3t\n7UpLSwsb+RypL/4ukfRfTEzMoHMXjWiuUa/XK7/ff9Vr/mri4uLkdDrV1NSk7OxsSVJfX5/5bKQk\nnT59Wn6/XxUVFeZxfPXVV2H7iYmJkaSrXrObNm3SnDlzJEk///xz2ARL0qV/svh8Pvl8Pq1cuVLp\n6elqa2uLqP1/VV8DwD8dk8oAwF8sNTVVBQUFWrp0qXbu3KlAIKBDhw7pzTffVHV19ZDbeTweFRYW\navny5dq1a5cCgYDq6+v16aefSpJWrlypM2fO6IknntDhw4fV0dGhffv2admyZdf0xdXj8aiurk6n\nTp0yA9Ztt92mnTt3qqWlRa2trVq8eHHYaFd6erpycnK0YsUKHTp0SM3NzVqxYkXYKGdOTo6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tWrWCl5cXgoOD0bdvX8TGxppNHxcXh6effhq+vr7w9vZG//79cfnyZZM0N27c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\n7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U1FScPn061+1yOqbJyck4e/Ys1Gq1dFdvo0aNAEDvOl/l7OyMfv36ISIiAhYWFjk+6oeo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\ngMbJOVn8AeEAAAAASUVORK5CYII=\n" 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Lxl9QUKDfV9u3b4+goCDk5+dj+/btuH79OmbMmAGFQlGt/pONsOYtuKjm6B7a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\ngg==\n" 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GsLOzw+vXr3H37l2cO3cO69ev11hA/nNnYWGBBQsWwM/PD5UqVULnzp1hYWGB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\nIEBVq1bVu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NWW9Wv11eczlZaWqhZt2mXaZs/O7ZbX169e1YljR1UmuIIkqVLV\n6jp2+KBKlSmb6cfZxSWXzhIAAAC4dxAI85E6EY20a9tmHfxjr2rXa2BZXrteAy2c85lSkpNVp34j\neXgUUKeuz2r8qGHasGaVjh46oBGv91NiQrw6Pt41z+orE1xB9Ro11YiB/bX3tx3av2+PRgzsLzc3\nd8vVR0kqXrKUtqz/RRcvnNf1q1cty8uWr6jqtWpr4ui31eahR+Tm7p7pGP+bOFZb1v+iwwf+0JDI\nPvItVEjNW2c8z7B7n37avX2r3h08QAd+36sTUUe1ZsUyvTt4QJ6dMwAAAJCfEQjzkTr1GykxMUGB\nQWVVuIi/ZXlYvfqKi72R8XiKgIxxgP0GDlPLtu30Vv9eerxtU508cUxTvvxGXj4+eVrjyAlTVNiv\niJ597AFFPveUHunytDw8PeXyj0eGvDrkHW1et1atw6uq8/3Wt7h26NxVKcnJ6tD5qZvuv9+gYXpv\n2EB1eaCZLsZc0Iez51mu/lWoVFUzF/ygE8eOqvsjbdW5TRN98sG78g/I/nmYAAAAgFGZzGZz1gPG\n7Nj169fl7e2ta9eu3fTB9FFRUSpTpky+emj3ntNXbV1CrjsffUat6lbVtHnfKbxhk1tu/7+J7+un\npd9p4U8brJb/9dzEdfuOy8vbO6/KvaXqJX1sdux/yq+/43dD0MClti4B2Tg+5gFbl4BboA/ZP/qR\n/aMf2b97qR9ll4tuB5PKIFdt2fCrEuJiFRxSRRcvnNOEd4epeGAp1fpzEpysxMfF6sypk5r/2XT1\nHfDWXaoWAAAAMDYCIXJVakqKPnzvHZ05eUIenp6qEVZXoz+cJmdn52zbjR78un5c/I2atXogy9tF\nAQAAAOQuAiFyVYOmLdSgaYs7bvfOhE/0zoRPslxfJ6Khdp+6kpPSAAAAAPwLk8oAAAAAgEERCAEA\nAADAoAiEAAAAAGBQBEIAAAAAMCgCIQAAAAAYFIEQAAAAAAyKQJiP9HjsQY19e5Cty7hjZ06dVI1A\nXx34fe9dOd7H74/SiDf635Vj3UrTpk3Vv3//294+OTlZQUFB2r59e94VBQAAAPzJUM8hDBq49K4e\n7/iYB+5o+yGv9NHihfMyLV/y6w6VKlP2jo+/bdN69ezUTuv2HZeXt/cdt88tRYuX0OodB+RTqHCe\nH+vihfOaO+t/WvjT+jw/1u349ttv5ezsfNvbu7i46LXXXtMbb7yh1atX52FlAAAAgMECYX7QoGkL\njfhgstUy38J+Nqomdzg6OsrPP+CuHOvbeV+oRlhdFS9Z6q4cLyvJyclycXFRoUKF7rjtk08+qVdf\nfVW///67qlSpkgfVAQAAABm4ZdTOuLi4ys8/wOrH0dHxptsu+Wa+urRtpoiQQDWvVVED+/bUpYsx\nkjJu0+zZqZ0kqVHVINUI9NWQV/rol1XL1bBKaaWlpUmSDvy+VzUCfTVx9NuW/b494GUNevl5y/tV\nyxarY4sI1S4XoPsjquuz/31sVcf9EdU146MPNPTVvooICVTr8KpaOOdTy/p/3zK6bdN61Qj01Zb1\nv6hL22YKL19cT3dopeNHD1vtd9qkcWoaWl4RIYF6e8DLmjj6bXVq3SjbP7/li79Rk5atrZYlJyVp\nzNA31DS0vOoEF1W3h9to366dkqT09HTdV6eKvv58plWb/fv2KLRUIZ09fVKSdP3aNb094GUVKVJE\nXl5eat68uXbv3v33n9nbbys0NFQzZsxQmTJl5ObmJinzLaPR0dF64IEH5O7urjJlymju3LkKCgrS\nxIkTLdv4+vqqQYMGmj9/frbnCgAAAOQUgTAfS01J1YsD3tSCFes0ccaXOnv6pIZG9pGUcZvmB9M+\nlyR9/8s2rd5xQK8PH61adSMUFxurA/v2SJJ2bN4g30KFtX3TBst+d2zeoDoRDSVJf+zZpQG9u6tN\nu4e18KcN6vXKQH0y7l19//Vcq1o+nzZZVaqH6qsff1Gnp3to1JuvZgp4//bR2JF6dchIzV36sxwd\nnTTstb6WdUsXfa0ZH32g/oPe1rxla1S0REkt+GJWtvu7duWKjh0+qMo1alotn/DuMK1atkQjJ3yi\n+cvWqlTpsur91CO6duWKHBwcdH/7h7Xsu4VWbZYtWqDQ2uGWK40Dej+jyxdj9OOPP2rHjh2qVauW\nWrRoocuXL1vaHDlyRN98842+/fZb7dq166Y1Pv300zp79qzWrl2rb775RtOmTdOFCxcybVe3bl2t\nW7cu2/MFAAAAcopAaGd+Xb1C9SqWtPy81uuZLLft+PhTatjsPpUsHaTqterojeHvaf2aVYqPi5Wj\no6O8fXwlSYUKF5Gff4AKenmroJe3Klappu2bMsbYbdu0Xk/17K0Dv+9RfFyszkef1cnjxxRWr4Ek\n6Yvpk1W3QRO90H+AgsoGq32nJ/T4Mz316f8+sqqlYfP71LlbT5UqU1bP9ukvn0KFtXVj9oHmpdcH\nq3ZEA5WrEKJnX+yvXdu3KikxUZI0b/Z0dXj8KXXo/KSCygarV//XFRxSOdv9RZ89LbPZLP+AopZl\n8fFx+vqLWYp8a7gaNrtP5SqEaOjYSXJ1c9eir76QJLXt2Em7tm9R9JlTkjKuGi5f/K3adnxMkrRz\n6ybt27VD46Z+qtq1a6t8+fIaN26cfHx8tHDh30EyOTlZn3/+uWrWrKnq1atnqu/AgQNatWqVpk+f\nrvDwcNWqVUszZsxQQkJCpm2LFy+uEydOZHu+AAAAQE4RCO1MnfqN9PXyXy0/bwwfk+W2f+zZpZe6\nP67W4VUVERKoZx97UJIUfeZ0tscIC2+gbZvXy2w267etm9Ti/nYqG1xBv23drB2bN6hIQDGVLlNO\nknTsyCHVrBNu1T60dj2djDpque1UkipU+nusm8lkkl8Rf12+dDHbOsr/o42ff0aIu3wp45bX48cO\nq1pomNX2VWtYv/+3pMSMYOXi6mZZdvpElFJTUhT6j3NwdnZW1dBaOnb4kCQppEo1lSlf0XKVcPvm\nDbp8KUatHuwgSTr0xz7Fx8WpcfVy8vT0tPxERUXp6NGjlv2WLl1aRYoUybK+gwcPysnJSbVq1bIs\nCw4Olq+vb6Zt3d3dFR8fn+35AgAAADnFpDJ2xt3d47ZmFI2Pj1Pvpx5R/SbNNfrDafIt7KfoM6fV\n+6lHlJKSkm3bOhEN9P3XX+rgH/vk5OysMsEVVDuiobZtXq/r166qdr36d1y3k5P1TJomk0nm9PTb\nbmMymSRJ6enmOz72X/6axfT6tasqdIcT8TzQ4VH9+N1C9XjxFf343UI1aNJCPr4ZE8LEx8fJz7+o\nZn69RCHFvKyP6eNjeV2gQIH/XPu/Xb58OdtwCQAAAOQGrhDmU8ePHNbVK5fVb9Aw1QqvrzLBFSxX\n1/7y1+MO0tPTrJbXqltfcbGx+nLGJwoLzwh/tes11PZNG7R90wbV/nP8oKSMK4fbtli137V9s0qX\nKZflZDe5Iahsee3bvdNq2e//ev9vgaXLyLNgQR07dNCyrGTpMnJ2cdGuf5xDSkqKft/9m8qVr2hZ\ndn+Hx3Tk4H79sWeXflr2veV2UUmqVLWGLsWcl6OTk4KDg61+/PxuP3hWrFhRqamp+u233yzLjhw5\noitXrmTadt++fapZs2am5QAAAEBuIhDmU0VLlJSzi4vmzZ6m0yeOa+3KZZo2aZzVNsVKBMpkMunX\nVSt0+dJFxcfFSpK8fHxUvlIVLVu0wBL+wsLra/++3Tpx7Ihq/zl+UJKefr6vtm74Rf+b+L6OHzui\nxQvmaf6nM9TthZfy9Py6dH9O383/UosXzNOJqKOaNmmcDh/4XfrzSuLNODg4KLxhU/22bbNlmYdH\nAXXq+qzGjxqmDWtW6eihAxrxej8lJsSr4+NdLduVCCylGrXr6u0BLyk9LV1N77vfsq5eo6aqXquO\nXun5pFauXKnjx49r48aNeuutt+7oAfIhISFq2bKlnn/+eW3dulW//fabnn/+ebm7u1uukP5l3bp1\natWq1W3vGwAAAPgvCIT5VKHCfnrng8laufR7dWxRT7M+majIwSOstgkoVly9Iwdp0pjhal6zgkYP\nft2yrna9BkpLS7PMJurt66ty5SvKzz9AQeXKW7arVK2G3p8yW8uXfKtHWtbXJx+8qz6vDlL7Tk/k\n6fk90LGTnn3xFY0fOUSP399UZ06d0EOPPSHXf4wPvJmHu3TV8sXfKv0ft6v2GzhMLdu201v9e+nx\ntk118sQxTfnyG3n943ZPSXqgw2M6+Mc+NW/zgNzc3S3LTSaTJn/+tWqF11f37t1VoUIFPf744zpx\n4oQCAu7s+Yqff/65AgIC1LhxY3Xs2FHPPfecChYsaHlMhSRt2rRJ165d06OPPnpH+wYAAADulMls\nNv/3QVs2dP36dXl7e+vatWvy8rIe15WYmKioqCir58HlB3tOX7V1CXbthSc6qnARf7076X9ZbmM2\nm/Vku5bq2rO37u+Q+4GqekmfXN3f6dOnFRgYqFWrVqlFixaSpM6dO6tGjRp68803s2yXX3/H74ag\ngUttXQKycXzMA7YuAbdAH7J/9CP7Rz+yf/dSP8ouF90OJpWBXUpIiNeCL2arfpPmcnR01I/ff6PN\n69bqf3MXZdvOZDJp6HsTM24vtUM///yzYmNjVa1aNUVHR+v1119XUFCQGjduLCnj0RXVqlXTK6+8\nYuNKAQAAYAQEQtglk0xav+YnzfjoAyUlJSmoXLA+mPa56jVqesu2IVWqKaRKtbwv8j9ISUnRm2++\nqWPHjqlgwYKqX7++5syZY5kAyMXFRYMHD7ZxlQAAADAKAiHskpu7u6bN+87WZeS61q1bq3Xr1rYu\nAwAAAJDEpDIAAAAAYFgEQgAAAAAwKAIhAAAAABgUgRAAAAAADIpACAAAAAAGRSAEAAAAAIMiEN6j\nvv96rhpWKZ3j/WzbtF41An11/dq1m763hR6PPaixbw+y2fEBAACAe4WxnkP4tvddPt5/C00XL5zX\nzMkTtG71Sp0/d1aeBb1UKqiMHujYSe0e6yJ3d49cLjRroWF1tXrHARX08rrpe1sYP+0LOTkb61cX\nAAAAyAv8q9rOnD5xXN0ebqOCXt566Y0hKh9SWS4urjp84A99M/dT+Rctpqat2t6VWlJSUuTs4iI/\n/wDLsn+/twVvX1+bHh8AAAC4V3DLqJ0Z9dZrcnR01NylP6t1u44qW76iSpYOUrPWbfXxZ1+ryX33\nS5I+nzZZj7Ssr/AKJdSqbhWNevNVxcfFZrvvNSuWqfP9TVQnuKjaNgjV1AnvKTU11bK+RqCvvv58\npl7u3kXhFUpoxkcfZHvLqNlsVtMawfpp6feWfXRq3UgtwkIs73du3aTa5QKUkBAvSYo+c0r9nn1C\n9SqWVP1KpTSgd3ddirlg2X7K+DHq1LqRlnwzX/dHVFeDyqX0ep9nFRd7w7LNv28ZvT+iumZ89IGG\nvtpXESGBah1eVQvnfGp17ru2b1Gn1o1UJ7iourRtpp+XL1WNQF8d+H3v7f7VAAAAAPccAqEduXrl\nsjb9+rM6d+spD48CN93GZDJJkhwcHPTGiPf07epNemfCFG3duE4TRg3Lct87t2zU4Fd66clne2nR\n6s0aMnqCvl8wVzM++sBquykT3lPzNg/qm582qEPnJ7Ot12QyqVZ4fW3btF6SdP3qVR07ckhJiQmK\nOnJIkrRj8wZVqVFT7u4eSk9PV78eT+ra1SuateAHTZ37rU6fOK7X+zxrtd9TJ45rzYpl+nD2fH00\ne752bNmoWZMnZlvL59Mmq0r1UH314y/q9HQPjXrzVR0/eliSFHvjul7u3kXBIZU1f9lavTjgTU0c\n/Xa2+wMAAACMgEBoR04ePyaz2aygsuWtljepXk71KpZUvYolNeHdjND3VM/eqlu/kUoEllJ4g8bq\nO+Atrfzhuyz3PXXiWD3bp78eeqyLSpYOUkTjZnrxtTe18MtPrbZr2/5Rdej8pEqWDlKxEoG3rLl2\nRENt/zMQ7tiyUSFVqqt2vYaWkLh98wbVDm8gSdqy/hcdOfCHxnw8XZWrh6p6zdoaOXGKtm/eoH27\ndlr2mZ6ernfGT1b5kMqqFV5fDz7cSVs2/JptHQ2b36fO3XqqVJmyerZPf/kUKqytG9dJkpZ9t1Am\nk0nD3pukchVC1LDZfXqm10u3PDcAAADgXscYwnxgzpLVSk9P16CXn1dKcrIkafO6tZo5eYKijhxW\nXOwNpaWmKikpUQkJ8TeddObQH/u0a9sWTf9ovGVZelpapjaVa4TeUW2169XX2GEDdfnSxYzwF9FA\nfkUCtH3TenV8vKt2bd+qZ3q9LEk6duSQAoqXUNHiJS3ty1UIUUFvb0UdOaSqobUkScUDS6mAZ0HL\nNn7+RXX5Uky2dVSoVMXy2mQyya+Ivy5fuihJOnH0iMpXqiJXNzfLNn8dCwAAADAyAqEdKRVUViaT\nScePHbZaXrJ0kCTJ7c9Ac+bUSb3U/XF1eupZvfT6YHn5+Oq3rZv19oCXlJKcInf3zPuOj4tT71cH\nqkWbdpnWubr+HZTc3W9+q2pWyodUkbePr3Zs3qAdWzbopQGDVdg/QLOnTNLvu3cqNTVFNWrXvaN9\nOjtZ/1qaTCaZ09OzbePk5HzHbQAAAACjIxDaER/fQqrXqJnmfzpDXbo/n+U4wv17dyk9PV2vDh0p\nB4eMu35XLvku231XqlZdx48eUakyZXO1ZpPJpJp1I7Rm5TIdPXRANevWk5u7h5KTkrRwzqeqUj3U\nch5lgyvo/NkzOnf2tOUq4dFDB3Tj2jWVLV8xV+v6p9LlgrV00ddKTkqSi6urJGnf7t/y7HgAAABA\nfsEYQjvz1qhxSktL1RMPNNfyxd/q2OGDOn70sH749itFHT0sBwdHBQaVUWpKiubNnqbTJ45ryTfz\nteDL2dnu9/l+r+uHb+Zr6oT3dOTgfh07fFA/fv+NPh47Msc114loqOXff6OKlavJo4CnHBwcFBZe\nX8sWLVBYvQaW7eo1aqrgkMoa9NLz2r93t/b+tkOD+/dW7XoNVKVGzRzXkZW2HR5Venq6Rgzsr2OH\nD2rD2tX6/H8fS5L+nKMHAAAAMCQCoZ0JDCqjr378ReENm+jD90bosdaN1OWB5po3e7q6Pd9XLw54\nUxUrV9NrQ0dp9ieT9EjL+lq2aKFeHjgk2/02aNpCH86er02//qwnH2yhru3v05czpqhYyVtPHHMr\nYfUaKC0tTbUj/g5/tSMaZiyr19CyzGQyadLMOfLy9lH3Rx/QC090VMnSQRr7yawc15Adz4Je+nD2\nPB38fa86tWmsj8eO1Av9Bkiyvl0WAAAAMBqT2Ww227qI/+L69evy9vbWtWvX5OXlZbUuMTFRUVFR\nKlOmjGXcXX6w5/RVW5dwSxvWrtaLTz+mbUfOydnFxdbl/GdLF32toa/21YbfT8jtZoMus1C9pE/e\nFXUH8uvv+N0QNHCprUtANo6PecDWJeAW6EP2j35k/+hH9u9e6kfZ5aLbwRhC3LZLMRe0duUylSpT\nLt+FwSUL56tEqdLyL1pch/7Yp4nvDlerBzvcURgEAAAA7jUEQty2F7t1UlxsrN4aNc7WpdyxizHn\n9ckH7+pizAX5+Qeo1QPt1feNwbYuCwAAALApAiFu2/xla21dwn/WvXc/de/dz9ZlAAAAAHaFSWUA\nAAAAwKAIhAAAAABgUARCAAAAADAoAiEAAAAAGBSBEAAAAAAMikAIAAAAAAZFILxHnTl1UjUCfXXg\n9722LgUAAACAnTLUcwirfVbtrh5vb7c7C2NDXumjxQvn6dGnntGQ0ROs1r371mv66vOZeujRLnpn\nwie33FfR4iW0escB+RQqfEc12NqQV/roxvVrmjhzjmXZmVMn1bZ+DX21/FeFVLm7f4cAAADAvYwr\nhHamaPESWrH4WyUmJFiWJSUmatn3C1WsRMnb3o+jo6P8/APk5GSozA8AAADgDhAI7UylqjUUUKyE\nVi9fYlm2+sclKla8pEKqVLcs27Bmlbo93EYNq5RW42pl1feZzjp1PMqy/t+3jF6/elWDXnpOTWsE\nq25wMbVrFKbvvvr7Ktzh/b+rZ+eHVDe4mBpXK6sRb/RXfFysZf2QV/qof48n9dnUj9QiLESNq5XV\nu2+9ppSUFMs290dU14yPPtDQV/sqIiRQrcOrauGcT63O79zZ0xrQu7saVimtRlXLqN+zT+jMqZOS\npCnjx2jxwnlas3KZagT6qkagr7ZtWq+29WtIkjq3aawagb7q8diDlv19O+9zdWgWrjrBRdW+aV19\n9dmMnPzxAwAAAIZCILRDHTo/pe+/nmt5/93Xc9S+05NW2yQkxKvrcy9q7g9rNG3+93IwOeiV555S\nenr6Tff58bhROnr4oCZ/vkCL1mzRW+9+IJ9ChSRJ8fFx6v3Uo/Ly9tGcH1br/amfavP6tRo9+HWr\nfWzbtE6nTkRpxleL9c6ET/T9gnlavGCu1TafT5usKtVD9dWPv6jT0z006s1XdfzoYUlSSkqKej/1\nqDwKeGr2wmX6bNFyeRQooD5dH1VKcrK6vdBXrR7sqAZNW2j1jgNaveOAQsPqas6S1ZKkafO+0+od\nBzR+2heSpKWLvtYn40ar7+uDtejnLXrpjSGaPO5dLV4wLwd/+gAAAIBxcD+hHXrg4U768L0ROns6\n48rZrm1b9N7kmdq+ab1lm5ZtH7JqM/yDj9W0RrCOHjqg8iGVM+3z3JnTCqlSXVVq1JQklQgsZVn3\n43cLlZSUqJETp8jDo4AkadA7Y/Vy9y7q/+bbKlzEX5Lk5e2jQSPfl6Ojo8oEV1DjFq20Zf0veuSJ\nbpZ9NWx+nzp36ylJerZPf305Y4q2blynoHLltWLJt0pPT9fb738ok8kkSRrxwWQ1rBKkbZvWq36T\n5nJzc1NKcpL8/AMs+/Qt7CdJ8vYtZLV8ygdj9OqQd9Ty/naSpJKlSuvYoYNaOGe2Hnqsyx39mQMA\nAABGRCC0Q4UK+6lR81ZavGCezGazGrVoJd9/TQ5zIuqoPhn3rvbu2qGrly9brgyeO3v6poGw09PP\n6tXnu+nAvt2KaNxMzVo/oNDa4ZKkY4cPqULlqpYwKEmhtcOVnp6u40cPWwJhuQohcnR0tGzj5x+g\nwwf+sDpOhUpVLK9NJpP8ivjr8qWLkqRDf+zTqePHFBESaNUmKSlRp09E6U7Ex8fp1IkovT3gZQ1/\no79leVpaqjwLet3RvgAAAACjIhDaqQ6dn9ToIRm3bL458v1M61/u3kXFSgRq2HuTVCSgqNLT0/VI\ny/pKSU7JtK0kNWx2n37cvEfrf/5Jm9at0fOPd1Dnbj316pB3brsmJydnq/cmk0nmf92imt028XFx\nqlQtVKM/nJZp376F72w21IS4OEnS0LETVS20ttU6h3+EVgAAAABZIxDaqQZNWyolOUUmk0n1m7Sw\nWnf1ymUdP3pYw96bqFrh9SVJO7duuuU+CxX200OPddFDj3XRgrqzNWHUML065B2VLV9BixfMVXx8\nnOUq4a7tW+Tg4KCgcuVz7ZwqVauhFUsWqZCfX5ZX8ZxdXJSWnma9zDkjZKan/b28cBF/FQkoptMn\nTuiBjp1yrUYAAADASJhUxk45OjrquzWbtejnTVa3aUoZY/l8fAtp4dzPdDLqmLZs+FXjRgzOdn+T\nx72rNSuW6WTUMR05uF+/rl6hMsEVJEltOz4mV1c3DXmljw4f+ENbN67TmCFv6MGHO1tuF80NbTs+\nJp9ChdWvx5PauWWjTp88oW2b1mvM0Dd0PvqMJKl4yUAd3v+7jh89rCuXLyklJUWF/IrIzc1dG9au\n0qWYC7px/Zokqc+rAzVr8gTNmfU/HT92RIf3/67vvpqjz6dNzrWaAQAAgHsZgdCOeRb0uumVNAcH\nB703eab2792tR+6rr3HD31TkWyOy3Zezs4s+fG+EHmvVUM8++oAcHRz13uSZkiR3dw9N+XKhrl29\noicfbKHXXuim8IZNNGjk2Fw9H3d3D81euFTFSpRU5PNPq2PzcL392ktKTkpSAc+CkqSHn+im0mXL\nq8sDzdW0RrB2bd8iJycnvTFijBbO+VQta1dS/x4ZM64+3OVpDRs7Sd9/PUeP3tdAzz72oBYvmKsS\ngaVztW4AAADgXmUym81mWxfxX1y/fl3e3t66du2avLysQ1NiYqKioqJUpkwZubm52ajCO7fn9FVb\nl4BbqF7Sx9YlSMq/v+N3Q9DApbYuAdk4PuYBW5eAW6AP2T/6kf2jH9m/e6kfZZeLbgdXCAEAAADA\noAiEAAAAAGBQBEIAAAAAMCgCIQAAAAAYFIEQAAAAAAyKQAgAAAAABkUgBAAAAACDIhACAAAAgEER\nCAEAAADAoAiEBnTm1EnVCPTVgd/33nabHo89qLFvD8rDqu5cjUBf/bx8qa3LAAAAAPItJ1sXcDft\nD6l0V49X6cD+O9p+yCt9tHjhPEmSk7OzihUvqQcffVw9+0bKyem//VUNeaWPbly/pokz51iWFS1e\nQqt3HJBPocL/aZ/2YvWOA/Ly9rF1GQAAAEC+ZahAmB80aNpCIz6YrOTkJK3/+Se9O3iAnJ2c1KNv\n5B3tJy0tTSaT6abrHB0d5ecfkBvl2tS9cA4AAACALXHLqJ1xcXGVn3+AipcspU5P91B4w6Za+9Ny\nXb96VW/176WGVYMUXr64+nR9VCeijlraff/1XDWsUlprVy5Tx+b1VKdcgIa92leLF87TmpXLVCPQ\nVzUCfbVt0/qb3jJ6+MAf6tP1UdWrWFLNalbQm/1e0JXLl7Ks89fVK9SgciktXfS1Dh/4Q6GlCuny\npYuSpGtXrii0VCG93udZy/bTJo1Tt4fbWN5v37RBTzzYQrXLBahFWIgmjn5bqamplvU9HntQY4a+\noQmjhqpR1TJqXquipowfY1XDP28Z/eucVv24RD06tVN4+eJ6rFVD7d6x1arNN3M/U6u6VRRevrj6\n93xKn0+brIZVSt/JXxEAAABwzyAQ2jk3NzelpCRrSGQf/bFnlz6cOVeff79CZrPU9+lOSklJsWyb\nkJCg2VMmadjYSfp29Sa9MWKMWj3YUQ2attDqHQe0escBhYbVzXSM69eu6bnH2yukSnXNW/qzPvli\noS7FxGhA7+43rWnZogUa2Pc5vfvhND3QsZOCK1aSj28h7di8QZK0c+umjPdbNlra7NiyQXXqNZQk\nnY8+qxe7dVLVGjW1YMU6vTXqA303/0tN/3Cc1XGWLJwnd48C+nLJKr3y5nD9b+JYbfp1TbZ/Xh+P\nHaluL/TVVyt+VemywRrYt6claP62bbNGDorUk8/20lcrflVEo6aa8dEHt/G3AAAAANybCIR2ymw2\na/O6tdr4688qWryk1v70o4aNnaRa4fVVsXI1jf5omi6ci9aaFX9PqpKakqI3R41TaO1wBZUrL8+C\nXnJzc7NcdfTzD5Czi0umY83/dLpCqlTXywOHqkxwBVWqWl0jPvhI2zau0/FjRzJt++7g1/ThrHlq\n0jLjip/JZFKt8Pratmm9JGn7pvVq3+kJJSclKerIIaWkpGjX9q0Kq9dAkvT15zNVtHgJDRr5vsoE\nV1DzNg+od+RAfT5tstLT0y3HKh9SRb1eeUOly5RTu0cfV+XqNbVlwy/Z/rk9/UJfNW7RWkFlg9U7\ncqDOnj6lU8ePSZLmzZ6mBs1aqluvlxRUNlidu/VUg2Yt7/wvBwAAALhHMIbQzvy6eoXqVSyp1NQU\nmdPTdX+HR9WiTTutW71C1WrWtmzn41tIpcsF69iRQ5Zlzi4uqlCp6h0f89D+fdq2aZ3qVSyZad3p\nE1EKKhssSfpp6WJdvhSjz75drqqhtay2C6vXQN/M+VSStH3LBr38+hCdOHZU2zat17WrV5SamqLQ\nOuGSpGNHDql6rTpWYxxD64QrPi5W56PPqFiJQElShUpVrI5RxD9Aly9ezPZcKoT83aaIf1FJ0uWL\nMSoTXEHHjx1R8zYPWm1fNTRM61avyHafAAAAwL2KQGhn6tRvpLdGfSBnF2cVCSgmJycnrV257Lba\nurm5ZTmRTHbi42LVpGUb9R/0dqZ1fgF/T9wSUrWa9u/do++++lJVatS0OladiAZ6/+1BOhF1VMcO\nH1TNuvUUdfSwtm9arxvXrqpK9VC5u3vcUV1Ozs5W700mk8z/uIJ4yzZ/1pduNt/RcQEAAACj4JZR\nO+Pu7qFSZcqqWIlAy6MmypSvqNTUVO39bbtlu6tXLuvE0SMqV75itvtzdnFRWnpatttUqlpDRw8d\nUPHAUipVpqzVj4dHAct2gaXLaMbXi7V25Y8aPeR1q32UD6kiL28fTf9wnCpWriaPAp6qHdFQO7Zs\n1LZNG1T7z/GDklQ2uIL27Nwm8z+C2q5tW1TAs6ACipW49R/SfxRUNli/795ptezf7wEAAAAjIRDm\nA6XLlFOzVm01/I3+2rl1kw7+sVdvvvy8/IsWU9NWbbNtW7xkoA7v/13Hjx7WlcuXrCah+Uvnbj11\n7eoVDezbU/t27dSp41HasHa1hkS+qLQ06zAZVDZYM75erNU/LrF6UP1f4wiXLVqg2hEZYwUrVKqi\n5KQkbd3wi2X8oCR1erqHzp09o9FDXlfUkUNas2KZpowfo67P9ZGDQ979Snbp/rzW//yTPp82WSei\njmrBl7O1Yc0qy5VEAAAAwGgIhPnEiA8mq3K1Gnq5++N6un1rmc3Sx59/Led/3Vb5bw8/0U2ly5ZX\nlweaq2mNYO3aviXTNv5Fi+mzRcuVlpamXk89rEfva6D3h78pLy/vmwa0oHLlNX3+9/rx+280bsRg\ny/La9RooLS3NMpuog4ODwsLry2Qyqeaf4wclKaBYcU3+7Gvt27VTj7VupJFvRqrD40/puZdf+69/\nPLelZp16Gjx6vL6Y/ok6tWqkDWtX66meveXq6panxwUAAADslclszp8DrK5fvy5vb29du3ZNXl5e\nVusSExMVFRWlMmXKyM0t//xjf8/pq7YuwXCGv95PUUcO6dNvf7yt7auX9Mnbgm5Tfv0dvxuCBi69\n9UawmeNjHrB1CbgF+pD9ox/ZP/qR/buX+lF2ueh2cIUQhvLZ1I908I+9Ohl1THNnT9PihfP00GNd\nbF0WAAAAYBPMMgpD2bd7p2ZP/VDxsbEqUTpIbwwfo4e7PG3rsgAAAACbIBDCUN6fMtvWJQAAAAB2\ng1tGAQAAAMCgCIQAAAAAYFD3dCDMpxOoAreUnp5u6xIAAABwD7gnxxA6OzvLZDIpJiZGRYoUkSmf\nPHjcnJps6xJwC4mJiTY9vtlsVnJysmJiYuTg4CAXFxeb1gMAAID87Z4MhI6OjipZsqROnz6t48eP\n27qc23bhSoKtS8AtuCS427oESZKHh4dKlSolB4d7+iI/AAAA8tg9GQglydPTU+XLl1dKSoqtS7lt\nPb9da+sScAurX21q6xLk6OgoJyenfHPlGwAAAPbrng2EUsY/nB0dHW1dxm07cyPN1iXgFtzc3Gxd\nAgAAAJBrcu1+s8mTJysoKEhubm4KDw/X1q1bs91+wYIFCgkJkZubm6pVq6Zly5blVikAAAAAgNuQ\nK4Hwq6++UmRkpIYNG6adO3eqRo0aat26tS5cuHDT7Tdu3KguXbqoR48e+u2339ShQwd16NBB+/bt\ny41yAAAAAAC3IVcC4fjx4/Xcc8+pe/fuqly5sqZOnSoPDw/NmjXrpttPmjRJbdq00YABA1SpUiW9\n8847qlWrlj7++OPcKAcAAAAAcBtyPIYwOTlZO3bs0KBBgyzLHBwc1LJlS23atOmmbTZt2qTIyEir\nZa1bt9Z3332X5XGSkpKUlJRkeX/t2jVJ0uXLl/PVxDHI3y5dumTrEoB8jT4E5Bz9CMi5e6kf3bhx\nQ9J/fwZ7jgPhxYsXlZaWpoCAAKvlAQEBOnDgwE3bnDt37qbbnzt3LsvjjB49WsOHD8+0vEyZMv+h\nauC/8XvP1hUA+Rt9CMg5+hGQc/diP7px44a8vb3vuF2+mWV00KBBVlcV09PTdfnyZRUuXJjp9+3U\n9evXFRgYqFOnTsnLy8vW5QD5Dn0IyDn6EZAz9CH7ZzabdePGDRUvXvw/tc9xIPTz85Ojo6POnz9v\ntfz8+fMqWrToTdsULVr0jraXJFdXV7m6ulot8/Hx+W9F467y8vLifyBADtCHgJyjHwE5Qx+yb//l\nyuBfcjypjIuLi8LCwrR69WrLsvT0dK1evVoRERE3bRMREWG1vST99NNPWW4PAAAAAMh9uXLLaGRk\npLp166batWurbt26mjhxouLi4tS9e3dJ0tNPP60SJUpo9OjRkqR+/fqpSZMm+uCDD/TAAw9o/vz5\n2r59u6ZNm5Yb5QAAAAAAbkOuBMLOnTsrJiZGQ4cO1blz5xQaGqrly5dbJo45efKkHBz+vhhZv359\nzZ07V4MHD9abb76p8uXL67vvvlPVqlVzoxzYCVdXVw0bNizTrb4Abg99CMg5+hGQM/She5/J/F/n\nJwUAAAAA5Gu58mB6AAAAAED+QyAEAAAAAIMiEAIAAACAQREIAQAAAMCgcmWWUeBmzGazTCaTrcsA\n8q3hw4frxRdflJ+fn61LAfK91NRUnT17VqVKlbJ1KYBdO3bsmNavX6/o6Gg5ODiobNmyuu+++3go\n/T2MWUaRZ1xcXLR7925VqlTJ1qUAdu369euZlpnNZhUpUkTr169XSEiIJPFhDOTA7t27VatWLaWl\npdm6FMAuxcXF6ZlnntE333wjSTKZTPL391dMTIzc3d01ZswYvfjiizauEnmBK4TIscjIyJsuT0tL\n05gxY1S4cGFJ0vjx4+9mWUC+4evre9PlZrNZERERlqvt/EMWAJBXIiMjFR0drT179sjNzU2DBg1S\n2bJlNWzYMM2fP18vvfSSfH199cQTT9i6VOQyrhAixxwcHFSjRg35+PhYLf/ll19Uu3ZtFShQQCaT\nST///LNtCgTsXMmSJRUaGqpXX31VDg4ZQ7vNZrNatmypGTNmqEyZMpKkJk2a2LJMwK7VqlUr2/UJ\nCQk6dOgQX6wAWShSpIiWL1+usLAwSdKVK1dUvHhxXbp0SR4eHpo8ebJmzJih3377zcaVIrcRCJFj\nY8aM0bRp0zRjxgw1b97cstzZ2Vm7d+9W5cqVbVgdYP8uX76sHj166Nq1a/riiy9UokQJSfQh4E64\nubnp8ccft3yB8m/R0dGaPn06gRDIgq+vr7Zu3ary5ctLklJSUuTh4aGzZ8+qSJEiOnz4sKpXr66E\nhAQbV4rcxi2jyLGBAweqRYsWeuqpp9SuXTuNHj1azs7Oti4LyDcKFSqkRYsWacqUKapbt67GjRun\nLl262LosIF+pWrWqwsPD1bt375uu37Vrl6ZPn36XqwLyjzp16mjSpEn6+OOPJUmTJk1SkSJFVKRI\nEUlSbGysPD09bVki8giBELmiTp062rFjh1588UXVrl1bc+bMYYZR4A717t1bTZo00RNPPKElS5bY\nuhwgX2nQoIEOHjyY5fqCBQuqcePGd7EiIH8ZM2aM7rvvPn3zzTdycXHRuXPn9Nlnn1nWb9y4UW3b\ntrVhhcgr3DKKXDd//nz1799fMTEx2rt3L7e7AXcoOTlZAwcO1Jo1a/Ttt99meQscAAC5KTo6Wj/8\n8IOSkpLUvHlz/g1nEARC5IlTp05p586datGiBbcXAAAAAHaKQIg8k5qaKicn7koGbuWbb77R/fff\nLw8PD1uXAuR7PFQbyJmff/45Ux966KGHLJPN4N5DIESOLV++XCVKlFC1atWUnp6uUaNGaerUqTp3\n7pyKFSumvn376o033mBMIZAFBwcHFSxYUJ07d1aPHj0UHh5u65KAfIeHagM5c+HCBbVr107bt2+X\ng4OD0tPTVbNmTZ05c0YxMTGKjIzU2LFjbV0m8oCDrQtA/te/f39dvXpVkvTee+9p0qRJeu2117R0\n6VINGDBAEydO5H8gwC289tpr2r59uyIiIlS1alVNnDhRly5dsnVZQL7xz4dqHzp0SA8//LCefvpp\nXb9+XZMmTdLrr7+uuXPn2rpMwG69/PLLKl68uK5cuaLY2Fj16dNHVapUUXR0tFauXKlZs2Zp0qRJ\nti4TeYArhMgxNzc3HTp0SKVKlVK1atU0dOhQPfbYY5b1S5cuVf/+/XX48GEbVgnYLwcHB507d07+\n/v7asWOHZs6cqXnz5ikhIUEPPfSQnnvuOd133322LhOwazxUG8gZb29vbdy4UVWqVJGUcdXd19dX\nFy9elJeXl7788kuNHDlSBw4csHGlyG1cIUSOFSpUSGfPnpUkxcTEKDg42Gp9hQoVdObMGVuUBuQ7\nYWFh+uSTTywP0Y6JiVGbNm2YaRS4hdTUVKtxgp6enkpNTVVcXJwkqVWrVvxDFsiGq6ur1fAeBwcH\npaWlKTU1VZJUv359HT9+3EbVIS8RCJFjHTt21KhRo5SWlqb27dvrk08+0T8vPH/00UcKDQ21XYGA\nnbvZ+Fo3Nzd17dpVa9as0cGDB/XEE0/YoDIg//jrodp/4aHawJ1p2LChhg4dqri4OKWkpOjNN99U\n2bJlVahQIUkZX/r7+vrauErkBW4ZRY5du3ZNLVu21NWrVxUREaEFCxYoICBAFSpU0JEjR3T58mWt\nWLGCiTKALPzzllEA/83OnTt13333ycXFxeqh2o8//rgkafLkydq6davVg7YB/O3YsWNq1aqVTpw4\nIZPJpAIFCmjBggVq2bKlJOnTTz/VwYMHNXr0aBtXitxGIESuSElJ0cyZM7VkyRIdO3ZM6enpKlas\nmBo0aKDevXurZMmSti4RsFsnTpxQqVKlmIkXyCEeqg3kTHx8vNavX6/k5GTVq1dPfn5+ti4JdwGB\nEAAAAAAMiqeGI1elpaXp4sWLcnBwsIzbAHBrCQkJmjdvXqaHAXfo0EEtWrSwdXlAvsFDtYH/js8i\nY+IKIXLF0qVL9d5772nr1q1KSUmRJBUsWFDt2rXTqFGjVKpUKRtXCNivI0eOqGXLlkpISJCrq6tO\nnz6ttm3b6uLFi9q+fbsefvhhzZ07V05OfIcHZIWHagM5w2eRcTHLKHLsiy++UJcuXVS3bl299tpr\n8vf31+uvv64xY8bo1KlTCgsL4xmEQDZefvlltWnTRufOndPJkyc1evRopaena/Pmzdq/f7+2bdum\nkSNH2rpMwK7xUG0gZ/gsMi6uECLHKlWqpLfffludO3eWJG3fvl0dO3bUyZMnZTKZ9Pjjjys5OVnf\nfvutjSsF7FOBAgW0a9cuyy1tycnJ8vT0VHR0tAoXLqzvv/9e/fv3V1RUlI0rBewXD9UGcobPIuPi\nCiFy7MSJE1aPlKhdu7bOnTun6OhoSVJkZKTWrFljq/IAu+fj46MbN25Y3sfHxys1NVUuLi6SpOrV\nq1v6E4Cb46HaQM7wWWRcBELkWFBQkLZv3255v3PnTjk4OCggIECSVKhQIcu4QgCZ3XfffYqMjNSB\nAwcUFRWlXr16KTQ0VAULFpQknTx5kmcUArfAQ7WBnOGzyLgYFYoce/HFF9WzZ09t27ZNbm5umjFj\nhrp27SpHR0dJ0pYtW1ShQgUbVwnYr7Fjx6p9+/aqXLmyTCaTAgMDtWjRIsv6mJgYDRgwwIYVAvZv\n3LhxatWqlXx8fKweqv2X/fv365lnnrFdgYCd47PIuBhDiFwxZcoUffnll0pKSlLr1q01ZMgQubm5\nSZIOHz6stLQ0hYSE2LhKwL4dPnxYSUlJCgkJYRY34D+Ij4/Xhg0blJSUxEO1gf+IzyLjIRACAAAA\ngEExhhAA7NypU6f07LPP2roMIF87f/68RowYYesyALsWHR2toUOHqnnz5qpUqZKqVKmidu3aaebM\nmUpLS7N1ecgjBELkud27d1vGEwK4c5cvX9Znn31m6zKAfO3cuXMaPny4rcsA7Nb27dtVqVIlLVu2\nTCkpKTp8+LDCwsJUoEABvfbaa2rcuLHVLKS4d3BjMO4K7kwGsrZ48eJs1x87duwuVQLkX3v27Ml2\n/cGDB+9SJUD+1L9/f73yyisaNmyYJOnLL7/Uxx9/rM2bN+vKlStq3ry5Bg8erEmTJtm4UuQ2xhAi\nxx5++OFs11+7dk1r167lVgMgCw4ODjKZTNl+cWIymehDQDay60d/LacfAVnz8PDQvn37VLZsWUlS\nenq63NzcdOrUKQUEBOinn37SM888ozNnzti4UuQ2bhlFji1ZskSJiYny9va+6Y+np6etSwTsWrFi\nxfTtt98qPT39pj87d+60dYmA3StUqJCmT5+uqKioTD/Hjh3TDz/8YOsSAbvm7+9v9eD58+fPKzU1\nVV5eXpKk8uXL6/Lly7YqD3mIW0aRY5UqVdIjjzyiHj163HT9rl27+CAGshEWFqYdO3aoffv2N11/\nq6uHADL60dmzZ1W6dOmbrr969Sr9CMhGhw4d1KtXL73//vtydXXVO++8oyZNmsjd3V1Sxm3XJUqU\nsHGVyAsEQuRYWFiYdu7cmWUgdHV1ValSpe5yVUD+MWDAAMXFxWW5Pjg4WGvWrLmLFQH5T69evbLt\nR6VKldLs2bPvYkVA/jJy5EhFR0erXbt2SktLU0REhL788kvLepPJpNGjR9uwQuQVxhAix5KSkpSW\nliYPDw9blwIAAIAcSExMVGpqKkN+DIRACAAAAAAGxaQyAAAAAGBQBEIAAAAAMCgCIQAAAAAYFIEQ\nAAAAAAyKQIg8MW/evGyn/waQPS8vLx07dszWZQD5WrVq1XTq1ClblwHkW3wWGQOBEHnihRde0Pnz\n521dBpBvMQE0kHPHjx9XSkqKrcsA8i0+i4yBQIg8wf9AAAAAAPtHIAQAO/TUU0/Jy8vL1mUA+Vqj\nRo3k7u5u6zKAfIvPImPgwfTIE+vXr1edOnXk6upq61IAAAAAZIFACAAAAAAGxS2jAAAAAGBQBEIA\nAAAAMCgCIQAAAAAYFIEQAOxQSkqKDh8+rGvXrtm6FCBf4zmEAJA9AiFyxcWLFzV27Fh17NhRERER\nioiIUMeOHfX+++8rJibG1uUBdm3s2LFKSEiQJKWlpem1116Tp6enQkJC5Ofnp2effZZ/1AK38PXX\nXys5Odny/uOPP1bp0qXl5uYmPz8/jRgxwobVAfYvJSVFr7/+uoKDg1W3bl3NmjXLav358+fl6Oho\no+qQlwiEyLFt27apQoUK+vDDD+Xt7a3GjRurcePG8vb21ocffqiQkBBt377d1mUCdmvQoEG6ceOG\nJGnChAmaNWuWpk6dqr179+rTTz/V0qVLNWHCBBtXCdi3Ll266OrVq5Kk2bNna8CAAXrmmWe0ZMkS\nvfLKKxo7dqxmzJhh2yIBOzZq1Ch9/vnn6tWrl1q1aqXIyEi98MILVtvwcIJ7E4+dQI7Vq1dPNWrU\n0NSpU2UymazWmc1m9erVS3v27NGmTZtsVCFg3xwcHHTu3Dn5+/urVq1a6tWrl55//nnL+jlz5mj0\n6NHat2+fDasE7Ns/+1F4eLgeffRRDRgwwLJ+ypQpmj59unbu3GnDKgH7Vb58eU2YMEEPPvigJOnI\nkSO6//771bBhQ82aNUsXLlxQ8eLFlZaWZuNKkdu4Qogc2717t1555ZVMYVCSTCaTXnnlFe3atevu\nFwbkI3/1n5MnT6p+/fpW6+rXr6+oqChblAXkK3/1o2PHjqlVq1ZW61q1aqUjR47YoiwgXzhz5oyq\nVq1qeR8cHKy1a9dq48aN6tq1K0HwHuZk6wKQ/xUtWlRbt25VSEjITddv3bpVAQEBd7kqIH+ZPn26\nPD095eLiosuXL1utu3HjhlxdXW1UGZB/LF++XN7e3nJzc1N8fLzVusTExJt+cQkgQ9GiRXX06FEF\nBQVZlpUoUUJr1qxRs2bN9Mwzz9isNuQtAiFy7LXXXtPzzz+vHTt2qEWLFpbwd/78ea1evVrTp0/X\nuHHjbFwlYL9KlSql6dOnS5JcXV21c+dONW7c2LJ+zZo1qlixoq3KA/KNbt26WV7//PPPioiIsLzf\nvHmzypUrZ4uygHyhefPmmjt3rlq0aGG1vHjx4vr555/VtGlT2xSGPMcYQuSKr776ShMmTNCOHTss\ntxQ4OjoqLCxMkZGR6tSpk40rBPKvzZs3y9XVVTVr1rR1KUC+9cMPP8jZ2VmtW7e2dSmAXTpx4oQO\nHDiQZR85e/asfvrpJ6svXnBvIBAiV6WkpOjixYuSJD8/Pzk7O9u4IgAAAABZIRACgI0lJSXJwcHB\n8gXK0aNHNWvWLJ08eVKlS5dWjx49VKZMGRtXCdi3b775Rvfff788PDxsXQqQr/38889av369oqOj\n5eDgoLJly+qhhx5S+fLlbV0a8giBEABsrGnTpurbt68effRRbdiwQS1atFDFihVVqVIlHTp0SAcP\nHtSqVausxkMBsObg4KCCBQuqc+fO6tGjh8LDw21dEpCvXLhwQe3atdP27dvl4OCg9PR01axZU2fO\nnFFMTIwiIyM1duxYW5eJPMBjJwDAxn777TfVqFFDkvTWW2+pT58+2r17t+bPn6+dO3cqMjLS6nlq\nAG7utdde0/bt2xUREaGqVatq4sSJunTpkq3LAvKFl19+WcWLF9eVK1cUGxurPn36qEqVKoqOjtbK\nlSs1a9YsTZo0ydZlIg9whRAAbMzT01Pbt29XSEiIihYtqhUrVlgCopRxC2loaKhu3LhhwyoB+/bP\nB9Pv2LFDM2fO1Lx585SQkKCHHnpIzz33nO677z5blwnYLW9vb23cuFFVqlSRJMXFxcnX11cXL16U\nl5eXvvzyS40cOVIHDhywcaXIbVwhBAAbCw8P15IlSyRJ5cqV0+7du63W79q1S4UKFbJFaUC+FBYW\npk8++UTR0dGaPn26YmJi1KZNG8biAtlwdXW1elang4OD0tLSlJqaKkmqX7++jh8/bqPqkJd4DiEA\n2NjIkSN1//33Ky4uTl26dNGrr76qw4cPq1KlSjp48KA+/PBDDRo0yNZlAnbtZg+dd3NzU9euXdW1\na1cdOXJEs2fPtkFlQP7QsGFDDR06VJ999plcXFz05ptvqmzZspYvJGNiYuTr62vjKpEXuGUUAOzA\npk2bFBkZqS1btlgtL168uAYMGKB+/frZqDIgf/jnLaMA7tyxY8fUqlUrnThxQiaTSQUKFNCCBQvU\nsmVLSdKnn36qgwcPavTo0TauFLmNQAgAdiQmJkbHjh1Tenq6ihUrpqCgIFuXBOQLJ06cUKlSpW56\npRDA7YmPj9f69euVnJysevXqyc/Pz9Yl4S4gEAIAAACAQTGGEADsQEJCgubNm5fpYcAdOnRQixYt\nbF0ekC/Qj4CcoQ8ZE1cIAcDGjhw5opYtWyohIUGurq46ffq02rZtq4sXL2r79u16+OGHNXfuXDk5\n8R0ekBX6EZAz9CHj4rETAGBjL7/8stq0aaNz587p5MmTGj16tNLT07V582bt379f27Zt08iRI21d\nJmDX6EdAztCHjIsrhABgYwUKFNCuXbtUvnx5SVJycrI8PT0VHR2twoUL6/vvv1f//v0VFRVl40oB\n+0U/AnKGPmRcXCEEABvz8fHRjRs3LO/j4+OVmpoqFxcXSVL16tUVHR1tq/KAfIF+BOQMfci4CIQA\nYGP33XefIiMjdeDAAUVFRalXr14KDQ1VwYIFJUknT57k2WrALdCPgJyhDxkXo0IBwMbGjh2r9u3b\nq3LlyjKZTAoMDNSiRYss62NiYjRgwAAbVgjYP/oRkDP0IeNiDCEA2InDhw8rKSlJISEhzOIG/Ef0\nIyBn6EPGQyAEAAAAAINiDCEA2LlTp07p2WeftXUZQL5GPwJyhj507+IKIQDYud27d6tWrVpKS0uz\ndSlAvkU/AnKGPnTv4sZgALCxxYsXZ7v+2LFjd6kSIP+iHwE5Qx8yLq4QAoCNOTg4yGQyKbv/HZtM\nJr6VBbJBPwJyhj5kXIwhBAAbK1asmL799lulp6ff9Gfnzp22LhGwe/QjIGfoQ8ZFIAQAGwsLC9OO\nHTuyXH+rb2wB0I+AnKIPGRdjCAHAxgYMGKC4uLgs1wcHB2vNmjV3sSIg/6EfATlDHzIuxhACAAAA\ngEFxyygAAAAAGBSBEAAAAAAMikAIAAAAAAZFIAQAAAAAgyIQAgAAAIBBEQgBALChTz/9VD4+Pjne\nj8lk0nfffZfj/QAAjIVACACwK88884xMJpPlp3DhwmrTpo327Nlj69LyROfOnXXo0CFblwEAMCgC\nIQDA7rRp00bR0dGKjo7W6tWr5eTkpAcffNDWZeW6lJQUubu7y9/f39alAAAMikAIALA7rq6uKlq0\nqIoWLarQ0FANHDhQp06dUkxMjCRp7969at68udzd3VW4cGE9//zzio2NtbRv2rSp+vfvb7XPDh06\n6JlnnpEkffzxx6patapl3XfffSeTyaSpU6dalrVs2VKDBw+WJL399tsKDQ3V//73PwUGBsrDw0Od\nOnXStWvXrI4xY8YMVapUSW5ubgoJCdEnn3xiWXf8+HGZTCZ99dVXatKkidzc3DRnzpyb3jI6ZcoU\nlStXTi4uLqpYsaK++OILq/WHDx9W48aN5ebmpsqVK+unn37K9Gd46tQpderUST4+PipUqJDat2+v\n48ePZ/8HDwAwHAIhAMCuxcbG6ssvv1RwcLAKFy6suLg4tW7dWr6+vtq2bZsWLFigVatWqW/fvre9\nzyZNmuiPP/6wBMxffvlFfn5+Wrt2raSMK3ebNm1S06ZNLW2OHDmir7/+WkuWLNHy5cv122+/qU+f\nPpb1c+bM0dChQzVq1Cjt379f7777roYMGaLPPvvM6tgDBw5Uv379tH//frVu3TpTbYsWLVK/fv30\n6quvat++fXrhhRfUvXt3rVmzRpKUnp6uhx9+WC4uLtqyZYumTp2qN954w2ofKSkpat26tQoWLKh1\n69Zpw4YN8vT0VJs2bZScnHzbf04AAAMwAwBgR7p162Z2dHQ0FyhQwFygQAGzJHOxYsXMO3bsMJvN\nZvO0adPMvr6+5tjYWEubpUuXmh0cHMznzp0zm81mc5MmTcz9+vWz2m/79u3N3bp1M5vNZnN6erq5\ncOHC5gULFpjNZrM5NDTUPHr0aHPRokXNZrPZvH79erOzs7M5Li7ObDabzcOGDTM7OjqaT58+bdnf\njz/+aHZwcDBHR0ebzWazuVy5cua5c+daHfOdd94xR0REmM1mszkqKsosyTxx4kSrbWbPnm329va2\nvK9fv775ueees9rmscceM7dt29ZsNpvNK1asMDs5OZnPnDljVYsk86JFi8xms9n8xRdfmCtWrGhO\nT0+3bJOUlGR2d3c3r1ixItOfOQDAuLhCCACwO82aNdOuXbu0a9cubd26Va1bt9b999+vEydOaP/+\n/apRo4YKFChg2b5BgwZKT0/XwYMHb2v/JpNJjRs31tq1a3X16lX98ccf6tOnj5KSknTgwAH98ssv\nqlOnjjw8PCxtSpUqpRIlSljeR0REWI4ZFxeno0ePqkePHvL09LT8jBw5UkePHrU6du3atbOtbf/+\n/WrQoIHVsgYNGmj//v2W9YGBgSpevLhVLf+0e/duHTlyRAULFrTUUqhQISUmJmaqBwBgbE62LgAA\ngH8rUKCAgoODLe9nzJghb29vTZ8+/bbaOzg4yGw2Wy1LSUmxet+0aVNNmzZN69atU82aNeXl5WUJ\nib/88ouaNGly2/X+NX5x+vTpCg8Pt1rn6OiY6dzyWmxsrMLCwjRnzpxM64oUKZLnxwcA5B9cIQQA\n2D2TySQHBwclJCSoUqVK2r17t+Li4izrN2zYIAcHB1WsWFFSRuiJjo62rE9LS9O+ffus9vnXOMIF\nCxZYxgo2bdpUq1at0oYNG6zGD0rSyZMndfbsWcv7zZs3W44ZEBCg4sWL69ixYwoODrb6KVOmzB2d\na6VKlbRhwwarZRs2bFDlypUt60+dOmV1fps3b7bavlatWjp8+LD8/f0z1ePt7X1H9QAA7m0EQgCA\n3UlKStK5c+d07tw57d+/Xy+99JJiY2PVrl07Pfnkk3Jzc1O3bt20b98+rVmzRi+99JK6du2qgIAA\nSVLz5s21dOlSLV26VAcOHFDv3r119epVq2NUr15dvr6+mjt3rlUg/O6775SUlJTpts2/jrl7926t\nW7dOL7/8sjp16qSiRYtKkoYPH67Ro0frww8/1KFDh7R3717Nnj1b48ePv6NzHzBggD799FNNmTJF\nhw8f1vjx4/Xtt9/qtddek5Qx+2mFChWsannrrbes9vHkk0/Kz89P7du317p16xQVFaW1a9fq5Zdf\n1unTp++oHgDAvY1ACACwO8uXL1exYsVUrFgxhYeHW2YTbdq0qTw8PLRixQpdvnxZderU0aOPPqoW\nLVror5RsBwAAAWBJREFU448/trR/9tln1a1bNz399NNq0qSJypYtq2bNmlkdw2QyqVGjRjKZTGrY\nsKGkjJDo5eWl2rVrZ7q1Mzg4WA8//LDatm2rVq1aqXr16laPlejZs6dmzJih2bNnq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var(--bs-accordion-border-color)}.accordion-item:first-of-type{border-top-left-radius:var(--bs-accordion-border-radius);border-top-right-radius:var(--bs-accordion-border-radius)}.accordion-item:first-of-type .accordion-button{border-top-left-radius:var(--bs-accordion-inner-border-radius);border-top-right-radius:var(--bs-accordion-inner-border-radius)}.accordion-item:not(:first-of-type){border-top:0}.accordion-item:last-of-type{border-bottom-right-radius:var(--bs-accordion-border-radius);border-bottom-left-radius:var(--bs-accordion-border-radius)}.accordion-item:last-of-type .accordion-button.collapsed{border-bottom-right-radius:var(--bs-accordion-inner-border-radius);border-bottom-left-radius:var(--bs-accordion-inner-border-radius)}.accordion-item:last-of-type .accordion-collapse{border-bottom-right-radius:var(--bs-accordion-border-radius);border-bottom-left-radius:var(--bs-accordion-border-radius)}.accordion-body{padding:var(--bs-accordion-body-padding-y) var(--bs-accordion-body-padding-x)}.accordion-flush .accordion-collapse{border-width:0}.accordion-flush .accordion-item{border-right:0;border-left:0;border-radius:0}.accordion-flush .accordion-item:first-child{border-top:0}.accordion-flush .accordion-item:last-child{border-bottom:0}.accordion-flush .accordion-item .accordion-button,.accordion-flush .accordion-item .accordion-button.collapsed{border-radius:0}[data-bs-theme=dark] .accordion-button::after{--bs-accordion-btn-icon: url("data:image/svg+xml,%3csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16' fill='%236ea8fe'%3e%3cpath fill-rule='evenodd' d='M1.646 4.646a.5.5 0 0 1 .708 0L8 10.293l5.646-5.647a.5.5 0 0 1 .708.708l-6 6a.5.5 0 0 1-.708 0l-6-6a.5.5 0 0 1 0-.708z'/%3e%3c/svg%3e");--bs-accordion-btn-active-icon: url("data:image/svg+xml,%3csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16' fill='%236ea8fe'%3e%3cpath fill-rule='evenodd' d='M1.646 4.646a.5.5 0 0 1 .708 0L8 10.293l5.646-5.647a.5.5 0 0 1 .708.708l-6 6a.5.5 0 0 1-.708 0l-6-6a.5.5 0 0 1 0-.708z'/%3e%3c/svg%3e")}.breadcrumb{--bs-breadcrumb-padding-x: 0;--bs-breadcrumb-padding-y: 0;--bs-breadcrumb-margin-bottom: 1rem;--bs-breadcrumb-bg: ;--bs-breadcrumb-border-radius: ;--bs-breadcrumb-divider-color: rgba(33, 37, 41, 0.75);--bs-breadcrumb-item-padding-x: 0.5rem;--bs-breadcrumb-item-active-color: rgba(33, 37, 41, 0.75);display:flex;display:-webkit-flex;flex-wrap:wrap;-webkit-flex-wrap:wrap;padding:var(--bs-breadcrumb-padding-y) var(--bs-breadcrumb-padding-x);margin-bottom:var(--bs-breadcrumb-margin-bottom);font-size:var(--bs-breadcrumb-font-size);list-style:none;background-color:var(--bs-breadcrumb-bg);border-radius:var(--bs-breadcrumb-border-radius)}.breadcrumb-item+.breadcrumb-item{padding-left:var(--bs-breadcrumb-item-padding-x)}.breadcrumb-item+.breadcrumb-item::before{float:left;padding-right:var(--bs-breadcrumb-item-padding-x);color:var(--bs-breadcrumb-divider-color);content:var(--bs-breadcrumb-divider, ">") /* rtl: var(--bs-breadcrumb-divider, ">") */}.breadcrumb-item.active{color:var(--bs-breadcrumb-item-active-color)}.pagination{--bs-pagination-padding-x: 0.75rem;--bs-pagination-padding-y: 0.375rem;--bs-pagination-font-size:1rem;--bs-pagination-color: #0d6efd;--bs-pagination-bg: #ffffff;--bs-pagination-border-width: 1px;--bs-pagination-border-color: #dee2e6;--bs-pagination-border-radius: 0.375rem;--bs-pagination-hover-color: #0a58ca;--bs-pagination-hover-bg: #f8f9fa;--bs-pagination-hover-border-color: #dee2e6;--bs-pagination-focus-color: #0a58ca;--bs-pagination-focus-bg: #e9ecef;--bs-pagination-focus-box-shadow: 0 0 0 0.25rem rgba(13, 110, 253, 0.25);--bs-pagination-active-color: #ffffff;--bs-pagination-active-bg: #0d6efd;--bs-pagination-active-border-color: #0d6efd;--bs-pagination-disabled-color: rgba(33, 37, 41, 0.75);--bs-pagination-disabled-bg: #e9ecef;--bs-pagination-disabled-border-color: #dee2e6;display:flex;display:-webkit-flex;padding-left:0;list-style:none}.page-link{position:relative;display:block;padding:var(--bs-pagination-padding-y) var(--bs-pagination-padding-x);font-size:var(--bs-pagination-font-size);color:var(--bs-pagination-color);text-decoration:none;-webkit-text-decoration:none;-moz-text-decoration:none;-ms-text-decoration:none;-o-text-decoration:none;background-color:var(--bs-pagination-bg);border:var(--bs-pagination-border-width) solid var(--bs-pagination-border-color);transition:color .15s ease-in-out,background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out}@media(prefers-reduced-motion: reduce){.page-link{transition:none}}.page-link:hover{z-index:2;color:var(--bs-pagination-hover-color);background-color:var(--bs-pagination-hover-bg);border-color:var(--bs-pagination-hover-border-color)}.page-link:focus{z-index:3;color:var(--bs-pagination-focus-color);background-color:var(--bs-pagination-focus-bg);outline:0;box-shadow:var(--bs-pagination-focus-box-shadow)}.page-link.active,.active>.page-link{z-index:3;color:var(--bs-pagination-active-color);background-color:var(--bs-pagination-active-bg);border-color:var(--bs-pagination-active-border-color)}.page-link.disabled,.disabled>.page-link{color:var(--bs-pagination-disabled-color);pointer-events:none;background-color:var(--bs-pagination-disabled-bg);border-color:var(--bs-pagination-disabled-border-color)}.page-item:not(:first-child) .page-link{margin-left:calc(1px*-1)}.page-item:first-child .page-link{border-top-left-radius:var(--bs-pagination-border-radius);border-bottom-left-radius:var(--bs-pagination-border-radius)}.page-item:last-child .page-link{border-top-right-radius:var(--bs-pagination-border-radius);border-bottom-right-radius:var(--bs-pagination-border-radius)}.pagination-lg{--bs-pagination-padding-x: 1.5rem;--bs-pagination-padding-y: 0.75rem;--bs-pagination-font-size:1.25rem;--bs-pagination-border-radius: 0.5rem}.pagination-sm{--bs-pagination-padding-x: 0.5rem;--bs-pagination-padding-y: 0.25rem;--bs-pagination-font-size:0.875rem;--bs-pagination-border-radius: 0.25rem}.badge{--bs-badge-padding-x: 0.65em;--bs-badge-padding-y: 0.35em;--bs-badge-font-size:0.75em;--bs-badge-font-weight: 700;--bs-badge-color: #ffffff;--bs-badge-border-radius: 0.375rem;display:inline-block;padding:var(--bs-badge-padding-y) var(--bs-badge-padding-x);font-size:var(--bs-badge-font-size);font-weight:var(--bs-badge-font-weight);line-height:1;color:var(--bs-badge-color);text-align:center;white-space:nowrap;vertical-align:baseline;border-radius:var(--bs-badge-border-radius)}.badge:empty{display:none}.btn .badge{position:relative;top:-1px}.alert{--bs-alert-bg: transparent;--bs-alert-padding-x: 1rem;--bs-alert-padding-y: 1rem;--bs-alert-margin-bottom: 1rem;--bs-alert-color: inherit;--bs-alert-border-color: transparent;--bs-alert-border: 1px solid var(--bs-alert-border-color);--bs-alert-border-radius: 0.375rem;--bs-alert-link-color: inherit;position:relative;padding:var(--bs-alert-padding-y) var(--bs-alert-padding-x);margin-bottom:var(--bs-alert-margin-bottom);color:var(--bs-alert-color);background-color:var(--bs-alert-bg);border:var(--bs-alert-border);border-radius:var(--bs-alert-border-radius)}.alert-heading{color:inherit}.alert-link{font-weight:700;color:var(--bs-alert-link-color)}.alert-dismissible{padding-right:3rem}.alert-dismissible .btn-close{position:absolute;top:0;right:0;z-index:2;padding:1.25rem 1rem}.alert-default{--bs-alert-color: var(--bs-default-text-emphasis);--bs-alert-bg: var(--bs-default-bg-subtle);--bs-alert-border-color: var(--bs-default-border-subtle);--bs-alert-link-color: var(--bs-default-text-emphasis)}.alert-primary{--bs-alert-color: var(--bs-primary-text-emphasis);--bs-alert-bg: var(--bs-primary-bg-subtle);--bs-alert-border-color: var(--bs-primary-border-subtle);--bs-alert-link-color: var(--bs-primary-text-emphasis)}.alert-secondary{--bs-alert-color: var(--bs-secondary-text-emphasis);--bs-alert-bg: var(--bs-secondary-bg-subtle);--bs-alert-border-color: var(--bs-secondary-border-subtle);--bs-alert-link-color: var(--bs-secondary-text-emphasis)}.alert-success{--bs-alert-color: var(--bs-success-text-emphasis);--bs-alert-bg: var(--bs-success-bg-subtle);--bs-alert-border-color: var(--bs-success-border-subtle);--bs-alert-link-color: var(--bs-success-text-emphasis)}.alert-info{--bs-alert-color: var(--bs-info-text-emphasis);--bs-alert-bg: var(--bs-info-bg-subtle);--bs-alert-border-color: var(--bs-info-border-subtle);--bs-alert-link-color: var(--bs-info-text-emphasis)}.alert-warning{--bs-alert-color: var(--bs-warning-text-emphasis);--bs-alert-bg: var(--bs-warning-bg-subtle);--bs-alert-border-color: var(--bs-warning-border-subtle);--bs-alert-link-color: var(--bs-warning-text-emphasis)}.alert-danger{--bs-alert-color: var(--bs-danger-text-emphasis);--bs-alert-bg: var(--bs-danger-bg-subtle);--bs-alert-border-color: var(--bs-danger-border-subtle);--bs-alert-link-color: var(--bs-danger-text-emphasis)}.alert-light{--bs-alert-color: var(--bs-light-text-emphasis);--bs-alert-bg: var(--bs-light-bg-subtle);--bs-alert-border-color: var(--bs-light-border-subtle);--bs-alert-link-color: var(--bs-light-text-emphasis)}.alert-dark{--bs-alert-color: var(--bs-dark-text-emphasis);--bs-alert-bg: var(--bs-dark-bg-subtle);--bs-alert-border-color: var(--bs-dark-border-subtle);--bs-alert-link-color: var(--bs-dark-text-emphasis)}@keyframes progress-bar-stripes{0%{background-position-x:1rem}}.progress,.progress-stacked{--bs-progress-height: 1rem;--bs-progress-font-size:0.75rem;--bs-progress-bg: #e9ecef;--bs-progress-border-radius: 0.375rem;--bs-progress-box-shadow: inset 0 1px 2px rgba(0, 0, 0, 0.075);--bs-progress-bar-color: #ffffff;--bs-progress-bar-bg: #0d6efd;--bs-progress-bar-transition: width 0.6s ease;display:flex;display:-webkit-flex;height:var(--bs-progress-height);overflow:hidden;font-size:var(--bs-progress-font-size);background-color:var(--bs-progress-bg);border-radius:var(--bs-progress-border-radius)}.progress-bar{display:flex;display:-webkit-flex;flex-direction:column;-webkit-flex-direction:column;justify-content:center;-webkit-justify-content:center;overflow:hidden;color:var(--bs-progress-bar-color);text-align:center;white-space:nowrap;background-color:var(--bs-progress-bar-bg);transition:var(--bs-progress-bar-transition)}@media(prefers-reduced-motion: reduce){.progress-bar{transition:none}}.progress-bar-striped{background-image:linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);background-size:var(--bs-progress-height) var(--bs-progress-height)}.progress-stacked>.progress{overflow:visible}.progress-stacked>.progress>.progress-bar{width:100%}.progress-bar-animated{animation:1s linear infinite progress-bar-stripes}@media(prefers-reduced-motion: reduce){.progress-bar-animated{animation:none}}.list-group{--bs-list-group-color: #212529;--bs-list-group-bg: #ffffff;--bs-list-group-border-color: #dee2e6;--bs-list-group-border-width: 1px;--bs-list-group-border-radius: 0.375rem;--bs-list-group-item-padding-x: 1rem;--bs-list-group-item-padding-y: 0.5rem;--bs-list-group-action-color: rgba(33, 37, 41, 0.75);--bs-list-group-action-hover-color: #000;--bs-list-group-action-hover-bg: #f8f9fa;--bs-list-group-action-active-color: #212529;--bs-list-group-action-active-bg: #e9ecef;--bs-list-group-disabled-color: rgba(33, 37, 41, 0.75);--bs-list-group-disabled-bg: #ffffff;--bs-list-group-active-color: #ffffff;--bs-list-group-active-bg: #0d6efd;--bs-list-group-active-border-color: #0d6efd;display:flex;display:-webkit-flex;flex-direction:column;-webkit-flex-direction:column;padding-left:0;margin-bottom:0;border-radius:var(--bs-list-group-border-radius)}.list-group-numbered{list-style-type:none;counter-reset:section}.list-group-numbered>.list-group-item::before{content:counters(section, ".") ". ";counter-increment:section}.list-group-item-action{width:100%;color:var(--bs-list-group-action-color);text-align:inherit}.list-group-item-action:hover,.list-group-item-action:focus{z-index:1;color:var(--bs-list-group-action-hover-color);text-decoration:none;background-color:var(--bs-list-group-action-hover-bg)}.list-group-item-action:active{color:var(--bs-list-group-action-active-color);background-color:var(--bs-list-group-action-active-bg)}.list-group-item{position:relative;display:block;padding:var(--bs-list-group-item-padding-y) var(--bs-list-group-item-padding-x);color:var(--bs-list-group-color);text-decoration:none;-webkit-text-decoration:none;-moz-text-decoration:none;-ms-text-decoration:none;-o-text-decoration:none;background-color:var(--bs-list-group-bg);border:var(--bs-list-group-border-width) solid var(--bs-list-group-border-color)}.list-group-item:first-child{border-top-left-radius:inherit;border-top-right-radius:inherit}.list-group-item:last-child{border-bottom-right-radius:inherit;border-bottom-left-radius:inherit}.list-group-item.disabled,.list-group-item:disabled{color:var(--bs-list-group-disabled-color);pointer-events:none;background-color:var(--bs-list-group-disabled-bg)}.list-group-item.active{z-index:2;color:var(--bs-list-group-active-color);background-color:var(--bs-list-group-active-bg);border-color:var(--bs-list-group-active-border-color)}.list-group-item+.list-group-item{border-top-width:0}.list-group-item+.list-group-item.active{margin-top:calc(-1*var(--bs-list-group-border-width));border-top-width:var(--bs-list-group-border-width)}.list-group-horizontal{flex-direction:row;-webkit-flex-direction:row}.list-group-horizontal>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal>.list-group-item:last-child:not(:first-child){border-top-right-radius:var(--bs-list-group-border-radius);border-bottom-left-radius:0}.list-group-horizontal>.list-group-item.active{margin-top:0}.list-group-horizontal>.list-group-item+.list-group-item{border-top-width:var(--bs-list-group-border-width);border-left-width:0}.list-group-horizontal>.list-group-item+.list-group-item.active{margin-left:calc(-1*var(--bs-list-group-border-width));border-left-width:var(--bs-list-group-border-width)}@media(min-width: 576px){.list-group-horizontal-sm{flex-direction:row;-webkit-flex-direction:row}.list-group-horizontal-sm>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-sm>.list-group-item:last-child:not(:first-child){border-top-right-radius:var(--bs-list-group-border-radius);border-bottom-left-radius:0}.list-group-horizontal-sm>.list-group-item.active{margin-top:0}.list-group-horizontal-sm>.list-group-item+.list-group-item{border-top-width:var(--bs-list-group-border-width);border-left-width:0}.list-group-horizontal-sm>.list-group-item+.list-group-item.active{margin-left:calc(-1*var(--bs-list-group-border-width));border-left-width:var(--bs-list-group-border-width)}}@media(min-width: 768px){.list-group-horizontal-md{flex-direction:row;-webkit-flex-direction:row}.list-group-horizontal-md>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-md>.list-group-item:last-child:not(:first-child){border-top-right-radius:var(--bs-list-group-border-radius);border-bottom-left-radius:0}.list-group-horizontal-md>.list-group-item.active{margin-top:0}.list-group-horizontal-md>.list-group-item+.list-group-item{border-top-width:var(--bs-list-group-border-width);border-left-width:0}.list-group-horizontal-md>.list-group-item+.list-group-item.active{margin-left:calc(-1*var(--bs-list-group-border-width));border-left-width:var(--bs-list-group-border-width)}}@media(min-width: 992px){.list-group-horizontal-lg{flex-direction:row;-webkit-flex-direction:row}.list-group-horizontal-lg>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-lg>.list-group-item:last-child:not(:first-child){border-top-right-radius:var(--bs-list-group-border-radius);border-bottom-left-radius:0}.list-group-horizontal-lg>.list-group-item.active{margin-top:0}.list-group-horizontal-lg>.list-group-item+.list-group-item{border-top-width:var(--bs-list-group-border-width);border-left-width:0}.list-group-horizontal-lg>.list-group-item+.list-group-item.active{margin-left:calc(-1*var(--bs-list-group-border-width));border-left-width:var(--bs-list-group-border-width)}}@media(min-width: 1200px){.list-group-horizontal-xl{flex-direction:row;-webkit-flex-direction:row}.list-group-horizontal-xl>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-xl>.list-group-item:last-child:not(:first-child){border-top-right-radius:var(--bs-list-group-border-radius);border-bottom-left-radius:0}.list-group-horizontal-xl>.list-group-item.active{margin-top:0}.list-group-horizontal-xl>.list-group-item+.list-group-item{border-top-width:var(--bs-list-group-border-width);border-left-width:0}.list-group-horizontal-xl>.list-group-item+.list-group-item.active{margin-left:calc(-1*var(--bs-list-group-border-width));border-left-width:var(--bs-list-group-border-width)}}@media(min-width: 1400px){.list-group-horizontal-xxl{flex-direction:row;-webkit-flex-direction:row}.list-group-horizontal-xxl>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-xxl>.list-group-item:last-child:not(:first-child){border-top-right-radius:var(--bs-list-group-border-radius);border-bottom-left-radius:0}.list-group-horizontal-xxl>.list-group-item.active{margin-top:0}.list-group-horizontal-xxl>.list-group-item+.list-group-item{border-top-width:var(--bs-list-group-border-width);border-left-width:0}.list-group-horizontal-xxl>.list-group-item+.list-group-item.active{margin-left:calc(-1*var(--bs-list-group-border-width));border-left-width:var(--bs-list-group-border-width)}}.list-group-flush{border-radius:0}.list-group-flush>.list-group-item{border-width:0 0 var(--bs-list-group-border-width)}.list-group-flush>.list-group-item:last-child{border-bottom-width:0}.list-group-item-default{--bs-list-group-color: var(--bs-default-text-emphasis);--bs-list-group-bg: var(--bs-default-bg-subtle);--bs-list-group-border-color: var(--bs-default-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-default-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-default-border-subtle);--bs-list-group-active-color: var(--bs-default-bg-subtle);--bs-list-group-active-bg: var(--bs-default-text-emphasis);--bs-list-group-active-border-color: var(--bs-default-text-emphasis)}.list-group-item-primary{--bs-list-group-color: var(--bs-primary-text-emphasis);--bs-list-group-bg: var(--bs-primary-bg-subtle);--bs-list-group-border-color: var(--bs-primary-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-primary-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-primary-border-subtle);--bs-list-group-active-color: var(--bs-primary-bg-subtle);--bs-list-group-active-bg: var(--bs-primary-text-emphasis);--bs-list-group-active-border-color: var(--bs-primary-text-emphasis)}.list-group-item-secondary{--bs-list-group-color: var(--bs-secondary-text-emphasis);--bs-list-group-bg: var(--bs-secondary-bg-subtle);--bs-list-group-border-color: var(--bs-secondary-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-secondary-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-secondary-border-subtle);--bs-list-group-active-color: var(--bs-secondary-bg-subtle);--bs-list-group-active-bg: var(--bs-secondary-text-emphasis);--bs-list-group-active-border-color: var(--bs-secondary-text-emphasis)}.list-group-item-success{--bs-list-group-color: var(--bs-success-text-emphasis);--bs-list-group-bg: var(--bs-success-bg-subtle);--bs-list-group-border-color: var(--bs-success-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-success-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-success-border-subtle);--bs-list-group-active-color: var(--bs-success-bg-subtle);--bs-list-group-active-bg: var(--bs-success-text-emphasis);--bs-list-group-active-border-color: var(--bs-success-text-emphasis)}.list-group-item-info{--bs-list-group-color: var(--bs-info-text-emphasis);--bs-list-group-bg: var(--bs-info-bg-subtle);--bs-list-group-border-color: var(--bs-info-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-info-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-info-border-subtle);--bs-list-group-active-color: var(--bs-info-bg-subtle);--bs-list-group-active-bg: var(--bs-info-text-emphasis);--bs-list-group-active-border-color: var(--bs-info-text-emphasis)}.list-group-item-warning{--bs-list-group-color: var(--bs-warning-text-emphasis);--bs-list-group-bg: var(--bs-warning-bg-subtle);--bs-list-group-border-color: var(--bs-warning-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-warning-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-warning-border-subtle);--bs-list-group-active-color: var(--bs-warning-bg-subtle);--bs-list-group-active-bg: var(--bs-warning-text-emphasis);--bs-list-group-active-border-color: var(--bs-warning-text-emphasis)}.list-group-item-danger{--bs-list-group-color: var(--bs-danger-text-emphasis);--bs-list-group-bg: var(--bs-danger-bg-subtle);--bs-list-group-border-color: var(--bs-danger-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-danger-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-danger-border-subtle);--bs-list-group-active-color: var(--bs-danger-bg-subtle);--bs-list-group-active-bg: var(--bs-danger-text-emphasis);--bs-list-group-active-border-color: var(--bs-danger-text-emphasis)}.list-group-item-light{--bs-list-group-color: var(--bs-light-text-emphasis);--bs-list-group-bg: var(--bs-light-bg-subtle);--bs-list-group-border-color: var(--bs-light-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-light-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-light-border-subtle);--bs-list-group-active-color: var(--bs-light-bg-subtle);--bs-list-group-active-bg: var(--bs-light-text-emphasis);--bs-list-group-active-border-color: var(--bs-light-text-emphasis)}.list-group-item-dark{--bs-list-group-color: var(--bs-dark-text-emphasis);--bs-list-group-bg: var(--bs-dark-bg-subtle);--bs-list-group-border-color: var(--bs-dark-border-subtle);--bs-list-group-action-hover-color: var(--bs-emphasis-color);--bs-list-group-action-hover-bg: var(--bs-dark-border-subtle);--bs-list-group-action-active-color: var(--bs-emphasis-color);--bs-list-group-action-active-bg: var(--bs-dark-border-subtle);--bs-list-group-active-color: var(--bs-dark-bg-subtle);--bs-list-group-active-bg: var(--bs-dark-text-emphasis);--bs-list-group-active-border-color: var(--bs-dark-text-emphasis)}.btn-close{--bs-btn-close-color: #000;--bs-btn-close-bg: url("data:image/svg+xml,%3csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16' fill='%23000'%3e%3cpath d='M.293.293a1 1 0 0 1 1.414 0L8 6.586 14.293.293a1 1 0 1 1 1.414 1.414L9.414 8l6.293 6.293a1 1 0 0 1-1.414 1.414L8 9.414l-6.293 6.293a1 1 0 0 1-1.414-1.414L6.586 8 .293 1.707a1 1 0 0 1 0-1.414z'/%3e%3c/svg%3e");--bs-btn-close-opacity: 0.5;--bs-btn-close-hover-opacity: 0.75;--bs-btn-close-focus-shadow: 0 0 0 0.25rem rgba(13, 110, 253, 0.25);--bs-btn-close-focus-opacity: 1;--bs-btn-close-disabled-opacity: 0.25;--bs-btn-close-white-filter: invert(1) grayscale(100%) brightness(200%);box-sizing:content-box;width:1em;height:1em;padding:.25em .25em;color:var(--bs-btn-close-color);background:rgba(0,0,0,0) var(--bs-btn-close-bg) center/1em auto 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0.375rem;--bs-toast-box-shadow: 0 0.5rem 1rem rgba(0, 0, 0, 0.15);--bs-toast-header-color: rgba(33, 37, 41, 0.75);--bs-toast-header-bg: rgba(255, 255, 255, 0.85);--bs-toast-header-border-color: rgba(0, 0, 0, 0.175);width:var(--bs-toast-max-width);max-width:100%;font-size:var(--bs-toast-font-size);color:var(--bs-toast-color);pointer-events:auto;background-color:var(--bs-toast-bg);background-clip:padding-box;border:var(--bs-toast-border-width) solid var(--bs-toast-border-color);box-shadow:var(--bs-toast-box-shadow);border-radius:var(--bs-toast-border-radius)}.toast.showing{opacity:0}.toast:not(.show){display:none}.toast-container{--bs-toast-zindex: 1090;position:absolute;z-index:var(--bs-toast-zindex);width:max-content;width:-webkit-max-content;width:-moz-max-content;width:-ms-max-content;width:-o-max-content;max-width:100%;pointer-events:none}.toast-container>:not(:last-child){margin-bottom:var(--bs-toast-spacing)}.toast-header{display:flex;display:-webkit-flex;align-items:center;-webkit-align-items:center;padding:var(--bs-toast-padding-y) var(--bs-toast-padding-x);color:var(--bs-toast-header-color);background-color:var(--bs-toast-header-bg);background-clip:padding-box;border-bottom:var(--bs-toast-border-width) solid var(--bs-toast-header-border-color);border-top-left-radius:calc(var(--bs-toast-border-radius) - var(--bs-toast-border-width));border-top-right-radius:calc(var(--bs-toast-border-radius) - var(--bs-toast-border-width))}.toast-header .btn-close{margin-right:calc(-0.5*var(--bs-toast-padding-x));margin-left:var(--bs-toast-padding-x)}.toast-body{padding:var(--bs-toast-padding-x);word-wrap:break-word}.modal{--bs-modal-zindex: 1055;--bs-modal-width: 500px;--bs-modal-padding: 1rem;--bs-modal-margin: 0.5rem;--bs-modal-color: ;--bs-modal-bg: #ffffff;--bs-modal-border-color: rgba(0, 0, 0, 0.175);--bs-modal-border-width: 1px;--bs-modal-border-radius: 0.5rem;--bs-modal-box-shadow: 0 0.125rem 0.25rem rgba(0, 0, 0, 0.075);--bs-modal-inner-border-radius: calc(0.5rem - 1px);--bs-modal-header-padding-x: 1rem;--bs-modal-header-padding-y: 1rem;--bs-modal-header-padding: 1rem 1rem;--bs-modal-header-border-color: #dee2e6;--bs-modal-header-border-width: 1px;--bs-modal-title-line-height: 1.5;--bs-modal-footer-gap: 0.5rem;--bs-modal-footer-bg: ;--bs-modal-footer-border-color: #dee2e6;--bs-modal-footer-border-width: 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var(--bs-modal-margin)*2)}.modal-content{position:relative;display:flex;display:-webkit-flex;flex-direction:column;-webkit-flex-direction:column;width:100%;color:var(--bs-modal-color);pointer-events:auto;background-color:var(--bs-modal-bg);background-clip:padding-box;border:var(--bs-modal-border-width) solid var(--bs-modal-border-color);border-radius:var(--bs-modal-border-radius);outline:0}.modal-backdrop{--bs-backdrop-zindex: 1050;--bs-backdrop-bg: #000;--bs-backdrop-opacity: 0.5;position:fixed;top:0;left:0;z-index:var(--bs-backdrop-zindex);width:100vw;height:100vh;background-color:var(--bs-backdrop-bg)}.modal-backdrop.fade{opacity:0}.modal-backdrop.show{opacity:var(--bs-backdrop-opacity)}.modal-header{display:flex;display:-webkit-flex;flex-shrink:0;-webkit-flex-shrink:0;align-items:center;-webkit-align-items:center;justify-content:space-between;-webkit-justify-content:space-between;padding:var(--bs-modal-header-padding);border-bottom:var(--bs-modal-header-border-width) solid 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.modal-content{height:100%;border:0;border-radius:0}.modal-fullscreen-sm-down .modal-header,.modal-fullscreen-sm-down .modal-footer{border-radius:0}.modal-fullscreen-sm-down .modal-body{overflow-y:auto}}@media(max-width: 767.98px){.modal-fullscreen-md-down{width:100vw;max-width:none;height:100%;margin:0}.modal-fullscreen-md-down .modal-content{height:100%;border:0;border-radius:0}.modal-fullscreen-md-down .modal-header,.modal-fullscreen-md-down .modal-footer{border-radius:0}.modal-fullscreen-md-down .modal-body{overflow-y:auto}}@media(max-width: 991.98px){.modal-fullscreen-lg-down{width:100vw;max-width:none;height:100%;margin:0}.modal-fullscreen-lg-down .modal-content{height:100%;border:0;border-radius:0}.modal-fullscreen-lg-down .modal-header,.modal-fullscreen-lg-down .modal-footer{border-radius:0}.modal-fullscreen-lg-down .modal-body{overflow-y:auto}}@media(max-width: 1199.98px){.modal-fullscreen-xl-down{width:100vw;max-width:none;height:100%;margin:0}.modal-fullscreen-xl-down 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m?m(Object.assign({},e.rects,{placement:e.placement})):m,O="number"==typeof C?{mainAxis:C,altAxis:C}:Object.assign({mainAxis:0,altAxis:0},C),x=e.modifiersData.offset?e.modifiersData.offset[e.placement]:null,k={x:0,y:0};if(A){if(o){var L,S="y"===y?zt:Vt,D="y"===y?Rt:qt,$="y"===y?"height":"width",I=A[y],N=I+g[S],P=I-g[D],M=f?-T[$]/2:0,j=b===Xt?E[$]:T[$],F=b===Xt?-T[$]:-E[$],H=e.elements.arrow,W=f&&H?Ce(H):{width:0,height:0},B=e.modifiersData["arrow#persistent"]?e.modifiersData["arrow#persistent"].padding:{top:0,right:0,bottom:0,left:0},z=B[S],R=B[D],q=Ne(0,E[$],W[$]),V=v?E[$]/2-M-q-z-O.mainAxis:j-q-z-O.mainAxis,K=v?-E[$]/2+M+q+R+O.mainAxis:F+q+R+O.mainAxis,Q=e.elements.arrow&&$e(e.elements.arrow),X=Q?"y"===y?Q.clientTop||0:Q.clientLeft||0:0,Y=null!=(L=null==x?void 0:x[y])?L:0,U=I+K-Y,G=Ne(f?ye(N,I+V-Y-X):N,I,f?ve(P,U):P);A[y]=G,k[y]=G-I}if(a){var J,Z="x"===y?zt:Vt,tt="x"===y?Rt:qt,et=A[w],it="y"===w?"height":"width",nt=et+g[Z],st=et-g[tt],ot=-1!==[zt,Vt].indexOf(_),rt=null!=(J=null==x?void 0:x[w])?J:0,at=ot?nt:et-E[it]-T[it]-rt+O.altAxis,lt=ot?et+E[it]+T[it]-rt-O.altAxis:st,ct=f&&ot?function(t,e,i){var n=Ne(t,e,i);return n>i?i:n}(at,et,lt):Ne(f?at:nt,et,f?lt:st);A[w]=ct,k[w]=ct-et}e.modifiersData[n]=k}},requiresIfExists:["offset"]};function di(t,e,i){void 0===i&&(i=!1);var n,s,o=me(e),r=me(e)&&function(t){var e=t.getBoundingClientRect(),i=we(e.width)/t.offsetWidth||1,n=we(e.height)/t.offsetHeight||1;return 1!==i||1!==n}(e),a=Le(e),l=Te(t,r,i),c={scrollLeft:0,scrollTop:0},h={x:0,y:0};return(o||!o&&!i)&&(("body"!==ue(e)||Ue(a))&&(c=(n=e)!==fe(n)&&me(n)?{scrollLeft:(s=n).scrollLeft,scrollTop:s.scrollTop}:Xe(n)),me(e)?((h=Te(e,!0)).x+=e.clientLeft,h.y+=e.clientTop):a&&(h.x=Ye(a))),{x:l.left+c.scrollLeft-h.x,y:l.top+c.scrollTop-h.y,width:l.width,height:l.height}}function ui(t){var e=new Map,i=new Set,n=[];function s(t){i.add(t.name),[].concat(t.requires||[],t.requiresIfExists||[]).forEach((function(t){if(!i.has(t)){var n=e.get(t);n&&s(n)}})),n.push(t)}return t.forEach((function(t){e.set(t.name,t)})),t.forEach((function(t){i.has(t.name)||s(t)})),n}var fi={placement:"bottom",modifiers:[],strategy:"absolute"};function pi(){for(var t=arguments.length,e=new Array(t),i=0;iNumber.parseInt(t,10))):"function"==typeof t?e=>t(e,this._element):t}_getPopperConfig(){const t={placement:this._getPlacement(),modifiers:[{name:"preventOverflow",options:{boundary:this._config.boundary}},{name:"offset",options:{offset:this._getOffset()}}]};return(this._inNavbar||"static"===this._config.display)&&(F.setDataAttribute(this._menu,"popper","static"),t.modifiers=[{name:"applyStyles",enabled:!1}]),{...t,...g(this._config.popperConfig,[t])}}_selectMenuItem({key:t,target:e}){const i=z.find(".dropdown-menu 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e=/input|textarea/i.test(t.target.tagName),i="Escape"===t.key,n=[Ei,Ti].includes(t.key);if(!n&&!i)return;if(e&&!i)return;t.preventDefault();const s=this.matches(Ii)?this:z.prev(this,Ii)[0]||z.next(this,Ii)[0]||z.findOne(Ii,t.delegateTarget.parentNode),o=qi.getOrCreateInstance(s);if(n)return t.stopPropagation(),o.show(),void o._selectMenuItem(t);o._isShown()&&(t.stopPropagation(),o.hide(),s.focus())}}N.on(document,Si,Ii,qi.dataApiKeydownHandler),N.on(document,Si,Pi,qi.dataApiKeydownHandler),N.on(document,Li,qi.clearMenus),N.on(document,Di,qi.clearMenus),N.on(document,Li,Ii,(function(t){t.preventDefault(),qi.getOrCreateInstance(this).toggle()})),m(qi);const Vi="backdrop",Ki="show",Qi=`mousedown.bs.${Vi}`,Xi={className:"modal-backdrop",clickCallback:null,isAnimated:!1,isVisible:!0,rootElement:"body"},Yi={className:"string",clickCallback:"(function|null)",isAnimated:"boolean",isVisible:"boolean",rootElement:"(element|string)"};class Ui extends H{constructor(t){super(),this._config=this._getConfig(t),this._isAppended=!1,this._element=null}static get Default(){return Xi}static get DefaultType(){return Yi}static get NAME(){return Vi}show(t){if(!this._config.isVisible)return void g(t);this._append();const e=this._getElement();this._config.isAnimated&&d(e),e.classList.add(Ki),this._emulateAnimation((()=>{g(t)}))}hide(t){this._config.isVisible?(this._getElement().classList.remove(Ki),this._emulateAnimation((()=>{this.dispose(),g(t)}))):g(t)}dispose(){this._isAppended&&(N.off(this._element,Qi),this._element.remove(),this._isAppended=!1)}_getElement(){if(!this._element){const t=document.createElement("div");t.className=this._config.className,this._config.isAnimated&&t.classList.add("fade"),this._element=t}return this._element}_configAfterMerge(t){return t.rootElement=r(t.rootElement),t}_append(){if(this._isAppended)return;const t=this._getElement();this._config.rootElement.append(t),N.on(t,Qi,(()=>{g(this._config.clickCallback)})),this._isAppended=!0}_emulateAnimation(t){_(t,this._getElement(),this._config.isAnimated)}}const Gi=".bs.focustrap",Ji=`focusin${Gi}`,Zi=`keydown.tab${Gi}`,tn="backward",en={autofocus:!0,trapElement:null},nn={autofocus:"boolean",trapElement:"element"};class sn extends H{constructor(t){super(),this._config=this._getConfig(t),this._isActive=!1,this._lastTabNavDirection=null}static get Default(){return en}static get DefaultType(){return nn}static get NAME(){return"focustrap"}activate(){this._isActive||(this._config.autofocus&&this._config.trapElement.focus(),N.off(document,Gi),N.on(document,Ji,(t=>this._handleFocusin(t))),N.on(document,Zi,(t=>this._handleKeydown(t))),this._isActive=!0)}deactivate(){this._isActive&&(this._isActive=!1,N.off(document,Gi))}_handleFocusin(t){const{trapElement:e}=this._config;if(t.target===document||t.target===e||e.contains(t.target))return;const i=z.focusableChildren(e);0===i.length?e.focus():this._lastTabNavDirection===tn?i[i.length-1].focus():i[0].focus()}_handleKeydown(t){"Tab"===t.key&&(this._lastTabNavDirection=t.shiftKey?tn:"forward")}}const on=".fixed-top, .fixed-bottom, .is-fixed, .sticky-top",rn=".sticky-top",an="padding-right",ln="margin-right";class cn{constructor(){this._element=document.body}getWidth(){const t=document.documentElement.clientWidth;return Math.abs(window.innerWidth-t)}hide(){const t=this.getWidth();this._disableOverFlow(),this._setElementAttributes(this._element,an,(e=>e+t)),this._setElementAttributes(on,an,(e=>e+t)),this._setElementAttributes(rn,ln,(e=>e-t))}reset(){this._resetElementAttributes(this._element,"overflow"),this._resetElementAttributes(this._element,an),this._resetElementAttributes(on,an),this._resetElementAttributes(rn,ln)}isOverflowing(){return this.getWidth()>0}_disableOverFlow(){this._saveInitialAttribute(this._element,"overflow"),this._element.style.overflow="hidden"}_setElementAttributes(t,e,i){const n=this.getWidth();this._applyManipulationCallback(t,(t=>{if(t!==this._element&&window.innerWidth>t.clientWidth+n)return;this._saveInitialAttribute(t,e);const s=window.getComputedStyle(t).getPropertyValue(e);t.style.setProperty(e,`${i(Number.parseFloat(s))}px`)}))}_saveInitialAttribute(t,e){const i=t.style.getPropertyValue(e);i&&F.setDataAttribute(t,e,i)}_resetElementAttributes(t,e){this._applyManipulationCallback(t,(t=>{const i=F.getDataAttribute(t,e);null!==i?(F.removeDataAttribute(t,e),t.style.setProperty(e,i)):t.style.removeProperty(e)}))}_applyManipulationCallback(t,e){if(o(t))e(t);else for(const i of z.find(t,this._element))e(i)}}const hn=".bs.modal",dn=`hide${hn}`,un=`hidePrevented${hn}`,fn=`hidden${hn}`,pn=`show${hn}`,mn=`shown${hn}`,gn=`resize${hn}`,_n=`click.dismiss${hn}`,bn=`mousedown.dismiss${hn}`,vn=`keydown.dismiss${hn}`,yn=`click${hn}.data-api`,wn="modal-open",An="show",En="modal-static",Tn={backdrop:!0,focus:!0,keyboard:!0},Cn={backdrop:"(boolean|string)",focus:"boolean",keyboard:"boolean"};class On extends W{constructor(t,e){super(t,e),this._dialog=z.findOne(".modal-dialog",this._element),this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._isShown=!1,this._isTransitioning=!1,this._scrollBar=new cn,this._addEventListeners()}static get Default(){return Tn}static get DefaultType(){return Cn}static get NAME(){return"modal"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||this._isTransitioning||N.trigger(this._element,pn,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._isTransitioning=!0,this._scrollBar.hide(),document.body.classList.add(wn),this._adjustDialog(),this._backdrop.show((()=>this._showElement(t))))}hide(){this._isShown&&!this._isTransitioning&&(N.trigger(this._element,dn).defaultPrevented||(this._isShown=!1,this._isTransitioning=!0,this._focustrap.deactivate(),this._element.classList.remove(An),this._queueCallback((()=>this._hideModal()),this._element,this._isAnimated())))}dispose(){N.off(window,hn),N.off(this._dialog,hn),this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}handleUpdate(){this._adjustDialog()}_initializeBackDrop(){return new Ui({isVisible:Boolean(this._config.backdrop),isAnimated:this._isAnimated()})}_initializeFocusTrap(){return new sn({trapElement:this._element})}_showElement(t){document.body.contains(this._element)||document.body.append(this._element),this._element.style.display="block",this._element.removeAttribute("aria-hidden"),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.scrollTop=0;const e=z.findOne(".modal-body",this._dialog);e&&(e.scrollTop=0),d(this._element),this._element.classList.add(An),this._queueCallback((()=>{this._config.focus&&this._focustrap.activate(),this._isTransitioning=!1,N.trigger(this._element,mn,{relatedTarget:t})}),this._dialog,this._isAnimated())}_addEventListeners(){N.on(this._element,vn,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():this._triggerBackdropTransition())})),N.on(window,gn,(()=>{this._isShown&&!this._isTransitioning&&this._adjustDialog()})),N.on(this._element,bn,(t=>{N.one(this._element,_n,(e=>{this._element===t.target&&this._element===e.target&&("static"!==this._config.backdrop?this._config.backdrop&&this.hide():this._triggerBackdropTransition())}))}))}_hideModal(){this._element.style.display="none",this._element.setAttribute("aria-hidden",!0),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._isTransitioning=!1,this._backdrop.hide((()=>{document.body.classList.remove(wn),this._resetAdjustments(),this._scrollBar.reset(),N.trigger(this._element,fn)}))}_isAnimated(){return this._element.classList.contains("fade")}_triggerBackdropTransition(){if(N.trigger(this._element,un).defaultPrevented)return;const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._element.style.overflowY;"hidden"===e||this._element.classList.contains(En)||(t||(this._element.style.overflowY="hidden"),this._element.classList.add(En),this._queueCallback((()=>{this._element.classList.remove(En),this._queueCallback((()=>{this._element.style.overflowY=e}),this._dialog)}),this._dialog),this._element.focus())}_adjustDialog(){const t=this._element.scrollHeight>document.documentElement.clientHeight,e=this._scrollBar.getWidth(),i=e>0;if(i&&!t){const t=p()?"paddingLeft":"paddingRight";this._element.style[t]=`${e}px`}if(!i&&t){const t=p()?"paddingRight":"paddingLeft";this._element.style[t]=`${e}px`}}_resetAdjustments(){this._element.style.paddingLeft="",this._element.style.paddingRight=""}static jQueryInterface(t,e){return this.each((function(){const 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W{constructor(t,e){super(t,e),this._isShown=!1,this._backdrop=this._initializeBackDrop(),this._focustrap=this._initializeFocusTrap(),this._addEventListeners()}static get Default(){return zn}static get DefaultType(){return Rn}static get NAME(){return"offcanvas"}toggle(t){return this._isShown?this.hide():this.show(t)}show(t){this._isShown||N.trigger(this._element,Nn,{relatedTarget:t}).defaultPrevented||(this._isShown=!0,this._backdrop.show(),this._config.scroll||(new cn).hide(),this._element.setAttribute("aria-modal",!0),this._element.setAttribute("role","dialog"),this._element.classList.add(Dn),this._queueCallback((()=>{this._config.scroll&&!this._config.backdrop||this._focustrap.activate(),this._element.classList.add(Sn),this._element.classList.remove(Dn),N.trigger(this._element,Pn,{relatedTarget:t})}),this._element,!0))}hide(){this._isShown&&(N.trigger(this._element,Mn).defaultPrevented||(this._focustrap.deactivate(),this._element.blur(),this._isShown=!1,this._element.classList.add($n),this._backdrop.hide(),this._queueCallback((()=>{this._element.classList.remove(Sn,$n),this._element.removeAttribute("aria-modal"),this._element.removeAttribute("role"),this._config.scroll||(new cn).reset(),N.trigger(this._element,Fn)}),this._element,!0)))}dispose(){this._backdrop.dispose(),this._focustrap.deactivate(),super.dispose()}_initializeBackDrop(){const t=Boolean(this._config.backdrop);return new Ui({className:"offcanvas-backdrop",isVisible:t,isAnimated:!0,rootElement:this._element.parentNode,clickCallback:t?()=>{"static"!==this._config.backdrop?this.hide():N.trigger(this._element,jn)}:null})}_initializeFocusTrap(){return new sn({trapElement:this._element})}_addEventListeners(){N.on(this._element,Bn,(t=>{"Escape"===t.key&&(this._config.keyboard?this.hide():N.trigger(this._element,jn))}))}static jQueryInterface(t){return this.each((function(){const e=qn.getOrCreateInstance(this,t);if("string"==typeof t){if(void 0===e[t]||t.startsWith("_")||"constructor"===t)throw new TypeError(`No method named "${t}"`);e[t](this)}}))}}N.on(document,Wn,'[data-bs-toggle="offcanvas"]',(function(t){const e=z.getElementFromSelector(this);if(["A","AREA"].includes(this.tagName)&&t.preventDefault(),l(this))return;N.one(e,Fn,(()=>{a(this)&&this.focus()}));const i=z.findOne(In);i&&i!==e&&qn.getInstance(i).hide(),qn.getOrCreateInstance(e).toggle(this)})),N.on(window,Ln,(()=>{for(const t of 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--- /dev/null +++ b/docs/report_files/libs/quarto-html/quarto-syntax-highlighting.css @@ -0,0 +1,203 @@ +/* quarto syntax highlight colors */ +:root { + --quarto-hl-ot-color: #003B4F; + --quarto-hl-at-color: #657422; + --quarto-hl-ss-color: #20794D; + --quarto-hl-an-color: #5E5E5E; + --quarto-hl-fu-color: #4758AB; + --quarto-hl-st-color: #20794D; + --quarto-hl-cf-color: #003B4F; + --quarto-hl-op-color: #5E5E5E; + --quarto-hl-er-color: #AD0000; + --quarto-hl-bn-color: #AD0000; + --quarto-hl-al-color: #AD0000; + --quarto-hl-va-color: #111111; + --quarto-hl-bu-color: inherit; + --quarto-hl-ex-color: inherit; + --quarto-hl-pp-color: #AD0000; + --quarto-hl-in-color: #5E5E5E; + --quarto-hl-vs-color: #20794D; + --quarto-hl-wa-color: #5E5E5E; + --quarto-hl-do-color: #5E5E5E; + --quarto-hl-im-color: #00769E; + --quarto-hl-ch-color: #20794D; + --quarto-hl-dt-color: #AD0000; + --quarto-hl-fl-color: #AD0000; + --quarto-hl-co-color: #5E5E5E; + --quarto-hl-cv-color: #5E5E5E; + --quarto-hl-cn-color: #8f5902; + --quarto-hl-sc-color: #5E5E5E; + --quarto-hl-dv-color: #AD0000; + --quarto-hl-kw-color: #003B4F; +} + +/* other quarto variables */ +:root { + --quarto-font-monospace: SFMono-Regular, Menlo, Monaco, Consolas, "Liberation Mono", "Courier New", monospace; +} + +pre > code.sourceCode > span { + color: #003B4F; +} + +code span { + color: #003B4F; +} + +code.sourceCode > span { + color: #003B4F; +} + +div.sourceCode, +div.sourceCode pre.sourceCode { + color: #003B4F; +} + +code span.ot { + color: #003B4F; + font-style: inherit; +} + +code span.at { + color: #657422; + font-style: inherit; +} + +code span.ss { + color: #20794D; + font-style: inherit; +} + +code span.an { + color: #5E5E5E; + font-style: inherit; +} + +code span.fu { + color: #4758AB; + font-style: inherit; +} + +code span.st { + color: #20794D; + font-style: inherit; +} + +code span.cf { + color: #003B4F; + font-style: inherit; +} + +code span.op { + color: #5E5E5E; + font-style: inherit; +} + +code span.er { + color: #AD0000; + font-style: inherit; +} + +code span.bn { + color: #AD0000; + font-style: inherit; +} + +code span.al { + color: #AD0000; + font-style: inherit; +} + +code span.va { + color: #111111; + font-style: inherit; +} + +code span.bu { + font-style: inherit; +} + +code span.ex { + font-style: inherit; +} + +code span.pp { + color: #AD0000; + font-style: inherit; +} + +code span.in { + color: #5E5E5E; + font-style: inherit; +} + +code span.vs { + color: #20794D; + font-style: inherit; +} + +code span.wa { + color: #5E5E5E; + font-style: italic; +} + +code span.do { + color: #5E5E5E; + font-style: italic; +} + +code span.im { + color: #00769E; + font-style: inherit; +} + +code span.ch { + color: #20794D; + font-style: inherit; +} + +code span.dt { + color: #AD0000; + font-style: inherit; +} + +code span.fl { + color: #AD0000; + font-style: inherit; +} + +code span.co { + color: #5E5E5E; + font-style: inherit; +} + +code span.cv { + color: #5E5E5E; + font-style: italic; +} + +code span.cn { + color: #8f5902; + font-style: inherit; +} + +code span.sc { + color: #5E5E5E; + font-style: inherit; +} + +code span.dv { + color: #AD0000; + font-style: inherit; +} + +code span.kw { + color: #003B4F; + font-style: inherit; +} + +.prevent-inlining { + content: " { + // Find any conflicting margin elements and add margins to the + // top to prevent overlap + const marginChildren = window.document.querySelectorAll( + ".column-margin.column-container > *, .margin-caption, .aside" + ); + + let lastBottom = 0; + for (const marginChild of marginChildren) { + if (marginChild.offsetParent !== null) { + // clear the top margin so we recompute it + marginChild.style.marginTop = null; + const top = marginChild.getBoundingClientRect().top + window.scrollY; + if (top < lastBottom) { + const marginChildStyle = window.getComputedStyle(marginChild); + const marginBottom = parseFloat(marginChildStyle["marginBottom"]); + const margin = lastBottom - top + marginBottom; + marginChild.style.marginTop = `${margin}px`; + } + const styles = window.getComputedStyle(marginChild); + const marginTop = parseFloat(styles["marginTop"]); + lastBottom = top + marginChild.getBoundingClientRect().height + marginTop; + } + } +}; + +window.document.addEventListener("DOMContentLoaded", function (_event) { + // Recompute the position of margin elements anytime the body size changes + if (window.ResizeObserver) { + const resizeObserver = new window.ResizeObserver( + throttle(() => { + layoutMarginEls(); + if ( + window.document.body.getBoundingClientRect().width < 990 && + isReaderMode() + ) { + quartoToggleReader(); + } + }, 50) + ); + resizeObserver.observe(window.document.body); + } + + const tocEl = window.document.querySelector('nav.toc-active[role="doc-toc"]'); + const sidebarEl = window.document.getElementById("quarto-sidebar"); + const leftTocEl = window.document.getElementById("quarto-sidebar-toc-left"); + const marginSidebarEl = window.document.getElementById( + "quarto-margin-sidebar" + ); + // function to determine whether the element has a previous sibling that is active + const prevSiblingIsActiveLink = (el) => { + const sibling = el.previousElementSibling; + if (sibling && sibling.tagName === "A") { + return sibling.classList.contains("active"); + } else { + return false; + } + }; + + // fire slideEnter for bootstrap tab activations (for htmlwidget resize behavior) + function fireSlideEnter(e) { + const event = window.document.createEvent("Event"); + event.initEvent("slideenter", true, true); + window.document.dispatchEvent(event); + } + const tabs = window.document.querySelectorAll('a[data-bs-toggle="tab"]'); + tabs.forEach((tab) => { + tab.addEventListener("shown.bs.tab", fireSlideEnter); + }); + + // fire slideEnter for tabby tab activations (for htmlwidget resize behavior) + document.addEventListener("tabby", fireSlideEnter, false); + + // Track scrolling and mark TOC links as active + // get table of contents and sidebar (bail if we don't have at least one) + const tocLinks = tocEl + ? [...tocEl.querySelectorAll("a[data-scroll-target]")] + : []; + const makeActive = (link) => tocLinks[link].classList.add("active"); + const removeActive = (link) => tocLinks[link].classList.remove("active"); + const removeAllActive = () => + [...Array(tocLinks.length).keys()].forEach((link) => removeActive(link)); + + // activate the anchor for a section associated with this TOC entry + tocLinks.forEach((link) => { + link.addEventListener("click", () => { + if (link.href.indexOf("#") !== -1) { + const anchor = link.href.split("#")[1]; + const heading = window.document.querySelector( + `[data-anchor-id=${anchor}]` + ); + if (heading) { + // Add the class + heading.classList.add("reveal-anchorjs-link"); + + // function to show the anchor + const handleMouseout = () => { + heading.classList.remove("reveal-anchorjs-link"); + heading.removeEventListener("mouseout", handleMouseout); + }; + + // add a function to clear the anchor when the user mouses out of it + heading.addEventListener("mouseout", handleMouseout); + } + } + }); + }); + + const sections = tocLinks.map((link) => { + const target = link.getAttribute("data-scroll-target"); + if (target.startsWith("#")) { + return window.document.getElementById(decodeURI(`${target.slice(1)}`)); + } else { + return window.document.querySelector(decodeURI(`${target}`)); + } + }); + + const sectionMargin = 200; + let currentActive = 0; + // track whether we've initialized state the first time + let init = false; + + const updateActiveLink = () => { + // The index from bottom to top (e.g. reversed list) + let sectionIndex = -1; + if ( + window.innerHeight + window.pageYOffset >= + window.document.body.offsetHeight + ) { + sectionIndex = 0; + } else { + sectionIndex = [...sections].reverse().findIndex((section) => { + if (section) { + return window.pageYOffset >= section.offsetTop - sectionMargin; + } else { + return false; + } + }); + } + if (sectionIndex > -1) { + const current = sections.length - sectionIndex - 1; + if (current !== currentActive) { + removeAllActive(); + currentActive = current; + makeActive(current); + if (init) { + window.dispatchEvent(sectionChanged); + } + init = true; + } + } + }; + + const inHiddenRegion = (top, bottom, hiddenRegions) => { + for (const region of hiddenRegions) { + if (top <= region.bottom && bottom >= region.top) { + return true; + } + } + return false; + }; + + const categorySelector = "header.quarto-title-block .quarto-category"; + const activateCategories = (href) => { + // Find any categories + // Surround them with a link pointing back to: + // #category=Authoring + try { + const categoryEls = window.document.querySelectorAll(categorySelector); + for (const categoryEl of categoryEls) { + const categoryText = categoryEl.textContent; + if (categoryText) { + const link = `${href}#category=${encodeURIComponent(categoryText)}`; + const linkEl = window.document.createElement("a"); + linkEl.setAttribute("href", link); + for (const child of categoryEl.childNodes) { + linkEl.append(child); + } + categoryEl.appendChild(linkEl); + } + } + } catch { + // Ignore errors + } + }; + function hasTitleCategories() { + return window.document.querySelector(categorySelector) !== null; + } + + function offsetRelativeUrl(url) { + const offset = getMeta("quarto:offset"); + return offset ? offset + url : url; + } + + function offsetAbsoluteUrl(url) { + const offset = getMeta("quarto:offset"); + const baseUrl = new URL(offset, window.location); + + const projRelativeUrl = url.replace(baseUrl, ""); + if (projRelativeUrl.startsWith("/")) { + return projRelativeUrl; + } else { + return "/" + projRelativeUrl; + } + } + + // read a meta tag value + function getMeta(metaName) { + const metas = window.document.getElementsByTagName("meta"); + for (let i = 0; i < metas.length; i++) { + if (metas[i].getAttribute("name") === metaName) { + return metas[i].getAttribute("content"); + } + } + return ""; + } + + async function findAndActivateCategories() { + const currentPagePath = offsetAbsoluteUrl(window.location.href); + const response = await fetch(offsetRelativeUrl("listings.json")); + if (response.status == 200) { + return response.json().then(function (listingPaths) { + const listingHrefs = []; + for (const listingPath of listingPaths) { + const pathWithoutLeadingSlash = listingPath.listing.substring(1); + for (const item of listingPath.items) { + if ( + item === currentPagePath || + item === currentPagePath + "index.html" + ) { + // Resolve this path against the offset to be sure + // we already are using the correct path to the listing + // (this adjusts the listing urls to be rooted against + // whatever root the page is actually running against) + const relative = offsetRelativeUrl(pathWithoutLeadingSlash); + const baseUrl = window.location; + const resolvedPath = new URL(relative, baseUrl); + listingHrefs.push(resolvedPath.pathname); + break; + } + } + } + + // Look up the tree for a nearby linting and use that if we find one + const nearestListing = findNearestParentListing( + offsetAbsoluteUrl(window.location.pathname), + listingHrefs + ); + if (nearestListing) { + activateCategories(nearestListing); + } else { + // See if the referrer is a listing page for this item + const referredRelativePath = offsetAbsoluteUrl(document.referrer); + const referrerListing = listingHrefs.find((listingHref) => { + const isListingReferrer = + listingHref === referredRelativePath || + listingHref === referredRelativePath + "index.html"; + return isListingReferrer; + }); + + if (referrerListing) { + // Try to use the referrer if possible + activateCategories(referrerListing); + } else if (listingHrefs.length > 0) { + // Otherwise, just fall back to the first listing + activateCategories(listingHrefs[0]); + } + } + }); + } + } + if (hasTitleCategories()) { + findAndActivateCategories(); + } + + const findNearestParentListing = (href, listingHrefs) => { + if (!href || !listingHrefs) { + return undefined; + } + // Look up the tree for a nearby linting and use that if we find one + const relativeParts = href.substring(1).split("/"); + while (relativeParts.length > 0) { + const path = relativeParts.join("/"); + for (const listingHref of listingHrefs) { + if (listingHref.startsWith(path)) { + return listingHref; + } + } + relativeParts.pop(); + } + + return undefined; + }; + + const manageSidebarVisiblity = (el, placeholderDescriptor) => { + let isVisible = true; + let elRect; + + return (hiddenRegions) => { + if (el === null) { + return; + } + + // Find the last element of the TOC + const lastChildEl = el.lastElementChild; + + if (lastChildEl) { + // Converts the sidebar to a menu + const convertToMenu = () => { + for (const child of el.children) { + child.style.opacity = 0; + child.style.overflow = "hidden"; + } + + nexttick(() => { + const toggleContainer = window.document.createElement("div"); + toggleContainer.style.width = "100%"; + toggleContainer.classList.add("zindex-over-content"); + toggleContainer.classList.add("quarto-sidebar-toggle"); + toggleContainer.classList.add("headroom-target"); // Marks this to be managed by headeroom + toggleContainer.id = placeholderDescriptor.id; + toggleContainer.style.position = "fixed"; + + const toggleIcon = window.document.createElement("i"); + toggleIcon.classList.add("quarto-sidebar-toggle-icon"); + toggleIcon.classList.add("bi"); + toggleIcon.classList.add("bi-caret-down-fill"); + + const toggleTitle = window.document.createElement("div"); + const titleEl = window.document.body.querySelector( + placeholderDescriptor.titleSelector + ); + if (titleEl) { + toggleTitle.append( + titleEl.textContent || titleEl.innerText, + toggleIcon + ); + } + toggleTitle.classList.add("zindex-over-content"); + toggleTitle.classList.add("quarto-sidebar-toggle-title"); + toggleContainer.append(toggleTitle); + + const toggleContents = window.document.createElement("div"); + toggleContents.classList = el.classList; + toggleContents.classList.add("zindex-over-content"); + toggleContents.classList.add("quarto-sidebar-toggle-contents"); + for (const child of el.children) { + if (child.id === "toc-title") { + continue; + } + + const clone = child.cloneNode(true); + clone.style.opacity = 1; + clone.style.display = null; + toggleContents.append(clone); + } + toggleContents.style.height = "0px"; + const positionToggle = () => { + // position the element (top left of parent, same width as parent) + if (!elRect) { + elRect = el.getBoundingClientRect(); + } + toggleContainer.style.left = `${elRect.left}px`; + toggleContainer.style.top = `${elRect.top}px`; + toggleContainer.style.width = `${elRect.width}px`; + }; + positionToggle(); + + toggleContainer.append(toggleContents); + el.parentElement.prepend(toggleContainer); + + // Process clicks + let tocShowing = false; + // Allow the caller to control whether this is dismissed + // when it is clicked (e.g. sidebar navigation supports + // opening and closing the nav tree, so don't dismiss on click) + const clickEl = placeholderDescriptor.dismissOnClick + ? toggleContainer + : toggleTitle; + + const closeToggle = () => { + if (tocShowing) { + toggleContainer.classList.remove("expanded"); + toggleContents.style.height = "0px"; + tocShowing = false; + } + }; + + // Get rid of any expanded toggle if the user scrolls + window.document.addEventListener( + "scroll", + throttle(() => { + closeToggle(); + }, 50) + ); + + // Handle positioning of the toggle + window.addEventListener( + "resize", + throttle(() => { + elRect = undefined; + positionToggle(); + }, 50) + ); + + window.addEventListener("quarto-hrChanged", () => { + elRect = undefined; + }); + + // Process the click + clickEl.onclick = () => { + if (!tocShowing) { + toggleContainer.classList.add("expanded"); + toggleContents.style.height = null; + tocShowing = true; + } else { + closeToggle(); + } + }; + }); + }; + + // Converts a sidebar from a menu back to a sidebar + const convertToSidebar = () => { + for (const child of el.children) { + child.style.opacity = 1; + child.style.overflow = null; + } + + const placeholderEl = window.document.getElementById( + placeholderDescriptor.id + ); + if (placeholderEl) { + placeholderEl.remove(); + } + + el.classList.remove("rollup"); + }; + + if (isReaderMode()) { + convertToMenu(); + isVisible = false; + } else { + // Find the top and bottom o the element that is being managed + const elTop = el.offsetTop; + const elBottom = + elTop + lastChildEl.offsetTop + lastChildEl.offsetHeight; + + if (!isVisible) { + // If the element is current not visible reveal if there are + // no conflicts with overlay regions + if (!inHiddenRegion(elTop, elBottom, hiddenRegions)) { + convertToSidebar(); + isVisible = true; + } + } else { + // If the element is visible, hide it if it conflicts with overlay regions + // and insert a placeholder toggle (or if we're in reader mode) + if (inHiddenRegion(elTop, elBottom, hiddenRegions)) { + convertToMenu(); + isVisible = false; + } + } + } + } + }; + }; + + const tabEls = document.querySelectorAll('a[data-bs-toggle="tab"]'); + for (const tabEl of tabEls) { + const id = tabEl.getAttribute("data-bs-target"); + if (id) { + const columnEl = document.querySelector( + `${id} .column-margin, .tabset-margin-content` + ); + if (columnEl) + tabEl.addEventListener("shown.bs.tab", function (event) { + const el = event.srcElement; + if (el) { + const visibleCls = `${el.id}-margin-content`; + // walk up until we find a parent tabset + let panelTabsetEl = el.parentElement; + while (panelTabsetEl) { + if (panelTabsetEl.classList.contains("panel-tabset")) { + break; + } + panelTabsetEl = panelTabsetEl.parentElement; + } + + if (panelTabsetEl) { + const prevSib = panelTabsetEl.previousElementSibling; + if ( + prevSib && + prevSib.classList.contains("tabset-margin-container") + ) { + const childNodes = prevSib.querySelectorAll( + ".tabset-margin-content" + ); + for (const childEl of childNodes) { + if (childEl.classList.contains(visibleCls)) { + childEl.classList.remove("collapse"); + } else { + childEl.classList.add("collapse"); + } + } + } + } + } + + layoutMarginEls(); + }); + } + } + + // Manage the visibility of the toc and the sidebar + const marginScrollVisibility = manageSidebarVisiblity(marginSidebarEl, { + id: "quarto-toc-toggle", + titleSelector: "#toc-title", + dismissOnClick: true, + }); + const sidebarScrollVisiblity = manageSidebarVisiblity(sidebarEl, { + id: "quarto-sidebarnav-toggle", + titleSelector: ".title", + dismissOnClick: false, + }); + let tocLeftScrollVisibility; + if (leftTocEl) { + tocLeftScrollVisibility = manageSidebarVisiblity(leftTocEl, { + id: "quarto-lefttoc-toggle", + titleSelector: "#toc-title", + dismissOnClick: true, + }); + } + + // Find the first element that uses formatting in special columns + const conflictingEls = window.document.body.querySelectorAll( + '[class^="column-"], [class*=" column-"], aside, [class*="margin-caption"], [class*=" margin-caption"], [class*="margin-ref"], [class*=" margin-ref"]' + ); + + // Filter all the possibly conflicting elements into ones + // the do conflict on the left or ride side + const arrConflictingEls = Array.from(conflictingEls); + const leftSideConflictEls = arrConflictingEls.filter((el) => { + if (el.tagName === "ASIDE") { + return false; + } + return Array.from(el.classList).find((className) => { + return ( + className !== "column-body" && + className.startsWith("column-") && + !className.endsWith("right") && + !className.endsWith("container") && + className !== "column-margin" + ); + }); + }); + const rightSideConflictEls = arrConflictingEls.filter((el) => { + if (el.tagName === "ASIDE") { + return true; + } + + const hasMarginCaption = Array.from(el.classList).find((className) => { + return className == "margin-caption"; + }); + if (hasMarginCaption) { + return true; + } + + return Array.from(el.classList).find((className) => { + return ( + className !== "column-body" && + !className.endsWith("container") && + className.startsWith("column-") && + !className.endsWith("left") + ); + }); + }); + + const kOverlapPaddingSize = 10; + function toRegions(els) { + return els.map((el) => { + const boundRect = el.getBoundingClientRect(); + const top = + boundRect.top + + document.documentElement.scrollTop - + kOverlapPaddingSize; + return { + top, + bottom: top + el.scrollHeight + 2 * kOverlapPaddingSize, + }; + }); + } + + let hasObserved = false; + const visibleItemObserver = (els) => { + let visibleElements = [...els]; + const intersectionObserver = new IntersectionObserver( + (entries, _observer) => { + entries.forEach((entry) => { + if (entry.isIntersecting) { + if (visibleElements.indexOf(entry.target) === -1) { + visibleElements.push(entry.target); + } + } else { + visibleElements = visibleElements.filter((visibleEntry) => { + return visibleEntry !== entry; + }); + } + }); + + if (!hasObserved) { + hideOverlappedSidebars(); + } + hasObserved = true; + }, + {} + ); + els.forEach((el) => { + intersectionObserver.observe(el); + }); + + return { + getVisibleEntries: () => { + return visibleElements; + }, + }; + }; + + const rightElementObserver = visibleItemObserver(rightSideConflictEls); + const leftElementObserver = visibleItemObserver(leftSideConflictEls); + + const hideOverlappedSidebars = () => { + marginScrollVisibility(toRegions(rightElementObserver.getVisibleEntries())); + sidebarScrollVisiblity(toRegions(leftElementObserver.getVisibleEntries())); + if (tocLeftScrollVisibility) { + tocLeftScrollVisibility( + toRegions(leftElementObserver.getVisibleEntries()) + ); + } + }; + + window.quartoToggleReader = () => { + // Applies a slow class (or removes it) + // to update the transition speed + const slowTransition = (slow) => { + const manageTransition = (id, slow) => { + const el = document.getElementById(id); + if (el) { + if (slow) { + el.classList.add("slow"); + } else { + el.classList.remove("slow"); + } + } + }; + + manageTransition("TOC", slow); + manageTransition("quarto-sidebar", slow); + }; + const readerMode = !isReaderMode(); + setReaderModeValue(readerMode); + + // If we're entering reader mode, slow the transition + if (readerMode) { + slowTransition(readerMode); + } + highlightReaderToggle(readerMode); + hideOverlappedSidebars(); + + // If we're exiting reader mode, restore the non-slow transition + if (!readerMode) { + slowTransition(!readerMode); + } + }; + + const highlightReaderToggle = (readerMode) => { + const els = document.querySelectorAll(".quarto-reader-toggle"); + if (els) { + els.forEach((el) => { + if (readerMode) { + el.classList.add("reader"); + } else { + el.classList.remove("reader"); + } + }); + } + }; + + const setReaderModeValue = (val) => { + if (window.location.protocol !== "file:") { + window.localStorage.setItem("quarto-reader-mode", val); + } else { + localReaderMode = val; + } + }; + + const isReaderMode = () => { + if (window.location.protocol !== "file:") { + return window.localStorage.getItem("quarto-reader-mode") === "true"; + } else { + return localReaderMode; + } + }; + let localReaderMode = null; + + const tocOpenDepthStr = tocEl?.getAttribute("data-toc-expanded"); + const tocOpenDepth = tocOpenDepthStr ? Number(tocOpenDepthStr) : 1; + + // Walk the TOC and collapse/expand nodes + // Nodes are expanded if: + // - they are top level + // - they have children that are 'active' links + // - they are directly below an link that is 'active' + const walk = (el, depth) => { + // Tick depth when we enter a UL + if (el.tagName === "UL") { + depth = depth + 1; + } + + // It this is active link + let isActiveNode = false; + if (el.tagName === "A" && el.classList.contains("active")) { + isActiveNode = true; + } + + // See if there is an active child to this element + let hasActiveChild = false; + for (child of el.children) { + hasActiveChild = walk(child, depth) || hasActiveChild; + } + + // Process the collapse state if this is an UL + if (el.tagName === "UL") { + if (tocOpenDepth === -1 && depth > 1) { + el.classList.add("collapse"); + } else if ( + depth <= tocOpenDepth || + hasActiveChild || + prevSiblingIsActiveLink(el) + ) { + el.classList.remove("collapse"); + } else { + el.classList.add("collapse"); + } + + // untick depth when we leave a UL + depth = depth - 1; + } + return hasActiveChild || isActiveNode; + }; + + // walk the TOC and expand / collapse any items that should be shown + + if (tocEl) { + walk(tocEl, 0); + updateActiveLink(); + } + + // Throttle the scroll event and walk peridiocally + window.document.addEventListener( + "scroll", + throttle(() => { + if (tocEl) { + updateActiveLink(); + walk(tocEl, 0); + } + if (!isReaderMode()) { + hideOverlappedSidebars(); + } + }, 5) + ); + window.addEventListener( + "resize", + throttle(() => { + if (!isReaderMode()) { + hideOverlappedSidebars(); + } + }, 10) + ); + hideOverlappedSidebars(); + highlightReaderToggle(isReaderMode()); +}); + +// grouped tabsets +window.addEventListener("pageshow", (_event) => { + function getTabSettings() { + const data = localStorage.getItem("quarto-persistent-tabsets-data"); + if (!data) { + localStorage.setItem("quarto-persistent-tabsets-data", "{}"); + return {}; + } + if (data) { + return JSON.parse(data); + } + } + + function setTabSettings(data) { + localStorage.setItem( + "quarto-persistent-tabsets-data", + JSON.stringify(data) + ); + } + + function setTabState(groupName, groupValue) { + const data = getTabSettings(); + data[groupName] = groupValue; + setTabSettings(data); + } + + function toggleTab(tab, active) { + const tabPanelId = tab.getAttribute("aria-controls"); + const tabPanel = document.getElementById(tabPanelId); + if (active) { + tab.classList.add("active"); + tabPanel.classList.add("active"); + } else { + tab.classList.remove("active"); + tabPanel.classList.remove("active"); + } + } + + function toggleAll(selectedGroup, selectorsToSync) { + for (const [thisGroup, tabs] of Object.entries(selectorsToSync)) { + const active = selectedGroup === thisGroup; + for (const tab of tabs) { + toggleTab(tab, active); + } + } + } + + function findSelectorsToSyncByLanguage() { + const result = {}; + const tabs = Array.from( + document.querySelectorAll(`div[data-group] a[id^='tabset-']`) + ); + for (const item of tabs) { + const div = item.parentElement.parentElement.parentElement; + const group = div.getAttribute("data-group"); + if (!result[group]) { + result[group] = {}; + } + const selectorsToSync = result[group]; + const value = item.innerHTML; + if (!selectorsToSync[value]) { + selectorsToSync[value] = []; + } + selectorsToSync[value].push(item); + } + return result; + } + + function setupSelectorSync() { + const selectorsToSync = findSelectorsToSyncByLanguage(); + Object.entries(selectorsToSync).forEach(([group, tabSetsByValue]) => { + Object.entries(tabSetsByValue).forEach(([value, items]) => { + items.forEach((item) => { + item.addEventListener("click", (_event) => { + setTabState(group, value); + toggleAll(value, selectorsToSync[group]); + }); + }); + }); + }); + return selectorsToSync; + } + + const selectorsToSync = setupSelectorSync(); + for (const [group, selectedName] of 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--- a/docs/report_nl.html +++ b/docs/report_nl.html @@ -7,7 +7,7 @@ - + Wijklabels