diff --git a/client/src/state/Analytics/AnalyticsAPI.ts b/client/src/state/Analytics/AnalyticsAPI.ts index 84406da74..5a68c7376 100644 --- a/client/src/state/Analytics/AnalyticsAPI.ts +++ b/client/src/state/Analytics/AnalyticsAPI.ts @@ -1,13 +1,13 @@ import superagent from 'superagent'; +import { IFile } from './AnalyticsTypes'; + export async function importAnalytics(): Promise<{ - users: any[]; - interactions: any[]; + files: IFile[]; }> { const response = await superagent.get('/api/v1/analytics'); return { - users: response.body.users, - interactions: response.body.interactions + files: response.body }; } diff --git a/client/src/state/Analytics/AnalyticsActions.ts b/client/src/state/Analytics/AnalyticsActions.ts index f1bcbde50..d6ccfb3b9 100644 --- a/client/src/state/Analytics/AnalyticsActions.ts +++ b/client/src/state/Analytics/AnalyticsActions.ts @@ -19,35 +19,23 @@ export function importAnalytics(): any { dispatch(track('Analytics', 'import')); try { - const { users, interactions } = await API.importAnalytics(); + const { files } = await API.importAnalytics(); dispatch( - track( - 'Analytics', - 'import', - `content-types`, - interactions.length - ) + track('Analytics', 'import', `content-types`, files.length) ); dispatch({ - payload: { users, interactions }, + payload: { files }, type: ANALYTICS_IMPORT_SUCCESS }); } catch (error) { Sentry.captureException(error); - try { - dispatch({ - payload: { message: error.response.body.message }, - type: ANALYTICS_IMPORT_ERROR - }); - } catch (error) { - Sentry.captureException(error); - dispatch({ - payload: { message: 'no valid data' }, - type: ANALYTICS_IMPORT_ERROR - }); - } + console.log(error); + dispatch({ + payload: { message: JSON.stringify(error) }, + type: ANALYTICS_IMPORT_ERROR + }); } }; } diff --git a/client/src/state/Analytics/AnalyticsReducer.ts b/client/src/state/Analytics/AnalyticsReducer.ts index 8c4538db6..eb9e8813e 100644 --- a/client/src/state/Analytics/AnalyticsReducer.ts +++ b/client/src/state/Analytics/AnalyticsReducer.ts @@ -8,8 +8,7 @@ import { } from './AnalyticsTypes'; export const initialState: IAnalyticsState = { - users: [], - interactions: [] + files: [] }; const log = new Logger('reducer:analytics'); @@ -23,8 +22,8 @@ export default function analyticsReducer( switch (action.type) { case ANALYTICS_IMPORT_SUCCESS: return { - users: action.payload.users, - interactions: action.payload.interactions + ...state, + files: action.payload.files }; default: diff --git a/client/src/state/Analytics/AnalyticsTypes.ts b/client/src/state/Analytics/AnalyticsTypes.ts index 49303cd8a..4fb6a2743 100644 --- a/client/src/state/Analytics/AnalyticsTypes.ts +++ b/client/src/state/Analytics/AnalyticsTypes.ts @@ -1,15 +1,18 @@ import { IInteraction } from '@lumieducation/xapi-aggregator'; -interface IUser { - id: string; +export interface IFile { + file: string; name: string; + contentHash: string; + interactions: IInteraction[]; results: number[]; + error?: boolean; + code?: string; } // state export interface IAnalyticsState { - users: IUser[]; - interactions: IInteraction[]; + files: IFile[]; } export interface IState { @@ -27,8 +30,7 @@ export interface IAnalyticsImportRequestAction { export interface IAnalyticsImportSuccessAction { payload: { - users: IUser[]; - interactions: IInteraction[]; + files: IFile[]; }; type: typeof ANALYTICS_IMPORT_SUCCESS; } diff --git a/client/src/views/Analytics.tsx b/client/src/views/Analytics.tsx index 90f174cad..eca7002f2 100644 --- a/client/src/views/Analytics.tsx +++ b/client/src/views/Analytics.tsx @@ -1,8 +1,21 @@ import React, { useState } from 'react'; import { useDispatch, useSelector } from 'react-redux'; +import { makeStyles, Theme } from '@material-ui/core/styles'; +import { useTranslation } from 'react-i18next'; import AnalyticsStartPage from './components/AnalyticsStartPage'; import AnalyticsToolbar from './components/AnalyticsToolbar'; +import Paper from '@material-ui/core/Paper'; +import ListSubheader from '@material-ui/core/ListSubheader'; +import List from '@material-ui/core/List'; +import ListItem from '@material-ui/core/ListItem'; +import ListItemAvatar from '@material-ui/core/ListItemAvatar'; +import Avatar from '@material-ui/core/Avatar'; +import ListItemText from '@material-ui/core/ListItemText'; + +import CloseIcon from '@material-ui/icons/Close'; + +import { groupBy } from 'lodash'; import LumixAPIViewer from './components/AnalyticsTable'; @@ -10,15 +23,47 @@ import { actions, IState } from '../state'; export default function Analytics() { const dispatch = useDispatch(); - const users = useSelector((state: IState) => state.analytics.users); - const interactions = useSelector( - (state: IState) => state.analytics.interactions - ); + const classes = useStyles(); + const { t } = useTranslation(); + + const files = useSelector((state: IState) => state.analytics.files); const [searchText, setSearchText] = useState(''); + const f = files.filter((file) => !file.error); + const d = groupBy(f, (o) => o.contentHash); + + let e = []; + for (const key in d) { + e.push( + + + v.name + .toLowerCase() + .indexOf(searchText.toLowerCase()) > -1 + ) + .map((v) => { + return { + id: v.file, + name: v.name, + results: v.results, + error: v.error + }; + })} + /> + + ); + } + + const brokenFiles = files.filter((file) => file.error); + return (
- {users.length === 0 ? ( + {files.length === 0 ? ( dispatch(actions.analytics.importAnalytics()) @@ -26,7 +71,7 @@ export default function Analytics() { /> ) : null} - {users.length > 0 ? ( + {files.length > 0 ? (
@@ -34,19 +79,52 @@ export default function Analytics() { } search={(text: string) => setSearchText(text)} /> - - - user.name - .toLocaleLowerCase() - .indexOf(searchText.toLocaleLowerCase()) > - -1 - )} - /> + {e}
) : null} + {brokenFiles.length > 0 ? ( + + + {t('analytics.brokenFiles')} + + } + > + {brokenFiles.map((brokenFile) => ( + + + + + + + + + ))} + + + ) : null}
); } + +const useStyles = makeStyles((theme: Theme) => { + return { + paper: { + margin: '20px' + }, + icon: { + background: theme.palette.error.main + } + }; +}); diff --git a/client/src/views/App.tsx b/client/src/views/App.tsx index 0569bfe24..65bc3690d 100644 --- a/client/src/views/App.tsx +++ b/client/src/views/App.tsx @@ -34,9 +34,11 @@ export default function AppContainer() { useEffect(() => { dispatch(actions.settings.getSettings()).then( - async ({ language }: { language: string }) => { - await i18n.loadLanguages(language); - i18n.changeLanguage(language); + async (settings: { language: string }) => { + if (settings?.language) { + await i18n.loadLanguages(settings.language); + i18n.changeLanguage(settings.language); + } } ); }, [dispatch, i18n]); diff --git a/client/src/views/components/AnalyticsTable.tsx b/client/src/views/components/AnalyticsTable.tsx index 678c01df3..4c3c290c4 100644 --- a/client/src/views/components/AnalyticsTable.tsx +++ b/client/src/views/components/AnalyticsTable.tsx @@ -54,7 +54,9 @@ const LumixAPIViewer = (props: { {t('analytics.name')} {interactions.map((interaction) => ( - {interaction.name} + + {interaction.title || interaction.name} + ))} {t('analytics.average')} diff --git a/client/src/views/components/AnalyticsToolbar.tsx b/client/src/views/components/AnalyticsToolbar.tsx index 191c20390..2f9a9568a 100644 --- a/client/src/views/components/AnalyticsToolbar.tsx +++ b/client/src/views/components/AnalyticsToolbar.tsx @@ -1,4 +1,4 @@ -import React from 'react'; +import { useTranslation } from 'react-i18next'; import { fade, makeStyles, @@ -86,6 +86,7 @@ export default function AnalyticsToolbar(props: { search: (text: string) => void; }) { const classes = useStyles(); + const { t } = useTranslation(); return (
@@ -101,14 +102,14 @@ export default function AnalyticsToolbar(props: { - Analytics + {t('analytics.startPage.title')}
 Jump to redcurrant

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Cloudberries

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    Cloudberries grow in alpine and arctic tundra.

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    The cloudberry is also known as bakeapple, knotberry and averin, and is part of the Rose family. 

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    Each fruit is initially pale red, ripening into an amber color in early autumn.

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    Scandinavia has strict rules for harvesting cloudberries. Sweden even has a section for regulating this in their Ministry of Foreign Affairs.

    \n\t
  • \n
\n" + }, + "subContentId": "2a8c73bd-0a24-4896-915f-d552d7c40f52", + "metadata": { + "contentType": "Text", + "license": "U", + "title": "Untitled Text" + } + }, + "x": 2.1786492374728, + "y": 4.2831612903226, + "width": 46.949891067538, + "height": 89.89247311828, + "alwaysDisplayComments": false, + "backgroundOpacity": 60, + "displayAsButton": false, + "solution": "", + "invisible": false, + "buttonSize": "big", + "goToSlideType": "specified" + }, + { + "x": 79.617834394904, + "y": 69.182389937107, + "width": 18.683651804671, + "height": 19.077568134172, + "action": { + "library": "H5P.Image 1.1", + "params": { + "contentName": "Image", + "file": { + "path": "images/file-550ff73380390.jpg", + "mime": "image/jpeg", + "width": 1600, + "height": 800, + "copyright": { "license": "U" } + }, + "alt": "Photo of red currants", + "title": "Red currants" + }, + "subContentId": "266a00e6-a02d-4ac1-920a-d1acf2e4a423", + "metadata": { + "license": "U", + "contentType": "Image", + "title": "Untitled Image" + } + }, + "alwaysDisplayComments": false, + "backgroundOpacity": 0, + "displayAsButton": false, + "invisible": false, + "solution": "", + "buttonSize": "big", + "goToSlideType": "specified" + }, + { + "x": 79.520697167756, + "y": 68.817204301075, + "width": 18.683651804671, + "height": 26.205450733753, + "goToSlide": 4, + "backgroundOpacity": 0, + "displayAsButton": false, + "invisible": false, + "title": "Skip to redcurrant", + "buttonSize": "big", + "goToSlideType": "specified" + } + ], + "slideBackgroundSelector": {}, + "keywords": [{ "main": "Cloudberries" }] + }, + { + "elements": [ + { + "x": 2.1786492374728, + "y": 4.3010752688172, + "width": 64.968152866242, + "height": 59.119496855346, + "action": { + "library": "H5P.SingleChoiceSet 1.11", + "params": { + "choices": [ + { + "answers": [ + "amber", + "pale red", + "black", + "brown" + ], + "question": "

What color do ripe cloudberries have?

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The cloudberry is also known as knotberry, bakeapple or *averin*.

\n", + "

Cloudberries can be found in alpine and *arctic* tundra.

\n" + ], + "showSolutions": "Show solutions", + "tryAgain": "Retry", + "checkAnswer": "Check", + "notFilledOut": "Please fill in all blanks", + "text": "

Fill in the blanks

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Redcurrant

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    Ribes Rubrum is the latin name for the redcurrant

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    The flowers of the shrub mature into red translucent berries

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    Berries are 8\u201312 mm in diameter and have a tart flavour

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    Each bush can produce 3-4 kilos of berries each season

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  • \n
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Jump to blueberries

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Here's a video about growing currants!

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Choose the correct statement.

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Cloudberries are also known as knotberries.

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Cloudberries are also known as huckleberries.

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Cloudberries are also known as gooseberries.

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Redcurrant bushes can produce 3\u20134 kilos of berries each season.

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Redcurrant bushes can produce 6\u20137 kilos of berries each season.

\n", + "

Redcurrant bushes can produce 1\u20132 kilos of berries each season.

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Cloudberries mature into an amber color in early autumn.

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Cloudberries mature into an amber color in early spring.

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Cloudberries mature into an amber color in late winter.

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Redcurrant berries have a naturally tart flavour.

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Redcurrant berries have a naturally sweet flavour.

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Redcurrant berries have a neutral flavour.

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Blueberry

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    \n\t
  • Blueberries start out with a greenish color, then turn purple and finally a deep blue as they ripe.
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  • Blueberries grow in clusters, but the clusters do not necessarily ripen at the same time.
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  • Blueberries require a well-drained, acidic soil to flourish.
  • \n\t
  • There are over 50 varieties of blueberries.
  • \n\t
  • Blueberries have been commercially cultivated since the 20th century
  • \n
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Browse the book of berries

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Strawberries

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\nThe garden strawberry is a widely grown hybrid species of the genus Fragaria, collectively known as the strawberries, which are cultivated worldwide for their fruit. The fruit is widely appreciated for its characteristic aroma, bright red color, juicy texture, and sweetness

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Strawberry cultivars vary widely in size, color, flavor, shape, degree of fertility, season of ripening, liability to disease and constitution of plant. On average, a strawberry has about 200 seeds on its external membrane. Some vary in foliage, and some vary materially in the relative development of their sexual organs. In most cases, the flowers appear hermaphroditic in structure, but function as either male or female. For purposes of commercial production, plants are propagated from runners and, in general, distributed as either bare root plants or plugs. Cultivation follows one of two general models\u2014annual plasticulture, or a perennial system of matted rows or mounds. Greenhouses produce a small amount of strawberries during the off season.

\n\n

The bulk of modern commercial production uses the plasticulture system. In this method, raised beds are formed each year, fumigated, and covered with plastic to prevent weed growth and erosion. Plants, usually obtained from northern nurseries, are planted through holes punched in this covering, and irrigation tubing is run underneath. Runners are removed from the plants as they appear, in order to encourage the plants to put most of their energy into fruit development. At the end of the harvest season, the plastic is removed and the plants are plowed into the ground.

\n\n

Because strawberry plants more than a year or two old begin to decline in productivity and fruit quality, this system of replacing the plants each year allows for improved yields and denser plantings. However, because it requires a longer growing season to allow for establishment of the plants each year, and because of the increased costs in terms of forming and covering the mounds and purchasing plants each year, it is not always practical in all areas.

\n\n

The other major method, which uses the same plants from year to year growing in rows or on mounds, is most common in colder climates. It has lower investment costs, and lower overall maintenance requirements. Yields are typically lower than in plasticulture.

\n\n

Another method uses a compost sock. Plants grown in compost socks have been shown to produce significantly higher oxygen radical absorbance capacity (ORAC), flavonoids, anthocyanins, fructose, glucose, sucrose, malic acid, and citric acid than fruit produced in the black plastic mulch or matted row systems. Similar results in an earlier 2003 study conducted by the US Dept of Agriculture, at the Agricultural Research Service, in Beltsville Maryland, confirms how compost plays a role in the bioactive qualities of two strawberry cultivars.

\n\n

Strawberries are often grouped according to their flowering habit. Traditionally, this has consisted of a division between \"June-bearing\" strawberries, which bear their fruit in the early summer and \"ever-bearing\" strawberries, which often bear several crops of fruit throughout the season. One plant throughout a season may produce 50 to 60 times or roughly once every three days.

\n\n

Research published in 2001 showed that strawberries actually occur in three basic flowering habits: short-day, long-day, and day-neutral. These refer to the day-length sensitivity of the plant and the type of photoperiod that induces flower formation. Day-neutral cultivars produce flowers regardless of the photoperiod.

\n\n

Strawberries may also be propagated by seed, though this is primarily a hobby activity, and is not widely practiced commercially. A few seed-propagated cultivars have been developed for home use, and research into growing from seed commercially is ongoing. Seeds (achenes) are acquired either via commercial seed suppliers, or by collecting and saving them from the fruit.

\n\n

Strawberries can also be grown indoors in strawberry pots. Although the plant may not naturally grow indoors in the winter, use of LED lighting in combination of blue and red light can allow the plant to grow during the winter. Additionally, in certain areas like the state of Florida, winter is the natural growing season where harvesting starts in mid-November.

\n\n

In continental Europe, particularly in Ukraine, strawberry harvesting in hoophouses is widespread.

\n\n

 

\n\n

Manuring and harvesting

\n\n

A diorama created from beeswax by Dr. Henry Brainerd Wright at the Louisiana State Exhibit Museum in Shreveport, Louisiana, depicts strawberry harvesting. Strawberries are particularly grown in the southeastern portion of the state around Hammond.

\n\n

Most strawberry plants are now fed with artificial fertilizers, both before and after harvesting, and often before planting in plasticulture.

\n\n

To maintain top quality, berries are harvested at least every other day. The berries are picked with the caps still attached and with at least half an inch of stem left. Strawberries need to remain on the plant to fully ripen because they do not continue to ripen after being picked. Rotted and overripe berries are removed to minimize insect and disease problems. The berries do not get washed until just before consumption.

\n\n

Strawberries are usually picked and placed in shallow boxes in the field.
\nSoil test information and plant analysis results are used to determine fertility practices. Nitrogen fertilizer is needed at the beginning of every planting year. There are normally adequate levels of phosphorus and potash when fields have been fertilized for top yields. In order to provide more organic matter, a cover crop of wheat or rye is planted in the winter before planting the strawberries. Strawberries prefer a pH from 5.5 to 6.5, so lime is usually not applied.

\n\n

The harvesting and cleaning process has not changed substantially over time. The delicate strawberries are still harvested by hand. Grading and packing often occurs in the field, rather than in a processing facility. In large operations, strawberries are cleaned by means of water streams and shaking conveyor belts.

\n\n

 

\n\n

Diseases

\n\n

Strawberry plants can fall victim to a number of diseases, especially when subjected to stress. The leaves may be infected by powdery mildew, leaf spot (caused by the fungus Sphaerella fragariae), leaf blight (caused by the fungus Phomopsis obscurans), and by a variety of slime molds. The crown and roots may fall victim to red stele, verticillium wilt, black root rot, and nematodes. The fruits are subject to damage from gray mold, rhizopus rot, and leather rot. To prevent root-rotting, strawberries should be planted every four to five years in a new bed, at a different site.

\n\n

The plants can also develop disease from temperature extremes during winter. When watering strawberries, advice has been given to water only the roots and not the leaves, as moisture on the leaves encourages growth of fungus.

\n\n

 

\n\n

Domestic cultivation

\n\n

Strawberries are popular and rewarding plants to grow in the domestic environment, be it for consumption or exhibition purposes, almost anywhere in the world. The best time to plant is in late summer or spring. Plant in full sun or dappled shade, and in somewhat sandy soil. The addition of manure and a balanced fertilizer aids strong growth. Alternatively they can be planted in pots or special planters using compost. Fibre mats placed under each plant will protect fruits from touching the ground, and will act as a weed barrier.

\n\n

Strawberries are tough and will survive many conditions, but during fruit formation, moisture is vital, especially if growing in containers. Moreover, protection must be provided against slugs and snails which attack the ripe fruit. The fruit matures in midsummer (wild varieties can mature earlier) and should be picked when fully ripe \u2014 that is, the fruit is a uniform bright red colour. The selection of different varieties can extend the season in both directions.

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The very first garden strawberry was grown in Brittany, France, during the late 18th century. Prior to this, wild strawberries and cultivated selections from wild strawberry species were the common source of the fruit.

\n\n

The strawberry fruit was mentioned in ancient Roman literature in reference to its medicinal use. The French began taking the strawberry from the forest to their gardens for harvest in the 14th century. Charles V, France's king from 1364 to 1380, had 1,200 strawberry plants in his royal garden. In the early 15th century western European monks were using the wild strawberry in their illuminated manuscripts. The strawberry is found in Italian, Flemish, and German art, and in English miniatures. The entire strawberry plant was used to treat depressive illnesses.

\n\n

By the 16th century, references of cultivation of the strawberry became more common. People began using it for its supposed medicinal properties and botanists began naming the different species. In England the demand for regular strawberry farming had increased by the mid-16th century.

\n\n

The combination of strawberries and cream was created by Thomas Wolsey in the court of King Henry VIII. Instructions for growing and harvesting strawberries showed up in writing in 1578. By the end of the 16th century three European species had been cited: F. vesca, F. moschata, and F. viridis. The garden strawberry was transplanted from the forests and then the plants would be propagated asexually by cutting off the runners.

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Two subspecies of F. vesca were identified: F. sylvestris alba and F. sylvestris semperflorens. The introduction of F. virginiana from Eastern North America to Europe in the 17th century is an important part of history because this species gave rise to the modern strawberry. The new species gradually spread through the continent and did not become completely appreciated until the end of the 18th century. When a French excursion journeyed to Chile in 1712, it introduced the North American strawberry plant with female flowers that resulted in the common strawberry that we have today.

\n\n

The Mapuche and Huilliche Indians of Chile cultivated the female strawberry species until 1551, when the Spanish came to conquer the land. In 1765, a European explorer recorded the cultivation of F. chiloensis, the Chilean strawberry. At first introduction to Europe, the plants grew vigorously but produced no fruit. It was discovered in 1766 that the female plants could only be pollinated by plants that produced large fruit: F. moschata, F. virginiana, and F. ananassa. This is when the Europeans became aware that plants had the ability to produce male-only or female-only flowers. As more large-fruit producing plants were cultivated the Chilean strawberry slowly decreased in population in Europe, except for around Brest where the Chilean strawberry thrived. The decline of the Chilean strawberry was caused by F. ananassa.

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Strawberries and cream

\n\n

In addition to being consumed fresh, strawberries can be frozen or made into jam or preserves, as well as dried and used in prepared foods, such as cereal bars. Strawberries and strawberry flavorings are a popular addition to dairy products, such as strawberry milk, strawberry ice cream, strawberry milkshakes/smoothies and strawberry yogurts.

\n\n

In the United Kingdom, \"strawberries and cream\" is a popular dessert consumed at the Wimbledon tennis tournament. Strawberries and cream is also a staple snack in Mexico, usually available at ice cream parlors. In Sweden, strawberries are a traditional dessert served on St John's Day, also known as Midsummer's Eve. Depending on area, strawberry pie, strawberry rhubarb pie, or strawberry shortcake are also common. In Greece, strawberries may be sprinkled with sugar and then dipped in Metaxa, a brandy, and served as a dessert. In Italy, strawberries are used for various desserts and as a common flavoring for gelato (gelato alla fragola).

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Strawberry milkshake

\n\n
    \n\t
  • Blend half of strawberries, 1/4 tsp. vanilla, 1 cup ice cream and 2 Tbsp. milk in blender until smooth.
  • \n\t
  • Pour into 2 glasses.
  • \n\t
  • Repeat with remaining strawberries, vanilla, ice cream and milk.
  • \n\t
  • Serve immediately.
  • \n
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Nutrition Facts
\n\n
\n\n\t\n\t\n\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\n
Amount per100 gr
Calories33
Total fat0.3 g
Cholesterol0 mg
Sodium1mg
Potassium153mg
Total Carbohydrate8g
Protein0.7g
\n\n

\nVitamins
\n\n
\n\n\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\n
Vitamin A0%Vitamin C97%
Calcium1%Iron2%
Vitalin D0%\n\t\t\t\n\t\t\t\t\n\t\t\t\t\t\n\t\t\t\t\t\t\n\t\t\t\t\t\n\t\t\t\t\n\t\t\t
Vitamin B-6
\n\t\t\t
0%
Cobalamin0%Magnesium\n\t\t\t
3%
\n\t\t\t
\n\n
 
\n
\n
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Brittany, France

\n", + "

London, UK

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Vienna, Austria

\n", + "

Lima, Peru

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The very first garden strawberry was grown in:

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the 14th century

\n", + "

the 12th century

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the 16th century

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the 18th century

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The French began taking the strawberry from the forest to their gardens for harvest in:

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Potassium

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Cholesterol

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Sodium

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Vitamin D

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Strawberries are very rich with:

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"

Drag ingreedients into the glass to see if you remember the recipe from the \"Culinary\" section above

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smoothe
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Raspberries 

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Watch the video explaining healt benefits of raspberries and answer the quiz that follows!

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Raspberries

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The raspberry is the edible fruit of a multitude of plant species in the genus Rubus of the rose family, most of which are in the subgenus Idaeobatus; the name also applies to these plants themselves. Raspberries are perennial with woody stems.

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Etymology

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Raspberry derives its name from raspise, \"a sweet rose-colored wine\" (mid-15th century), from the Anglo-Latin vinum raspeys, or from raspoie, meaning \"thicket\", of Germanic origin. The name may have been influenced by its appearance as having a rough surface related to Old English rasp or \"rough berry\".

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Cultivation

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Flowering cultivated raspberry

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Various kinds of raspberries can be cultivated from hardiness zones 3 to 9. Raspberries are traditionally planted in the winter as dormant canes, although planting of tender, plug plants produced by tissue culture has become much more common. A specialized production system called \"long cane production\" involves growing canes for a year in a northern climate such as Scotland or Oregon or Washington, where the chilling requirement for proper bud break is attained, or attained earlier than the ultimate place of planting. These canes are then dug, roots and all, to be replanted in warmer climates such as Spain, where they quickly flower and produce a very early season crop. Plants are typically planted 2-6 per m in fertile, well drained soil; raspberries are usually planted in raised beds/ridges, if there is any question about root rot problems.

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All cultivars of raspberries have perennial roots but, many do not have perennial shoots. In fact, most raspberries have shoots that are biennial (meaning shoots grow in the first growing season and fruits grow off of those shoots during the second growing season). The flowers can be a major nectar source for honeybees and other pollinators.

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Raspberries are vigorous and can be locally invasive. They propagate using basal shoots (also known as suckers), extended underground shoots that develop roots and individual plants. They can sucker new canes some distance from the main plant. For this reason, raspberries spread well, and can take over gardens if left unchecked. Raspberries are often propagated using cuttings, and will root readily in moist soil conditions.

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The fruit is harvested when it comes off the receptacle easily and has turned a deep color (red, black, purple, or golden yellow, depending on the species and cultivar). This is when the fruits are ripest and sweetest.

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High tunnel bramble production offers the opportunity to bridge gaps in availability during late fall and late spring. Furthermore, high tunnels allow less hardy floricane-fruiting raspberries to overwinter in climates where they wouldn't otherwise survive. In the tunnel plants are established at close spacing usually prior to tunnel construction.

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Raspberries support those with Type-2 *diabetes* by activating the production of adiponectin, which balances blood *sugar*. They contribute to increased *heart* health through its anti-inflammatory and antioxidant properties, which provides positive consequences concerning *hypertension*

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Fill in missing words  

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Blueberries

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Blueberries are perennial flowering plants with blue\u2013 or purple\u2013colored berries. Commercial \"blueberries\" \u2013 including both wild ('lowbush') and cultivated ('highbush') blueberries \u2013 are all native to North America. 

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Cultivation

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Blueberries may be cultivated, or they may be picked from semiwild or wild bushes. In North America, the most common cultivated species is V. corymbosum, the northern highbush blueberry. Hybrids of this with other Vaccinium species adapted to southern U.S. climates are known collectively as southern highbush blueberries.

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So-called \"wild\" (lowbush) blueberries, smaller than cultivated highbush ones, have intense color. The lowbush blueberry, V. angustifolium, is found from the Atlantic provinces westward to Quebec and southward to Michigan and West Virginia. In some areas, it produces natural \"blueberry barrens\", where it is the dominant species covering large areas. Several First Nations communities in Ontario are involved in harvesting wild blueberries.

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\"Wild\" has been adopted as a marketing term for harvests of managed native stands of lowbush blueberries. The bushes are not planted or genetically manipulated, but they are pruned or burned over every two years, and pests are \"managed\".

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Numerous highbush cultivars of blueberries are available, with diversity among them, each having individual qualities. A blueberry breeding program has been established by the USDA-ARS breeding program at Beltsville, Maryland, and Chatsworth, New Jersey. This program began when Frederick Vernon Coville of the USDA-ARS collaborated with Elizabeth Coleman White of New Jersey. In the early part of the 20th century, White offered pineland residents cash for wild blueberry plants with unusually large fruit. After 1910 Coville began to work on blueberry, and was the first to discover the importance of soil acidity (blueberries need highly acidic soil), that blueberries do not self-pollinate, and the effects of cold on blueberries and other plants. In 1911, he began a program of research in conjunction with White, daughter of the owner of the extensive cranberry bogs at Whitesbog in the New Jersey Pine Barrens. His work doubled the size of some strains' fruit, and by 1916, he had succeeded in cultivating blueberries, making them a valuable crop in the Northeastern United States. For this work he received the George Roberts White Medal of Honor from the Massachusetts Horticultural Society.

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The rabbiteye blueberry (Vaccinium virgatum syn. V. ashei) is a southern type of blueberry produced from the Carolinas to the Gulf Coast states. Production of rabbiteye blueberries was a focus in Texas in the early 21st century. Other important species in North America include V. pallidum, the hillside or dryland blueberry. It is native to the eastern U.S., and common in the Appalachians and the Piedmont of the Southeast. Sparkleberry, V. arboreum, is a common wild species on sandy soils in the Southeast.

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Successful blueberry cultivation requires attention to soil pH (acidity) measurements in the acidic range.

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Blueberry bushes often require supplemental fertilization, but over-fertilization with nitrogen can damage plant health, as evidenced by nitrogen-burn visible on the leaves.

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Origin and history of cultivation

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The genus Vaccinium has a mostly circumpolar distribution, with species mainly present in North America, Europe, and Asia. Many commercially sold species with English common names including \"blueberry\" are from North America, particularly Atlantic Canada and Northeastern United States for wild (lowbush) blueberries, and several US states and British Columbia for cultivated (highbush) blueberries. Canada's First Nations people consumed wild blueberries for centuries before North America was settled. Highbush blueberries were first cultivated in New Jersey around the beginning of the 20th century.

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North American native species of blueberries are grown commercially in the Southern Hemisphere in Australia, New Zealand and South American nations. Several other wild shrubs of the genus Vaccinium also produce commonly eaten blue berries, such as the predominantly European Vaccinium myrtillus and other bilberries, which in many languages have a name that translates to \"blueberry\" in English.

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Facts

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  • Blueberries start out with a greenish color, then turn purple and finally a deep blue as they ripe.
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  • Blueberries grow in clusters, but the clusters do not necessarily ripen at the same time.
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  • Blueberries require a well-drained, acidic soil to flourish.
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  • There are over 50 varieties of blueberries.
  • \n\t
  • Blueberries have been commercially cultivated since the 20th century
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Nutrition Facts
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\n\n\t\n\t\n\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\n
Amount per100 gr
Energy57 kcal
Fat0.33 g
Protein0.74 g
Water84 g
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\nMinerals
\n\n
\n\n\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\t\n\t\t\n\t\n
Calcium1%\n\t\t\tPhosphorus\n\t\t\t2%
Iron2%Potassium2%
Magnesium2%\n\t\t\tSodium\n\t\t\t0%
Magnanese16%Zinc\n\t\t\t
2%
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Raspberry

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Blueberry

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Strawberry

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Blueberry
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Strawberry
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Where does blueberries grow?

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Which one of the following berries are red?

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Per 100gr strawberries have:

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Um eine Emulsion
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Um welches Stoffgemisch handelt es sich beim Rosinenkuchen und auch beim T-Shirt-Fleck/T-Shirt Gemisch?

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Gemenge
\n" + }, + { + "correct": true, + "tipsAndFeedback": { + "tip": "", + "chosenFeedback": "", + "notChosenFeedback": "" + }, + "text": "
Suspension
\n" + }, + { + "correct": true, + "tipsAndFeedback": { + "tip": "", + "chosenFeedback": "", + "notChosenFeedback": "" + }, + "text": "
Lösung
\n" + }, + { + "correct": true, + "tipsAndFeedback": { + "tip": "

Als Schaum bezeichnet man verschiedene Stoffgemische mit den Aggregatzuständen s/g oder l/g.  

\n", + "chosenFeedback": "", + "notChosenFeedback": "" + }, + "text": "
Schaum
\n" + }, + { + "correct": false, + "tipsAndFeedback": { + "tip": "", + "chosenFeedback": "", + "notChosenFeedback": "" + }, + "text": "
Rauch
\n" + } + ], + "overallFeedback": [{ "from": 0, "to": 100 }], + "behaviour": { + "enableRetry": true, + "enableSolutionsButton": true, + "enableCheckButton": true, + "type": "auto", + "singlePoint": false, + "randomAnswers": true, + "showSolutionsRequiresInput": true, + "confirmCheckDialog": false, + "confirmRetryDialog": false, + "autoCheck": false, + "passPercentage": 100, + "showScorePoints": true + }, + "UI": { + "checkAnswerButton": "Überprüfen", + "showSolutionButton": "Lösung anzeigen", + "tryAgainButton": "Wiederholen", + "tipsLabel": "Hinweis anzeigen", + "scoreBarLabel": "Du hast :num von :total Punkten erreicht.", + "tipAvailable": "Hinweis verfügbar", + "feedbackAvailable": "Rückmeldung verfügbar", + "readFeedback": "Rückmeldung vorlesen", + "wrongAnswer": "Falsche Antwort", + "correctAnswer": "Richtige Antwort", + "shouldCheck": "Hätte gewählt werden müssen", + "shouldNotCheck": "Hätte nicht gewählt werden sollen", + "noInput": "Bitte antworte, bevor du die Lösung ansiehst", + "a11yCheck": "Check the answers. The responses will be marked as correct, incorrect, or unanswered.", + "a11yShowSolution": "Show the solution. The task will be marked with its correct solution.", + "a11yRetry": "Retry the task. Reset all responses and start the task over again." + }, + "confirmCheck": { + "header": "Beenden?", + "body": "Ganz sicher beenden?", + "cancelLabel": "Abbrechen", + "confirmLabel": "Beenden" + }, + "confirmRetry": { + "header": "Wiederholen?", + "body": "Ganz sicher wiederholen?", + "cancelLabel": "Abbrechen", + "confirmLabel": "Bestätigen" + }, + "question": "

welche dieser Gemische sind fest-flüssig-Gemische?

\n" + }, + "subContentId": "373ad145-4ea2-438a-9575-af316cec1149", + "metadata": { + "contentType": "Multiple Choice", + "license": "U", + "title": "Unbenannt: Multiple Choice", + "authors": [], + "changes": [], + "extraTitle": "Unbenannt: Multiple Choice" + } + }, + "pause": true, + "displayType": "button", + "buttonOnMobile": false, + "adaptivity": { + "correct": { "allowOptOut": false, "message": "" }, + "wrong": { "allowOptOut": false, "message": "" }, + "requireCompletion": false + }, + "label": "

Fest-Flüssig-Gemische

\n" + }, + { + "x": 47.81659388646288, + "y": 46.11650485436893, + "width": 10, + "height": 10, + "duration": { "from": 102.571, "to": 112.571 }, + "libraryTitle": "Statements", + "action": { + "library": "H5P.Summary 1.10", + "params": { + "intro": "

Wähle Beispiele, in denen dekantiert wird:

\n", + "summaries": [ + { + "subContentId": "149d385c-98d7-4e30-b315-083edba22d27", + "summary": [ + "

Die Flüssigkeit über den Erbsen aus der Dose wird durch Ausgießen entfernt.

\n", + "

Eine Salzlösung wird erhitzt

\n" + ], + "tip": "" + } + ], + "overallFeedback": [{ "from": 0, "to": 100 }], + "solvedLabel": "Fortschritt:", + "scoreLabel": "Falsche Antworten:", + "resultLabel": "Dein Ergebnis", + "labelCorrect": "Richtig.", + "labelIncorrect": "Falsch! Bitte versuche es noch einmal.", + "alternativeIncorrectLabel": "Falsch", + "labelCorrectAnswers": "Richtige Antwort(en).", + "tipButtonLabel": "Tipp anzeigen", + "scoreBarLabel": "Du hast :num von :total Punkten erreicht.", + "progressText": "Fortschritt :num von :total" + }, + "subContentId": "86923076-70ee-4dd1-8017-610173157ab0", + "metadata": { + "contentType": "Summary", + "license": "U", + "title": "Unbenannt: Summary", + "authors": [], + "changes": [], + "extraTitle": "Unbenannt: Summary" + } + }, + "pause": true, + "displayType": "poster", + "buttonOnMobile": false, + "adaptivity": { + "correct": { "allowOptOut": false, "message": "" }, + "wrong": { "allowOptOut": false, "message": "" } + }, + "label": "

Dekantieren

\n" + }, + { + "x": 47.81659388646288, + "y": 46.11650485436893, + "width": 10, + "height": 10, + "duration": { "from": 129.469, "to": 139.469 }, + "libraryTitle": "Statements", + "action": { + "library": "H5P.Summary 1.10", + "params": { + "intro": "

Welche Stoffeigenschaft macht man sich beim Filtrieren zu Nutze?

\n", + "summaries": [ + { + "subContentId": "dea3f39b-c4cc-4c6c-ade6-9bd681758464", + "summary": [ + "

Teilchengröße

\n", + "

Siedepunkt

\n" + ], + "tip": "" + }, + { + "subContentId": "cb1a2654-66db-43bf-a277-e19584e9f5b9", + "summary": ["

Dichte

\n"], + "tip": "" + } + ], + "overallFeedback": [{ "from": 0, "to": 100 }], + "solvedLabel": "Fortschritt:", + "scoreLabel": "Falsche Antworten:", + "resultLabel": "Dein Ergebnis", + "labelCorrect": "Richtig.", + "labelIncorrect": "Falsch! Bitte versuche es noch einmal.", + "alternativeIncorrectLabel": "Falsch", + "labelCorrectAnswers": "Richtige Antwort(en).", + "tipButtonLabel": "Tipp anzeigen", + "scoreBarLabel": "Du hast :num von :total Punkten erreicht.", + "progressText": "Fortschritt :num von :total" + }, + "subContentId": "6a22869b-e6a0-4181-aaa5-2bb6a6f0390e", + "metadata": { + "contentType": "Summary", + "license": "U", + "title": "Stoffeigenschaft", + "authors": [], + "changes": [], + "extraTitle": "Stoffeigenschaft" + } + }, + "pause": true, + "displayType": "poster", + "buttonOnMobile": false, + "adaptivity": { + "correct": { "allowOptOut": false, "message": "" }, + "wrong": { "allowOptOut": false, "message": "" } + }, + "label": "

Stoffeigenschaft

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Welche dieser Gemischtypen sind homogen?

\n", + "summaries": [ + { + "subContentId": "5dc7f2ec-203b-472e-bf77-15f67187daf4", + "summary": [ + "

Lösung

\n", + "

Gemenge

\n", + "

Suspension

\n", + "

Emulsion

\n" + ], + "tip": "" + } + ], + "overallFeedback": [{ "from": 0, "to": 100 }], + "solvedLabel": "Fortschritt:", + "scoreLabel": "Falsche Antworten:", + "resultLabel": "Dein Ergebnis", + "labelCorrect": "Richtig.", + "labelIncorrect": "Falsch! Bitte versuche es noch einmal.", + "alternativeIncorrectLabel": "Falsch", + "labelCorrectAnswers": "Richtige Antwort(en).", + "tipButtonLabel": "Tipp anzeigen", + "scoreBarLabel": "Du hast :num von :total Punkten erreicht.", + "progressText": "Fortschritt :num von :total" + }, + "subContentId": "925ca2d1-e50b-4c60-a80a-c9928fbab3ca", + "metadata": { + "contentType": "Summary", + "license": "U", + "title": "homogene Mischungen", + "authors": [], + "changes": [], + "extraTitle": "homogene Mischungen" + } + }, + "pause": true, + "displayType": "poster", + "buttonOnMobile": false, + "adaptivity": { + "correct": { "allowOptOut": false, "message": "" }, + "wrong": { "allowOptOut": false, "message": "" } + }, + "label": "

Homogen

\n" + }, + { + "x": 48.03493449781659, + "y": 46.60194174757281, + "width": 10, + "height": 10, + "duration": { "from": 214.56, "to": 224.56 }, + "libraryTitle": "Single Choice Set", + "action": { + "library": "H5P.SingleChoiceSet 1.11", + "params": { + "choices": [ + { + "subContentId": "383c6720-a78d-443c-90b8-36c18d0273d9", + "question": "

Welche Stoffeigenschaft macht man sich beim Abdampfen zu Nutze?

\n", + "answers": [ + "

Siedepunkt

\n", + "

Dichte

\n", + "

Teilchengröße

\n" + ] + }, + { + "subContentId": "d6f4cc6c-cfc7-4c9a-9e6d-be759d2e7b45" + } + ], + "overallFeedback": [{ "from": 0, "to": 100 }], + "behaviour": { + "autoContinue": true, + "timeoutCorrect": 2000, + "timeoutWrong": 3000, + "soundEffectsEnabled": true, + "enableRetry": true, + "enableSolutionsButton": true, + "passPercentage": 100 + }, + "l10n": { + "nextButtonLabel": "Weiter", + "showSolutionButtonLabel": "Lösung anzeigen", + "retryButtonLabel": "Wiederholen", + "solutionViewTitle": "Lösung", + "correctText": "Richtig!", + "incorrectText": "Falsch!", + "muteButtonLabel": "Stumm schalten", + "closeButtonLabel": "Schließen", + "slideOfTotal": "Seite :num von :total", + "scoreBarLabel": "Du hast :num von :total Punkten erreicht.", + "solutionListQuestionNumber": "Frage :num", + "a11yShowSolution": "Show the solution. The task will be marked with its correct solution.", + "a11yRetry": "Retry the task. Reset all responses and start the task over again." + } + }, + "subContentId": "f9c7de1c-d8c8-43c2-939c-b03e4146559e", + "metadata": { + "contentType": "Single Choice Set", + "license": "U", + "title": "Stoffeigenschaft", + "authors": [], + "changes": [], + "extraTitle": "Stoffeigenschaft" + } + }, + "pause": true, + "displayType": "button", + "buttonOnMobile": false, + "adaptivity": { + "correct": { "allowOptOut": false, "message": "" }, + "wrong": { "allowOptOut": false, "message": "" }, + "requireCompletion": false + }, + "label": "

Stoffeigenschaft

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Schreib das am besten ab!

\n", + "pause": true, + "displayType": "button", + "buttonOnMobile": false + } + ], + "bookmarks": [], + "endscreens": [{ "time": 323, "label": "5:23 Antwortübermittlung" }] + }, + "summary": { + "task": { + "library": "H5P.Summary 1.10", + "params": { + "intro": "Wähle die korrekte Aussage.", + "summaries": [ + { + "subContentId": "472e9bd8-b6a2-485c-b65b-e5d2a391096f", + "tip": "" + } + ], + "overallFeedback": [{ "from": 0, "to": 100 }], + "solvedLabel": "Fortschritt:", + "scoreLabel": "Falsche Antworten:", + "resultLabel": "Dein Ergebnis", + "labelCorrect": "Richtig.", + "labelIncorrect": "Falsch! Bitte versuche es noch einmal.", + "alternativeIncorrectLabel": "Falsch", + "labelCorrectAnswers": "Richtige Antwort(en).", + "tipButtonLabel": "Tipp anzeigen", + "scoreBarLabel": "Du hast :num von :total Punkten erreicht.", + "progressText": "Fortschritt :num von :total" + }, + "subContentId": "e06662d6-4127-4e64-930b-9841330347f6", + "metadata": { + "contentType": "Summary", + "license": "U", + "title": "Unbenannt: Summary", + "authors": [], + "changes": [], + "extraTitle": "Unbenannt: Summary" + } + }, + "displayAt": 3 + } + }, + "override": { + "autoplay": false, + "loop": false, + "showBookmarksmenuOnLoad": false, + "showRewind10": true, + "preventSkipping": true, + "deactivateSound": false + }, + "l10n": { + "interaction": "Interaktion", + "play": "Abspielen", + "pause": "Pause", + "mute": "Stummschalten", + "unmute": "Lautschalten", + "quality": "Videoqualität", + "captions": "Untertitel", + "close": "Schließen", + "fullscreen": "Vollbild", + "exitFullscreen": "Vollbild beenden", + "summary": "Zusammenfassung öffnen", + "bookmarks": "Lesezeichen", + "endscreen": "Einsendebildschirm", + "defaultAdaptivitySeekLabel": "Fortfahren", + "continueWithVideo": "Video fortsetzen", + "playbackRate": "Abspielgeschwindigkeit", + "rewind10": "10 Sekunden zurückspulen", + "navDisabled": "Vor- und Zurückspulen ist deaktiviert", + "sndDisabled": "Ton ist deaktiviert", + "requiresCompletionWarning": "Es müssen alle Fragen richtig beantwortet werden, um weitermachen zu können.", + "back": "Zurück", + "hours": "Stunden", + "minutes": "Minuten", + "seconds": "Sekunden", + "currentTime": "Aktuelle Zeit:", + "totalTime": "Gesamtzeit:", + "singleInteractionAnnouncement": "Interaktion ist erschienen:", + "multipleInteractionsAnnouncement": "Mehrere Interaktionen sind erscheinen.", + "videoPausedAnnouncement": "Video ist angehalten", + "content": "Inhalt", + "answered": "@answered beantwortet", + "endcardTitle": "@answered Frage(n) beantwortet", + "endcardInformation": "Du hast @answered Fragen beantwortet. Klicke unten, um deine Ergebnisse abzusenden.", + "endcardInformationNoAnswers": "Du hast noch keine Fragen beantwortet.", + "endcardInformationMustHaveAnswer": "Du musst mindestens eine Frage beantworten, um deine Antworten absenden zu können.", + "endcardSubmitButton": "Antworten absenden", + "endcardSubmitMessage": "Deine Antworten wurden abgeschickt!", + "endcardTableRowAnswered": "Beantwortete Fragen", + "endcardTableRowScore": "Punkte", + "endcardAnsweredScore": "beantwortet", + "endCardTableRowSummaryWithScore": "Du hast @score von @total Punkten für die @question erhalten, die bei @minutes Minuten und @seconds Sekunden erschienen ist.", + "endCardTableRowSummaryWithoutScore": "Du hast die @question beantwortet, die bei @minutes Minuten und @seconds Sekunden erschienen ist." + } +} diff --git a/server/src/helpers/__test__/data/interactiveVideo/interactions.json b/server/src/helpers/__test__/data/interactiveVideo/interactions.json new file mode 100644 index 000000000..9e867437c --- /dev/null +++ b/server/src/helpers/__test__/data/interactiveVideo/interactions.json @@ -0,0 +1,37 @@ +[ + { + "id": "0df167b0-c8f6-415c-a1bd-15090383c7d8", + "name": "MultiChoice", + "title": "Unbenannt: Multiple Choice" + }, + { + "id": "373ad145-4ea2-438a-9575-af316cec1149", + "name": "MultiChoice", + "title": "Unbenannt: Multiple Choice" + }, + { + "id": "86923076-70ee-4dd1-8017-610173157ab0", + "name": "Summary", + "title": "Unbenannt: Summary" + }, + { + "id": "6a22869b-e6a0-4181-aaa5-2bb6a6f0390e", + "name": "Summary", + "title": "Stoffeigenschaft" + }, + { + "id": "925ca2d1-e50b-4c60-a80a-c9928fbab3ca", + "name": "Summary", + "title": "homogene Mischungen" + }, + { + "id": "f9c7de1c-d8c8-43c2-939c-b03e4146559e", + "name": "SingleChoiceSet", + "title": "Stoffeigenschaft" + }, + { + "id": "e06662d6-4127-4e64-930b-9841330347f6", + "name": "Summary", + "title": "Unbenannt: Summary" + } +] diff --git a/server/src/helpers/__test__/data/interactiveVideo/xAPIStatements.json b/server/src/helpers/__test__/data/interactiveVideo/xAPIStatements.json new file mode 100644 index 000000000..0bc7f8749 --- /dev/null +++ b/server/src/helpers/__test__/data/interactiveVideo/xAPIStatements.json @@ -0,0 +1,1225 @@ +[ + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/attempted", + "display": { "en-US": "attempted" } + }, + "object": { + "id": ".", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277 + }, + "name": { "en-US": "Trennverfahren" } + } + }, + "context": { + "contextActivities": { + "category": [ + { + "id": "http://h5p.org/libraries/H5P.InteractiveVideo-1.22", + "objectType": "Activity" + } + ] + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/attempted", + "display": { "en-US": "attempted" } + }, + "object": { + "id": ".?subContentId=0df167b0-c8f6-415c-a1bd-15090383c7d8", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "0df167b0-c8f6-415c-a1bd-15090383c7d8" + }, + "name": { "en-US": "Unbenannt: Multiple Choice" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.MultiChoice-1.14", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT47S" + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/interacted", + "display": { "en-US": "interacted" } + }, + "object": { + "id": ".?subContentId=0df167b0-c8f6-415c-a1bd-15090383c7d8", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "0df167b0-c8f6-415c-a1bd-15090383c7d8" + }, + "name": { "en-US": "Unbenannt: Multiple Choice" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.MultiChoice-1.14", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT47S" + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/answered", + "display": { "en-US": "answered" } + }, + "object": { + "id": ".?subContentId=0df167b0-c8f6-415c-a1bd-15090383c7d8", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + 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+ }, + "name": { "en-US": "Stoffeigenschaft" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.Summary-1.10", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT129S" + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/answered", + "display": { "en-US": "answered" } + }, + "context": { + "contextActivities": { + "parent": [ + { + "id": ".?subContentId=6a22869b-e6a0-4181-aaa5-2bb6a6f0390e", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT129S" + } + }, + "object": { + "id": ".?subContentId=cb1a2654-66db-43bf-a277-e19584e9f5b9", + "objectType": "Activity", + "definition": { + "name": { "en-US": "Summary statement" }, + "description": { + "en-US": "Welche Stoffeigenschaft macht man sich beim Filtrieren zu Nutze?" + }, + "interactionType": "choice", + "correctResponsesPattern": ["0"], + "type": "http://adlnet.gov/expapi/activities/cmi.interaction", + "choices": [ + { "id": "0", "description": { "en-US": "Dichte" } } + ], + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "cb1a2654-66db-43bf-a277-e19584e9f5b9" + } + } + }, + "result": { + "response": "0", + "duration": "PT15.74S", + "score": { "raw": 1, "min": 0, "max": 1, "scaled": 1 } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/answered", + "display": { "en-US": "answered" } + }, + "object": { + "id": ".?subContentId=6a22869b-e6a0-4181-aaa5-2bb6a6f0390e", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "6a22869b-e6a0-4181-aaa5-2bb6a6f0390e" + }, + "name": { "en-US": "Stoffeigenschaft" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.Summary-1.10", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT129S" + } + }, + "result": { + "score": { "min": 0, "max": 2, "raw": 2, "scaled": 1 }, + "completion": true, + "duration": "PT46.87S" + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/attempted", + "display": { "en-US": "attempted" } + }, + "object": { + "id": ".?subContentId=925ca2d1-e50b-4c60-a80a-c9928fbab3ca", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "925ca2d1-e50b-4c60-a80a-c9928fbab3ca" + }, + "name": { "en-US": "homogene Mischungen" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.Summary-1.10", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT177S" + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/interacted", + "display": { "en-US": "interacted" } + }, + "object": { + "id": ".?subContentId=925ca2d1-e50b-4c60-a80a-c9928fbab3ca", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "925ca2d1-e50b-4c60-a80a-c9928fbab3ca" + }, + "name": { "en-US": "homogene Mischungen" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.Summary-1.10", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT177S" + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/answered", + "display": { "en-US": "answered" } + }, + "context": { + "contextActivities": { + "parent": [ + { + "id": ".?subContentId=925ca2d1-e50b-4c60-a80a-c9928fbab3ca", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT177S" + } + }, + "object": { + "id": ".?subContentId=5dc7f2ec-203b-472e-bf77-15f67187daf4", + "objectType": "Activity", + "definition": { + "name": { "en-US": "Summary statement" }, + "description": { + "en-US": "Welche dieser Gemischtypen sind homogen?" + }, + "interactionType": "choice", + "correctResponsesPattern": ["0"], + "type": "http://adlnet.gov/expapi/activities/cmi.interaction", + "choices": [ + { "id": "0", "description": { "en-US": "Lösung" } }, + { "id": "1", "description": { "en-US": "Gemenge" } }, + { "id": "2", "description": { "en-US": "Suspension" } }, + { "id": "3", "description": { "en-US": "Emulsion" } } + ], + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "5dc7f2ec-203b-472e-bf77-15f67187daf4" + } + } + }, + "result": { + "response": "0", + "duration": "PT1049.73S", + "score": { "raw": 1, "min": 0, "max": 1, "scaled": 1 } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/answered", + "display": { "en-US": "answered" } + }, + "object": { + "id": ".?subContentId=925ca2d1-e50b-4c60-a80a-c9928fbab3ca", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "925ca2d1-e50b-4c60-a80a-c9928fbab3ca" + }, + "name": { "en-US": "homogene Mischungen" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.Summary-1.10", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT177S" + } + }, + "result": { + "score": { "min": 0, "max": 1, "raw": 1, "scaled": 1 }, + "completion": true, + "duration": "PT10.16S" + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/attempted", + "display": { "en-US": "attempted" } + }, + "object": { + "id": ".?subContentId=f9c7de1c-d8c8-43c2-939c-b03e4146559e", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "f9c7de1c-d8c8-43c2-939c-b03e4146559e" + }, + "name": { "en-US": "Stoffeigenschaft" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.SingleChoiceSet-1.11", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT214S" + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/interacted", + "display": { "en-US": "interacted" } + }, + "object": { + "id": ".?subContentId=f9c7de1c-d8c8-43c2-939c-b03e4146559e", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "f9c7de1c-d8c8-43c2-939c-b03e4146559e" + }, + "name": { "en-US": "Stoffeigenschaft" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.SingleChoiceSet-1.11", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT214S" + } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/answered", + "display": { "en-US": "answered" } + }, + "context": { + "contextActivities": { + "parent": [ + { + "id": ".?subContentId=f9c7de1c-d8c8-43c2-939c-b03e4146559e", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT214S" + } + }, + "object": { + "id": ".?subContentId=383c6720-a78d-443c-90b8-36c18d0273d9", + "objectType": "Activity", + "definition": { + "description": { + "en-US": "Welche Stoffeigenschaft macht man sich beim Abdampfen zu Nutze?" + }, + "interactionType": "choice", + "correctResponsesPattern": ["0"], + "type": "http://adlnet.gov/expapi/activities/cmi.interaction", + "choices": [ + { "id": "0", "description": { "en-US": "Siedepunkt" } }, + { "id": "1", "description": { "en-US": "Dichte" } }, + { + "id": "2", + "description": { "en-US": "Teilchengröße" } + } + ], + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "383c6720-a78d-443c-90b8-36c18d0273d9" + } + } + }, + "result": { + "response": "0", + "completion": true, + "success": true, + "score": { "raw": 1, "min": 0, "max": 1, "scaled": 1 } + } + }, + { + "actor": { + "account": { "name": "66ee96f2-bb60-4c74-8b5a-ac76156278ca" }, + "objectType": "Agent" + }, + "verb": { + "id": "http://adlnet.gov/expapi/verbs/answered", + "display": { "en-US": "answered" } + }, + "object": { + "id": ".?subContentId=f9c7de1c-d8c8-43c2-939c-b03e4146559e", + "objectType": "Activity", + "definition": { + "extensions": { + "http://h5p.org/x-api/h5p-local-content-id": 1244965277, + "http://h5p.org/x-api/h5p-subContentId": "f9c7de1c-d8c8-43c2-939c-b03e4146559e" + }, + "name": { "en-US": "Stoffeigenschaft" } + } + }, + "context": { + "contextActivities": { + "parent": [{ "id": ".", "objectType": "Activity" }], + "category": [ + { + "id": "http://h5p.org/libraries/H5P.SingleChoiceSet-1.11", + "objectType": "Activity" + } + ] + }, + "extensions": { + "http://id.tincanapi.com/extension/ending-point": "PT214S" + } + }, + "result": { + "score": { "min": 0, "max": 1, "raw": 1, "scaled": 1 }, + "completion": true, + "success": true, + "duration": "PT12.37S" + } + } +] diff --git a/server/src/helpers/__test__/getInteractions.test.ts b/server/src/helpers/__test__/getInteractions.test.ts new file mode 100644 index 000000000..e36bd4195 --- /dev/null +++ b/server/src/helpers/__test__/getInteractions.test.ts @@ -0,0 +1,193 @@ +import { getInteractions } from '../xAPI'; + +import interactiveVideoContentJson from './data//interactiveVideo/content.json'; +import interactiveVideoInteractions from './data/interactiveVideo/interactions.json'; + +import interactiveBookContent from './data/interactiveBook/content.json'; +import interactiveBookInteractions from './data/interactiveBook/interactions.json'; + +import coursePresentationContent from './data/coursePresentation/content.json'; +import coursePresentationInteractions from './data/coursePresentation/interactions.json'; + +describe('interactions', () => { + it('ignores the H5P.Image library', (done) => { + const interactions = []; + + const test = { + test: { + library: 'H5P.Image 1.1', + subContentId: 'a' + }, + abc: { + library: 'H5P.TEST 1.66', + subContentId: 'm' + } + }; + + getInteractions(test, interactions); + + expect(interactions).toStrictEqual([ + { id: 'm', name: 'TEST', title: undefined } + ]); + done(); + }); + + it('ignores the H5P.Text library', (done) => { + const interactions = []; + + const test = { + test: { + library: 'H5P.Text 1.1', + subContentId: 'a' + }, + abc: { + library: 'H5P.TEST 1.66', + subContentId: 'm' + } + }; + + getInteractions(test, interactions); + + expect(interactions).toStrictEqual([ + { id: 'm', name: 'TEST', title: undefined } + ]); + done(); + }); + + it('ignores the H5P.Column library', (done) => { + const interactions = []; + + const test = { + test: { + library: 'H5P.Column 1.1', + subContentId: 'a' + }, + abc: { + library: 'H5P.TEST 1.66', + subContentId: 'm' + } + }; + + getInteractions(test, interactions); + + expect(interactions).toStrictEqual([ + { id: 'm', name: 'TEST', title: undefined } + ]); + done(); + }); + + it('ignores the H5P.AdvancedText library', (done) => { + const interactions = []; + + const test = { + test: { + library: 'H5P.AdvancedText 1.1', + subContentId: 'a' + }, + abc: { + library: 'H5P.TEST 1.66', + subContentId: 'm' + } + }; + + getInteractions(test, interactions); + + expect(interactions).toStrictEqual([ + { id: 'm', name: 'TEST', title: undefined } + ]); + done(); + }); + + it('ignores the H5P.Table library', (done) => { + const interactions = []; + + const test = { + test: { + library: 'H5P.Table 1.1', + subContentId: 'a' + }, + abc: { + library: 'H5P.TEST 1.66', + subContentId: 'm' + } + }; + + getInteractions(test, interactions); + + expect(interactions).toStrictEqual([ + { id: 'm', name: 'TEST', title: undefined } + ]); + done(); + }); + + it('ignores the H5P.Video library', (done) => { + const interactions = []; + + const test = { + test: { + library: 'H5P.Video 1.1', + subContentId: 'a' + }, + abc: { + library: 'H5P.TEST 1.66', + subContentId: 'm' + } + }; + + getInteractions(test, interactions); + + expect(interactions).toStrictEqual([ + { id: 'm', name: 'TEST', title: undefined } + ]); + done(); + }); + + it('ignores the H5P.Nil library', (done) => { + const interactions = []; + + const test = { + test: { + library: 'H5P.Nil 1.1', + subContentId: 'a' + }, + abc: { + library: 'H5P.TEST 1.66', + subContentId: 'm' + } + }; + + getInteractions(test, interactions); + + expect(interactions).toStrictEqual([ + { id: 'm', name: 'TEST', title: undefined } + ]); + done(); + }); + + it('[interactive video]: gets all interactions', (done) => { + const interactions = []; + + getInteractions(interactiveVideoContentJson, interactions); + + expect(interactions).toStrictEqual(interactiveVideoInteractions); + done(); + }); + + it('[interactive book]: gets all interactions ', (done) => { + const interactions = []; + + getInteractions(interactiveBookContent, interactions); + + expect(interactions).toStrictEqual(interactiveBookInteractions); + done(); + }); + + it('[course presentation]: gets all interactions', (done) => { + // const interactions = []; + + const interactions = getInteractions(coursePresentationContent, []); + + expect(interactions).toStrictEqual(coursePresentationInteractions); + done(); + }); +}); diff --git a/server/src/helpers/__test__/getResults.test.ts b/server/src/helpers/__test__/getResults.test.ts new file mode 100644 index 000000000..4566140dc --- /dev/null +++ b/server/src/helpers/__test__/getResults.test.ts @@ -0,0 +1,60 @@ +import { getResult } from '../xAPI'; + +import InteractiveVideoxAPIStatements from './data/interactiveVideo/xAPIStatements.json'; +import EssayxAPIStatements from './data/essay/xAPIStatements.json'; +import FindTheHotspotxAPIStatement from './data/findTheHotSpot/xAPIStatements.json'; + +describe('getResult', () => { + it('gets the result from an xAPI Statements Array with given subContentId', (done) => { + expect( + getResult( + InteractiveVideoxAPIStatements as any, + '373ad145-4ea2-438a-9575-af316cec1149' + ) + ).toStrictEqual({ + score: { min: 0, max: 3, raw: 1, scaled: 0.3333 }, + completion: true, + success: false, + duration: 'PT23.44S', + response: '2' + }); + done(); + }); + + it('returns an uncompleted result if not found', (done) => { + expect( + getResult( + InteractiveVideoxAPIStatements as any, + 'wiojefnvqiwenvwqioenv' + ) + ).toStrictEqual({ + score: { min: 0, max: 0, raw: 0, scaled: 0 }, + completion: false, + success: false, + duration: '', + response: '' + }); + done(); + }); + + it('[essay]: it returns results', (done) => { + expect(getResult(EssayxAPIStatements as any)).toStrictEqual({ + score: { min: 0, max: 5, raw: 0, scaled: 0 }, + completion: true, + success: true, + duration: 'PT5.62S', + response: 'test ' + }); + + done(); + }); + + it('[find-the-hotspot]: it returns results', (done) => { + expect(getResult(FindTheHotspotxAPIStatement as any)).toStrictEqual({ + score: { min: 0, max: 1, raw: 0, scaled: 0 }, + completion: true, + duration: 'PT3.09S' + }); + done(); + }); +}); diff --git a/server/src/helpers/xAPI.ts b/server/src/helpers/xAPI.ts new file mode 100644 index 000000000..21bb98b96 --- /dev/null +++ b/server/src/helpers/xAPI.ts @@ -0,0 +1,99 @@ +export interface IInteraction { + id: string; + name: string; + title?: string; +} + +export interface IxAPIStatementResult { + completion: boolean; + duration: string; + response?: string; + score: { + max: number; + min: number; + raw: number; + scaled: number; + }; + success?: boolean; +} + +export interface IxAPIStatement { + actor: { + account: string; + objectType: string; + }; + object: { + id: string; + }; + result?: IxAPIStatementResult; + verb: { + display: any; + id: string; + }; +} + +const ignoredInteractionLibraries = [ + 'H5P.Image', + 'H5P.Text', + 'H5P.Column', + 'H5P.AdvancedText', + 'H5P.Table', + 'H5P.Video', + 'H5P.Nil', + 'H5P.Link' +]; + +export function getInteractions( + data: any, + interactions: IInteraction[] +): IInteraction[] { + if (!data) { + return interactions; + } + if (data.subContentId && data.library) { + if ( + ignoredInteractionLibraries.indexOf(data.library.split(' ')[0]) === + -1 + ) { + interactions.push({ + id: data.subContentId, + name: data.library.replace('H5P.', '').split(' ')[0], + title: data.metadata?.title + }); + } + } + + if (typeof data === 'object') { + Object.keys(data).forEach((key) => { + getInteractions(data[key], interactions); + }); + } + + return interactions; +} + +export function getResult( + xAPIStatements: IxAPIStatement[], + subContentId?: string +): IxAPIStatementResult { + let results = []; + if (subContentId) { + results = xAPIStatements.filter( + (statement) => + statement.object.id.indexOf(subContentId) > -1 && + statement.result + ); + } else { + results = xAPIStatements.filter((statement) => statement.result); + } + + return results[0] && results[0].result + ? results[0].result + : { + score: { min: 0, max: 0, raw: 0, scaled: 0 }, + completion: false, + success: false, + duration: '', + response: `` + }; +} diff --git a/server/src/routes/__test__/analyticRoutes.test.ts b/server/src/routes/__test__/analyticRoutes.test.ts index 35a4f9244..2d8f1a26d 100644 --- a/server/src/routes/__test__/analyticRoutes.test.ts +++ b/server/src/routes/__test__/analyticRoutes.test.ts @@ -23,80 +23,153 @@ describe('[analytics:routes]: GET /api/v1/analytics', () => { return app; }); - it('should return the correct data when a folder is selected', async (done) => { + + it('should return an json-prase-error when the file is not parseable', async (done) => { dialog.showOpenDialog = jest.fn(async (c) => { return { canceled: false, filePaths: [ - path.resolve('test', 'data', 'analytics', 'valid.test') + path.resolve( + 'test', + 'data', + 'analytics', + 'invalid', + 'not-parseable' + ) ] }; }); const res = await request(app).get('/api/v1/analytics'); expect(res.statusCode).toEqual(200); - expect(res.body).toStrictEqual({ - interactions: [{ name: 'MultiChoice', id: 'skip' }], - users: [ - { - name: 'test', - id: '43ce1094-a6e0-43f8-9368-5aac8352c357', - results: [1] - }, - { - id: '43ce1094-a6e0-43f8-9368-5aac8352c357', - name: 'test2', - results: [1] - } - ] - }); + expect(res.body[0].code).toBe('json-parse-error'); done(); }); - it('should return 499 if canceled', async (done) => { + it('should contain the filename as namefield without extension', async (done) => { dialog.showOpenDialog = jest.fn(async (c) => { return { - canceled: true, - filePaths: [] + canceled: false, + filePaths: [ + path.resolve( + 'test', + 'data', + 'analytics', + 'valid-interactions' + ) + ] }; }); const res = await request(app).get('/api/v1/analytics'); - expect(res.statusCode).toEqual(499); + expect(res.statusCode).toEqual(200); + expect(res.body[0].name).toBe('test-interactions'); done(); }); - it('should return 404 if no valid data was found', async (done) => { + it('should contain the objectHash of the content', async (done) => { dialog.showOpenDialog = jest.fn(async (c) => { return { canceled: false, - filePaths: [path.resolve('electron')] + filePaths: [ + path.resolve('test', 'data', 'analytics', 'valid.test') + ] }; }); const res = await request(app).get('/api/v1/analytics'); - expect(res.statusCode).toEqual(404); - + expect(res.statusCode).toEqual(200); + expect(res.body[0].contentHash).toBe( + '6ae0f6934e4f016496092127436c5ad8c8f7744b' + ); done(); }); - it('should return 500 if invalid data was found', async (done) => { + it('should contain a no-content-json error when there is no contentJson', async (done) => { dialog.showOpenDialog = jest.fn(async (c) => { return { canceled: false, filePaths: [ - path.resolve('test', 'data', 'analytics', 'invalid') + path.resolve( + 'test', + 'data', + 'analytics', + 'invalid', + 'no-content-json' + ) ] }; }); const res = await request(app).get('/api/v1/analytics'); - expect(res.statusCode).toEqual(500); + expect(res.statusCode).toEqual(200); + expect(res.body[0].code).toBe('no-content-json'); + done(); + }); + + it('should contain the interactions of the content type', async (done) => { + dialog.showOpenDialog = jest.fn(async (c) => { + return { + canceled: false, + filePaths: [ + path.resolve( + 'test', + 'data', + 'analytics', + 'valid-interactions' + ) + ] + }; + }); + const res = await request(app).get('/api/v1/analytics'); + expect(res.statusCode).toEqual(200); + expect(res.body[0].interactions).toStrictEqual([ + { + id: '55784d45-214a-4e31-8333-57392e4cf1c9', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 1' + }, + { + id: 'c998638b-03c6-4ed4-b907-6fe374a3eb52', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 2' + }, + { + id: 'e6836c1b-4ab1-4ddd-9dae-6b8fc9d0194f', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 3' + }, + { + id: 'c0ceabb0-c3c6-4a25-89a7-05481ca1e7a4', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 4' + }, + { + id: '720b5a91-5c78-4523-ac26-81c24fb4e101', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 5' + }, + { + id: 'd790ceb0-2f3f-4bd0-8ca2-43d1278b77e3', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 6' + }, + { + id: '474b4fa0-2dec-4de7-8bd4-32065a14e247', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 7' + }, + { + id: 'e619ae7a-9855-4437-87b9-b4e66496e969', + name: 'MultiChoice', + title: 'Kern- und Halbschatten 8' + } + ]); done(); }); - it('should return 400 if imported data is from different contents', async (done) => { + it('should contain the results of the user from the statements', async (done) => { dialog.showOpenDialog = jest.fn(async (c) => { return { canceled: false, @@ -105,28 +178,41 @@ describe('[analytics:routes]: GET /api/v1/analytics', () => { 'test', 'data', 'analytics', - 'different_content' + 'valid-interactions' ) ] }; }); const res = await request(app).get('/api/v1/analytics'); - expect(res.statusCode).toEqual(400); + expect(res.statusCode).toEqual(200); + expect(res.body[0].results).toStrictEqual([1, 1, 1, 1, 0, 1, 1, 0]); + done(); + }); + it('should return 499 if canceled', async (done) => { + dialog.showOpenDialog = jest.fn(async (c) => { + return { + canceled: true, + filePaths: [] + }; + }); + + const res = await request(app).get('/api/v1/analytics'); + expect(res.statusCode).toEqual(499); done(); }); - it('should return 400 if imported data is from different contents', async (done) => { + it('should return 404 if no valid data was found', async (done) => { dialog.showOpenDialog = jest.fn(async (c) => { return { canceled: false, - filePaths: [path.resolve('test', 'data', 'analytics')] + filePaths: [path.resolve('electron')] }; }); const res = await request(app).get('/api/v1/analytics'); - expect(res.statusCode).toEqual(400); + expect(res.statusCode).toEqual(404); done(); }); diff --git a/server/src/routes/analyticRoutes.ts b/server/src/routes/analyticRoutes.ts index c2e3729f7..b8839d842 100644 --- a/server/src/routes/analyticRoutes.ts +++ b/server/src/routes/analyticRoutes.ts @@ -6,11 +6,7 @@ import recursiveReaddir from 'recursive-readdir'; import objectHash from 'object-hash'; -import { - getInteractions, - IInteraction, - getResult -} from '@lumieducation/xapi-aggregator'; +import { getInteractions, getResult } from '../helpers/xAPI'; import _path from 'path'; @@ -29,78 +25,112 @@ export default function (browserWindow: BrowserWindow): express.Router { const filePath = openDialog.filePaths[0]; - const files = await recursiveReaddir(filePath, ['!*.lumi']); + const files = await recursiveReaddir(filePath, [ + '!*.[Ll][Uu][Mm][Ii]' + ]); if (files.length === 0) { - return res.status(404).end(); + return res.status(404).json({ + message: 'no-valid-files-found' + }); } - const userStatements = {}; - let contentJson; - let library: string; - let error: boolean = false; - - files.forEach((f) => { - const d = JSON.parse(fs.readFileSync(f, { encoding: 'utf-8' })); - - userStatements[_path.basename(f, '.lumi')] = d.xapi; + const processedFiles = files.map((file) => { + let data; + let fileData: any = { file }; + const extension = _path.extname(file); + + try { + fileData = { + ...fileData, + name: _path.basename(file, extension) + }; + } catch (error) { + return { + ...fileData, + error: true, + code: 'determine-name' + }; + } - if (contentJson && d.contentJson) { - if (objectHash(contentJson) !== objectHash(d.contentJson)) { - error = true; - res.status(400).json({ - message: `${f} is from a different content` - }); - } + try { + data = JSON.parse( + fs.readFileSync(file, { encoding: 'utf-8' }) + ); + } catch (error) { + return { + file, + error: true, + code: 'json-parse-error' + }; } - contentJson = d.contentJson; - library = d.library; - }); + try { + fileData = { + ...fileData, + contentHash: objectHash(data.contentJson) + }; + } catch (error) { + return { + ...fileData, + error: true, + code: 'no-content-json' + }; + } - if (error) { - res.status(500).end(); - return; - } - const interactions: IInteraction[] = []; + try { + const interactions = []; + getInteractions(data.contentJson, interactions); - try { - getInteractions(contentJson, interactions); - } catch (error) { - Sentry.captureException(error); - return res.status(500).json(error); - } + if (interactions.length < 1) { + interactions.push({ + name: data.library + .replace('H5P.', '') + .split(' ')[0], + id: 'skip' + }); + } - if (interactions.length === 0) { - interactions.push({ - name: library.replace('H5P.', '').split(' ')[0], - id: 'skip' - }); - } + fileData = { + ...fileData, + interactions + }; + } catch (error) { + return { + ...fileData, + error: true, + code: 'invalid-interactions' + }; + } - const users = Object.keys(userStatements).map((key) => { - return { - name: key, - id: - userStatements[key][0]?.actor?.account?.name || - userStatements[key][0]?.actor?.name || - key, - results: interactions.map( + try { + const statements = data.xapi; + const results = fileData.interactions.map( (interaction) => getResult( - userStatements[key], + statements, interaction.id === 'skip' ? undefined : interaction.id ).score.scaled - ) - }; - }); + ); + + fileData = { + ...fileData, + results + }; + } catch (error) { + return { + ...fileData, + error: true, + code: 'invalid-statements' + }; + } - res.status(200).json({ - interactions, - users + return fileData; }); + + res.status(200).json(processedFiles); } catch (error) { res.status(500).end(); Sentry.captureException(error); diff --git a/test/data/analytics/invalid-interactions/test-interactions.lumi b/test/data/analytics/invalid-interactions/test-interactions.lumi new file mode 100644 index 000000000..ec1e9f47e --- /dev/null +++ b/test/data/analytics/invalid-interactions/test-interactions.lumi @@ -0,0 +1 @@ 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BlnjWQqs/Lu/5zIrukOCF1uc7z2dyVENNAJCJRtFkLjOYRaMZehKHT9OwGS3UUP2ji4sU5+lve5FKRu9MB0gqFtS20dJ2v8A9Kdn0U6rLhYrlktwzXFkoWw5nyZh6Se9GMNFpXeT7whmHN+Rx+fvKJUO8ZyG/RWsTU8nlNA6USpTakl8h3+lDw03F+lEKU3ppR+zd3tVxNU7GDfEZ/KQ3Q+dEsXFsRqOp5Q52RKy11pB+hN8Ph7D3lEqJhc7PRDsMbvUEXn7yjVHHugZK8opYZYCykU8W9C8nmcmyLNUyiaHU0nTve5XEolbCeOkHao0EJu4kX5I70ZrIAZZTbpUSCKxdfoA9YQA2oga2TLQgdyGVAIkcOtWDEId17TbUIJWNtO+3V3BTYqULqRko5GSl1QyUZwyUVUSMIZvVV7aMcVNrR4M3+kFGwUfKXfZu9yk1mcfnCc4VDxqjFGAYGEj5qEgZozRi8EfkoyTls7rk3jJe7mvp22Oaf4EihHgfOnXZuKTQN+T36ylnUqokhrbuS9wiwS4WXzS3NzCAVHEpDRmBbmC+Yzo6E4xvhB2JwOlpBHWQp9C4mSNv0XXUUtu5uX/ACyfpn8XOzouFQF4Ty479Du8Itirf5NYV5FR/mIBFUATAmwAB70SrK4PwTD4r+K2Uel10wrDomnfy6VGmZ4MD6x7lN13uu6iS5i3WpoN0URMzW8xz9YTFZTFpDiNSiGHt+Usv0e8J2qpw+nieW3JdY+lLz6AE2I3NhzFF8FjBnlBH6J/sqOadrXu6ASETweICea3NC/2UQA74Q3Ap5iLnjmgW7FSq8fKHLQJGD/pyYED8uFQa5vyh9udRtWUMiykzjkx2+imVJmb4KMkfNUKRwFYtm4eNY5o1ue4KvgFWPZfn8r3Ks9KiD4jFKW5jeaD6UPrnmWpMh1LWhG8RaBUgaeDbp2IPUsHG+ZXUxDrwPip7R3oM8Zo1iDbUriOkd6DOJBWdUn4Y0kOB6UQ3SHhQ8J3TE++u8O5TwDvA3uqgcrjbDRYAeDPeVVRqQrbiIAwwBtvyRPXqVUzlISloQ28DeF1wkJUmdikWupUGPF3O7T3qM4WKlvHKd2lRpcjcKKCQckpNtKcSgfALUeBSlNVNjLR82GJ3abvCy9uq1zgBjklxDGo4hmKWJ3oef4rT4/6ha41bEcOZTYf4R/KdBSuNssyVnPCBumTCWsB/IyE37QtaxGhkkpCXxOLmwU2dr/OKy7hKhEWKUEQaQGwyW/vhdGuM8shruVUTHpee9QXCxKIVbbTTDokd3qE5uq5a1MOCYc2xKlFqaey4SBoBEsPktEAekqABmptMLQjtRPoLZDE1+GUsnMGn03Kqm0kTY65thrGD6yrLTSuZhtO13R70B2sA+OQuGjor/eKvX8lAK17r545S6NSF8+wfrzLIyCM+xfDVdPOvuhAdcM07A28jOtw7027xk/SNvNH5Y7050JFcwtY0ufcE5ZKC/LmRHECHMbzWKHvToJXwyXy+BUwDETLW7E+/WO30QEyXHkgfRHcvnOdvNVwHLgHVQMQO84kDSyljM5qLWDM9gSAc+9lwaXXZAvmjkqTcS2i4XCLkJTfFCCJKS7nSzokIBohScNF62EfWTGqlYUPl0Q6z3FE6aySNO43LmzTT23AKn7oNO+4+YPaCjFl2XA0K1TEeQkxgKJMDulT5ALAKLUeIfMlTQt3pU7DwLu7Aoam4f4zuxKASbYAZJ6M8sDrTLBcBPRC7x2q4l1wvK4DpK5pkntwDedz3TDj4S3WnwO3vYlTopmjiCDmy91AHOvnEttn1oAdtFMJ8SMrdCxo9F0KOqm4ob1F/qj3qCs71UFcHNoZPKHci0QuwoVgubJPKHcjUDRukK88TXzm8r0JxgyXzhy0oCzVQca3NSoYi/k9Tj6AmG8yJ4fEHyNH1JD90ok9KhDhZwQmuFqh3mRp7OUEGxAEVLx0WSpxHjHKCLxjLzIRH41kXhdlpzJQ6mYcPlcY6b9xUPay3F0eWd5O5qmYc4CsiPX7lB2teCKQDm4y/qTv8pnVbdzrgAyXz9Cvr5LJY1h4vRRjt7yi+Ds36tzf2ZQnDh8ij8/ejuAN3q1w6Ij7lrlNSnwlrjfmJSxvRsNjbeFj2KTLHcu7U3Kzkgj/AJmrQqOLD5fP5XuCGu8YopjAtX1HTvDuCGEcpZXrWLNgke9QQk9feUYYN17R0mygYAz8WwG2u8fvFEntPxiNvXf1LTPGd6VI0gBTMPYTTyeWO5NTsAGSlYc0upZiNQ6/qVQkuqjB40jXND44zn5u8IrDEZqeeYnQtv51EYy2dujvVBDxSEtLDa1m3VcrR8pf5u4K4Yo0OtbmZ71U8QZaqk83cFGjgVVNyURwU2qBse1RHi1lnVJeCj5Q/wCzPuUisAEXnUfCjuzvNvmEesKTVfk7dac4A/5yNUQ8Cw9RQi2aLUZIhaOpOEWNSvqjVfDUrs2af4EqgHgPOUoglxSaIWg85TgGZTiaep2EtP8AzmTvFAgk81l2nHJP/OZKJ5LuqyYORsv6EpjfCAjmAXGOsdeYpdKd6Q36lQSGR3IukysMUjc72I7lLhjBc0HoXa2G0xHW32UBBfHI90bcxvZ/89CkzF7qCHI2h17SU/HFd8II+j/qTlbCGYZKbaSNQAdhJF+klMltye1SGkcjsX0UQcbnnIQC6GIuq2Cx0PcrDVYSIKClI0kflfPnQzD4w2uDRzBw+6VbcXjd8Qw5gbnf3pyEpD6JkksmRAbJbLtSKKX4vLM8kHwLhn2WRc0jo5n3d40wFiLc4Qx8DTFWOsLthsO26RokjQ7AJGA2Lpws/rR4d6vhkIw8wkkOLnEddiFRaoXnf2rPZxEIzzUudvgYT9RRiM1KlJMMWejB3lRFIysOy4uZbfNF0AsArHsmQDV9IiB9YTz0rwZxKwqmgn9EzuQqpaBKR0IjiUodVM5/Bxi/mQ+ch0zj1rSpgfiA+Tu7R3oS+PnRmub4B3aO9Dt2+qixUSsJjvBJY6OA9KmPjIzFxZfYDAHCQEXG80qdVRHwhAtaQpyfQ9DMRLhh7XA/oHe0q04guKseIvc7D3R2tuREfeVce2ziVNVCSbm3QuJF7PK+B6CpMOeM3eUe9R5dCn3HNw+se9MvCgGBqnRokAWJSxzJQFsW7fBUpPju0m0NPa5/BDXjLomA96wpuq9I/Alo4q3b3aKCX/8AAFze0VEf8Vp8X9QtcbjW4U59IIGRcp8UAuegOKw3hkw/4lj2GRltiaaQkf8AmkL107ZiNsbM7lojByzuHFebPhJYZ8U22w2FrbWonutbpmcuvc+mMeY65vyqot+tf7RUF41RSuZarqQdRNIPvFDpBnouOxvEYjmSSE64BJ3VIMlljdToGkQNNv8Al0wGhEY4iKNjrfN95Tn2B0UrvwTTXbm9rbdar22EDoaumaeeAn7xV0qqd7sGg4sC7Im5dOQ0VF2rqah9bBHUlxMUO60kWIG8T51W/qJn3QbJouM818528SCddclzeDrZA7vOklxub3vpmslFCwBDsydLLgsdOlfX3he9lwDoAyQC9SpNEL1EQ/aN7wozcugqXQfnEJ1tI0+sJwHa7OMdqHvCnVhPF+dQHOKKHDqvhoUlxXWnLzJAde2wafqt7l8RchfPfvBtvot7lxrjkrBQaQotYMz5KlBxJtZRq0G58lADX5hcGiU4X1K4NFAfLo0SSlN0CA45ISikoBCm4QL4hH1XPqUJT8FB+Pg9DHInQtTHXhkHQz/UEmJoLDlzJMZIjl8ge0E/SAOjeDzNutolCqG5jtUGpHIKJVDbuCg1Y5B7AlTiApdD4x7FEU2gALz2KYYpHlGCBzpyDxr251xgtDf63uXYMn+daRKRmWX6TdRX5y+cKUC7iQ2+Vx71GcPC360UFNBIcOgpMuo7E5G25Omq5UDleLa1hcI/AB4n+X/dHvUE6qfiYtOPJHeVBcs6qC2CeLJbpb70ep25HJA8AbvCYdG771YaZuvYrzxNIIu8r63JslAeEK6BZUHwGQRTCTeQD6knslDSNFNwp27MM/mSeyU50qjGO7h2IFiTflso6/crDGOWMvmlAcUA+Py26fcp0cqE1tnItCMvMhoGaKwDQdSUOn6MWqovKQzacWfTjqf7kTjG7Mxw5iEM2pFp4B9V3eE9fyU6AP0K5zJUmhXAMlkobw2/xNhHSR61Ydm2F1a/P9C7vCAYWL0TPKd3qx7ONPx1+6L+Bd3hbZ/EUVlZm7tTUzbWHUp08D2ZvABIv6go1WLMvziyvxKmY2AMRn8oeyEKI5SLY0L18p6SPZCFuFnLK9aTi47P5YXT9jvaKmudesb1KDgZthFOep3tFSmkuqQ7qutJxFEa6we6wGg7lO2fY2SOoDvoP9gqBWcp7yOruRDZu+7UD6j/AGCqnSTaKxw6q1uTH7ShMzDR2d6m4e3eoqlt7/k/aTTIbtCYdraJz2OcPoA+lwCpmKM3auUW0I7gtPZR8YZQ0AkRRm3/AJjdFnu0kBgxiri3bbr9OjIJan0JVcqhyT2qG8KfVDkntUGQZrKrP4dlMetvvCl1I5HnUSgyn7WlTqoXj86IEAgbyJ0bTxQKH2zRSjaTA1VCrvOlTAar61nLrwUySqJngPOU6Gm67h7PAA26U9uXtkgiowdz/nQugHdffq96XFHklOAEbh2KvAaZcu8ykUuTh2plg0NuZO0ws4dqYFqcEuaeqymVtOS9z+sH7qhwOs5hRura0xyEHT+CcKoDIvCx2GgafaXcQhc7DpGgeNI0BTqONrp2XzsG+9TcQpWOpN22XHty8wT8HqkmnLXRA87QpEdM4NblnlZE5KAb8GerT6inn0dooict6xHpS8HqHRwOOKPY3ItLx90q8TUzZ6WmieLuaW2B86AYbTNOLSBzbgF7fPmro+JsVXSxMAeONaO/+KchVR8Qjaypkt9Np+8FXXkcRXWPzLfeVlxqWJlbIHO3eWAL9oVXkbaCrc05bp70qqBINxY3y3u5U6sZuzvHWrizXX6XcqnXj5S/t9yy0cQCM1JeBxDPIHemSM1JfnA0fUURSKBmjmzxs2tsbHiR7QQcN6EXwM7vxodMI9oKoVT5pC6fPqHqCjyneleR0lS3sG+CR0KI9lpHHrKojFWx3xVzgei486HZjVqMVbR8TcepveEO3ckqcGNlywmVrrjNvvRLEowHS7p+f/BR9kqdks0zXWy3D3oti1Iwz1LWWsx9z6Aqk+ivVUxOEDDp3DmZ7wq1I3K6tuN0z4sPqeiw7wqm64vdZ66qIjspNFw66Lr7iRJLiDmFCg05Pff6R7027MpbzeV/lHvTR1Ugm2a7ou63XxGSXgKjPKXqH4A0BquFvGKZrd4ybOVBA5riaE3Xl2Px16j/APh+VLYOHjiXEWqsFqodelzD7lr8X9wtce84NmmQ0vGvu5znjK2XSvJvwu6UQ8IOEgRhu9he9YC36d691zUwfQxx7jS5sudu9eJvhmmFnCPg0bbgx4M0G/8AaJCuzXGMeMcRHy2r+3l9ooZLqUTrjeoqHdM0h+8UMl51xVvDDudIS3c6QoBbAjcEYOHxg/q/4oMwcyP0zT+D4/s/4qslV8qMKfBhtNICc2RE9hbdZtwiRMGL053d0upgTbynD3LesVpIosCoeM3blsQy8grEeFKNrMepw1tgaNpH99y1+SfSMX7UN4cw5JDXjnGacmyKatcrmbHQ4nnS7HRNt/5dLFz1oScjGXZzKbhzWuq4Gu3uVIwGw5rhQmBwHWp1BlVQZZ8Yzn+sE50E1ZvEe1QXKfUstGoLm5ooNuSmZiy+ICUwBICxudwgasaU4xtyLrlxuR5aRtXzSLjNUD8bG7yjV4GY+qn43DfsehR60gnLoT/AGO50i46Up2q4oBNxvJbdEg6pXMgOJKWkc6ATzIlgTd6scfoxE+sIaQjGzDd6tmy0h94Tz0UaDi1rm28YW9d1Jo/EkH1Eh4A0Ccpzusdn82y1nUo82qg1Y5DuxTphfNQqwWaexKnA3nUyg/KO7FDOqmUAvMR1KYYw02p/3kmA8sdq4TaLdvzr6Hxx2q0iIa3ii0a2CiytDZ9MslKZ4zvJCZqhaoITDkIPGEjpXKkcsiyXALSFJmHhT2pgDxZtpm+R70OciuMjw8fke9DDqsr1UGtmm3+MdQb71YacZlAdmBcVJ6m+9WCGy0zxNJLfCGy+3Uv9IetdLc0/CI3eUAnaZwY6/Ue5JtywkjI2QD8Qs8W6Cq/iQBr5bdPuVhbkQeoqvVxvVynpKNCI7Rmi0AtbLmQtnjI1TjIdiUOugWe0jpQ/a9o+MU5A+a/vCLBoLhkoG2sYbJSOA1EvqLU9T6E6qrwuWyS3i64sVDuEj5Azynd6tOxjGyYvI117CmlPosqxhQPxBnlu71atiGk40+3/AGs1/QFtn8RVkxqJrHQNFhePm8yD1YuD2BG8dZaSG5+Yg1Xk0kaZD1LSpUrGB8ulHZ3BDHCxRPGT8vl83cEMfqsb1pFqwQk4VAOje9oojCzeeTbRqH4AL4TEbc7vaKKQtcWu6wtJxF6kT5l9+ruCMbIU4nmqI/2MhH9woP44cRzqwbDncxWxGTmuB7C0hVOkcw+ExU9Qx4tcR+0nIKcmwA50XxSnbC7da213gZdiThcbS94cNGHvCvwvRSjoSyqaC08pkdx/5jVm3CHT8TtbiUYba0jMv3GrbI6IPrqZ7LC8DMux6x/hQYBttio6JI/8tiW59DPVCqm69qHyDlWROrGvah0g5SxWdw5t6gX+iURqm2iOXOFCwxt6oD6pRKtYWwk9YTnAGWzRShF4B2nvQ4NzRbDmXgB6z3ogrm7yvOuvbclOhnKXzmZ6JpT8PiPxZp7e9OmMi2SkYZBeijdbXe71IbTF5AA51QNUsQLCSNCuSU5dv2GiJUtMOLdlz/wSXQDwlh0phAFJ4FrxzNSI4t1zD9LNF2QfJBlzFRzTE7lho3+CATEbFvajjHGWJ+WrSgrIzYZc6O4dFxrN36pThUijLxUOYdAe5Fax2/JHHoDKHW8zUxSUu7PI62R3xop74DJUMIGjh3NVJDHQOklhDdRvj7yXWMbG2naRpbvU005ZUwgjnk9pNV9NJIIiBkPXmgEYcdzFpHD9aR3qyRte+qbKXHKpaLdGSr1A21dK4c0x96PSVgjniaci6oYfQE4FO2kiMlc8A38J71XpmiOmmaWkF4I7TcoziMxmxCV/TIb27UMrYjxGX0CfWoq4r72HNvafUqvWjw7+1XAMO+640ae4qp1gvUSHrWejgeRmpBafi4z+amy3NSns+TN62KFIwaieCgmoMYF+Mbu+sKAGopgLb4lA22rgnOlRyam3SWkEWyUKqpDAWBw8dm8PSrNUU7d92VxcqNtHRsbJRbotelafWtLEgNZTAYU5/OAw+khCAzJW3FKEswHjGi44qNx/vAKttiNswpsODmxkQNRUPcDZrG+9WOTDpK2fEJWM5LW7/b4uSG7CwbzMTNhcRxW85ctHwLD2mkr5XRNu6Bpt6FeZ9FayTaelMWG1LrWAkDT6VR5IwdQtU25w+SHAq6Z7Mm1cbL9BLiswlbms9z7VAyaOz7ppzTzFTZW3cckw6O+gWXi4CvBE0l/pFNEKTUs3Z3jrUe17KQ4NF12i+tkviMkB8zxyvQ3wIa9tD8ILAQ51vjLJIB5y1eemZOPYth+CrWfEuHnY6S+T69sR84/2V/H9aha4/WfG8SZQUwEb95wlOYOQzC8JfC0r3YjwjQTudvFmFRi//mvK9a4/ipdAdxxJEzjYnmuvGHwi6x1Vtq+R4zioGt+88+9dmr9MY8yVZvJIemRx9ZQ2XnU+oNwT0klQJOdcem0MO50hOOSCLAKDOx6o7TbxoYgD8yyAxlWChc009O0nmaPWryVbzjlI5uA0D3Zkujbbsa5YdwvR8Vj1E23/ANvYf8SRb/tA+EbP0TWuAPHAehpXn/hfcDtFTHe3vkDB/iSLX5eIx1n04B5kwclIkzCZeFytY60pYOYKbbzJY5kA8wm2qJ4M1rsTo2vYHNNRECDzjfGSGxoxs8zfxrDm/SrIR/iNVZ6SFVB2551BfdT6k8jzqC8pUEWPQlNBXwN0oFKAUjJMcV/oBL3CHCyTCQ6GOxzDAE66+8qDjQ7evZR6veHoUsEgBRK09yYDTqvlwnNdUAlyXzBNvKcPMgOJB1SrpJ1QHHcyM7LA/GZ3fsgPWgzkd2Ubd1U7oa0esp56KsDIHTPDG6k2XGRvjad5ut2+fJTsMYHVI7U3VMALfLd3BbJD3t5N1ArhZp7EVe3kHJDMQGRt9FKnAwi6lYd+WPYoqmYa3eqA3pCiHRE3tZLiFiCEsxcqyWYtywsrkSlx5F3khMVf5wU4yQBxzyICZqTvTE9KoHIvHJSJ833Cdp2h0hB6CfUkTMINyEAFxn8vH5HvQw6onjP5Znk+9DDqsr1UHNmnbvxgdTe8qwQ5g2Vc2fduvmHSArFTm7brTPE064We3rXXarr83iy+KpJOrs18WHeBXw8ZOgaeZM3HckKvVn51J2+5WSVo5lXq5lqyUHp9ynQhiPxgjdPYhvYgrBykZp9B2JZNJAzUPbf+gnql72qY0m6gbZv3xRdO7J3tVa4U6qzxcr4AWXXc6TfRYLHsIF6JvlO71cNg2g43KD/2U/shU7CCfigA5nFWzYyTicWkkcf6JMPUFtn8RVp2hsHxC/zCq/UuuxzQCb2KJYhVGocL35NwLofI3IkrSpUrGDevl7R3BD3C5RHHBbFKgDTeHcEPcM7LG9aTi3bOMvhEZ+s/2kabAGt05roZsuzewiInTef7SOvbnl0Ba54i9MRx8l1wj2xkf43GXzCgzBqEf2Q3Y8VDj9AhVE1ZMciaA02/SnuUXC2b0z2jnbl6Qp+0AyaB+uPsqJgv560AXuR3q0rxAw3pJ2tJc6KVv90XWKcJh39s8Ud0vjP+Gxb/AElFJ+AKWp3eVG2pP3CvPm38j5tqsRkeDvcY0G/SGNHuS3w4pVYNe1DpG8pFKsXB7UNcOlYVpEnB2b1cG/UciuIxWpXO+sFAwBgdiIH7N5RrFm2onC3z296c4V6ABuaMYU28DcsrlCt3lI1hLfkzfKcjPTroZylws5SfDeUuOZylSRvDGkYfF1h3ep9JCSLkDMqNhrbUMQ6j3o/g1IamRkbQCSTlbqVyFaiRQ7tNcDV38ExxRc6QW0v3oqyEshbG5pvvfwTMUQc6Q2yLj3pl6ajh+Q3t9JMNguCbfMHuRTiwKTcvnYpqOIFpuM93+CPAE8TbmRfBAePa3pyTbKUvfugahF8Lw58FTAS3xwD605B6lS07YHEgauddEKWnZK6WS1g3d9kfwXa6lIG9bLed71PoKY7sjbZkt9lUQNNG1tYxxNxxkoP95OzQMfG4uaAWMDh/eCTXQbtVb9q7vS5N57KmxyEeX95qAARStjqpbm1piL+tPYpUkcXKy5tKHAjsUCUOEkzm/rD3WRf8GSz4PTyalxB71IVE3kqXPsS10p70qtg+TaaxOI9KIsoX2uWazBtwm8RgLIy0ggiJ9wfKU+K9VplPvCRw5muH3SqRWN+USeUtCawAPJyyd7BVDrmWqJfKKjSoHFuan8XemJ6GAKKW5ouyE/EHu6GhTDCtxE8AZ+NKbywoO7miuzzR+F6QHTjRdE6KupaCXDrKRtNCBJQ2/wC0b3qRIwNeRYa+9d2lYHS0Nh/RWrXxCJi9OG7HibndBEP8RU+Nl1fcZY0bFBts+Jj/AM0qkxsz0U6EW/g5gjllxGOQWDmQ5/vFbDhOENZh1SQw8qkGZGv/ACyyjg1ia6pxAOB8SE/fK9CUtA2PAoZRZokpxlfXJy0zPor1i/ChgroeDuvrb3visDTl9dwWCTRkFeq+GPD2x8C9bUuZuv8AwvSW67yPXludueiy+SeVeeBj2HeNwmXNPQpkjTvFNuZ1LLxQBWNtUuHUoxYp+JM3avT5oKiEKKowRYLnMnCBZJSD4DlHsWi8AdW+h4Y9jahmRGMU7fSbLO26q8cDL+L4U9kpPo4xTO9DlWf6hXj9DdoMfrS2RoktuyHPzrydwvYjJXbU4hxj950FNun0E+9eicUrHztl3HXLjftXmvhGZfanaF0tt5kRFhzchdm+MYxWb8mOxQJFPqMmC/QFAlXHW0Mk3SCTZOEWSSMlJvmE6o1h7nvFMwc7mAelBmC6sOB07pKvD2AeNNFb+8FWelWy45VTDB6VriQRM4+orEuEud0uPRb17spWt++/+K3bFqJgooOMdvObISfQVhHCcLbRtFrfJYz6XOWvy/ynPVPOYTcgTiS/MlczQ2xOgZJDdU4AgHWaBG9mM8fwsdNdT/5jUFbzI1swbY9hhP8A31P/AJjVWekg1bfB3UByJ1TTxJPQhrkUEjRdGq4F0aqYBWl/Is7FKc0X8wUWl/IM7FMOZHYFcBBbkLKHXC3oRAgcygYiCL+SigK1KUkjVKUA2/P0pw8ybcnDzIMgnOy+XD4xXRognHaKx7IMBirnH5oj96rh0Vg2VeW0+IW52s96rHReLXg5Dqo+ZfVIBtn+kf7lHwR5NS436E/NzfaO7gtfUo8jQGnJC8TaOb6KKvOo6kLxTT91F4IDkKfhDd6saOoqEp+C/nzB1FZzqqO8Tyr2TlVFZ7Rb5oThbmE/VxgygdDAVqgOdHuvsNLlfVsYje23zs+5TXU447dto4juTeLxCN0fXf3IBmmykB+qe5LqR4O/YkQHdkBvzO7k5UOvHZBq5jBvKzyT3oYdUTxgHjWH6p70OI5lleqgpgX5WUfVHerJT+Kq5gDbzS+SO9WSFtrK88TUh2Th2LpF8105vslWNlok3u3NgnQ02HmXAOWLqQGAgeZANOGdiq9iYtXzW6fcFaHR5hVrFW2xCcfW9wS1wRFHMi8HN2ISBcovB4rT1JQzw1Q7a5xLqMHmY/vCJAZoZtdfeoj0xP8AaCNcE6rZ51y+i6edJPMsVj2D50xH1irRs0PlzvsJe5VjBR8mcfrnuCs2zji3EWj6UcjfSFtn8TocfHlfpTMkR3XdimWJbokPjO463QtUM/x1v42qfLHcEPIzRXaBtsYqrfTHcENIuVhrq4uuyzbYNCPrP9oo4+M3v1BCNmAPwNT5al/tFHJCCPMFtOIqO1oBRXAnCKq4z6IuhoBJU2gu15tziycKrPWV3xxrcv0hd6kvAnBuKQtIvvvDUNpnEkNPMUYwKMOxaldbLjh3FXEtio6dr9iTVAcuMVA7crFeZeEKLd2vxdv0akj1BeocNLDsHLDflOllFuo2XmzhQhEW3WOxgZNrHN9QRvhxnlW3I9qHEIrWNyPahrm5lYVpE/ZphdioaB+ik7kZxphbRP8ALb3obsozexhoP6mXuRnaBo+LOaPpNPrTnCvVZDc0bwlvyZvlFCQ3NG8JZ8lB+s5GYKcDOUvnM5SeDM13c5QVkMYcwikZf6J71bNioi/FKcbtxvFVvDonGkDuayt2xsb/AMIUjWDMyOz86uJqfLhsO84bmZc0i3Nmq7DDypAB8496vIpzJyGtAcHtBKqNPDy5fqu95TsJ2toWwRU9v0jC4+kqPBABI+PXID1otizSI6FpH6L3lQRG5lUQL52PrR4E3Z3DG1mJNicLizvUrHW4U2mq6cNbYCJp9YULYyO+MtBGrZFZ9ooBDV0xHNEfaCYBMRhtT5Nz3j70Yweia6KRzmXIIsf3VDqmCSK4AtdWSkZHDTZNtvbp+6VUhes6xmIie455Xd6W2ImKqBF/BAetqkYpC5zgSMzIT6SmXPd8oYbguZujtyUmrTqZxfLYXG8c1csIoDUYRRDd5yNFCwzCTUCYlugNx5ld8Hw0R4Xhrg3xnEH0IkCkNwUNw5zyBf40Bog20+HinZIL73IkAy+stGqaENw9x3bfKm3VP2yhsZGkfrbHzpWBmszNyJ5tfUfdKoley1RL5S0eritG482fcVn+JttVzD65WWouUKLc0dijJw2Sw/RgoOW5q0YVTGfD5xu33aXe7FGTqs7maLbPRcZjNEy3jTsb6Sh4YjmyLAdpcJBGRrYQf74TkFq7YhTGCcMItZrVCxHellh3tGxboVr2kpGsxZzbaNb3IDiMAEsdhqy/rWtRETGH/wAlSwjxYmj/ABFToS0uI6FccXH8nZoxqG2I6t6/vVOiZyip1040ngep458UxCN4uOIhd6JVvW108FBgOGiDIkBmnQ1ywLgea4YviBDy21Iw3/8ANatx2nnlOB0Ze0SbhOo05LrK88Kqlw1Sf/sSlYT4+J0bvvvK8qVDV6P4XsW43grjonghzqume7t3nrzpPY3zWfydVlAeM024J+QZppw6FmsFxZvypp6WDvKgO0uiGLfnLfs/eVAfp51leqhk6JJ50o6rnSkHzVdOCH/95myw0visHeqW1W3gvkMPCBs3K3VmKUx++FWf6gvHvSHDnxxOAYSbXPoXmjhQ8HtRtU76N2/dAXsuPAKioonVEMVhIwkdll434YYHU+0+1gc7Sqcz0Bdu59MM9YfV5ADoUKUZqbVZu86iytzXFW8RyLrm6llq61qkPmNyVs2WiMmMYRGBcunh7wq3HHcaLQODvDPje1eAQ7t9+eP2VpifadNMxuEtbGHZnedl5j/FYLwsQuj2jp3uFuNomO9D3j3L1Njuz4c+JwZkS+3oXnfh+w00G0eDt3bcZhId/jyj3LX5s/5Ti+1lgbc5JL7efqTu7YlcezkgkjpyXI0MgAFLFuYrjAfGINgbdi7fMnmJ1QDo5kWwB25i9C/6NVCfQ8IQCCcrolhTt2tp3fRlYfvBVAeqmD4tI4nmQZyNVNhSyeSgrkaBIXRqvl8NVMAtSfkGZcylNbootEQYG9V1LaSD1LSAo3GvQoOIZ/3VP3r6qDiAucvoooCAF1dAXztVmDRzITh6UnnSygGj4y+vkCvnalc+aEG+Oismyjb4fibjzNjt6VXLZK0bKENwjESfnbg9DlWOlROheWb7mmxspV3Pa1xPWoNMbBxAU+PxB2BaxJp+TrHoQ/Exdt+kFEpQOMyQ/E7FgPUUXggKp+CkCvjv0FQSM1Lwx27VsPUe5ZzqqtAeCQVKqHB0ot+rHchDJSWtz5ipjZt99zzM9y19QnZfGnA55uPcomPHOG2WR7gpLHg1T7aAuPqCh4zKJOKsdL+5P8KRGgIDgT0HuTsubFHHiBOFxdkRdJQLjA8JH5J70NcOdFMY8ePL5p70NcFnrqoK7Ot8NL5A71ZY29Srmzn5xL5A71ZmBXjib0r56dGia0enRz3VpfAXepEY0TLPHHapEY0I6EEe3ARfqVVxgWxKoH1h3BWxpFj1Kq41/OlR5Q7glTiEwIvA0FrexCI9Uap7EN7EodObp3gh217ORhpt40MntBFiwetD9sh4DCCRmYZfaCeuCdVJwsUki6ccM0kiyxWP4I0mjJH0z3BWbZyO+JxNPO1/cq7ggAoB5blZdmhfFoObJ/slbY/EVZ3QBrdEl7AIiQApc+61vnUeW5p72stalnO0Q/HFUel47ghRGYRfaD+dqk/WHcEKd4wWGuqi7bNFwwenFud/tFG2NL7A6lB9mm3wanPRv+0UfgjuQVrOJr74uGi4HMpWFxh9QGnK4KU9g3CRzApWDN3q+MO0N+5UVTqdhNQQBldWfZmkM2L0jGDN04A9aCUkINUW251cNj2CPaahaW/0xot2q4locUMtLstWUxFjFNcHquAvO/CnC5m3uPtdq2ukB9S9FYjI+PA6g713STEAfv6epefOFF4n28x6UfPrnn1BG+HGaVrbA9qGPbmUZr2ZOP1kLe3Mrnq4J7IN/HTL/qZe5GMfhc2le5zT47e8obsbGH47GLfoZD6lZdrYNzDr5XdIwH1qs/yVv2pQbmEfwlnyMW+k5Bt3MKwYMy9EDa/LciAsR5rrY7lP8XmlRx3cqA7h1O92GlzW5BoJ9IVs2JjLcUpXEZB570MwqADAHutqxvtBWDZ2kkj4qojYbtfcW8paSIHqeLdqH5aPb71TaaP85PQb+sq60lS100bnavl82RVWghJNVYZf7lMOYxHdtC4acUB3qIyMGuaCNQO8oxikTDHSgatYEPDAK8Hs70AZ2LjtjTDb5sitm1VOBU0/XAT6wqnsvMynxRsjtLPVuxdwrayPinZcU4ea6cKhbaa9MHHW5VgNKTDHlluj2UPZTuMLbjIn3BWRkbXBsL7guY2x8yolFq8Lc8h5bkM9PrBMtwCeetlYGHKQ83Wr8/B4o4omEX3mkHt3wiv4D4mukIjsOMtp50rDlUTDcJdSRzteyxJIv5irNg8Uf4MoY7Zte5SH0LX8blblG3rSYqN8NO3iybRPNgOi10SFaGYjStbQSBuRFU29+cWKzrbKE702R1k05s1ouNVLoYZYniwLw8eYFUHaaYTmQZXcXZ9oBSqozavad2Qc4F9Fn2Ks+WTeWVp+I05PGuDb7rLnsWb4sy1bPb6ZWO1QILM1ddlohJRVgt/QgB6CqgWrQdiKV0uG17w24bRDm+q5LM+zqgMZkOxHdkWD/qTCSdPj0HthCmMyHYEd2TYBtFhTnaCtgJ/9RqU6GzbWYXxeKPe5oGgFuiwVXxSjAmhAb+j95Wp7cYc6KtMrmCznEegBUfGaS1VDdpHgveVvYhUcZoz+Aqt4b4kd7+cKjxx8orY63B9/ZPFqjcuBQvf7/csmZHyzks9RUaRwGUDa3HsSge2/4u3rdkzFt+0mEzRbOQbg3mtzIOvzlk3wchENsK6KVpO/hUtrdIkjK9B44aWqwLiw4tcy+RHarzwq8vcLsoGyUUGYJqIBYjo31hs4tdbxw4NDcFp2AggVUYH9x6wqobqsvk6rKC9xCbLgnJG2umHiyzWFYvb4w0j6A7yhzip2Kk8e3yB3lDibrK9U5e6TflWX3Skk8tIFNOqsOxc5ptqMIqQbGKuhffseFXW6opg8pgr6eYGxjmY70OCc6H687OYe6bZaglcfylMxxPa0FeCuHndZj21L2m+9isouOgOIX6EbKE1uweCcU0BsmGwOJBzN4mr89eHRg+PbRO//AFSa3/qld3yfeWGZ5WE1Au8jrUaXUqXMLud2qJNqVxtoZOeaW0ZpA1TrAkaREMlqvBG0O212dI+abjtERWWwhbBwFU/xrbrBsr8XBUSf3YXLT4+o03fGIAIKZ27nd5JPYF5v+FHTcVtBsq4ixk2fJPXasnC9V49QniaG7N1pa426cmrzF8LZu5tFsi3S2zz8u2unW/zT/CMf0wRwsSetJfu8UG7ri4m9zzBOOOZy1umy4hptz6rhrY00WGuS67PK9h1roGR6V88WkEYka7uCQLab207VMo3bs0ZHM4H1qC3S5Fs8lKpzZ4z51UAnOAaSa4v4MlASc0alkvSyC+sZQU6o0Hy+Xy5zqYBWgzhHaVNaoGH/AJHzlT2rSB230VDrr3HkqaFErBmL/RRQErjtEojnSXLMEEZpfOexctmF05FANu51zmHavjouDMedBlcytOzEROC1RHPIB61VhornsqQ3AZBbN8h9TlWOleJMUNha6lhlmAdQSGNTu8ABc8y2SYl5L79aG4m67LDoKIVLiTlkLoZiPi+YpUQKUmgyqGkdB7lGOSk0WU7ew9yzUKxOJa1S2SDeN/okepRIWkgJ4AnPrWkSIwzATSOvzFRK1+9bqJXGOLd/yUiUFziOvVMimjkApxoJK+jaAwJxgQYLjLfCx3+ie9DHDmCLYyPCs62lCnarPXVQU2eyqZPI94VmjOSrGAfnT/sz3hWSNyvHE6PauunAbpIFxdKa0q0FsF3BSYBp2JmJtyE/ELG/UgHANVVsYzxGc/WHcFaL5lVfFc8Qn8r3JU4hs1KLwaN7AhLBmi0OjPMlDSN4i2aHbYS78GFNt4sUvtBEDzIXtY64w8dED/bT1wTquP1C+XHajtXVitYcGJNALab7lZNmBfGKYdT/AGSq3gn5gPLcrPsuPxxTfv8AslbYnEaW+qaABqmnR3pR2lSqxg4sPvzptjb0rQekrVDM9oM8Xq7c0lvUEIkyeEWx3+d6wdExCFP8YLHS4v2zDAcBgeTzvH3yjtMC6w5roNskwvwCGwJIfIPvKy0dPYAla54mn+I+TucR80r7Aot7EoW9JPcVMexpgcB9Er7ZyDjMXpmabz7eoq0+idDA51futF+UrdsxThu19DE4f/cI2nzkJvZ/Z982JNexl2lxB61YsNom0vCNTQWs1mJwXHaW/wAVUhLNtXhz8Np42taWtdKXHotvleauEJ/HbYYzJ9KtkK9ocLGBNp4AGt5gQf3yvGW30Qbtbi4AtaskS2cUGvGTvKQyQItiDbX8pDJGrCrgxsMB/wBQRA6GKQepW3bRl8Ja4NsBMwX9Kq+wbQ7aOAH9VL7KvO3lNxez8brAH4wwepyvP8pvWbbuasmBx/IW+W5AQzNWbAY70LcvnuSz06c4vPRdiizCkcXrklwxHWyvwvVzwemccBdyf0TXfeCvux+FvkwqKURjOR2dusoXgWDE7LyTBn9Da8n0FaHsbhT27KQzMbq9wv8AvlaSJqj0+Hv4xhta0zzp9dBKelzqB05esrQ58OcyKnLWcp0zh99VGmo3PknA1y7yjwvQ6toJBG1+7kWhRYaB8sx3W5taD61eMRwkMwxshGYFwfQhdLhzhiUsbBezb9yPD9VzD4XNrIwLg71slcGXFSyxvYWQrD8Oc7F4Yd3Pjbd6sTaMisIIzFk4VJhJNK0H6f8ABHaZ7ZKmAAZBoHnsg9PEeJDbaPRqkhLa1l2kadyZLA2kjl+KAtvvEj74VjxujZDij2MblvMP3UFiG62kv9J3tBWPaJw+PyS3tlH7CAok7mxylrvnSbpHpT5pTHSTkNBADiO2wshuIOdPiEUUZzdID6yrZUUhiwaZ72i+6/z2AQGabSQcZFM8Eg7nP5LlRK2LwLt8D51j2NWnYjG2oo52hocbE+pyoWLUPFwytMZG6XHMdRSpxR5mAuqgdPizz6issxVvy2f7QrWuIJfWkg2FHKfUspxNt6uY/XKy2uBLm5rWeDimjdgGKPec/isYb2mNyystzWycG+Hl+zFfUAi7YIzbpHFuU46KyNrMm5cyKYI4wYjSTgZxzxu9DgoTY7WHUiOHM8PEfrt7wiQ3q7buBz6OGd7G3dM8XHPkFn2NQ71RBduYp239JWq7bMa7BqAhou6Qn7jVnuN0wFbDYf0dneVuz9SpMNLuDnFy2IG+ESu9DblefzTt3tLL2Fhuz7Z+CnFp90Z7P1Lx5oiV5KEWh6go3FStL+DlQOqOERsDSeXh9SLdPiFb3jVGKWlqI3QOItu3Gds1j3wWYo3cLFLHLo7D6wefcB9y3/aFgayrG60t422SJPonkjh0jbFhlMxpOdWBY81mO/isKqBqvRnwh6djcLon7lnPrj/luXnqrhFjZZfJ1eQmUZlRpOhTZmEE5KHILErNYHi2c48gd5Q9E8Wb4Zvke9C7WIWV6qPjomneMniMk0RmEgU0Z+dS6dxYS4atBIUVoUiHMkdRTgfr7wSV9TiPBpsnOye3HYPSH/CavBXDQZJ6nH5CSfxhUPP/AKpXuXgFnZJwRbEzE2H4FpfUwD3LxBwlsFVBj0mu9JPJ/iErs195YTrDZBm5QZudEZRbePWoEw1XLW0MNTrAmwLJ2PUJQ0uAZLcPg3wtm2+wxrrAfg+scb/ZFYjAMrr0F8FWhNbwhUjGtuWYRWut2sA961+PqNPRu2FM2CmwwNbe8bzp5K8f/C3kDtr9nI73Mez4B89VOfevcPCdhwpnYZGxlhxUnq3V4Q+FTUtn4Q6SJpyp8Jii/wAWQ+9bfP8AwjH9MWeTa3RdNG6W+5uL9KbI0IXDWzgzBSN0k+LkOdKBNs1942gPX2JB0ZG2qlQHlBRG+NYKTBk8JwJr2+Bk6mFCjqjDiBFICNWkIOdU6Hy5z+ZfFcGqmAVw8eBy+kVPaFCw5wEGfSVPZYi4WkDoCiVo5Q7FOUKu8YdiKAkjIptycSHa2UAi9l1xzK4unUpA2dElp17Uo6JA1KDLGit2zkoZgrW85kf3qoNVowA/ipn2j+9VjpUbY4uNh0JZa69yk01t4dikFtwbarZKJUZobiHi+YopVRlhLTzFDMQaSy/UUqIFHVSaIE1DQOe6j2UvDxeqjHb3LOdVRiCIgC6d4rk+cJ2Fo9acEdx5wtUo24BvCy5I2zietPubYlIkGV7c6AVG3k2XQLZ9aXEMl84Z260EEY0PCReSe9CHW50Zx214SDzO9yDnXNZ66ucEcBJ+NuA54z3hWOMWCr+zwvWOH7M94Vk3eZXjiNH428i5TzY7ApMTfBA9alCOw7VaSImW3U/Gw3NguwNBIHQpNMwcYMudOQIu4bOeNAQFVcTzr58vnlXb4uXQveOkKl4oLYjUeWUtTw4iNGqKxDJnYhrBmi0TBZnYEodLtdB9qjd9EOiF3tlGyw3yQXapp4yiv+od7ZRrgnVfcNF981dIX1srLFawYF+YDy3K0bMZYxTfv+yVWsBjJoGnm33K07MR72M0zekv9krfP4z0t9USacdpSKdpfTtaOkqROxopusEr6jsWAHpWv6hlGOi2M1w6J3j1oW4XeO1FMczxiu/tD+8oaBd47VhWkaZsPEHbORE2/Ky+0rXTUodEXN5j7iq5sDFv7OQ/ay+0r1hlHeI36fcVvnjO9DnQubETbItJT+yMG/tBQB4yMwFvMUSrKdsdKA1urT3BNbGxh20eGg89Q0KvPsmzbBYUyeoDjkGvdzKBtDH8S4TpHNAG5X0zsuyNXLg7pmgyWaByz3Kt8IlOKXhJqzpuz0z7/usV+F62HhnjewU7GtyDGb2fMXOK8L7d8vajFn21rJO9e9+GWnZM6SeJ+bIo8vTbvXgzbJu9tHiu8LH45L7SnfDnWf4iNcvnIXKEYxJpF/KQqULCrWDg4i4zaqnbbSGYj+4rzwgMd/0/GT/3bAf7pVN4MAf+rac9EE/sq88IEZ/AGfzayPuKvP8AJXrMwzNWbAhahA+u73IA1nKVnwBgNF/5hHrCIKfbCczZSKeG/MnGx65KVSQ9XMqS3LZ6gJ2FkIGmHMJ87f8AZaTsHhDBsBSTvGb5XnzcY5V7CMKfBwfzSFot+C4Tp9RXHZh76Tg2w0tZrxrv8VwWqfVOxGmBjp+TkJnG37yoFDBeeUgZke9alVwFz4iQAN/eWe4dAfjDsrad6AL4tC04SwWteP3hMYJhvHYzKAy92W9QVixbDHfgOKQt+bu+sJ7ZTDyMeLt3UEepAU+nwww7Uhm74tU4esqYKcPxF9tN8d6scmGgbZSDcyFc8feKi1eHmPECI2fOB9aAEx0XFhri2wL/AOCJNafjkbnZA5+gIhLhr9+EbuVwc+0KU/CXGRwDSd2MkepAcaWyz0bQSQyS3pKLbVSyvfaIczHHs3QEzheHNL4w4GzHtOnWiuIUbquoPIy4u17c4IQGfUFLJPXQcaMwfddXrEWAYFOHXF2PcL+SEnDtn2uqYnOZbkjm50X2mw/4tgRduHNjmhw6EBlrqS0bg4ZFvucqztFTMMNTZti1jievVXKMHii0kEb4A6hYqsbSxlsdW22sRsR2lKiM7go2OpsXeRmygmI9CxLFWWrJx0SO71u0N46TFrc9HIw+dYhjDLV1SP2ru9Z7XAUtzW78GsH8isRcGXPxeIA/+Wf4rDXNz0XoTgjgbLsZWb1rOhiF+vcspx06wjcsdFPoW2cHdBBTEke7K5vQbKZSMyPYkb1rjjjVbOYXM7PfN88/0bSqhjEN62K4/o0feVaaRs1VsPgs8jSRIWkHthb/AAQTFYz+EGNcM208YtbtXQybFgGH24IK1zWXEmzlUDfrp3LxAIuSzLVo7l+g2y9A+TgdeAywds9Uj/8Ax3leBRFyIjb5je4KNKjUfgyAM4XMKG9ul9PVsv8A+UT7lve07pI21ojsSJQb9Gawb4OI3eFzAc7bzp259cTl6b2iwuKWGoc5lwXC9hbnTzwPInwhnmbDKMmMt+Xut0fk3Lz3VMAuvUfwn8JZR4Dh08Yydib2f4Tj7l5grBmVl8nVQKmaLlQ5YwSVPlGahyDlFY1cAsYj3ZI7c7fehDm2KP4wy5iPUQgkreUs9dXDZGQTRCedokFSHLKRTjwoHTkmOznUimHhm9qYfrH8GOlkxXgB2FqyCB+A2XcfquePcvGW2sTPwdirPpxz+fMle5PgpMdH8FnYWqLmAfgFwAJzPhJv4Lw3tXDJJSVz3nMwzH7pXb/1YfrB5fFJUCUIhOOQoMgXLW0R7DVORjNJtmnIxnZI0yAZL1D8C2Jh4Sd98e9ubPVRAPSTGPevMEAysvWvwG6Pj+EWqfu3EOzrnHzyRBa/H1nrj0hwxb0tRhe6zcYI5hkNc2L82/hAVrq7hFqi4/kqeKMdVi4+9fpVwzbxrcMb+zlIFvrNX5lcNoI4RMSJ5ww960+f+YXx9Z47V2SZde4TztXedMONwuKtXDutANjmvg83y50kkkWXzdbpGcbla6fgPLCjh19Sn4fHCcITkad146kHOl0ekj5LygJ0Cep4HFyy6vlIFKAfJ/3iprNLqHh5+T59JUxhu1XkHGuNlGriCR5KkN0UWu1Hkp0BR1TbtU5fNNu1UUE6r5y4NV06JAg6JA1KW5IAN0GUrNgB/FgHRI5VhWLBHEUAYNS8qs9KrDTEBwUlru9RIAd4BTGNAGeZutUk1MZe9x5kNxFgEPmKL1OTnIViJvDbtRRASwUrDh8rj6ye5RVLww2q4u33FROqqyRtsnWN5NutJbcBOR5laxBtzbutbnTU7d1g7VIc5oOaj1Ty5g5s0gVGQB1pDy4vA0XYLXzThZd10AHxkDcgPTve5CHBGccFmQdrvcg6jXVwU2bA+Pkfsz3hWl8drZKr7N/ziB0sd7lbZC0AXOavHEa6eDN2JvalzOzYG8/P5k1M8ujZlYXKdLbmP/nMrSkUUd3HsU2njIlaR0pqhZZ2nMp1OwGVvaqgKhYPiUuXzh3rPcW/nKo+0K0eKO1FLb6Q71nGK/zlUfalTo4jMGZCLxeKzsCER5EovC7ktJ6Aph1KAz0QTazx6L7F4++UdFiUB2qPhqUdETvaRrhZ6r5C+AyXTqvgFm0WXABbD2dbnd6tGy1vw3T3NvH9gqtYCPxbHl853erLs1b8NU/7/sla5/GWlynsYCOtIoQM+orsly1w6kvD23JHWFslk2ONti9cP6xJ7RQ5o5Q7UTxnlYpVu6Z5PaKHsbyhlzrnrSNd4N6cHZunfa93yn75V+w+LwZB6fcVUeDSE/8AStDlm7jT/iOV7w2mc50jbWDeUfQV055Gd6iV8dqa1vmnuULY3LaPDD/WWI9PSCWnLbXsx/shVvZ13F4vRSabs7D60/0npvYRsUMckjTfwtj2FoVN4UZmHhArJW5tPxZ33G/wRTZfETStdEHayXA/cCrPCTKZNqJ5rEEwQn7qtLcOEPEW11NMQ7WKMegLw5tm6+0mKk/97N7RXrnGq+WrogWG+/DHfryC8gbWSb+P4o7prZvbKjfFZ6puJgbpP1kIkRXEjyXD6yFvNysKtbOCiNr9sIgdPitQfuhaDwkRhuz17W+Wx29BWf8ABW4N2uiN7Xppxf8AdC0PhMAbgEbQ7evVsPtLTP8AKb1ljWcpWnZ5nyEfanvCrbW8tWnZ1hNFYfrT3hKdOpzGeNkp1HFcG/QmI48nIpQQ3acvmlXIl6rZSiLg2nJaLnDKdvZyESweke/g6wloOrZMgP2zk3WU7m8H8oIAAw6n1691H9nKdv8A0BhDbXPFPNh9s9aJU/4k+oqJWln5N9h5lRMEw/jJ5d4aMDh6VtNJhD5H18vF7tgc/MqDs5gzpqqUbukY70BKxqG2CxxDW58+YRPZPDDLiUT2tsXXztrkp20GBviw+G7TYSnvR/ZjCTTvpJAw6j0XQFRlws/9aSjczGISD7xXKzA714O5q4D7ysklGXbXSyNGZxB5++UVOGb9a1zm/OagK87Z/ekjvHldvN1qcdngZJHFmrHjTrCvEmEss1zY+dvN1qbBgrpJCXM1Y4/eCD8UHD9nDxrGhmVwdOtEBs8d+QFl+S7m6wr3hmCsFRG1zQCDll1qUcLjM8oLAN2M94QPGf0GAODoH7mW4FB23oeLwJ8Ra4bpJv0HJadT4XG2FjXN3bMFj5lUOEWn4vDXRboN7Z27EvR+PPkm5G8seBqTfzILtVSxcRUzMcbOYben/dHsZAhcXMGW68/dVZx+sM2GOva5u3uTJRKiIw0+J7xHKpnW61h+MttXVP2ru9bfic4YypjOskBAWK4421dU/au71lteQJwzK9LcCVLBLweVcznDea6JoHYxebHCxK9HcB8Tp+Dyq3S4D43GMvJSx06wmqbaqlHMHnvUiibc2sm61tqya/03d6foBywEv0fj1Xsk2Wp4L9n5nF26HNaPNHb3Ifi0B/CYuSfAx8/arBsBT8ZwLbPzDO9UWnzNcPcg+INIxIEjWFmXnK3nGb0hslDGeBlwOp2enaL/ANmevzuazkReQ3uC/RbYljZeCpkYORwSa46/i71+eAZyY/Ib3BTVRpPweHGHhb2aNgd6qczPrjcvY2K0vyaRjqYFrwTp1rx1wAcnhc2TJ/8AyTR9xy9tV3GzQbrIwHXsD5igPIfwvYqePZLBmxss44s8kdA4l68f1rcyvZPwzG7mzWBBzbOdicpNvsD/ABXjiuFnFZfJ1U4FSjNRpApcwzUV6yq4FY03wUTrfOI9SAytzParDjI+SsPQ/wByAyDXtWWlThh2ibIy6047RIP8FJkhSab8qO1Rgn6c2eEw/VT4LWN2+DNsjA99m0+BVAGf0ZJ15G2hnY6lqW3uXQS/5ZW7/BqxV3/y8YRHxh3afDK5hF9LOlPvXnzGneBmH7CT/LK7Zf8AMYXrEZz4MBQZNVNqPFA6vcoUmq5a2hlLi1SE7EM0jToBkvZfwBoWv2zx6VwvubNwgeedn8F41p9LL2l8Actjx3aecgkjA6JgAGt5r+5bfF1np6F4a+KZW4UWC3gJXH++1fmDw6xOp+Eatvez4opG9hvZfppw0Pnnr8Nuzi2imkIvz8sfwX5s/CThdS8J89OW23aCkIy6Wk+9X8/8p+P+mTvOZ60ydE48AG980i12lcVbGnL4ar46lcSMsFSIPGUUahSac8oIhDzjdrkAdojziN0hAnaK9A2vl8vhqogE6H8385UoHJM4aAab94qVuXGSuQPmuKj1pGR6k+GkWUWsOg6k7wBvPdNuSxmL9SS7RRQbYlFJbkEr+CRkHRJS3BIQToVkwFo+KtNtc1WxqrNgmVNGPqgqs9F4OMdYp5jzcC/Oo7dU4HAWzWyUuez3Oz6ShWIDwRRASty57tKGYi8ljglRAjnN1Jw927VR+Uoqk0H53F5SiKqycY4gWTkRNySbpoBOM0K0Q7a/pTVQOR50+3RNVHiDtQHINQpAycFHg8YdilMYTn0c6IATHvFgt0u9yD7uSNY+GsEIB53e5BSbqNdXBPAH7mIstztcPUrS67sz0qo4GbYjF+93K3Rm7VeOI11Il8Ro7VIbY8WmJMwLKVTxmTctzK4lPoG3kA6USij4twdryiolHEGSN6bola+Y6SqgdjiPxVxGl8/SsyxgWxOqHRK5adE88Q5lvGI71m2Os3cXq29Ezkt8PIe3W6KxeI3sCGNGaKR+I3sCiHUpovYqvbUOPxqEdEfvViZoFW9pz8uaOiId5RrhZ6Dc9kpqTz3XQc1m0WjAj+LowfpP71Zdmf56prfW9kqsYEfkDB9Z3erNs27dxilPW72Stc/jKro+Px+xLw/KRw6wlOPJfYcyTQX33c2netkslxb+car7aT2ioTRyh2qXiBvWznplf7RUUajtXO0je+C+mB2Twp/0mvP+I5X5sAhllextjuH3qncFbL7IYOemN3+Y5X6aKzpcsyw+9dWeRleh9PIHSPZbLdff+6qVg0gZiFKTzSs71dqeEtqSelrx91UHD3EVkBHNI3vRRGz4TVB9U1gOr/8ASoe3s7X44STrSxDttcJvBpG8e0nUOOY8lDNs5ycWY5zib07B63KrwvPtpNFijaiClG/m5kYz58gvLO1pI2ixYHUV1R/mFb9gM7p/wewm4LWDXrWAbVXdtBirtb10/wDmFRvh5U3ETk7ykMJzCI4lo7ykN1Kxq1r4Mr/9VwD+rzk+Zl/ctK4S4HNwCnkNwHVLQB5nFZnwcu3dqIjzmmqB6Yytb4Uot3ZKhdz/ABmMelrlpn+SvWSMZywrhsxCDQF1tZXe5VWNnKCuey7PxaT+1d7kZ6KlxxZOKMYfFyT5KHxN5JsjeGw3Yb9C0S9a19ETwfPeGH+b4D62BWrYrBjU7FYSbXtE8f4rkBmkDuDiQEa0UYPmkYr9wZRifZDDo3Zbsb7Dp8I5VSj6nwhjaXEHhlzuu5ugFZ5sDg4nrak7l7Qs9pbpS4c0UdcHNtvRvI9BWdcGFAx1XWkj+jR+0l6Kd2owQOw+Mbn6Y2y6wimG4IYaemLGZi3N9ZE8dhD4THkQx5PrCL0LWA08RAtue8o9NljKP+U53hrXm/8AfVnOFHjt4N0c3m7FGFIP+q3Aj/7h/rV6jwxhcS0fOB9QR6UiDS4YZASW5NI70cpsJG8bM1Bb6wp1LRtF7t1KMRUzW7uVs+btS9NX4cKDKhhDenNRKikMTpssi0j1q3GnZxrDbJoKF4lTNEMpI8YJBT6ufiIIY2nPdaLHsVL20rI5qd8cws6/P2hWbFn8sMccw5oCou18rZGSRlwydYekKpBWFY6/dLhcEbsiq+LR7+HRnpkPcFZMWa5rn7xuCJB3oLiUbX0DDGc94m3mCaVCxyn3Zi0jPib96xnHWWrqn7Vy3PH2kzxEjM038ViePs+XVX2rlnteVbeLOK9L/B6BHBzWSWBArgM+mxXmuRtnFej/AIPE5HB7iEG8ATX3sexLHT1xheIttXT3+m7vKXQflQvsVbu4hOD+sd7RXKH8oCp/R+PX3BpLvcB2C7wyZXHO/NvPCDVxLq1j8zeBmnaU/wAFkz5OBWhiLhZmJSAdnGn+Kj1TS2tibcHwLOzVy2nGdehNiaqX/wAN6WBkTiHYTKP8Fy8DBnJZ5I7l744PNyfYnDoZHkb9BKwdB5DgvB7o7EDoySqovvAW0jhW2S3SQfwrEBbzr3NNSPa1wz3d/Pp0K8Q8BDQ3hY2QLhcfheDvK964i0gAtjtEXgHK3MdUg8Z/DaLTs1s8GgZYrOLjqgC8X1w5R7V7S+HA1jcI2cY3T8I1J/wQvF9cOUQs9qgTMM1Fepk/Oob9FlVQPxcfI79Dx71X3i91YcW/MXeW1V9+hWelxGdoku0S3ZWSHaedQZAKdhPKCYJS4XZhAe4fg3445nAJWQNDnOpoq6MZ6AtJ96zHFonvgqHP/UyWHRyCrp8Fgh/ArthLILilbUbo6C5gCqeN5Q1fVFL7JXZPvMY3rC5swD1BQpdSps2g7FBlOq560ho6pyLUJvmTkWoSUIU4yuvbXwA2j8IbTykX/FeHM06ZJD7l4np9F7k/+H9CXs2olA/o2Gx/5xW/xdZ642nhtkc7EMOAG7ajfYf+YV+cvwr4+K4XJXZHfwqgcevwRC/Rfhnd+OaNh+bRn1yOX57/AAvKYRcJ9JO0OHH4JRvNxa9g4ZehX8/8J+P+mFOG88jq1TQzYb5aZJ+2jnNu33pguydmTn0LhrY2RmknVKOqTbVI3QNE/Bk4JnIWsNPWnIsnC+WaIQ6X5EoI7nRZ+hINkJNyTdVaCF8NV8civhqlAL4afAEfWKmg5KFhZ8CR9b3KfuhXA4FCrhcjsU/dUGt8cdiKAoDJIdonOd3akPCig3bIpS4dF0JAlybJz8yccmjr5kHHQcyrHg5cYo2g/MCrY1KtGDNtGwfswqz0qJtJvmU6DkE00G5T4bktYkppzGfzSodd+TddTGDlZ/RKi17CIz1oogMpNB+dReUEw3pUih/O4utwWc6pYmZ3Tjbi/WkRtKcNhq70LVBbBdqbqGHiwdM06wgDIJurJLBmgERuZGRbM2T3GucNbKKxOjqKAGY/4sJ63e5BkZx0eChP1ndyDuUXq5xOwPPEYh5XslW+Fp0VSwEXxOEeV7JV6pqcbocQrxxGieKcWgnIXRKmDWxtAUaUcgdqkRC0YPQVpEp0J8I23SiLRfm53IZSu3ntvzFF2bvFi2pc7uVQqbi/IntHes82gA/DNb9qfctGisaYnnvY+pZ3jueMVn2p7gp3w8hgbmicQvGzsCHgZonEPBs7Aoh1JYMlV9p/5wP2TferYxgsCqttQLYjn+pZ70a4M9BQujVfWXFm0WjAB8gZ5Tu9WbZ4fjily+c72Sq5s+2+HsP1nd6s+zrfxxSC3zneyVrn8Z1dnDkPIy5KTh/5VwI6O9PPFoX9bSmaEeFdboHetmbIsQFqycdEr/aKit1ClYj+eVB/aye0VFjzcCudq9GcFVm7G4M4/qnZf+Y5aIWB7pZHZXj/AIrN+Cx38jsHPOInf5j1o7JDNHlz2BHSurHIxvUVkbGVTd4/S9lZlhwHx6nB55mD7wWqYgzi3xytbexOXmWW4e38YUw/bxj7wRrojU8JZxdTmDkXBB9tXNGJRdHEAfecrZSUZYXOIzBKqW2wPx+En9UR98qrwDGy1Q5zsPsbhoYD6SsQ2gdvY3iROprJvbK1zZ0yRxUkzCbjdIt2lZBjjnOxnEHOFiaua4/fKz0qdVDFBYO8pDQM0VxPR4+uhjRmsqpauDSEzbXUrBzwz/5ZWx8LNOY9kaUkXtVwi/7jlk/BPG1+2lMHgkfF6j/LK2rhdpwzYOnkDLD8IQNudfyb1pj+am9YixvKVz2VbvYaR+1d3BVFjc1dNkWj8GvJ/XO7gnk6nwssw2CPYYzkeZCImjcRzDW8kebvVxFerIiDwaVDnA7zadrB/wCqxXbgyr+J2ew6O+jXDP7RyoTJR/4dVrd45Bjf8VisnB/VhmCUAANwXDt5ZVCNZqMQtQzEO1if7JVE4MpGsmrS42HExe0UTr6yWPDN8nVrx91V7YCfiocTfzini9opeGu+MOjeyVrO31hOwVQ3mDe8VmRQuZ7pJZN7Qtv3JEE7vjLmA5CM2T8AfHN/KMyc/wAdB++FqUMTS0OtkVj8cx/Dpuf6WPaC1+CQCLM56pUoIwNBIACKMjFgT0IdQyB7WlE2nJTVQ24WJt0IbiLTxDhbmRXItzUWsi3ojcXFrIJkm0z3Q1jACbGRqz/HpjLUSsc3eBf71qm0uHGesGQcA9vbqs7xzDDBUG7NXK4VYritO0vLQ3JznA+koVLholp5A0ZMcRY/86ldsXwgbznA6Fx9aDPpyyGoba9nO7ygmX7SUBjqohY8mn9xWGbRxbuJVgta0rl6J2qjaaxozFqe3qKwHaiK2J1n2l/UFGjypkzbOK3/AOD8wu2JxA7xAFeO5YLUt5RXoL4OzN7YjEBYn8ZAafVCjHV64xTGBbEJvLd7RSKLxwn8ebu4nOLfpH+25M0njjtS/Q9QcDs3GcE5hvfisR06LyXTlazi66ME3tE3vJQjgWmc7g+xGHeyZXREedxRmu3hidi7RrR6FtOM63fg5e8bI4PY8n4rIPW4LxBKzdleOhzh617l4NaczbIYIN614njkj9o4LxDWx8XW1DD8yaRvocUqpcOB+Y0vCRsvUD5mK05+8v0HkY+emBs4m7XWPOvzx4N3Fm2mAOGoxKnt/fC/SBlMeJYHOAAFsuxBR4s+HhSti2c2ZlDbE4pUtP8A6IXhyuHKcvefw/4xFs1s00XscWqTn08QvBtb47lntcCZ9SoTlNm51DcsqqIGKi9BJ5Te9V53OrHio+QSfun1qtuOZWWlww/mSH+Klv1TbtCoMydEuHUJt2iXFlZAewfglONRwOcJcBfYQU7JAPKcwe9AdowyGlryBmIZfZKj/BTxaSn2K4TsOZJbjcLpn2/89gTG1ssjKKtc9xALZB6iuzH8Rjr+mKznIdiHyKbUO7lBkOS561hCdi1TFynojmCkYnT6L3p/8PaNowHamoeQAXYcy56o5T714KpjcL31/wDD6hb/AND7TVj2ggV1HGCfsXfxW3xdZ6adwxnjNpKZoHJFG03PlvXhb4adG+La7ZOrcOTVbOtsbfRmeF7s4ZeTtTCOYUERHnc9eM/hw0jRHwdVwzL8Fmj06J3rX5vvFRj+nlGRoGrrXF7W5lFc+w3ebmCmPvv555dKhyxkPvzX8xXBW7lrlfEaroJJNwR2rrhbQ8yQdjcGva6zgQb3GoXzW2bvfWvquMNiDvaJW6Axrt7U5JgWkFmnXRCSRcorI7kHsQlwzuihw6r4ar45r4aoAthR8E8fWHciQ1CGYUfBv8oImCrnBSwLqBXt8IOxTxqoVd+VHYilAhws53amnJ6TJ7x1pk6KKZIGq+XRzpJNgkHHc6aPSnOZIQbg1KtWEeLH9mFVrK1YO02h62DuVZ6VEdHKU0ZFMlgD8ypTeLaCNVqk1bl5diaxGMiEOtqE/vgvAaNSmsTLuIYD0IoARYDNPUTrVcRH0wmAMinaXKpj8oKIpY2OJ1KcTUQsE8BotEnY9Eir8RLZkuVVuLHan+Ejx6jsCkNjLgT0C6ZiBLgAiEERMcnNySiQUBx4Wgiy+ee5BDclWDaJgbBFlnvnuQE6rPXVZ4I7PC2LU/XveyVodPH4MErPNn/53pvKPslaTSjwAWnx8TrpqqaGxtsNSnYB4HzpFXYxt6inIfyVutaJSIm+EsOnJT4nljM87E9yhQjw3nU0W4snoJ7kB2GTwVgdXc/mVBxz+dqw/tD3BXiMHi/OqNi/86VQP6z3BTvhxBbqikP5Jh6ghfzkTj/JNz5lMFToxyR2Kr7Uj8Zf+Sz3q0Ru5Iv0Kr7UODsTy/VMHejXBnoKk86Vzrg1KzaLfs60DDIsud3eVZtn7DGKU/Wd7JVbwA2wuEdbvaKsuzhJxmlsPnO9hy2z+MquMry6NwtzFJoT4VwGth3pUgcWuz5ikUA+UW6gtUshxC/xqa/6x/tFMQjMKRX51U5P6x/tFMwDlLnaPQfBfcbG4Sf2Tv8AMctCoN526OlUDgwF9isJtzRG/wDfctHw2Ldja4jPuXVjjG9S66FrmNPOCsjwxl8SpAf+5j9sLYqhocwu6GlZBhQBxOj/ALTF7YToje20jQ1wtYgm3pVD25pbVlNvfqj7ZWlNsQQRfU+tUnbuBprKQkDOF2f7ydKB+zsPyOmB5Is0D+8VimONIxjEB0Vcw++Vu+B0sgoKUs53EW/eKw7aFm7j2JsOorZwf/Uco1PpUUzEh43lFD2C5RLFBYu8ooewZrGrXvgbpvjO3dFHzGGYn+6tz4Zo2/8AhxEQ3NuJUvsPWNcBMQk2/piR4lJUO9QHvW3cNMYHBvGQdMTph9x62x/KL159jbmrpsg38WSn9u7uCp8bc1dNjQDh04PNOfZCUOiMTeTkEew1oDR5u9BmDk2ARzDGE7g6XNHrCuJr0VTVJk2Gr4hmeMjv/wCo1W7g/gc7C6Ak6uOf7yqFCGDZXEKe93cZF/mBaJsBSOkwWgdH8zPtzVFFlxprY8EOWYEnsKsbFX+KYsBmTTR+0rVj8D/wI88+7IbfuKv8H9G6enxbX83jJP7xQa0CB5e/k57vuCjMieyoe63zLdytUeHNc4boyLDf0BQpcMO+91tB/BL0/Gebxbjzyf8Au/8AWtSmreKsAeYd5WYV8RhxycfRqf8AUrxXyus2x5m5+co89KLjglRxjBmrA1+SpuzcuQBPMrUyTLzJUz5dkU1UScki/MU3LOGNJUGprA5wAOo9yQA8VjIq47jNzgb+dVPGKBlTK0kC+8RdXqqjFRJG7LL/AGQGtog1wcW3FzdOBiu0ODSQzvLWXBa45dqp1TT2bU77LXe4W85WtbR0jmylzRdpjcexUDFY4t2drmWu8nq1KpNY9tXG5tfuubcCDI+YrA9rYt3Faptudp9LQvRm2ccbcRfxdiDTjuK89bYt/G9T1tjP3Ap1w4odUOUVvnwfHTx7E1z4h/8Acx5uSFg1UPCL0F8Hxu/wfV4A5X4U1v1KMdVrjFtoW/jGVx55JPbKiUxs4KZtE3dr5OqWQffKg055QU/p/j0HwEVBdszjdOXXbHVUrrdu/wDwVorzfFHOI5gVSuAWUfg7H4Od0lG4ebjP4q7YpyMRHWwFbZ4zr0HwSVLTsngwuMi8f4z14fxtojxrEIx82snb/iOXtDgsPGbI4U5oB3XyDoI8M5eMdqG8VtNi8Z+ZiFS30SuRTgrsTOKbaTCZ724uup3f4jV+mUILod8kBgJuV+X2z8pZiVI6+lREfvhfpXJiAZTMG+fEBIHWEjjyf/8AEJljfsxsm+M8k4pV+qELwNWnNy9z/D5q45tmdkmNOYxStJ/9FgXharNyVltUDptSoT1MmOZUOT3rKqiJiY3qCbyb+tVh/OrTXAGin8gqqy6lZ6Xnhp+qbPip541TJ0IUGZIuEqPJctkutyQG8/BjxH4tHtxRH+lYLCO21Swoht1UtbhtZY53I71SuAStNPj+KUwdYVWHblum0rD7lZ9v32wurPTK0ely6cX/AAz1/TJ5zy8lDf0KVUeP51Fk1KxXCE7EmU9EkYjTFe/fgCvMPBljsrncl+MwDPqgH8V4BpTde9PgOu4rgkxWV2jsdaPRAz+K3+LrPXGscM8rX7WROBuPiEPtPXk34b1KH7E8G9cALtiqISe1zj7l6l4WpHP2mjP9Rg73LzV8NNjn8EewE1wQyumiOWnIkK2+X+Kzx/TxlC1pqY+WGjPlHmyUB7Iw8bzr9YHMppBEjOQXZkmxztZQ5jxnil5zvYm/mXBXQRdpNxY5LriHbjQ0AgZnpTZNzldKDnDdBytpZSHw3nPABz0Tjb2ANk2SHG5bdOMvcbosE4BGXxChbiicubEMdqihxfDVcXwPOkBXCjyH9TgijeZCcLfYPb0kIqwrScB1oUGu/KnsU5gzuoNb+Wcil+hExtI7tTR0Tk/jlNXuCopvgcikuFgUoc64RzFIGzokOS3aJDkHHbqz4U8gQ2PzB3Kr9KsuF5Ng8kdyrPRRVxcXZlSmZgqKdVKiC1iDsTPDxgjxnBfY5AYowzoATwbaaAn6Y703j2Yd2hP8Crjn7U9TfnEflDvTXSnaZpM8dvpDvWX6pZGaJ0BdihyzUhsTRawW0iCGMccgF9UwniwXHnUlosm6v8l50y9MQMaHNsEQi/JyeSVBiyc1T4hyJMx4pRBVf2kHgYfLPcq8TmrFtKPAw+We5V1Z66vPBLAP53pfLPcVpNHfiQOgLNtnhfGKXyz7JWl0YswBX8fE66RVCzB2hOQN3o7LlcLx5DnCVSHk2K0SkxNtOQdbqS48ks67pDGB04PTZSXwneOSfgMxmzS3rVExgWxWry/SHuCv8Ud95ULGssXrB+1PcFOuCB51CJR/kmdiHOGaJRjwLOxRDqUzxQqrtEb4m7qY1Wpg5AVUx/PFJfJb3I1w89CuddXDk5dWa1twEn8GQ9ru8qz7Mn8d0nlO9gqsYEPxZD+93lWfZn+fKL7Q+yVrn8ZVd5QAXDXIprDW71Y0KQ6Iuc4nLknNM4YPlrOtbRDHq0fKph+0f7RTMQs5SK4fLajqlkH3imWCzlztXojgnjB2Kwx552ut/fctKowNxqzvgnbfYbDL/Qd7blotIC1gXXj+YxvUhxDoX3v4rlkWFN/GNJf/ALiL2wtaLg2CQ3HiO7iskw5xFdSkfr4/aCdEehIZdbnLNVfbhwdUUVxlxLvaR2jfeK976qvbYuvUUYP6p3eEyS8DgYcMoHNNjxpFj5SwHahhO0eLG39PqP8AMcvQeAMBwii+3PtLAdouVj+KXGfx6o/zHKdHFExVti7yyhzAi2MtsX/aH3oUwLnrRqfwfY9/b1uWlBOfWxbNw2xPZweRh188SpuzxHrKPg1QibhAkB+bhdQ4f3o/4rYuHl1tgoYv/wBSpvU162z/ACjXXnSMWcVdti2j8H1PVMfZCpbPGV12LIGG1X23+gIgoozxB2o9hA5UWV7vZ7QQBviN7VY8CAdPTNPPLGPvBVE1vNJMThNZHa29JD7a2Dg5YBs/RMaCXFgd2ZlY3C/co6hgGbpIwP762ng3c2HA6K+Z4gH1lOnFqxjDvxNV85bBK77hVc4L6YSR4qwjWmiH3irlXSGTCsQ3v+0m9gqvcEcQdJiQPPBEPvFL8NoVPQN3A61uT7k1LhwDXG2th3IsxtmgJM4G7YJBieP0vF7R1jbWtVEfeCsmLU5DgB0Nt6Shm0rANoq1/wDWb9ys+JU3GuY62lu8qihezgc11iM91Whkht5kCwqMRuOXzUUdLuC/UlTN4pViOJwBz3SUFNdvFpJ0PuTGNVxL3NDvmFD6eVz4y6//ACyJAs0UgcGEqNVAbhcea6TTOeGty5kzWSlsMl+Ye9AUnH2MMj2hw/JuWXbSB0VS9lrA6271p2PRtkkMjDY7jrhZttPcP3ngiwCpNZNtfG8V5uQbw/xXn3bIWxacfUj9gL0PtdcYgze0MNgfOV5621yxeo8iP2Ap1w4oVX45W+/B3lYdiq+N1iW4k028ywGrPLW4/B7ffZPFgACWYhGfuKMdVrjK9pvz+U/t5R98oZTu5QRPab85ldz/ABiX2ihMDuWFN6c42rgLmtU4pBcDjI4T6C5aNjTSzEIgNDFft5RCyrgQlIx+aPUPgvbsutY2iIGJU4vb5P8A6ytc8Z1sPBVUyR7L0HKs0TyjXTwhzXkfbhvFbaY/He+7ilWO3wrl6q4MZSNlYD0VEwH99eVuEMcXt3tEzoxWp/zCnTiNgsobW05J8WaM/eC/R2OeOSmabX8Aw+kBfmpRS7jw8HxSHehfoXg+KcbhtJK85PooHX5iCxqRvMfw8zbBtjt05PrK8ntEcf8AFeJak3cV7Q+HjNvYXsW0H+kYicvJhXi6o1WXydVA6Y8pRZFJn8ZRZDmsqtFrnAUcwv8AMKrEo5RVjxHOlkt9EqvS6+ZZ6VDcgu0pjm8ykP8AEPmUf+CkzRXbL5wXyQX7gXc87c0cLDbjYpWnr5N/cr9wi07o8Hq3HmnZ7SzrgdkMfCJgvQ+V7D543rU+Ehv4ixA9EsZ++F0fH/FZ6/pisw5SjP1UydtnedQ36rJcNgZ2Tseqb507Fqg0+m0Xvb4E0G9wPVV3WD8eefRBEvBVNzL9AvgWU5bwKGZrdcYndn0iKJb/AA9Zb4uvC88M2lYGm9qKEX87l5p+GJWxzcEexlGCN+LE5HkXzzjlXorhXLhtEwvcSTQxd7l5W+F3U/yR2SpXBucr5W2vzcYD7lr8v8VGP6eU5XcsWGfemJ9wxxs3LEDPPXM5lPyboka4kZBRqhm8XEOBsN45rgroMOLSbNzA51xubiQSOgXSRmCEqNjr33L5XzF1KjnQCnY90WN8+hNEtI3uc2yt1JbCOdESJvbdtutC3ixRpzAUHlFnntKqg05dGi45fBSBTCiN147ESjJyzQvCmnwnmRaIDoWmeA81yH1jgZ3Ke3VDavOZ/ailAufximSedOzG7kw9Z0zjc8185fR+KuvtzIBlwsk86cdqkEIMm3KsrPQjddCOgAepVlou9vWQrTSRnfjHW1VkUSspUAvZJNPpdT6SBostpEFcW4zU+Xzx3hNY/C4b98s0SqA2N9O6wBv7wou0VnMf2p3ifVN3QCnqX8vH5be9NO1TtL+cR+W3vWcaLcwap5o0TURvc9afaFqzru6mqr8mO1P7qZqh4PzoIxEeU1TAcsjqoTPGCli4KIYNtPcQQeW7uVcVj2ndenpx9d3cq4Vnrq88FdmhfG6QfWd7JWk0g0CzfZcXxylH1neyVpVMLFt1p8fE66+rmWgDusL6jbdp8ycxAD4szt/iuUI5LuqytKYwFsrbdAKKwRh18r6oaB4VnktRmCPU9vcqhVHp4Gva82zyWa463cxuuB/XFafSX3XeZZptEB+HK4/tT3BTvgz0MciUY8EzsQ610UhA4pnYs4qpDPECqOPfztN2N9kK4xs5Cp+0Ati9QOjd9kJa4eehZ8ZfL7nXQMioWt2BN/FkHYe8q0bLhv4doMiby9HUVXMBZfCqc21ae8qz7MttjuH/AGw7its/jKtAdETfQclQ8JjaK+JEXZNv9VQMMyrIyea/ctqhjFcR8bqD+1f7RTA1S6o3nkPS9x9ZTbdVzVq9H8Ekg/6GwwW0a8f4jloMEzg2wyWecEoA2Gww85bIT/6rlf4OZdeeRhepBs6B5P0HdxWVYYB8epL/AK6L2gtSkFoZPId3FZhhgvXUg/bR+0E6cblT8mDI85z86ru2biJ6O5/Rv7wrLSxubTkEX5R71WdtPzikFtI394RSEdnJS/CKdpPizE5eUsDx918dxF99a2c/4jluWBFwwxjmOzDzl51hGMO3sUrXHnqpj98qdcPKp4yb7/Txh96EM186K4ubb/P4Q+9CGHPzrCtG0fBicxvCBOXmw/BVR7cS1Xh8qmSbEwsYBY4nD/lyFY38Hap4jb0m197D52287D7lp3DXMZNkYLi1sUZYf+W9bZ/lF6xNh5SuWxrvkNWOiQH7qpbdVdNjv5urDb9KPZRDoqwktaLq07Ns3q6ib01EI++FVWE7rArbst/OmHj+tQ+2FUTW3XDWSt6Zm+0VsOwUm7hFHYfoGjtzKxVznOMl9OP95Wv7GSO/BdAxn6lioo0qpt+BcQJOfxOU/cKDcEDbSYjfXiYfacis53dnsSfflGim9goPwQHelxP7GH2nKfxTUQbi6amPNdKLt1mSizyHeSDMNqLDHq37f+Cuz42vICou0z/x7Wfa+4K8sJsM+ZVSh+BoY69+ZdnflkuMyzSJjl5lJqni0h+Mbo52lKoWF9Obj53uSquPjaxo6lOp6bi6dwt1hWE2B5a1jekH3IfjL/AE3IJbqFKlNnR5kHdd7lCxd3yYuvo1SFExWqlDyAd7d3tFR8fnZUFwed07oCtWLPeKh74zccrvVPxeN0jDIRcEcypLO9r4Q6shLeU0wnzZlebttQW4tVNJ0bGPuBej9qWGKpgzyMTubrXnHbjPGKuxvlH7AU64cZ/WeOVt3wdJrbPY7FYm1fAfTGViNX4xW1/Bw3XYNtACNK6mP+E5Z46rXGabUX+MznmFTJ7RQWE8oI9tY3dqasDmq5Pbcq9GbOSvTnGp8C9SIdroAfnwyi3Y0rYtpZhJiFM7dz4gg/3ysL4KJC3bDDgDbeL2+lpW347+e0tj+hd7ZWueIrT+DOYN2Ra4bwtVzAC+WoXmLhIcTt9tGTz4pUH75Xprg0Y47H74t+ezA/dXmfhSj4nhD2ij/wD1CV3psfenRFfpzk7sK91bJfGKvZ7CpDIS04dTXA+zavCVKb3HUvfnBsI5NiMAqCAeMwynNz5ARDeaPh1AxUmx8edjPiLrdGUK8cTm5K9n/D8a0M2MIAB38RGXPlCvF8/Osd9VA6fxvOo0mqkzaqM/UrKqQq4Xp3DpCr8zcyOhWOqbvMsq9UC0jx0EqNLhh/ipjn8yeecrJgnPzLMyHar46BfOOfmX3MEBbuCh+5wg4C4c1WB91y2bhNia3ZvEnAC++z/MCw3g9n+L7ZYNL9GrZn23C3jhLZvbNYt9UtP+I1dHxfxWe/6jCZ9VBf4wU6oyKgv1WdXCBqnYk0Mrp2LnSMRpRkv0W+BPTg8BEBd+kxSrI8zIwvzqpfFC/SP4FdK88AeEv3SQ+trXW/eaPct/h6y0e4Xw1m1DG/1GK4/eevIPwvHPFJsiM7SU0hF+p7wvYXDJCWbWNDje9DEbDynryL8MWjdHhWwtWGkCSlqoybakSOIWnzfxU4/p5hkALsxo0KI5uZyupjm+Ezbfqv1JgvJAjJbu3uSenpXDW6MWgt3W2ve9+lLeY2P8CXkAZ3N/QvjfM2BsRkkmwdvaC1rKQSCTmeYJxhvlzpFvnN00K6zm6b9KAP2KDTi0jx0E96NEoLPfjHg2vcqqDJF1wCyUvlIEsI0l83vRaMIZgrbiX933os1pC0nCrtrZoXUm8rz1oqUKqfyr+1FECpfHKZcnZfHKbcFnTOR+KuOXzBZq4SgEnVJclnUJDtEB2Eb00Y6XjvVsp8pGDocFVqQXqoR9dverREbPb2jvV4FHSNFNowLNUNylUpsGraIqVXOyhvzE2Q/FnH4vmSblTKs8mI9ZULF/zcdoRSiru1Kcpfy7PKb3pD8iQlU/5ZnlDvWbRcYbAFSGBR4tFJjF1qyOWCj1gtF51KAzUetHgh2oCGzVqmgZqG0WIz6FObkg6r+1OTKcfWcfUFXzoj+1JF6YdTj3ICs9dXngvsmL47SeU72CtKYLALNtkh+PqTynew5aY0ZNstPj4nXXawE0zN5cpMmEdNk7iEZFMwnq96apyAM+cBWlPb+UZ5I7kdpQCwnn/wBkBjHhGW6AjdM6zCOlVE01TcljiNVme0B3sarT0ynuC0yPJhCzTHx+OKw/tPcFO+HkNAzsitOPAtv0IWPGCK0wvC1ZxVTYm8gKl7QfzvU+UPZCu0Q8GCqRj5vjFX5Y7gnvh56FnxilDnSD4ycGvnWSl0wEn8FUw+ofaKtGy7b49h327e4qr4CPxZT+Qe8q4bGRCbafCoyPGqQPulb4/GdX4xkNAHOEKpTxcwffxWuPqVhqKfi3BvQAq4/kRzHoiefula1DFpzdxPSbpDNR2r55uB2Bdj1XM1ejeCOzthsM6uNB/wDVcr/CLGyoHA2Cdh6Ho4yf/MK0WKJxIsMrrrx/MY3r6U+Bk8gj1LMcJHy+j+2i9oLTqwtjZIy9yIyezIrMsJ/P6O5/TRe0E6I3emcOKLQLnNVTbMONVSE/q32/vBW+mhvvbvQfeqrtgwunpGnXi3n7yZE4I5v4MaCM9496wrGBbFK0dFTL7ZW6YPC8UEbiNXuHrWH422+K1uWfxmX2yo0cU7F78v7Q+9B2+MjGMCwff9Yfegw8ZYVo1D4P7v8A9oMDPpUlR3ArUOGx+7szSM+liXdG7+KyzgAJ/wDEejFtaWpH3Fp3DkSMFw1lsn4hKR5o/wDdbZ/lN6x1hzV52MbfCqsjnl/0qis8ZX/Yll8FqXZ245wt+6EQVNHJDAPSrdse3exrDG9NXD7YVUcLcX2lXDYdodtFhLSL3rYfaCqJa/K1we8bovx38VsGxoEeD0NjcmBlysnrLMmfl8+/ZktW2Sl3cGw+wA+Tx9yol8q5d3ZzEs/6FN7BQrgekHH4nn+gh9speI1W7s/iIJ1o5R9wqBwPS3qsTF/0EXtlI/1rTpAWZ6qDUTWdrzLrpshmoVRKCSb8yk2d7SSXxqrPTJ7gr5TyBwBvzBZ3tE/8cVf2nuCvlE+8bT9UdyooJNdkkykkC2ui+Y7JKFiQVJgopCalr7ZmyIcUGx7ts08YQHgjmXZBdMBdbyXxnqd7kMxmfdpjY6sOR86KV7TvM7D7kDxxpdTGxsQ0+9OCs5q6wPqHNBsHEg9qE1Ud6eQSZ5EFT62nc2pJsQd85qJPnG8Hk3v2FNLNNtYDHPSm9wWPAPnC8zbci2MVZ6oz9wL07tw6z6UOb9MX9C8ybdD8bVPWyP2VOuHGfVfjlbJ8Hdzhg+0G5r8dp/8ALcscqxyito+DZunC9ogRe1ZSn7jlnjq9cZ9tcD8arwRYisk9sqrg8pXHbiPcxXF2WsG1s3+YVSw7lJXoi9cGcwh2twpx/XhvpBC3jHpT8apCQAOJd7ZXnjYWcw7SYXIOari9bgF6A2gdeppLki0T/aWuOI01fgplH/Sbg8GxrpRbzMXmzhiDW8JW0Aboaq/pY1ehOC9z/wDpl4EgG7XyZX+qxeeOGNrmcJGNb2r5I3+mNqdEVejN32Xu/glqy/gw2XlIO8MNib6LheDKR1pAvc3AkyWq4Jtm95/JbS7o8z3JQ2DfD1ndLFsbc6SYhp2QrxpOc17G+HpTfF4tjCHbwe7EDfzQrxxPqVl8nVTiBLqozsyn5dUw5ZVcJLA7JVqsFqiZvQ8qzt1CrWIZVtQP2hUaVkPkOqZOoTsnOmXHMLMyTzldvyQknnXw0QBXZib4vjuHTablTEfvBeieEB/G7LYs/wClEHffavNOHSGKsgkHzJWH0OC9F7VzcfsPXy3vvUjT95q6Piv1YjfYxKrOagv1Cm1ep7VBeeUs6qE/xTsXOmeZPRJGJU2gX6efAqpmu+Dxs1k68kla/wBMzh7l+YdL80L9R/gZTspvg47Hg23pGVj+s/KZB7lv8PWWkPhxg4na+NgI/m+HTynryv8ADMo2t4O+DiqLbuklr2B5OgDjlbTnXqrhyk39r2vOpw+H2nrzb8MamZLwH8HdbflQ4vXR26Q5r7+yFr8k/wAVGP6eLJGva46CwsRfMghRn2D7XDsr5G6lzOPHuklaC0uDbu8XTn8wUK5c4mwGegXA6Dcp3Xbu6QTzHJc3vpcy7K1zrusRY7tz2Jog+ZSHznHOxt711l73sLJJGliujI3GiDWPqQWbORxHOSihdMGkhrMgecoS8kklVojZXwXDddGikC+CaS/u+9GGjIHqQTBXWdIOkD3o203AWk4VLIQmraOOf2osDzIZWC1Q7zI0ICTC0h7UghOzi73dqbcszdHi+dIclfNSXHOyA4Uk6Lt0knJBnqLOsgH7QKzMPKBVZob/AByG30wrHEVeeEsBzAUqnHJCi28G09QUindZq1iKkVJ3mR9RKgYqb047QprzdoB5lCxYfJ2n6zU6Irb9UqH8q3yh3pL9UqH8o3yh3rL37WucIyUqLQJhgyspEQ0WzI6NUxXDwPnCfCZrR4HTnQENtslN3ecKG0aKezTzINVtqbiSnB5mv7wgiP7Vt8JTH6r+8KvrPXV54NbJfz9SAdLvYK02JhIb2jvWZbI5bQUflO9ly1eliDuLvzut61p8fE66cxOEtobkaOah8Avl1K1bVULafDA5otd7VWKZl3furSxETKbKRt0XhF2XBQmDKRt0UicA3Ipwq+DCWOWa48CMYq7/AE/cFp8JJaRbVZptG0DG6sD6QPqCnfDyFDxgjFMBxLckJAs5GKQeAb2KMqqdCwcWFQcd/nesP7U9wWgwjwQCz/HP52rPtXJb4eehhHKS26pPOls8ZZqXjA47YbTA/qgVeOD2MP2zwRlvGqwPuuVNwhvyGmy/QM7leeDUA7eYADp8eYPuuXRj8Z1pOIU+7NaypVWCIaj7KQfdK0bGYgKmwbZZ7WtAjqG/VkHqK1qIw8DkN7AuxjNfN/JN7EqLxlytXpXgViH/AEHh5tmXzH/FctDDxHmdb5LP+BqQM2Bw3K58L/mOV0e98km8Tl0LszyML0mreHNmIFyYzn5is2wgb2IUVzrNF7QWkTtHFTH6jh6is4wsEV9If20ftBFOPQ1IxoYXAag+9Uza/Oqpc8hG+395XOgyaWHnBt61Udr4vlNI7TwTsv3kyKwe/wCCYiRe0j8/OFhOOt/HGIW/7ub/ADHLesEYRhEQsfyr9O0LCMeb+OsR/tk/+Y5To4o+NjJ/2h96CgZo3jWjvLKDam6560ah8HaMP4TKMOFwKSqOX2a1P4Q8Rp8PwOMN3Q6pqXgfutCzn4MbWO4VKXfGQoKw/datM+E1O13/AE9E3mNUfZC2z/KL1hjNdFoWxIJ2fn3b5zyXP7rVnjTnmtF2Lfu7NuaBrPLf1Iz079JUo3eK7SrfsMf5R4T/AGyL2lTp3cqMdquHB+Qdp8HB562PvVRFbHiReKgh1wCQdeorU9lnkYNQa3+Lx9yy/F27lU25zIHctL2blDMHoQDpAzuVBYcSnd+BMQa539Gk9lI4H5gyrxP+zxe2VExSovg+IC+tO/uSOCaW1XiWf6CL2yi8EayZS5wCjVTrXz5l9DJyx0lMV0lnW6lKmd7Qyfjiq8v3BX7DzeFnkjuWdbQP/HFV5X+kLQsMd8nafqN7k6UFGHLVPNKixuyT7XZJGcSXr4FcJQEKsYXWKAYxZ1O9vPYqx1AuFX8XiJYXN84TgqgV0HLLgPnINiEYZG7K2qsuLU7ofCAZOdn1IDibbQvvpdNLMNuYvzUsOsjhY9gXmLbtlsWm64mH1FepNtmtdFTuIzbN3tXmHb9gGLH61Ow+tynXDjN6zxytk+DW9rKLaMG/5elOXkvWOVvjla/8G9srqfaRsZOT6Um376zx1V4qvCAwjHMcAbYfHJjb98qhE8paFt80/hzGwdfjU1/7xWdk2cUa6c4seykm5jNA+9t2piP3gvRePSXqKQkaxOz/AHl5owSTi6uCT6MjD6CF6Rx2Te+IOHPA7vCvHE6adwVS3wCZg0Fe8/4bFgvDzGIuEzEiNJIqd/pjH8FtfBbMG4HU9IrD642rFuH6/wD4gSS5+EooDn5x7lWuFFApXWkHavb3AFiMf/hDge+4cgTR69EhXhyB1nheuPg/4iXcFlJDa5iq6ltv37+9LIrO/h7StfT7ElpzLsRPqgXjWfUr1l8OCd727GMflycQcB54QvJk5zKy+Tq88D5vGsmHc6em8ZMHILKrfNOarmI/n9T9oVYmnRV3ErjEKny/co1w8hr8ye1NPGifcEzJzLNRrmK+GhX3UvuZALiJDgRqCCt/xGp4/g1llvffo2+2F5+ZqtqgqjNwSCQm96cN/wAQLX4r1G/xnFWeUe1QX+MpdS7xu1RH6qVRxPRlMp2I3SMSpdR2r9P/AIIjD/8ALpsSA/dBpqnt/OpV+YFKcx2r9N/ghVIf8HfZFoOcLKqM/wD9zIfeun4est8O8N7Q3auPnvh8OvlPXnf4YBd/8v8AsFJdu6zH6tpbcXPIkXoThrfv7UROv/8Ab4fbkXnz4Xoj/wDl22K5QDv+oKwNAHjWjk16dVr8n81Gf6eIK9zRuhrri9rX0Kib5abAgKXiLS3LjN4XAy5iBaygk25151dBbzvOJ1ubptxe0G4OfXZORgOcGl1gTrbRJeHMycCO1IGDa4BBsnWndFgT6UgsuC7eNgdbLouRc5EaoOjkdQwu3JAYpOh2V+w86FSuG+6xvmUYkdAWFk26W9DhkgLgWm7dOhVonSV80pIcDzW7V0aqQJ4QfCuHUjsYyCr+FHw5HUUehcbLTPCp4dCHVwtUO83ciG+EPriDOSDzDuRRAabxneUUy5PTeMe0pgm6im+ceSkE3KW7xU185IOu6Ekmy67VJOiDSaC3xyE/WVhjItqq3RG1TGehysEJ061WSWZmcLT9UdydhGSaizpoz9RvcnoRkVtEHXZNUTFHXph5be9Sz4uaiYmL037ze9OhWnnPzpcP5RvlDvTbk5CfCM8od6yWu8YzzUmMZJmMe9SGDILZkW0Jmuyh86faMkzXDwP7yYQm6DsU6PT91Qm+KFPhFwPJSCtbWNs+m7H+5VxvOrPte2zqU9T/AHKsDUrPXWmeDeyR/lBRdb3eyVrlELiPyvesj2R/+o8PHTLb7pWw0jN1rPK961+PiNrBthysHz1Eg9yp9GLyW+oVbNq3E4WWk/PB7lV8PsZwD9By0vUzh9otKFMjfYDNR3N3ZwOoJ0AiyCTKeQZrOtpbHHavyh3BXyJxHOqDtAScaqyfpDuCnXDyFnUIvS34hnYhB8ZF6T8izsUQxGEkRLPcYdv4nVu/bP71oMP5MdqzzFD+MKr7d/eUt8PPUG+adZqmfnFOsOazXWhYOL4fS/YM9lXTg7eI9uMAeeauj96puDgfg6k+wZ7Kt2wxA2xwPP8Ap8XeujP4zrZsZF6nI5XWeVrLyzM6TIO9aBiLryaZgqiVwDZ5ifmuf71tWcYIMmDsSozyl8RZoHUuM8ZcjZ6X4IRubA4UQPGbIf8AEcrrG5U3gmFtgMHHTC4+mRytrS7jhG3OzfWuvPIxvUos4xk9he8bu4rN8Kj+XUhd+ti9oLUYoyyCUAXJa4m3YVmeGMtWUxJ/Sx94Toj0FC0NB3RzlUzbBx+M0oPNEe9XKI3JHWVT9smXqqbLMRu70ySMDkH4FjLbFzZn94WC4+QccxE8xrJ/8xy3LAy5uFNAvlM73LDMeP48xH+2T/5hU6OKNjejvKKDIzjeht9IoICue9aNY+DdIWcJ1LbnoasfdC0X4SM+9WYBESD4Gofl5bQsy+Dw8jhLpAL50dUPuBXn4QlUZsfwmL5sdFJbzyf7LXP8pv8ATLGnlBaLsa0jZy/TLIfWs4YcwtK2UBGzEYHOZCT+8U8inKl4D4wOg96tvB++20+EHL87jVOrMpYwPonvVt4PnX2nwgc5qm9xVRP42zFz4eF5OoOS0PZ2e+E0gHNC0epZ3jTCHUpJ13/cr1s2+2F04vchoFlRDWKvP4HriD+gd3LvBS+1bXDphj9sqPijiMFrrn9A5I4Mptyuq+uOMW/fTDXaR+9IDdJxAkOuedM4fITICekpWJyAvyOlu4qf1TNtoH/jir8v/SFoWFv+TM8hvcs22hf+Oavy/cFoGFSXpox9RvcmUGY35BSGOuFDiOQUhjslJpAcviedNtcu360AiS2iG1kW+CiL881FlzuEwqWN0zXU7xug9SpGLlrGSsIOoBBWiYwwGF11QdoIM5crgkdqaay7bRw+Ls6p2jsyK8y8IYb+Fmkc9OPU5y9N7bs3aMki4E7D3rzNwhtAxRhH6g+25LXDjM60eEcOta78GyobFJtLG42u2kcOvlSBZHXZPJ61pHwf5NzEMebvWBp6Y/4jv4rLP9KvEXb0tftFjh5jWT+0VmhPKWm7aw/ygxga/K5e9Zk8WfmjQyI4e7de09BuvRuISSPgw2XeHKpr9y83UR7l6LlcXYRgch+fQg+pqrBaaXwVOe7Ba4Eg2q2n/DCyL4RMZj24p3kePhsJ++9avwTvthuIAnIVMZPnj/2WY/CTAO1uGygeNhoHokf/ABV64UZNE7lBerPg4OfLweSNBFo8QmHp3SvKEZs4L1D8GiqtsRiMZNhHiR9bGlTk6zr4cDx8a2NYNRBXk/34l5SnOq9RfDXmEuI7I2GQpq7/ADIl5dm51l8n9KzxAm8YphxT82qju51lVuNVfxQWxKa/O66sDdUBxgbuIPP0gFOjnQ1yZkGakOHcmZBmO1QpHcLFfWtZddqvuYJB83Iedavhs5PBBY80nF/4gWUjQ9q0nB5t/gnnbfxK3d++1afH+p0qE5uT2ph+qen8bzpp4yukqOBORaprnCcj1SgEqW+S/R74H1Wf/ALBI7nwdVVNy+1/3X5w0p0X6M/AuMc3ATh28RdmJVrQCeiQLo+HrLfBfhhkJ2khAFvkEXtPWA/C8jcfg9bDusQP+oK4uNvquGfpW+cMkoO08e6LWoYh956wn4WUJm+DxsdJvv3WYzXOI+aLu3b+tbfJ/FZ5/qPC9W4mVzSTZrja/Mo17nNSKoWqHC9yHAX6UzIwtdY5Zrza6i4nFpDgbEaFJe/IMAy1uuxnknvTcgNwbggoD5pGeQHrXdLm+q4118wBddy0IzQSxWByOYOqByNs4gaAkI2TzILKDvuvrcqtAwbL4arp1XBqpCdhf51f6pR+LMIFhP50fIPuR5nUtM8FLtqh1blMewIlqh9ePDnyQilAabUnrKYvmnpT3lM9Kim67QdiaHjJ12g7E3blJAlcOnnXVwjJBnqEXqWKwRi1ggOHfnI7Cj7NQqyFlprGkj8kKRANVHos6KPyVJp8yQVtGZx4s26h4iPkx6iD61Oc3kqHXt+TOt0DvTpRVXJcR5be0d6Q7I2S49QVk0X2EXzUpjeSExAOTdSWizQt2RTBqmK/KEeUpLBZRsQuIB5Y7kBBb4oRCDxR5KHt8UKbA+zR2JAC2vzFKep/+lVYaq0bXEEUtv2nuVY+cVnrrTPBrZM/ykw09M47itiieBbqN1jeyhttDhp/rLfetfjOa1+LiNiu0FU2pw12669iO8IFh/5ZvklSatx+JytJ5gfWFGoPyzOwq71M4mnKdoOlhmnyy4uOhI3b1LbjmClGItZcBUkxELi/OFQNoBbGqzyx3BaHBmDks/2jFscrPL9wU64qBBGYHWi9J+QYhNs/Oi9G29Oy3Ws4qp0P5PzrPMU/nGr+3f3laNC08X51m+Im+IVX27/aKPkPKH85Oxpq2d06xZLrQ8F/myk+xZ3K1bHO4varBnX8WthP3lV8EFsLo/sGdys2yw/lHhRtmKyL2l0Z/GVbHWTh8p6L6qlYqWh9XY6cYfUVc6iNxc4nIbyo+N2Hx4HmEvcVrURhch07FxhuQvpdR2LjNR2rlavTnBU/c2DwZoFyae4H7zlesNoy6XjJNSFSOCVlti8GsMzS/wCpy0KiBEvmXXnkY3qWYQKeUNFuQ/uKyfDx8qp/tI+8LW3OAglv+rf3FZNh351TfaR+0E6I39sYZI7LLePeqbtmflVL1Ru71drWLh1nvVH203vjdObAeDd3pkdwE/iwjUca7I+ZYPtFnj2JEf8Aezf5hW47PSP+JkAXBkPuWHY84PxvEXDnrJj98qdHFGxvxf33IEEdx0clvllAh71z3rRp3wepeL4S6R1rkUVXbt3Ardw7y720uHsJuW4eD6XuVQ+DzEZeEulHM2hq3fcCtfDwW/8AWNMxuQbhkPrc9aT+E/8AZnbNQtO2WDv+loR9Rx+8VmEZ0WqbO2ZsnSjIb1Pf0uKeRpGrXWmZb6PvVr4OHgbV4Q52YFSPZKp9a69Q3yferZwem+0+FC9vlA9kq4mt0x19/imepf7lcNm5bYdGDzZeoKj44fzPM6v9ytezTyaXd6COfqVEsWJy3wWsH7ByY4OZmsrqkk/o2e0uYkd7Bqsj9SVG2AdauqM9I2+0gNboKjMW6T3qRXk3uTrbuKFYa/MHr96JYg7ks6cu4oP8ZrtC/wDHNX5fuCvuFyEU8WfzG9yz3aE2xurH7T3BXvDHWgh+zb3BBQfifyVIjdkoML+SLqTG9JSU12aWDdMNclhyQKc5R5gLkhOucosj7P8AMmAfE270TgqRjbbPlDhzhXusLXNddUvHoTvyZ3BKaayrblscmGykizmysJ/vLy/wjM3cQhPNxTx6JCvUG3QLMPmByzB9DgvMXCOb1sB+pMPvpa4IyyvHKctD4A27+K463L80gP8AirPcQ8Yq8cBVQYsexZjdX0DT6JW/xWWf6XeJW2QI2ixdpP8AS5AfSsvmyld5RWm7ZOLtpcXub3q3nuWY1ItO8dDj3o10ZS6I8oL0JTVIm2b2eda/yG3cvPNEeW1bzg93bIbOyDO9NI30OCrA01Hgum3aHEmgfp4T9wrO/hHuL8fwd5Fr0Mg9Ep/ir9wXlxpsTAGksHsuVF+EdE5uIYHMR41POz0PB96vXETrG2GzgvSnwYXtfgGNwuBdauicLHS8Y/gvNDTZ4XpP4LEw/Bu0EfOKinf6WOHuU56qs/8AhpxmPEtk+g09dr9pGvMExXqb4bWdXse79jXj78S8sTLL5P6VniHMo70/Mc1HfqsqqPmILjrbVbHfSajTNUJ2gFpYXdLSlrip0JcmH6hOuNgmH5FZqNOGa4dAlPNkk6JB980+ZX/AJd7gyxGP6Few+ktWfk5K6bNzX2GxiC+lTC637zVeOlQWfNwTbtB2J2fUZJl2nmSpwm+acj1TQPQnIzmgCVMv0L+BPPbgUga51rYxXgf32L89KU5r9AfgUDf4HYmggbuMVt/7zCuj4est8WbheeHbSsPN8Ri9p6yP4S1I2s+Dlg93W4ufEZwQL5skYber1rWuGBttp4xr8ghP3nrHvhLzvd8HXC6dkli2orriPN1jNHfe+r0rff8ANZ57Hg+qBdVSE3HKuL+pMTOL3knpKlzs353kkaqM5gDnAA3DrLzbHSRG3kk9aRIc7C+SeaDxdwMrqO8kEhI46150JvZKGeiaDzpzJ1pvmgVYee/NqgspBc4jpKLPha8EXc241Bsg5BFwdVWiNnVfNXx1XzVIEMIF6o+SfcjrQQgWD/nf7p9ysDBktM8Kut0UCv8Ay37oRJgBGagYi0ccLfRHvTs+hACTO6aHOnpPGPamyO9Z03CUk6rvOuHVIG18dF8vjzoP9SsKbvVJ6mlHmtCD4KBx7z0M96MjVXngqxYdnQs6ge9SYfGUbC88Pb1X70/CbOWsZpRPJzUSssad4I5lLJ5KiVf5CTsVUlTk8Y9q6xck8c9q6xYfrRolP4hP1VJYDxYKjU3ifuhTGfkguiMnzG6qLiX5uPKHvU1gsoWKC0A8v3FO8CA3xGqREeT5kwPEb5+9Pw5t8ykAW1RuKX9//Sq2fGVk2qybSnrf7lWr8pZ660zwX2bduY5h7uipZ3rYYzmsawF27i9E7oqI+9bFCc1p8adl1edO8fV94UeiNpGedP1P5B/k+9M0g5bO0rT9R+CbM52eZFBHeC/RdDGtLZmdgRljb03nKqJQoIgWuIA051nG0o3cdrBa1n+5aXTjkuv0LNNpz+Pa3yx3BTrioFBF6L8g3tPehAReiN6duXOVGTEoL8X51mVcb19Uf2zz6ytMiduwl3QVmFS7eqp3dMjj61PyKyZTsY0TWpT0Y0Wa2i4K38V0Q/q7O5WbZew2jwknT45Ff+8FXMHaPwbR2/7aP2QrDs/ljmGG39Lh9sLojKttmaLOPWs82iydiQ+rN7JWhy3e0k5XWe7Ri02JA9E3sla1nGES+K0/VC4zN7e1dl8VnYFyMcodq5Wz1FwR57HYN/ZB7TlpVDBvO3hoAs24JWuGyODAC/yJvtFalR2YxrTrbNdmeMb01VxFtJUEc0Tz90rJcO/Oqb7SP2gtgrXD4nU3t+Qk9krIMN/PKUftY/aCKUb88uDybkco96pm2LnGpp7gZRu71cpSC42+kVT9rm3mpj0Ru70wa2bdalsG6ynL0LCcbcTi1c+2tVKfvlbvs20mDL9ae4LCMV5WI1ROpqJfbKnRxScaddjfLcgjskYxnxW+W5BnZLnrRp3wd5OL4SIDlf8AB9Xr5LVY+HF5dts250w6nA++qv8AB8J/8R6YN1NFVD7gVn4c7N27dGP0eH0rfuuPvWk/hP6oMZWq4G3+S1IP6q3vWUMyWvYVHxey1GD/ANpGfUE8DQVWWE7R9X3lWzg4u7azCB/Wf9LlUq8/KGj6vvKtfBu/d2twh39Z/wBLlafxt2O2D6QX5n+5WXZyQCBzR9XuVUx5/haQk/Nfr2hWTZqQWeNSWhUSyYi/8TVQ6YHKLsK61bUk/q2+0ncRd+J6gnTiXKPsQfltQP2bfaQGnYa85O6SiVbId1hJ6O5DMKaXNA6CiGIcmNg6/cg/xm20L97G6wjnk9wV7w1/gIfs29wWf4+78d1lv1nuCvmHO+Tw/Zt7gmQ3C/khSo3qBE7khSY3JGmNenGuUZrksOSM85yhVD7P8yfc7JQ6l3K8yCQqp2Rsq9irA6+80EWKO1DubrQfEW3HmKZMl4QYY3YZPYEHdJt5wvKvCSwMq6e3OJ/bC9ZbegfEalh/VPsvKPCcLVlMbc9R7TUtcEZRiHjFW/gR5W1Fcwi+9h78uyRhVQxE8tyuXAQxsm2s8Z+dh03qc1ZTrS8EttGNG1GKgafGT7IWX4g3drJh0Pd3rVduYuK2sxWPomHsNWW4oN2vnH7Qo10su0Z5bVu2zcnGbE7Pn6PxhnocFg9IeWFt2yMu/sThA52VVW31tKeOjTXeC4O4jFy3mfTn21T/AISjbxbPzc96lhH90q28FRcWYwATl8XPtqsfCTD3YbgUjm6VM7b2t8wFaa4idYGDywvQfwXJ7O2ihv8ANpn+t4Xni/hFufwZJ7Ytj0RcQHUkBsOe0h/ioz1VCPhpyiSTZCzr7ra8euFeW5yvTnwyzeTZMgZbtd3wrzDMs/k/pWeIcxzTL9U5Mc7Jt/Msqt8zVDNoRlTnyh3IoxDdoBeGnd0PcPUleHOgMnQmH83YnpNB2JpwsslGnpNylOzXLaoBDirNs1Ubuz+MQX8Ywut++FWnDuRXAptymr4fpsYfQ8Ks9FPzG5Ud1/UnpTmo5Oo6kURwap2M5pkHNOxahKASpTmvffwGpuN4KquK1xFjVQPS1pXgKkOa95/AMma7g4xuIi5jxy9r8xhb/BdHw/0z3xeeGU/yoht/+Ph9p6xD4T9SIvg+7OwtuHT4xXxkg2u0FjiD1ZBbhwzPLtqIMgLYdDp5T1hfwkaNldwE4M8veH0eJ4k9o+a4ERXHaujf81lnseKAxjqmocTfcad0dJURzQTJdtiXAgeZS23bNMSfm6qK8l0hJF7kG3SvOdJJPgtxul76KNI2xKlgZE9eijzDlG3SlQYbYCydbzpsBOMSOjznlnzCckF3t4Eo+7InqQF3PlbNVojR1XW6rh1Xw1UgSwYXq/3SrCxqr+Bm1W4/UPeFZIbOcB2LTJV80WQ/Efy7fIHeUUcwNbfpJ9SGYj+Wb5A7yqvBACTV3amnaJ2TV3aU048yypudKQl8xSEgSVzmXy5/BBwTwIXfMeho70WQzAByak9TO8omDdXngqxYQfxfbrcpEOb1FwY/IHeU5SovGC1n4zSHaKJVfkX9hUonLNRaq3Evz5k6IqknjeddYuP8ZfNKxW0Wm/JjyApzB4FqhU2UOf0B7lPZ+QauiMnWjNQsVyhHl+4qe3VQcX/Ijy/cU6A8fkmefvT0GiaH5Fn73en6cXF+1SALaz8jSn6z+4KsauVp2vbanpj9d3cFVR4yy31pnghhLtzEKV3RPH7QWyxZOPaVjGHG1ZTnomYfvBbQzx3dpWvxJ2XVC0DvJTVJ40flEJ+ob8mkPQ1MUnjR+UtEDFvCR3HN70Yaz5Od36TskKeLPi7PejAcGwZ/SKuJQ4m8knqzWX7Ufz7W/aDuC1WAB0f8Flm1TbY/XD9oO4KN8VnoONUWoXH4u3tKEc4Rei/N29pURVTxIBTvJ5ge5Zi915ZD0uWjzO3aKZ3Q13cs11e4qd/h5dT0Z0TKdjN7dqzXWmYSLYdRj+rRewEewHPGsNt/3cPthAsMI/B9Fb/tYfYCOYC8NxrDXE6VkPthdEZVvAjBZmFnW1kQFXijR9GX2CtDjm3gbKgbW2+NYqT+rlP+GVtpnHn6XNjewdyTF43nSpjyGjqHckw5lcjZ6z4JqcM2SwY85oYz6VosTLWtzKjcGTA3ZbBWj/8AHQH0tCv8Y0K7JxhUDFA5lDVH9hJ7JWT4Z+e032sftBbBi7WnDKv+zy+yVkOFtvW0o/ax+0EUN6kYSchflFVPathElKQDmx/eroISQSDzlVPa+NzXUhI1bJ3hMImzTSIS4DITZ+gLA8RO9X1LumolP3yvQuzDD8XfYG3HDuXnrEh8tqPt5PbKjRxR8bPJb5bkFejGN6N8tyDPWFaNN+DsR/4m0l+aiqz9wI7w1yiXhArLG+7T0zf8P/dV74Pb93hJpSTb5FV2/uIpwsSGTbvET0CEeiMLSfwn9VRuh7FsVIf5OUbRkBSQi/7oWOt0PYtipW7mA0odn8mh9kJ4GgStt8YFvojvVr4NW7+1+Ds/rF/uOVTrT8qt9UK38GAvtlhPVK8/4blcTWxY8AJKW30Hd4Vj2YFnm51aFW9oDaemA/Vu71Ydm3eGa0HVqolmxPd/A1RnpE5MbD2FbUfZt70vFDbB6i36s94TGxDvls/kN70w1LDH2juOlPYhIXNb2+5Q8PdaEdqcrnndAukGe48++NVn2p7gr3hz700P2be4LP8AHHfjir+0PcFesNd8lgt+rZ3BOgcifyQpLHqFE7kBSI3ZJGmMcnA5R2HJOtcgHC7TNRqkG+XQnXOy1TUpvn0IAdUBCK91redGaloIJQLEbhoPMCUEznbyNstHORl4GTP91eSeE6/xqmv9KfvYvXW1m7JT1DD+qk9kryTwot3amld0um7mJa4IyPEfGKuPAMHHb4tbqcOqf9Cp2JeMVcuAV4Zwggn/APHVI9hZZ/ppeLDwiMI2yxYEZ8Yw+mNqybGBbEqkftCtc4RHB22GKOHznRn/AAmrJMa/nSq8v3BPZZN0n5QLadhnb2xtEwnxK6oHpDSsVo/HC2Lg/k3tlWsv4mIP9cYRjo03HgebvnG2/s6Y/eegXwmqe2zODzG3IxB7fTEf4I9wLXfVY1GBm6mgPoe5DPhMMJ2MpXH9HibPNeNwWl4iPLrjZ62r4Mc9tqcVhv4+Hb3okH8VicjrPPatb+DdUiLbqoYT+Vw2YehzSonVXj74Zxz2R/8A6/8A/wBK8vzHMr0z8MiYvl2UYToK4+uFeZZis9/0rPEKbxk25LlzckO0WS3zVAx8XpYXdEnuU9uih46L0IP0ZAleH+q48XHmTbhkniMkhwzIWakYt1XALJwjxk2kCP8AZScNfuSvbfx2gegqP0+ZLpju1DO1OATldqmHG5PYlyO17U1qT2IofDmTsZ0TJKdjI5KAI0pzXuL4AdUw7NbUUTjctxKCUD/yrLw1THNev/gI4mKfEcaoHOyqaiE2/wDLct/h/pnvjcOGcj/qiDT+b4/U96yDhnj+M8C9JGQXBtdiXJOn5KNa3wyuvtLTG+tAz/Mes129gFVwV0cBNxJiVeyx0zhjXVr7jGdeBZSY5pGOJvcj1piTc3wW3zapOJDcxCZmWUr2m3USFFkLGlriR4t/WvNdRDD1piY3e5Osc1zSb86am8YpUGTkltSDmexLakazvbYkHVV53P2qxzk773HVVx+ZV6I2dVwarrtVxQBPAx8rd5B7wrNTjlgdYVYwQ2rD1sPuVnpjd47QtclS5h4Nva73IRiOUzfI95RqYeDZfpd7kFxL8q3yPeU9CAcmru1Mk5p1+ru1MnxgsqbpOqQlOOSQSkZJ6OpJXxOa+QfBnAR4Cqd0GP3qeNVC2fBNJWu6HRD1lTVc5ErBgRvRyA/TPcpcJsQoOAkmmlH1/cpsXjhaz8RepJzbmotX+Rfz5FSz4qh1f5F+fzT3J0RVXar5vQuONie1fMWMW0mnHgR5IU1n5IBQ4BaL90KYz8kF0xkcYFBxj8i3y/cUQZ7lAxgeAb5fuKKA8/kIz5XuT9LomP6NGet3uT9JzpQBG2Q+R0v2rh91VK2d1b9sc6Gl+1PsqokZrLfWmeJNF+cwnolYfvBbWzxndpWJ0v5WM/Xb3hbYzxndqv4k7Pz/AJnL5BUWk8aM/XUubOkl8gqHS/o/LWt6iDs3jwjpae9FQfk/7x7kJmzMPknvRO/yYeV7lcI1TE2yNupZjtXntBXeWO4LSoX2GfUs02nO9j9cf2g7go3w8gr8ii1CQKZvnQl+qK0QPxZiznVU9WX/AAbVEc0bj6lnDTcuWiVrw3C6q/6tw9SzpnjFTv8AFZLS4zmO1ISmajtUKaVhZ/F9H/ZovZCO4N/OuH/2uH2wgOFZ4dRf2aL2QjuCm2K4ef63D7YXRGVbzTstvZKh7Z8mfGOqGU/4Sv8AE4cs6m6z/bs2kxpw/wC2kP8AhLa8Z568/S6DsX0GpXJDceZfQ8/YVyNnsXg0ZbZrBR/+mU/sBXxrclReDU/yewUdGHU4+4FoLGgtHYuycYUNxY2w2rv/ANvL7BWQ4YbV1If20ftBbDjUd8LrCOanl9grHMMNqym+1j9oIoj0NFMCMx84qqbXytIos9BKPWFZ2gFp7SqjtgCGUZBvnJ3hMJeyj2inlzH5VvcvOWJOvWVLh+vk9srf9lZ/AzNPNI3uXnutdeomP7V/tFTo4pmOW5HlPQR+qNY4c2eU9BXarnrRpPwfGb3CTS9VFVn7in8KBH/XeLAaNkY30RtUL4PZA4SID/8Ap9X7AUjhKdvbeY3ne1Tb7jVc/kv1XW+KexbEH2wenb0QxD7oWOt0I6lr8gIw+Nn0Wsb6gqwWgSrN6o9gVy4MSRtfhrugyH/DcqZU/nTr9XcrvwWN3tr6DqZMf8Mq03jVcfkJqacE38EdPKVg2em3aqNoGoKruPACtgF7+B/1FH8EIbWRADnt6lRLTikl8IqT+zPeE1sOR8dn8hvek4m/8U1WfzPeEjYd3yyfqjb3php1HJaOyXWvuAVDp32YM07VOuwXKQULG3Xxmrt+tPcFe8McPisH2bO4LP8AGX3xer+1Pcr7hZPxWH7NvcE6BuJ3JCkMcokfitUhhSCXG5OtKYjKeag3XHJNym2aW7RNSusCgIk5yKB4kbN86OSkEFV/FCQDzgIJRNp3M3ZgRk6N40+qV5E4UyOPpbG/Kl9li9cbQuD3vY7na4epeROFIeHpvKk9liWuCdZPiXjFWfgXnMG3kJHz6WZnp3VV8ROZRvgnkLNvMOF/HLmeofwWM60vF74Q/wD6txA9IhP+E1ZLjn86VHlDuC1nhDDm7VVgI1jgd/hhZPj+WKT9oPqCrZZR6Q8pa5wdO3tnqht/ExBvri/2WQ0p5YWs8G7r4JXDorYT/hPRjo1xv3AgC7FsWbf+hRn/ABP90z8JiMHYQyWPJxGn9YcE7wGOBx7E2dOHg+iVv8VK+EnDv8G1Y8fo62lf94j3rS8RHj2U2kK074O7x/4k00ZNhJRVLT/dB9yy+c+EK0j4PUobwpYSw/pGTs9MZ/gs51d4n/DNjbHW7JNYdYK0n+/EvM0upXp74azgMT2RYOamrT9+JeX5FHyf0eeIkvjJtyclPKTblkt1uij4u3ew1/U4FPjVN4i3ew6cdDbpGrB8VIcLOITluSkO8c/85lmowfGcm04Tm4psnRIEFdjNpmnrXDquA2eOooCc51we1cb4x7FwG7Xdi+ZqexAfHQJyPKyZOlk7GdEwn05sQvSvwMMVFJwhtoifziWPz8lwXmaA8oLZ/gxYs7DuFfBWh1uPna0duf8AFa/Hf9RG+PYfDE5w2hpd4W+QN/zHqh7UeF4OcMj3TnjVaL82cEWSvXDS+20lKOihH+Y9ULaSUs4N8PktkzHao3v/AFeNdlYR4Kx1jBjVUGeJ8alA/vlDqoW3Lj5vvRDFxfEJTfWpl9pyHVRJsOcBebXUZADWXtndNyG7vMlvFmAWTbsvQpoN9a6Dkuc3nXQg1tqmtE0m5e3NdVp+qslUN18gz5+fqVbcr0UNu1XF06rigCGDfng8kqz0zt1wJ0uFWsDzrrH6B9ys7AOhaYKpEz2mNnN43uQTFCOObb6HvKMSNvbqQbFWkTN8j3lVrggE85uTHOnXnlEJu2ixpkvSTzJb9E2dEGSvl8vkCj+zrfxbXn68XvUlNbNs/FFe79oxOq/yEObPm8czesH1IhGBvBDtnNZh0bvvRFg8LbrWs5EXp93iqHVG8Ml/onuU5w5NlCqm+Bk8k9ydEVN2q6znSTqut51jFtKgPgfMFNZ+S8ygQ/kv3Qp8f5LzLojI8z3KBjP5u3yx3FT41Axn8gzy/cU6ED+hx+U5PUY1TI/M2H657k9QnNIBm2LbUFMf2x9kqonVXHbH+baf7f8A0lU4rLa88PU/5RnlDvW2NPKd2rEoDZwPWO9bXG4FxsVfxltJm/NZBf5hUKm+Z5SmSn5M/wAgqFT6N8pbVEHpj+R7D3okD8kv9YdyFzmzYOw94RaHOjdfpHcqiUKLxT5lm20Zvjtf9r7gtLjjO4S3pWZbRH8f4hfmnPcFGuKgU9FaH82YhTs0UocqdqziisUNsHqz0MPcVnjfGctBxY/ias+zPcVnrdT2hTvqslpTNR2pAN04zUKFNHwr+b6L+zRewEbwg/jOh/tUPthCMNjtQ0Wf9EgPpjCNYO0fhSg/tcP+Y1dEZN6jyDu1Z7t+8D8NH+qPP+EtEdYF26PnFZrwju3W4yf6of8ALC21xnOsGeV2Ln7CkynMr6InPsK5G72NwbyN/wCn8G5X9Ag9gLRIHB7LhZtwdAN2ewf+ww3/ALoWi0h8Guycc9MYz/NlX1wS+wViuHm1TTnokZ3hbPjJIwurv+ok9krE6R1poT0OafWEU49ERvG4TzXVT2ycOJoyOZ0g7lZISTEO1VfbMbsNL1SP7gmRjZh/JnAPz2Lz9WOPHyn9o/2it42YebzgG2bCsFqzeaTrkf3lRo4qONHNna5BXaoxjJzZ2u9yDnVYVo0jgCv/AOIkAaMzQ1Q+6FI4Qr/9c44DzVjh6gm/g+bn/iPC5+goKs/danOEVwO3WPEDL49IO5XP5L9AGGwPYtmrGBlI0X+j3LGGHI9YWy1xtAAOkD1KsFpXqo/K3W6u5XngoN9rqXqgnP3FQqk3q39o7leeCsuG1cBbnanm9lXE1qu0Dh+EIQD+hHtFGcKktXRDmD1Xcdc84jECf0I9ooxQPLK1vPZ471RLfij/AMU1Xke8JvYWQCrqb/q2+0mcUeRhNVf6P+oJvYV/yup+zb7SdDSqeS+6pNRJdgQ+ldmFKmdyLJBQ8XffFqv7Vy0HC3D4tD5De4LOMVf+Nqr7Zy0PDHH4vDn+jb3BOgcY7kjNSGHIKHGTuhSYzkkEuMp5rutRmFOg6oM7e4tdNTnJLablInFxcICI8XBQLFA4F2aPkZEIJimrggqznaRxbOcsrHuXkbhRJM9MLW5cnstXrracjjTccxXkjhTZaanI5pJB6v8AZLXBGR4j4xRHg2lMe3mDEfOqd30tKH4kLOKIcGQDuELZ8Hnrmj7rljOtPxovCCT/ANTTEjP4vAT/AHFk+0P86y9je5a7wmMEe1MoHPS05+6VkW0YtiknWxvcq2WUOmPLC1Xg0lH4Lr4z/wBxA77jwsnpzywtO4NZPk+IR3+dA72wljo1x6G4DJGjaitaSLHDXnXokYjvwiY2v4L8YeHAhrqd/wDit/iqvwJO/lZUgGxOGze3Grdw7wPm4KtoM77sMb/RI0rW8RHiec+EPar3wFz8Twq7OOv41S5npjeFQqjxz2q3cD0/E8JuzT//ANQjb6QR71lOrvFt+Gu8nGtkgRb5HW5f+bGvMch1Xp/4bUYZiuyLwNaavb6JIv4ry9IdVPyf0eeI0p5VkgrsnjJJKyW+Gq7VN3qKdv7MrjTolvG9Tyt6WO7kBVNW3TRPKJ7U6M22TUmRPYslo5TZOYCWdE3z+dIPjqkfO86WdUg6oCZHnGT1JTNPMkw/kfMug2bfqQCb5Jxhzsmgcs043VATITmCtJ4C5HM4WNky0kb2JwtPYSs0h1Wk8Bbh/wCK+ylxricVu3Na47E649u8Nj7bT02f9BH+a9Z5tjMyHghbUOdbicbqXHs+LM/gr5w3OttRS5/0Ef5r1mHCbUMh4BquQtufw3KMv7M3+C7dfUc868S1snGT8Y7UyOd6yVAnkaXHeIAA0Umpdd9ydCShsxBlte915trqLc7faMrDoTbzp2Lt8rLjhcBSDdsl0aL4jJfN5kGt1Vdwkc7Ukk+hVl+gVpqADHIQTbPuVWfoFeihs6rgXTqvhqoApgAJrjbmjPuVmjBuFXNm/wA/d9i7vCs7QQRktccKlPGiC4t+WZ9n7yjjsxdBMWHyhg/ZjvKeuCK448s9pSUp35Q9pSViZL9E2dEt+YCbOZsg44uHJdXDmgVa9mmA7P1rraydwCSdVJ2citszUO6S89yik2Wn5Cg3s3+UmH1Wn1omB4U9qFbNZzzD6g70VdlKe1aZ5EXqSTcKJUjwTx9U9ym7t2qFUZRv8k9yqlFOcbFKbzpDtUphWDRpUVhFl0BTmfkvMoEX5LzBT4/yIPUuiMjzEPxr83b5Y7iiEel0Pxv83Z1vHcU6EFp+Qt+0PcnaE8qyZb+YjqlPcnKI8tI0La8/iyH7cey5U06q47YfzVF9u3ucqadVlvq88OxGy2ekdvRsd0tB9SxZpsCtlw43poT0safUFfxp0IyD5M/yT3KFTnkjylNdnTvH1D3KDTnk/vBa1A5MeRB5/cisBPxN9uruQmY+CgPWfcilMb0knYO4qokind4PPpWX7Sm+0GInpnPcFqFNnGb9Ky7aT+fsQ6qh3cFO+KyF3uUUo/zdqE3zRWi/N2+fvWcVSMaJGBVp/ZqgA2J7VoGMC+BYgOiElZ9zqd9VnhY8bsTzNQmGnlJ2M8oKFNNw4/IaI/1On/y2ozg5tilCf61D7YQPC3Xw6iPRSxD7gRnCD+M6E/1qH22rojKt+Bu5xPSe9ZnwnHdhxkj/ALQeyFpgIDndpWYcKbt2mxg/1RvcFtvjPPWEzeMuxHI9hSZ8n3XY+fsK5G71/wAHjvxBhH9ji9gLRqN148+lZvwfO/EGE/2SL2AtFoz4PzrsnHPTeL54ZVj9hJ7JWH0zrPiPW33LbMWJ+IVOf6GT2SsOgdZ0Zv8ARRTj0XC5pjAOWirO2oaaamt+tf3BG4ZHcU0k8wVc2xkJpYMxlM72UyQdmGgSztOlm96wWsNqiXqlf7RW7bMyHj5h9VvesHq85pT+0f7RUaVlUcXN3M7HIQdQEUxY8uPyShRycsL1bTOADLb9r/o0FQPTupG28wm2wxqT6VdN7Sd+D8wybcPINt2hk9Zah+0z97aPFHE3vWTe2Vc/kv1CjPWtmxUhoLRzSELF2GwWv4nIcx9cqsloAqXA1kmfP7lf+CIb21jOqknPqCzuZ3yqTyloPBAT/wBVttzUk1/uq4VadtELYnGP2TPaKKQu3K4jok96DbRSE4qzP9GzvKIucRXydT7qkrZi8gGD1d/oj2gmNhXj43U5/o296RjTiMGqD0tb7QTewrvlVT9m3vQGlUjyS2ymSu5KgUXMVKmdyUBQMVd+Nqv7Zy0fCz8mh+zb3LMsVf8Ajar+2f3rSsIN6SDL9GzuCdA1GeSFJjOSiR6KZHokD7CngeZMN1TzQSgzjV8/xV1oSgLgoCLIOSgOJNN3FWGZuWWSDYhGSHFBVm20zWmTlD/l15K4V2hr4Lfr3j1OXrvaZhMrmlvR3ryNwsjwkOWlTIPbS1wRjuJ+MVM4N5OJ2/wCQnSuZ3FQ8Uyce1fbGycTtfg8n0a2PvWP60/GucKIttV20UH+pZBtN/OZ+zb71sPCoN3ahn9ii9p6x/agWxK/TE33q9lkMgPLBWj8Gsnhq2P6UUbvQ4/xWbQmzloHBvJbE5mfSpz6nBTnp3j0ZwGlp20e0i4dhtR3sWlcMlJHNwWbTtDcxh73DzEH3LMOA538uWjpw+pHqaVr3CbFx3BztLHrfCqk+hhPuWrOPz6qTylYODScU+32zsrjk3E6e/8AfA96rlQdD1KfspUfFtpMJqL/AJOvp3f4jVj+tPxqfw33/jrZNlshT1xH/qR/wXlyQr0v8NaoEu0ezUd/ydJVH0yMPuXmZ5zS+T+jzwxIeUkOSn6lIfoslOtKdGbHDpaR6ky3VOtOVukICq6EhNTCxKedlK4dBKbqBYlZ1aI4WCbsnXhNjnUgnnSDqnOe6Q7VASYT4K3Uu3tGb9CahdZtu1OE8goBI1TrTmE0EtuoQEuI5rTOAZhk4XNkGDV2KwgetZlEVpfAJM2Hhd2QlcbBmKwuPmutMdidce0OG6S+1FKb/wBBH+a9Y1wz4iabgJmiBsZMdeB56ZoWs8NEu9tPTC+lC3/MesN4dZx/4MNYTn/1ATr/AFcLs3fqsc9eT6neJJ5rqBYl5te6ITkkE9aHEneJsvOrphfzrL53Qvgbv15lw5uPUkCV83mSt1IBNwgLlL+Rd2HuVWdorRUG0D7dBVXcr0mGzqvhqvjqvm6qDGtlxevkH7B/eFaWNzVX2VF8TI6YH+5W9jLOC1xwqQWiwuECxhoFSy36sd5Vic3JV7GPzxo/Zt7ynrgisOHLPaUk5Jx/ju7SmnHVY0yDzJB1Sr5JLtUHHF8vl8gL5s9H/JQm3jMkKEuR7Z9n8loAPnQPPrcgHMOxa36kTBnZo2q5R0x+8IvJlO/ykH2ZN69zemI94RecWqHj6xVZ4V6nAZDsUCo8R/knuRBpuGXz5I7kPqDyH+S7uVVMUwnNKYUhx0KU1YtGlx5QDraEQiHgPMh8Z+TjyW9yIw50/mXTGR2IXF+pDscygYPr+4opT5+hDMeyp2eX7ii8CAwfi/8A833LtGbSLjD+LSf2vuXKQ+ECkIu1/wDNTOqdvcVTFdNrM8IHVMz3qlrPfV54W3xT2FbLhWdFTHphjP3QsZacj2FbRhA/F9GbawRewFXxlsQP5CTyT3IfAeT5wiB/ISeSe5DYDyfOFtUjsp+TwHrPuRSlPySTsb70JkN6SA9Z7kUpL/E5PJHvVRLlK4GMkLL9pf5/xH+0OWl0hIZYrM9pD+PsR/tDvcp3w8hRNkUojenb2nvQknNE6A/JxfpKyiqcxXPA8Q+wcs8Jz860PERfBq8fsH9yzsnPzqdqyU3VOsPKATSVGTvBTFNKwV+9hdIf2LB6AjeFk/hCjP8AWYvbaq9s+6+D0h/Z29ZR3DXWrqQ9FRF7YXRn8ZV6DDuW/tPesx4V2j4nixvn8UYfWFpQJ3nm2pPesz4V3D4linXSR+0Frv8AlnnrDJhyl8zQ9hX0vjLjfFPYVyt3sDg9Y0YHheX9Fh9hq0WKwaLLOeD518Cws/1WH/LatDidkF2TjnqPihtRVA6YZPZKwuE+J5lumJH5HUD9jJ7JWEQnJvYEU49CQkbgF+Ydyru2AHxON37c+yUdpnXjaelo7kB2wPyFvVOPZKZBGzTiKuQX1YO9YbVHw0o/aO9orasAk3a4352+8LE6o+HlH7R/tFRrisqhix8IwdDT3oW7Uolix8MB0NPehrjmsKtqvwdWb22VU76FD3yNCA45JxmNV8n0qqY/fKsnwbtwbUYrM8ZR0DT/AIg/gqniEnGV9S8/OnkP3ir/AOsL9cj5u1a9jNmTSMHNK4etZDTm8jG9Lmj1rW8ecPjc46J395VZLSuyu+UyH6y0bgcbv7UOHRRSn7zFmz3fKHnpcVpPAuf5Tykf9jJ7bFUKtG2gH46DfqRIpWNLMRlH1vchG0Dvx9b6sKMYid3EpR2H1K0jeMknBJetjPaCTsIbVdSf2be9IxaS+BO62R+0FzYZw+N1H2Q9pAaZRG7QVKmOSh0Buwdily+KgM5xZ344rB0Tv71qGDC9HT/ZM9kLLMXd+Oa2/wCvf3rU8EJNFTfZM9kJ0DEYtdS4xzqJGeUQp0QSBQ8YKTG2/pTFuUFKhGZQZYavoxe4S91Ji1IQDFQLBCK4XaUYqBdCq4cgoKs82lHhyOmy8hcLYtuX+bWPHrkXsHaS3xgryBwwcmQt/rr+96V4J1jGKeMVCwSb4vjuHz3tuVcR++FLxQ8ooRC/iquF4PiSsd6HBYXrVvHC06+1MRP/AGMftyLHdqT+MR9k3vK13hXeHbSUzx86gjP33rHtpnXxEfZN7yr2nIbEbOV64OXj8Nbh+dTye4qhsPKVz4PpA3aCAX8aORv3VOenePSvAaAeECmbfxqOqH3Atv2/pmv2F2jbbXCK069ED/4LCOBCUN4Q6C51p6of4RW87byb2xmPt6cJrR/gPW7N+clQeQ3raO5LwmQR4lRyH5tRE70PCYqHeDb5I7kzBLxcrH3tuuDvQVh+tI0v4YNa2q21wuJrr8VRO9e6V57eblbB8JarfU7eROc64FFGR52hY685qPk6rPDT+dIceSEp5skuNwFBvgU6wpgGycabINXJxaqePrnvTNT4xCkVeVdKOiQqNM67nLKqR3pDUpybKQcdqU2Tmlk5lNOOaAdjOdk5fIqOw5qRqEB91JYOYTehXQc0BLicrtwV1vxHb7Z6qvbi8QhN/Pb3qixuyVg2VqjS47htQDbiquF1+jlhXm/ZXj3Pwu1Am2ho5mnKTD2OH996xbhppnVXBBPM12UGNMuLczodfUtO27rvjkmC1N78ZhTM+yR4VA4R4TVcDOP5X4nEad/nML/4Ls39ysM/VeSpGAsB5yAhrxZzgitt6EdO7khkmT3ZLz66CGnla6BdB1XzedJaDmkZaQlpvpQIuVUWinkIOe6VVnK5YjE6Ojm3m/Md3KmvWmomG3L5uq+cvmrMx7ZFpdixA5oJD3K6siuVV+Dyn+M4++PopJj6LK8mieySxbbO3qW+J9I1fsNezTtVYxq/x+3RG33q4SREHzqoY6Pxk4fUajfDzVZf47u1NPF088cpx6ymXLGqN2SDqUs+9IOpSN8vlwrqA0vZ5o/6YohbWmcfW5VnmHYrXs+wjAcOZ00o/wBSqg0C21yJn6LbMm2JgdMbh3IzUm1S/wAooHs6fxrGOlrh6kbqzaqkH1k88K9Eo7O3PJCGVI8HJ1Nd3IlTm4Zz8lDqjxJPJd3KqmKUdAlNOXmSToB1LrNCsGjTY/zZh+q1EoB8mv1Icz81Z5De5EoPzU9hXVGR6m5uxDNofzeL7T3FFKUX9CF7R5QReWe5F4EGP+aHHomCapj4QFOR3/Azz+2CZpj4QKTpnaon8DH7VneVTCbK5bVEfgQn9szvKphN1lvqs8Lbz9i2nBeVhlE7pp4vZCxWPM2W0bPnewfD3f1aP2Qr+IbEz+Qk8l3chcHi+hFf0Mnku7kIgPI9C2qIOPPyGDyj3IpRu+Svz+YhJN8PhP1/ciNG4/F3AZ8gqokqksWHoWZ7TgN2gxID/uHdwWlUhs0rNdqD/KDEft/9IUb4eegrtUUofzcdpQtxuUSoSfi4PWVnFXh7EXEYPXH9g7uWdnxloOJH8TV32LlnpPLKnf4rJxKj8ZICXH4yiKaBs6fxNS+SfaKPYefltL9vF7YVf2dP4npfJPtFHsPPyym+3i9sLozyMq3/AHyXO7Ssz4WHAUGI9LqaIffC0i/Ld2lZnwuG2H1vXTxe2tdfyzz1icpzXIzr2FJkOZXYzquZu9c8HMt9n8JPTSQ+w1aVC64b2LLODeT+TmEf2SH2AtOp3Xa3sXZOOekYjf4nPz+Cf7JWEQnJufMFu1eb0k32T/ZKwSN1gOz3Ipx6Go2l0LLj5re5ANsW2oHai07e4o/QO3oIyPoN7ggG2Th+D5c9JmJ0lZwZxbXNsdR7wsYqjaeX7R/tFbBhcu7WsN+cd6xysPymf7V/tFZ64rKo4o75Rrfk+9DibqbiTr1LupoUAlY1bV/g9SbmN43Y2Jw4H0PuqpO/eqJXdMjj6yrDwDP3Mcxf/wDhzj61V9/ecXX1N1f/AFhfqZQjfq6eP6U0bfS4LWcfG7WzjP8AOJR94rKcH5WK0Q6aqEf4jVq20bvxjVAH+lTe2VWSqtPPh32+kVpnAs0u2jqCDpQv9tizAu8M7yj3rUeBM2xysd0UlvS8KslV+x+//UVr/qO4I1iwIxJ/WGlAsddfaTzwdzUexw2xC/Swe9WkRxGx2c37/MZ7QX2w5+Wzj9kPaCRWuJ2WLugNH3wvthnXr5h+y/1BAajh5uxS5M2jtULD8mAFTpiBGEBmOMG2NVw/rEnetXwXKipvsWeyFkmMu/HVd/aJO9azgrvkNN9iz2QgDMfjohEhsR8IiERyQD3zgpMOpUQuzCkQuz1QaVqmo3cpyWHZaqPG7wjggFTc6E1xAabonK5B8RdkexBVRdpXD4wexeQuGhu5Uyt+jXvHrevWu0biZTYrybw4DdrKkHmxB3e7+KWuCMQxLMlBHmzweghGsSOqByalYVq3DhNl4zF8Ok+nhUDvSXLJdo3XxD9xq0zbyczT4JMfn4JTH1uWX7QG+IHyGqtpiA02KtWw0u5tDRdZc30tKqTTnmrFsjNxeOULr/pQPUVOeqr0nwNT8XwhYVn4zZ2+mJy33bCbe2Sxtt9cLrB/gPXnHgoqOK4QMGJNryvb6Y3Le9sqrd2SxtxOmGVf+S9bxk/Puod4NnkN7lEL7Mdn809ydqHclo+qO5RS7kOH1T3LBrB/h5qDUbaxuvl+DaUjzxhZk855rQeGVxftJQTE/lcHo3/cI9yz16jfTzw08pJ0Xz9VwnKylT5KaU2DmltQAKvsK6Y/XUCR/Kd2KZiTvl03l+5DXu5R7FlVR3VNuN7ru8LBJJyJSBLjmU2TqlPdmU27VAdacwpLTldQweUpLDcIgKvr2roOaTdfA53QEiM5IjQTcTNFIDmx7XegoUwqZTuzGacD2NX1wrMB2Zqgb8ZhWvZM8IZtO5s3A7tZCRvH43SPF/spkNwHEfjuwuyku9cjDZGHPonensam43g62mpL/lX0xFtcmyru99jn5Xk6I70LR9UKBKzlPJ6VPjO7KWX8XJRZowd4gLgroRAMr9K4NClnxPOU2znCk3TpdNtN7pcmTE002ugRqe1NMIqN5a0XMMhKzp4WrbZ07oaN28CL00rh3LK5Fr8n1U54YcvmrpC+aLLKGvHBHFx21j29FDOfZWnPoS6Ulo0fn6FnHAyL7XS5X/F8/exa/SxscJAR+lC6vin+WeuqbiNNxYYQNXOVAx8WxSUdDWdy1HHoQ2OCw1e9ZftB/O84PMGj1JfJw89VmQWce0qO7XzqTJqe1RzquarNuFk2fGKcfqmzqg3AvivguoDVsHZuYbh7DzU7PeqcdT1FXqlj4uKjjtpDGFRpBuueOhxHrW+uRGRHZ0/jiDr3h90o7Xi1XJ239Sr+zxtjFL1uI9RVixMWrXjqB9SM8F6l0mbWHqQ+odZsvUHe9EsPzY3sKG1TRvTN63+9VUxSzzdiU06pPMOxdbzrBo06M/I4j0saicA+SHsKGx5YfAf2bEVpx8hPYV1RkdpTbNCtpsoYfLPcitJp5kJ2pNooB9d3ci8EQYj+JH/bD3KNTnwgUmH+Ypfth3hRKb8oApM3tT/MZ+2Z3lU1XTahv4jeeiZneqWTZZb6rPC49Vs2zRvgeGH+rR9yxiI3ctl2VzwDDD/VmK/i6N8GQPBSj6ju5Bac8g+ZGm/k5fJd3IHTnkO6gFtWcHAb4ZEeh/uU+id4I/ZuQ1h/FbT0SBTqF3gj5Du5OEfg8RxGuSzTac3x7ED0znuC0qmN4nX6lmW0ZvjmIH9u5Tvh56EnVEqH83HaULcblEqH83HaVnFUrFnbuC1p/ZFUE/lFe8YP4krfs/eFQyeXfqUb6rPCx7k7F4yZTkZzupil82ddfCKfscPvFHaI2qoPtY/bCr+zTr4RF1Of3o9Rn5TD9rH7QXRnjKt+B5Ts+crNeF7+bas9MEX+YtJI8I/yj3rNeF+wwup64Gf5q11ys89YhIbErsRvdIlOZXYSuZu9VcGs29s1g5/qkPsBapSPybc8yx/gykvsvhBvpSxD7q1mjfcN8kLrzxz3pyvINLPf9U/2SsDjdkLfR9y3fEHkU0/2T/ZKwON3JHk+5Gjj0XhxtSxW/Vt9kKvbYuvQVHVJGUew996SE21jafuhVza596KrFtHRn1hVSVKhkIq2G/OFktYflM32r/aK1CkkIqmdqyurdeom+0f7RWWlxUMSd8qcOoKCTzqViJ+WSKGTmsquNJ4EZA3G8WbfN2GSW8yrUTuQ3sHcjvAm7+VdVGdH4ZUj1KvRHwbfJHcqn8wv0WwZ1sVoT0VUH+Y1aptC78Y1P9pmP3ysnwc/jOj/ALTD/mNWp7Qu/GNRc/0ib2yrymq9e8jj9YrVOBBodieJO+jTs9bv9llAPhD2laxwHX+OYu4c0EI+85VnpVdsdt/1Nb60A9TVYNoOTXMPSz3qt4y4naq1/wBJTj1NVk2kNqmF3S1w9atKVVPB2ReehzR98JWwbgcSlv8Aqfeos8l9j58/FmYPvBObBO3sUeL6xFMNXoXZBTJ3Wjv1qBROFgpVQ60Q7Ugy/GH/AI5rv7RJ3la1gjvkNN9iz2Qsexd98Xrjf+kSe0VrmCv+Q032LPZCAORu8L5kQjfkhLH+FHYp8b9M0BLL9FIhfmVAMmYzT8MmZzQYgHZKKx/hXpYky1URknh3C6AkSvyQfEXck58yIyPuhGIP5B7EFVD2kkIlPYvKfDsbYjVW568n1L1JtLJac9i8s8PJ+X1Z6K8H0tS1wTrDsROqCzeMexGMROqDSeMuetWp7S1Pxih2clvrgkA9D3rPcePy8n6jferZVVXH4NgBv4mGtZ6JHqo46b1o64x71WuFA8HO6MYDLxeJUj76TNQUHNT8Ok4uoidfR7T61OTeiODqoEW3WCPvb5WB6WkLc9u63d2Kxx+9/wDbagemMj3rztsdVcXtVgst8/jkPrP+62PhFxPi+D/G3b2tBKPSLLonGd68YVDubqCjb2vYU7O7NRwc9Vg0F+F634XwQj52z1C4+cPWfv1Vy4San4ziGDuvfcwKiZ6GuVMec1G77TnDLsyV8uOXwPMpUSlNKQTZfA6oADix3ap7hzvPchTn5+ZFMZB40O+s7uQZzuUFleqPn8mHJN7sXHG0A7VwPHFpAh3Svjmkk3ISnCzjbS+SXoNqTERYKMU9CcrIgOX1Sbrp1KSTZMHWHJSoHcodqgtKkQO5QQHobYKv43YfBYic4Ipmf4z0ZrqrewDEae+Uhiy7N/8AiqFwd4kBs/DAT+Sc9vpcT71ZqirBpJWb2Ty33rszf8sbPt59q4RT4xVU7jfi3uCZMZ3HjK+7dTNoGmPajEWAi3GE5dgUZh5BvqWFclbBb/EAtzlMsOZt0KRL4p7So7NT2KDKn8RMDUp+bxFHBsTdAeg+FihFFA1tv/t8zvvkLD5Rot54X52z0ziDmzDJB98rB5Fv8vUY4YOq+Gq+Oq+GqwU0LgTbvbYSC39Bl9pq2mGmHFyPDbHfaR6VjXAgAdrp8/6C/wBtq3SMBlG8k5jdXX8X8st9UzaSPchpjbWR6yXaD+eKq3M4D1Ba7tI4PgpR0Pd3LItoP55rR0S29QU/L9KwrMhsfOmCnZDc3TDshdc1WQ85psnlJTtUk+Mg3w0XySDZKGtkhY2YC0tLl+ji9yoNQLTTDokcPWVfGO3jRu6YolRKoWqZx+1f7RXRv8RlL2f/AJ4ox0yW9RVkxe4rXDpa3uVZwI2xijP7YK0Y1+fnyGozwXqVhZuxuXSh1X+WmH1ne9EsIF2jzobWgipnH1nBVeJnVKSm86SujnWDRp0J/FtOf2TO5F6YXw8+S5Bacg4TSnpij7kcpB+LifquXVGRdEL+hCNrMo6cdL3n1BGKAXv2INtcbCmHW89yNcOIMH8wS/ajvCh0x8KO1TacfydmP7W/rCg035Zvappl7Tj8Qynolj71SHaK8bTj+T8x/ax+0qO5Z76eeFxHNbHsid7Z7Df7OB6ysbj1WwbFO3tnMP6oy30OKr4ujfB9viSj6ru5AaY3Y/qaO8I8MmSj6ru5V+ldyJPIv6wtqzg3Ab4ST0PapuHkmJ2fzH9yH0pvhMnU9vepuGuvG/7N/spwVKpDeN3Posw2iP48xD+0vWn4cbscOewWX7Rm2PYl/aX96jfBnoU45olQnwHnQtxzRGgPgiOtRF05i2eC1v2RVBceWOxXzFM8HrR0REqhHx79QUb6eSwbJ1hzTN0thzUxS8bMH8VN6pH96sFI608R6JGe0FXNmDfCwOiV3uR+md4WPy2e0FvnjO9ehHnwj/KPes14XyBhNQTz07f80LRpD4R/lHvWacMbrYM919YwP8QLbXKzz1iMpzK+hKRIbldhNiuVs9McFku9sphZvpC1voWu0UnJZ5IWK8Ek2/snQZ+KHN9DitioJOQzyQuzHGF6k4hJalmv+qf7JWCMdyB5PuW7YlY0c9jbwL/ZKwWN3g/3fcjQj0bRfmMB/Zs9kKtbWE/EqzsYfvBWWi/Maf7JnshVra0D4nWZ/MYfvBVSUelPyuPP5wWXVLvlEv2jvaK06mJ+NR+UFl1QbVEv2jvaKy0uKhiJ+WSXUO+ak4h+eyKJflLCri+cDsoj2teTz0NQPuEoLEfBs8kdymcF0vF7WNN7Xoqz1QuPuUCM+DZn80dyucK9FsD5WLULec1MPthajtC78aVP9om9srMdmBv7QYYz6VZAPvhaTtC6+KVNj/SJv8wrTKaAh3LPata4DDefGuqGnP33rIWu5R7VrnAU7w+OfY03tvVZ6VW/F3fyst+2p+5is21LvCQHrePWqpi777YEf1inHqYrTtYbNhPRLIFaTb5b7JVgvpPF63BSNgZPxsR0xuQwy32WxBt9J4PaUvYGS2LjPVjggNdonZC6k1T/AAY7QoNG7kgp+qf4H94IDL8VffFK03/Ty+0VrmCvtRU9/wBSz2QsaxKS+IVZB/TSe0VreES2o6f7FnshAHmy2lHYp0cuQzQN09pBnqAp0dQCBnzIAiZsxmn4ZuUexCHVAFs0/DUjf15kAa47JQ2zfKHBINQLaqAKn5WRdAFXy5FCa5+8x2fMn3VAsc0LrKgbjs0BStpyRUWB5gvLfDw4/hGuHRWMPqC9M7Tz3qsj80e9eYuHJ3GYtiY+jUNPqCWuHOsRrzclCZTmidab3QuXVc9aLTSzmTCMOaT4lO5v+I5AsadesHkD3qZhVRv0cUZPiB4+8T71Axc3q7/UHvReBCvnZSKd9nA9Buop1TsbrJQNn2Zq93FsJmvpU05+8FpnCfituD/GWB+Zptz0uCxjZ6sAdQTX8SeD2grvwn4rfY/EYN78put+8FvL9I/WDzO5RTIdnqvpHguKbDs1jas3tdUcfW0Zvfi8Opo/QCq885ojjM3G1YN/FiYz0BDHnNReqhtxv6V8NVwpN8wkb4nNJB1XCcyVwO1QAfGRYMI53OQQjlC6P42LwxEfSd3IFa5WWp9qhTieIA602PFsnDbc3b9BSCLXASBBysunMm/oX1rEXXG+Mcs0g4QLaJ2I21C+ay4vcXXWscHWKJAUdTndNvKdAuSLZ8ybfZMONOafidYhRwDqE5HrzogaDsJiLY45aTfsXHeaL6kaj0dytk2I+BFnLK8Jq+IdvNduuBDhY6FWZ+OEwNeLAkZjr6ltnX0jU+1V2ikD9p654HjOsfQFD3rc3MQnsSk+MYxLOQPCHPtsFHmBachawWV6uIMo8ZR2DlEdSfIuSU2G2cSoNyXxFHOpUiXMEdCjc5Qcei+FuMMpKjqw5/8AmFYVIFvPC8Q6DE2t/R4fb0uBWDyrf5f6Z44jHVfDVddquDVY/qmlcBUZk2vqbc1A/wBtq22q3oafi3Cwc0FY38H8D/qyueQOTQH2wtpxdzXxNFx4je5dfxT/AAy31SMdfvR046HHuWTbQfz1iHVO5avjdtyAfWPcsn2gP45xE/1h6n5eKwq8hzTT9E483zTb9Fy1Zp2t0g6pbknnCDJShqUldGd0jrX6GTjaTDpL6wx5+dU2vFq2pHRNJ7RVnwGXjMHw1/RE0ehxVZxLKvqvt3+0V0a+5Geel4MbYrR/bN71acbNq7/y2qp4Yd3EaY9EzO8K2Y5+fD7NvvRngvUvBjyQOi6g1tvjcwI+eVMwPT0qJXi1fMPrqrwv1Rjqe0ro5+xcdk53lHvXW6rBbSaQ3wSkP7KPuR6j/m3913vVfoT/ACfoj0xx+9WGi/m0eQ73rpjKnMOzB7ED2wyfTDqf7kcwvQ9iB7aZT0o+q/vCeuCdRqYfyamP17/eCG058M3tRWmH8mJu0+0EIpz4Vvaov4pI2l/+nZ/tI/aVGcc1edpBfZyoP14/aCortQo+Tp54Ww8pa3sC7e2dph9Fz2/eWRMPKWrcG79/AWt+hPIO5P4ujfFrJs2XyXdyr1IeRL9kfcrA45y+Se5V6iPJlz/Qu9y3rODNEb4VOOhze9S8MdyJOqN/slQqA3wyqHRY+sKVhrgGS/Zu9kogqfhZyd2LMNpjbaHE/wC1P71puEnxhrksv2kcHY9iTuY1Lz61O+HnoS85ojh5vG7tCGvOan4c7kOt0hZxVSMRN8IrvsHdyoLvG9CvmIu/FNcf2LlQ3a+dTs8u3S2nNNnJLZqoUueyxvhrh0Su7grDTO8JHb6bfaCreyxvQPHRKe4KxUx8LHb6bPaC3zxnevQUjvCP8o96zXhjP4jv1Af4jVor3eEf5R71nHDGf5PtPS4D77VvrlZ56xGRfRHNclX0eq5P1s9AcDst9lKYE+LLIPvLaMPfeNnkhYbwNyfyYYPo1Mo9YW14a+8cfkrsxxjrqbiL3Cknt+pf7JWDxnwQ8j3LdMQf8ln+yf7JWDxO8EPI9yNFHpSgdvYfTHphjP3Qq1tcfkdZ9m3vCsmEO38MpDf+jxH7gVb2w/NK2x/RDvCslCp3fK4/LHesvqT8ol+1f7RWm07vlUXljvWYVRtUTfav9orLS4qOIfnkihHWym4jlWS9RsoXzisK0izcHbtzaVr/AKNDWn/AemGeI3yR3JzYM7uNzyfQwyud/guHvTQNgLcwVTib0d2PsdqcGBGuIU4/xGrQsdffEqk/1ib/ADCs62Qdu7U4M8c2IUx/xGq+4zJfEKk3/Tze25aZ4mg7XcrzrW+Al3h8d+wpvbcsfa7Na1wEyfKsdb/V6Y/4jlWelVrxiW210hvpUw/6Fb9r3eCjPRO7uVExqUDauc30qo/9Kuu177U4PRUnuK0SHCT+TmIi/wClpz99TtgpB+GYxfUEeooKJvxFiDb6upz/AIiIbCS2xqHPU270Bs9I/kBOVb/BAX+cFCppbRj0JVTPeEOP0296YZfXyXrao/tZPaK1nDZbUsGf6JnshY3WSj4zUuv+kkP3itUoakNp4Bf9Ez2QkBmWptIBfmUuGqyGfMq7U1YEgN0uKvvKwB2QQB+SrtbNKhrhxwF1X6mu3QDvKI3FiJ2WcPSgL26sFtUKfiAFU430/ghoxUEC79bc6C1WMsjmc5zxbM69RQF0diLQ03PNdBK/FAGSAu0QWqx0NGbhzD1ILiGNtAe0PF9fWgOY7WCSrFjqAvOnDC8TY/jTL+LMO4LaMTxMOqgQ/QDPzrDOEioFTtDjbib3nd6gEtcOMaqnXCGSlTql9z5kOkNwuetE3CpS3eBPPdJxN16m/wBUKNRSbshz1S66S8m99UI/AYSmOTBkzXwlspC8YDXWgprnSaL1EKy8JOK8ZhNRAHCzpGD7xKzrC63i6eIb1rSt9RRfbbETMDHvGxcHHPtWnv0XitOfcpDn2GqZbNfcJ+ePWkSyboJJ0WZhtZJvVDyTz2UVzs0qeQcYSdb3SHHedcXN+pSoi90gusfOukgG180gm505+dI3GuOeSS0gnI8y+hAfHynWIJTT3uBa0WBcBp0pBFxq3ExG+rjl5kDdk5Gsac3cjbcbxdlloEIeA0kXGSi9VHRGSHZeKGk+dNubY3KkAEbzmjSNqQ83dew0SCO7kv01SRbeuSu1RIkJGQsO5NxAvub5pfoSG2c0uAvmlAm+SbisBY6byeblpomCONve7b2K4bSAXsHd644WPJsTe5zXzWEi4sBbpQCLkG1u0JYcQdUrk2DZCCuhjb8hwPVogHopCxwJvmp7akcWQXZEIUd4OAsWnoTnGcmxFz1J+guYNNRxjXXvn/skVQJILjlZJaS4tcL26CvqixsTzhII2VrhNvyT4GSYmySoNO50yRYlP8xTRGeiRx6M4XoTA3H2E33KRg9O6sHlyyXovh6p209VtSwNtuQxN9TF50mW/wA39IxxGdqvm6r5y4NVipqHAQ4s2hxOQDxaIA+d4Wt4nWtJAGencsh4Ef5yxl3O2hjP+ItJqpbuv2Lr+P8AllroRjDt4w+We5ZTjzr4piLv28neVqOKOu6nz1espxl29W1zumaU+srP5OKyrjzmkOSjqkuXOs05J5wlO1SetBknVdbquLrdQg/xpOysm/g1I2/iAj7xQbFBbEqsdE7+9Tti5d/D+Lv4l+8qFiv86Vn27+9bX+YidM0R3auA9EjO8K3Y8T8daf2bfeqdTm08Z6HtPrCuGO/njfsx3lPPKKl4Dn61HxEfjGUftE/gGth0pnEssTl+0/grvE/qhyC0jx9Y96+acwuzflJPLd3pLeZc62iYa6+zlCf2be8qy0H82N8l3vVWwh19mqPqAHrKtOHm+GN8l3vXTllS8KN2k9iBbaH5TS/ZuPrCO4T4rvMgO2p+V032TvaT1wTpNL/9Lzfve0g0P5VvajlIP5KzH6rz95Aoj4Qdqi/iolbRH+TdR5cftBUR2qve0P8A9NVHlx+0FRDqo+Tp546w8pahwYSXwidp+bUn1tCy5vjBaTwYSWw+rZ+3B+6j4v6GuLxIc5c/mnuVdoiTxgH6l3cjZlzlz+Ye5AsOcC54P6l/sre1Axhpvh9WPqe8J+hdZknkO7lFwx3yKsH7P3pyjdZr+tp7kyE8MfuCR30WkrLcZk38TrH/AEp3n1rSqaXi6apffSIlZZXSb9TM/pkcfWo3yHlGeVOw53Jf5kPcVNw0+P5lEVUnEnfiit+xPeqQ7Xzq6Ym78U1vXF7wqU/VTvp5cclsOYSCus1Walu2Vf8AJJW9D7+pWSlPhos/0jPaCquy77MlZ1gqz0h8PD9rH7QW+eM71v73eEf5R71nfDAQdnGX55QPvNV+e/wknlHvWe8Lzh/03EemoA7v4Lff81nOsVl1XI9V2XxkmM2K5f1s27gckts8W30qpP8ASttwuTwcfkrCOB+S2DSsvpUuPqC27CZbxR58y6/j4x10Wrng00wP6p/slYNE7wQ8j3Lcq1x+LzWz8E/2SsHhf4Nvk+5PRR6XwKS+EUTuY0sR+4FX9rn/ACSt+w96K7OS72A4e489HCfuBAtrZPk9YCf0BVkokL/lUZ+uO9ZnUu3p5ftH+0VokUnyhnlBZxM68jzfV7j61lppFWxE/LZvKUL5yl15vWTH65UQ+MsKuLBsa/i63EX9GE1Y9LQPekXzTOzUnFzYg7pw6YektS97NOcKjmyZ/lPg/wDb6f8AzGq7YnLesnPTLIfvlUnY0B21OEA81bEfQ4H3K2V0l6iQ31e8/eK0zxFQGvzWq8BcwFfjbb60kJ9Eh/isjD81pfArUiPFMWaT41E31SBXnovFvx2a201Ub6VLP9Kve2EnyR56Kge9ZpjtRvbQ1hvrUN7mq+baVQbRzAnSVpVxAN8YthVc2+vE/wCYiew1QBjUGfzwqq6sAoapt+eMfeCJ7GVgbjEPK0lHemG4MrgyHxtCO9ImrwaRxvmJQAqvPi7WU77vtu2PrCZjxgOpJDv6S9xCAq9VWNM02esj+8rQ6XFQPiw3sjEzuCxSfFmmd9neM99h05lW2LaQCeljvukwsJ5QPMEDxolViYEoAdromKXGGipZGHG5sOzJU+ox0Olbyxkem6g4VjgmqXSSZO3hcEWLbN9fagNBr8VDWeP0oG7G2NkbIX3GWmaB4pjjRGAHc5Heq1WY7IyTda+wDgL9CA05m0LXkNbJoBf1oLiOOXtyyb3yPYVR4NowXgOcAGNaddLF2nqQvFcfe4xsZNZzsrXuRql6PF5xPaR0T91ryAXMaP7uaH4lj5DHOjkGd/NylnWL7RtFQwB5txseZNyBYqPX480sMszhztPPY73OEvT8XqtxsPO9v6NGfnWU7XVwnxrFDvX3pn9yJVG0DTE57Zt/kjny1CpGM4jxtdVy73jzOKnVORTKiTIE9Cg79wnp5OQexQ4X3YD1LFZ6N+7ICu1Ul2g35lH38wm6iTejHKscrDp1SDhmZfxlx0wAydfmUB0tudfPkte3UUvVeClLV8WxjbkHjAVPxqvE7+WSSQLn0quibedERkBcm/SpUtU59jukmw60Sjw6Jm+BaXWFrHLQ26VHnqt5zmnIBR+OBc6PmDQ4W1JukO3uPcxzm2IBF0vR4aqHcoOtkVxzm7wvoLZJdQN5hdZxbuGx3bZ5JuQbuZaCQM93RBkMdd1iMyQkktBdHmS29zrdKiO8CXANBNrk25l82OOIOe55GRuSLZWSBqn3jFzC5OXnTMxG82/zSBfrSvjLAAxgvuk8pwy1NrWzUOsmcIgxxBu4WDee3SptOI+IztmmyuGtsBmoL2gkuFs72ASpN5zyHG2XOnHscQ+5zIzzyUm+AG4+928hup60zJz250trt5jmuGQsR6U08EuPMkCJ2kggEkrkUZDDeykGN2Zbck9Oi4Yn2tfNAMxWDg2+pUhrRziyRHTkkG4Bvz3Cf4t45O7ytLWzRAjyRtc3I5pAjdbM5dClGN5bpYc919uRgE5OPUgIxhcDoSl7kzQDupwmzrNtfU3Oq+kkG428naL3KA+3nAN3jftC688kuIsAM7GyTvNMYeS6wyF029zpRuMGVsrIBLZi9zS02HN6VyXeJaQ4kAkJO9GCxjDcMBuekpuWQtia0DO+ZS9BzVuqjTm5S2PO4SB1JqXN9xpzJUyrWbdNnqTrrNGWgSGAPNggPUXwkXtjxXaprfnSxR+hrF5sm516G+EpNfFtoCDlJiO56A3+C88SnVdHzf0jHDDlwar46r4Fc6mj8DMjGYjjO8SD8QYRbpEoWiSylzST0rMuCJ5bi2JgDWhH+YFor5OQbnO+i6vj/mM9dQa915aYa8v+CynE3h0tW7pkkP3itSrXDjKY9DiSsornXbM487nd5U/IeQU6pDudK+ckPORXO0NnVcJyXxSUHI+Xw1Xy+QPVz2GlJM0XQL+tcxX+c6r7VyjbDSWxGSP6Ud1Kxf8AnSq+0K0/6o/UNhs9p6CO9XLHM6ph/ZDvKprdVccbN6iI9MQ71Wf0VK2ePLKbxP8AnSW/0x3BObOHw1k1ihBxWU82+O4LT8T+qJUflZR9d3eUhqVObyyHpe7vKQ3Vc61+wN19mqcHmcR6yrXhp/FjOx/vVO2efvbOMF9J3D1q34Wb4Y399dOeM707g+bXeZANsz8upx0RH2kewY8l/YFXtsXXxGEdEP8AqKNcE6fpP/pWXyJPaQGM+FHarFRj+Scv2cntKuRm0g7VN/DiVtGbbMz9ckY+8FRbq8bSu/k1IOmWPvVFJUfJ088dac1oPBrJaCtbf9Kw+orPRqrxwcy7slYzp3D3pfH/AEeuLy6S2/bnae5C8MN5XC/6J/slS5n7rrdI/wBKgYU605+yf7JW/wCsxjCXD4tVjphKXSvyePqlRMKkPE1Lb6wlOUj/ABvJKYS5puKwutfe1oT3hZhK8ucXdJJWg4tLxeBV7v2YH3gs5kKjZwklTsNd4/YEPJupuHGzn9gUTppGKuthNX1x+8KnOzVsxd1sKqetoHrCqZOSnfVZJSmapJyXzTooNYdm5N2ZzekK2UrvDRHokZ7QVKwCS1cxv0rq3wOs+M9D2n1rbHEa63yR/Lf2lZ9wvP8A5MQH+uMHqKvD5c3G+qoHC5J/JmnHTWs9hy6N/wA1nOsfkOa+jOaQ85r6Mm4XI1a7wRS2w6qZfSo72hbdg0vgo1gnBPNu01c0HSVp+6trwSovDHmuv479Mt9WGumAp5zfSF/slYVG/kNz+aO5bHitTu0VUb6QSeyVijJQ1oJ0sAnull6K2bqv5P4bY60UPsBBtqZw6nq7HWB6a2cxaNuzuGAnMUcQ+6hGPYpG+mqc9YpAr9+i8VqOW0rT0G6z0uu4k85J9auTKxpLiDpdUffyBPOstVcVysdeqlP1yox1TtQ688h+sUwTmsKsRweTcfVZ+NTOb6XNUm/PdDqCTdkePpMt6x/BTbqoVWHYu7tqcKtzVLT6LlWOsn3pXu6bn1lVPZatdQY9RVbYuMMch5NulpFx1i90cnmDXkZmze1aZ4nw2JeVa6vXBXXfF8ZrhvW36Ij77VnDJrm9xmLjNWbYrEG0uLSudKGB9M9uupuDZGb5ReNCxOtEuOVT97WZp9QV224xFppp7OGb2+tZLJX8bic7w8G8jefsVq22xRwhlbvAlz47ZrX1HhEmIfJqjPWSLvCnbM4oIsWYd79Lf7wVKfiXgJhvZGWLuCVhGL8XXB29m15P3gl6fjXMR2htDMA/mHP2KHDtCJKeeHjHWMjyQNTyhos9xPaPKaNso5beTz9F/Uhz9o2MZUU4kcDeZwN9eULWR/yHieced8aLQ8g8o8rmzNkRdtAY54HGcBwjYTZ2ZNv4ZWWYsxd5qQx0lgGk+spT8YO/G7jD4rBchT/yPxrk20fGzU7jOSBIASMr9oTeDbRPkqH7zzI5jxqbmwCzP8OOMsLXO3miUHPO+VlJwTGjAWzGb5wvvHmOR/51JzQ8apiGOSbzI3yMIvujPMnNV3FsakaZGh9rSAZ5W1/3VffjMlXOyn3hyAHE3Ggv68xl1IRjGKmQ1dSH+IWuNuflWv3J2lIsdHtA99VKGkFoijIOWRNzzdii1mNudUGIOAMcm7/v6VU6fEdyrnLRuncjHnAOfrTVRXyOqZH7+b5A45Cw51P/ACPwbxPFC+pikaHObvsLgD16Ht/goMmNOqInbzd4EONy4eMHepAKmte4Nc+WR743Aty3Wg81s8/WhcWIvETmGwJ3je+t76+hRdH4tX4bLmTB0p5Nhbp0zQirr94yPJzLidUGp6+3Hs3t6zhpnfIJE9Q597nn50vTIlk8G7sUOkk3mNtaxyS98PD2XFwCNVCp5XRxhrb8kWPOpORLEgcQAciSEiSzn8XvAAC9ydU01rrBzY3CzxY9Sba3fk8UEEAZ8xzyS9M0XQsDnufvFriLDtSJXNEkpbfcFgnzGxkrnvzDmnTMgpNZUQcU8xMHzdPRmkZiNwc9gLuTc2IUkhzLh7yAc252vl08yHPlybJa+ZbbyglumqRuhjhkALXv2Jego7zXFztTdoOuYsR7/QvppI5KobkgAsQRvZnnsoZkke4BrHPIJJdbI9fYmHScYXRbgAfkbHlH32S9HgrU1MJYW8ZdxBBz1BGeijTVELWgNiz05Tsj1pllMYy2++Liwa59r+YaDtUepkpd4NDbEEOFje5HPb+KPQckkdBvkyBulgBcN/go8lfJMOQ0yE6EDVdc8Pa57ri1znoueFcHERhjfpvdqOmw/ikp1kkgjdNOHNtnY85UGaQboc5wBd1adSlwwVGJVDKKhhmkcQGsZCwyPdnrYZ6pzFsBxbApIm4thVVSmTd3ONZm7nyH8bKfvwBDpN1zg/lE5EnqUgOLmbuVhkQFJbSCwcyms/MkueAD5gL+gpXF77GtYwA2N9wG/rR4EURnUZedc4pt7W51Njpnm9m3I57Lphjj5NyTz5c6PAiPbGNTzc665oAHIcbKQ4xsOcbv3bLj5hKSxlO4kAZ7wbZHgMMa9w3w11hpzZpRO5k+QXzuSepLZCS0vMLg3Ul/uSZWRRkEjdBzJOVupAMmWMA8kEdAFgkuD3NBjisL6370sytfdsbS/rtkkSFziGkeZIOcUw2L5TnqAm3RMABzbl5ynt06kAdqadGCbkkm3PkgG3kvaGNyaOtKkO5CIoza4zccrpDngNJuSOjRcdm0WaQCNSgOMbusAeG2GWQzPYo8xuDvD55KeDXNFw036VHma9wPJHjJU4W05FNOyeCdB0pXijduL9SadbeuTcpCFuLnjLIJylYN7M3IByCjlxd1BT8KaGP37NJLSDfVEFb58I6ber8SeP0uMSj0f+ywaVbV8ISbfqXEH8pi9S70XWJy6rf5f6Rjhk6pLdUp3Okt1WCl44KnkY3XNHzqE+21aQXDdtz3WacFrrY7V9dC722rRC7IC66vj/lGuomIOAEbhzB59Syisd4B56f4rUMVfu0r3/RjkP3Vllafkx8yj5TyF86Q/RKukuWCjZ0SUo6JKSo4NSupISrpjxYNjZAzG4h9NpCJYxlilX9oe4IJs1JxeN0pvq+yNYwb4rV/alaZ/lP6h6K440fCwHphCpzvFPYrjjGfxV3TCPcqxyp0lbOG9SRfmTOIm+JSn6/uTmzZtUP7AmcRN8RlP1vcr/C/VGkN5HH6x71war53jE9ZXw1WC1x2affAnt+jUE+pXPCj+LR++qNsw/8AFU7OiZp9Su2FH8W/310Y4z10/gxyf2BV3bA3xOPqhHeVYMFP5QdQVd2tN8WA6IW95TvBBSgAOycmWfEyd5VXYeWO1WrDx/JOT+zy95VUYeWO1Tr8OH9qXW2cA+lO1UfeVy2sdbAqdv0qjuaVS7rPfVZ4UCrbsFNuVszb6sB9BVRVh2Pm4vE7XtvMKWfqi8X+olPGRi+v/wDKVGw2QNqBb6D+4pE8wNRC0G4//wCSmKCTwzT9V3cVuzFcLls2oH7E9yeo5RY5/NQygmsZWk+NER6lIopOT+6nAdx6X+T1b1hg++FQnlXTH3/yfqvKj9sKkOKjd+1Ry+amYeeW8dSgF3QplC7lnrCiGcxp9sLmvzlo9aqyseOP/FzhfV7e9VwZhTrpwlxsvmnMJMhskNcbiykxbBH2xOAdJPcrlG+wB6M1RcHf+NKby/cro13IOfMtccTpuDqgGNjvpAdyonCzMHbPUzb6VjT9xysTKy9JTuB1aO5UvhPqN/B6Rl9am/oaVvu/5ZTrNXuzX0bs029y+Y7NczbxpfBZLutr23+cw+orYsGqw2JhvoVh3BpPxctc2+rWHvWn4biAbE0b3Oun479MtdWvHsQDaGpIdmYHj1FZDNUbkGvzgFc8fxT5HLZ2sT+dZvXVW7Dbe+ejdEalg+OGPBqJm/4tOwepDMRxnjIZuXqx4VPp8dMVDAwP8WMDVDpNoHPje3jNQ5L/AJn4stLiF3vBd80oA6WzW5qLQYkXyPG981xSJJuQ03sp99ATK7wjz0uPemic19I67j1kpp781C0ujd4XLWxU8OIGWeSF0jyJLg52IU0S7g3jexIGXWnCojh0phq4pb2LXc3TY2RQ1uRs4k2tqgDZrHeDSCDopTZiXFVKlNEry4Sg5bpv6f8AZEcOrzTYgJYyOT/sgLJg35wzyKdgl8Je+ds05QtlFirhLLI9tw7S3WboljO0L6yh3wQw78I5PORkXdVyqeypLQ67rELtTXE00bnOs1xYXAHK/wD7lV6XixHES6ncd/dPGRgeZoUanxQtnL2uubkn+8ECdWncaL3zuVFZW2e4E5OKX/I1kqsVO+TvAkuPP1AKM7E3NlcchdsuX7wQGWsc9rTvHx/4L6apdxwz+a4esJehIZUu4zevzHn60qWtO6DY2AF80NEoANzqLEFJlnDRuueDkCOfSyXoGmVtnAOOhBHUVIoa0snD7jd0sdPGugYm4xxc1+QHvSoqjIAv3d3KxOoBT9C0w18jXtmD2i7nO0/5kmKisDxKywJeLXuggqg3d3XtIvYDmSnVuTi0DPmR6EqKdzWSvLuUbC/TYf7puWr8NvE5bthdQjMSLE897Apt8t7taWkDTtS9B6rqg8NZc2c7UGxQ1tQ0F7OUXHeu6+ltE9NM/kE8zxq3qUJzmNlqAGi7mFwNtLGxSpwuOVkcs7rENksWuvq7d0SKmV5k3Qbg58k3URj3yUz+UzkuZmderuS+OcZGGSPinFpJ57/7pen4VvXlexjt0NtvW1GuqiUJMhY5oPJddxLrZHQKUxghdLO9jntdujXdyzQs1MtPBCGAcZubnKGovkkYw11o2ukIOTGutcHI2vb1puSQQ7rgd4k2OWVrW1Qo4lNI3deI2Rts4ht78+eqXvyzXdKXC97Gwbfrz7Ueg9VFhaTLM4uOQaHWB6yLppnFPaI4omkuy3XOtf3apswsaBxkbrEjMObr51CqX1IuInOZzZ5etT6PC55ZRC1nElwADQ61rnoCZE0YLZKsGQg3Ld4botzHpPVzJp74omhtRKZJbX3Q8kdhOllBdIHgjcLyDe4FgOpT6oRdVOqnO8MWtaLkNYGgC+SUypp4JWxwOF5Dy5Cb2PbzKEXQmn4hxYxzjc7jTvEW0K+E9NFG2GFhLgy+8Oc9F0ehNmljiZyG33sh0vI9ygPrGxhxnmsTrle/UAmX1jiS+CRzHAbhc4AkdnWm4WFgdOyNjhvZPlF75cw5ylaBGES7glI4uJzRZz3AucezQJQFEy75JnSOOrnOJ9wAUOr+OmmNS2VkoaeU1tzu6a8wQuWvlcA1pIysi3w1pwjaGswGuEmBVJpaqXkCQ55Oytl2p9uLV0TpKWvlhmYYmteW8o85uATmQevTMKpUkpfOJHsaXFjgLj51sipsDTFnLbjHNu4jMgdAHWiapWCz6inc8inq5Hb17EgNHaLAm3nTMtQziiA8xjqYQHHpUKaqiivueEew8wy7Oa/YPSrJUbP4NBhgxTFcZq6W7G3jEbTckZNY3Um/dmnPsfUCaeocYrOkBDRkLWSgJHN3d5jecDVN0vEVEjvi9O4xRuuWS8ktbzF1jz9vSpEjoI7sbIzdzdle9uy+nagGnNDQDIW20JPMuyblr77XX1JdYDoAtmmnSvewZNc4+KNN7t6FGY9xiFRICXnJoaPFIJ1Hcl6Epr4yXODnEOAa4l5Jy0sSkOYJbPe1gjFm7z3WF/KOQUeOQSOfM8uGQad43II6AlSzscxoETCGG4MmefUNEBIraeeNnFcfTZ6NY4uNunIWsh75Txgjic4nnJzKdqJmQQlrX3JzdlmT0KHG9jWGeUPY7KxJBB8yVCaJAA3dN/rJh4e5+9m4LsjnDddI7dZY2adT5kl1QMiLkZAIBItIXcY2+YAb0JL3lxtukFoI6LJElwbAZnPVdBkJBc4k2tn0JB3fIZYaE85TL2l2eYF83FPOeGiwO8Scgo7t9xs65N+fm8yVMiQtGTNOlIDL+MnjFIBcMucxdKjZZhLiL30QfpEbL81h1qTF42nMdUgODgDa9iRmkSS7uTSAEE2jh2m4yribf+nVD/S4rIJdVpvDTUGTFo4r6SSP9JKzGTVa/Lf9VGeGnc6SNV086SNVkpc+DA2x6pB56J/tNWh3Jz6FnHBm4jaGYdNHJ3tWih3JK6fi/lGuhuOv3MKnf0RSdyzCvNqe3WFo+0j93A6g9LCPTZZtiB8CB9ZR8h5DecpDiUonVIJusVuE8yT0r4m5XCg3AvhbpX3MudaDEMIfxWJ0j+iZnerFipvidWf2zu9ValduTwvv4sjT6wrNiDt6uqXfSmefWVU4m9RnG4PYrjijg6Cif0wjuCpvMrdWneoMPd0w/wAFpj9TpM2eNppPJHemcQN66U9fuTmzx+USDpYO9IxHKvlH/NFf4n9UXXNfN6etfcy43oWC1m2Xf8mqo7/OYVesJP4ut0b6z3ZmSz52fSDT3q/YU78XG3Q/uW/x8RpJwYi8nkhV3at18WPVEz3o/g7uXL5I71XNqTfGH/Zs7lV4UH8NH8kZD0U0vvVPB5QVxwqx2RkHTTS+9UsHMKb+HCtrnj8D0Teczu9lU86q17Vn8V0N/wBc/wBlVM6rPfVZ46DZFdn5uLxGPO28CLoRfOyl4fJxdZC4G2fuUzpr6Zt6ojtzN/0lfULiZY7akHuKHwTOdPvDmA9lSsNmHxmPO+vcVt6hOpH2e62fIPcpFLLusAJ5kOhkPGuAOocnYJLNGfN7k/SSMbl38EqgPpR+2FT3FWXFpR+Caht9XN9oKruJUbv2cJc5SqF3hPMoTzZSKJ/hBmphl4475Fbpe1AG6Izjbt6CMX+d7kGZndLXThqUpDXWNvQlSJvnBUmnYW62IU7vrhXNruQewqkYe7drYXHOzgrgyTIA9C0yVaHS4iBRUhc/khtz5hoqlt9XPqKWmbvXZxxdujQcnvUmirt6nhgNsmuv19Cru1VUZOKgcb8W52fTcD+C11f8ok+wB7udJa5fPINubLVIaee2SwaLfsNUmGoqc9Y296vNJie61o3tD09qzLZyo4mokztdnvVhjxGwydoVrm/SLPtaMaxTfpyzetdpHrVOxCqvGG71vCEp3EcQMjWco2F9O0ILVzmQnPK5T1opCziBsyMONrWUP447MXTZ5wLXtqm+LLAHAEh3OBdZ+qEcPrXCbxtQR6UTkn3WAE5WQCmjlY7f3CBY2yzUptUx8W67lSOyab2t1+m3rTlCS8NB3y4gaa+5c3I3coPtfpGnaFGFLK+Uh8jgOoXv504aR8bi25H0S49yAkQ77ZCY9zJpzJ9y5PUSODLOG9G4ONsrjrTT45I+U11y7u6V0OI4oyuAvdu4GX3srZ27Uwkx1IfqQADnYqXFUB5G66+YH+6Fti3XbzWgbpzYP909Ts33vs3RpJubW86JSTTU7r4wTbfLgL89k4JtyZpFrBpvn50Pc8FkLy5wIzF+fI3K+fO4F9rDdYTpZP0eC5rGPjJa51wM+ZKfUb0LY3ElxtYIMyokcw7hdI0AXuE46qsA9/JyB8ZHpeJ5qBugZ5AlNNnz781G47eY455NOgUYudxg3Ta+Yz6ken4IGdpswHO5S5JN6QNzva+aHNc5rrE5k6Jx8zjJch4ByGXVzo9HiUZLQl+m8cs8006Xee8mIt3W5m4cTZNON90EiwFrE9ATMkgIs7dzIA6e0FHoEIyQXDccN4m17ejtXINXFzwWuO802zA6Ew1xYWm7nAdd8kqN7HOvckSFHoEN5tgGkHrSd4gXLXOHVomBM0kBtr3z6gmpKp3EPDWgvJ3GjMje8yfpeJEcpfcxNIa4ki+eS6ZN62edr5Jp0rYWAOLGACxzsRzJjj2gMMcJcRyXbx9dtUehJqDxsbmZ3GYt083cosjw6VocNGuuxp1BI16Nbp0xTSDdkk5RIO4BYEdajvEDZSS7dDL6C9rjMdaVOGIIzuuc6TdBud0DO7XWt3L5gzEjmtLt87lzmNcivmzlsO5ctHKu63S4+hMPlBp3OikbvNPju+ab82drnrSCVWymJwlcTJJbdaARY+hCZGSVILnucC4WADL5p40wfMQI5nG27cnK/WOcJwR3cZN6QPzG41ty0Xz5skr9mjx0nEvDLA7zSWte4Xcez0p/jG3c+domeDuBj27zrjWwOibe94kaJt+Jm7beLLOueYf7qNPI9zgWxZDlbwbyWDpNtTmlwPq2uFO3i2ODC4W3bBzhmLCxUGWpnfG/elJI8cusCOYDLzpc7gY+U4se4BwJAuTfS3zRr5+nVMSROYSGgP3bguB3rm2Vjp2WU21RqWRsh3Wta0aclpt29a5GxkTDZt5Dpz27V17N1h3wW23jmc72yz7SmWvBnDXkmBgLizMC3XzqQ7HJA0lgaSQCTmeV1ADMjpJUeR75Be5ZfUgegDoREVEkrSx0cVNA4XEbGBu8ANbalJip5Gs+NSRhoADiXiwYDo3PUlMI7cOcyIyTOZCxuQaTdzivnmWQtjY9oa1pAIuLfwU2SmNRSmWCTcjI3nucRnra3RexUFssUZLJpKgQl1rwtDrkZXAJCOBNpcE36eQF0jmyNG+yF1ufLeOnmQ3EYKejkNOKdzXC3Jec9elTH4xFAw0+Dx1DW3BPHWzI6GjJvr519E6lFM+rxmldUTuA3QTu7o5suc686V8CPQNhLX1MsEcTHaNDi0sHTc69i46ugfNalpuOkNmtccmgAW0501WSx1kwmERY0ndZGNCnYpYIHfJqYMtbxnlxDgM7JGfpaSaEsln3YSxwexrI97PpN+a9karseqMSpI6Wohild4xfu6562+bz6IPDWNMpbUODGtBMjgCd0dGZ6gnZqynigZLxD7hu8DIRcg5gEW61UvkJ9LXQQ0fxMysgEjg92t3Hm3iMyEmh41874d6nkdMN924fGt1nTsQt0Ambvvhewbt77wIsOc5e9OhsbC5kMrY4THuSSnN1idLDpKXoSK8s+Mn5STu6tLDYHKw605UuaxweXFpBG4wPub2P/um4Io62V25VEndDY+NZlkMgCOhQTZxeWvDY43WfK3O/1W/xQE19ZJVvImkG81vKzuf9lHmq2gkRxkFpyJ5uxR3StlLaaii3QdW5uPWSedTY6Siig46pnMrmnNti1t7dJ1S99PiFuSS3kJsOdxORT0RaA1sEBe9tgCT601VVYcw7gy0voB2BMRzVBcS15FmkE62B9yXvgTZLRO36olrtbEg3TjInytE8bi1rCM3Osb9VtExRARiMQUrZ5XksDrElruayfZ+EIJGxT0o5Hj31J115imDTzT012P5crjci9zfrSWl872h7g0Ei50AHWnjDSNeJCwl5NrDUk9PddJmlhI4q5e8i55N7Hs0QHJjBGDFFMHgG9+tRyRcEOJN8y7IJTmiVrpmyMa1uXKOnmTL9wMD7kkk/8tzJUFF7jfdk/gvg6zCXZ5pjeLyRY2C+MmRFrpen4WHEOOd7XXJCSU3fk35ySV1xuUem03hZqeO2nczmay/pKokitfCNLxm1tYAfEDB6lVJFru+2s5w0dEldJXFma1cHD7bS2BtvUso7cgtJYQ1rw4X6FmHB67d2ppx9KGZv3StOOpF7DRdHxfyjXQPa527gThfxnBqzjET4Mdq0Hbd3F4TBHccqVZ3iB5LR1qPk6eeIB0SLhLfk1NlZLkJJskpTkm+dkjj5cuV8Tdcv0FBn4yQWnoIVlqHb08jgbgvJ9arDTlfqVivcA35h3Komuq0Pfv4Vhzv2R9yqoOaskby/BsPvzNeB5itMpons8flZb9Q94XMS/nGTzdyRs8/drwOlhGl13Ej+MpL9I7gtPxP6ox0XBqunoXFgsX2ffu1ZbfxgtBwx1qBwvzP7lmuEv3a6L6xstCw2W1E7rD1t8dRpOwh4Eko+r71XdpXb2MS2OjGdyNYXIBLJn8z3qvbQP3sYnI6GD7oVa4UWfC3W2TNueml/1Kmg6FWvD5eL2XaD86nlHp3lUGu08yNfhxzal+9htC3okefUqsddVadqHXwqhyz4x3osqsehY66qcJT9O/i543G+TgmOeyUw2c3qKk1upJW8Y4PI1aLgZEbt/TmieG8WaiJgG8LkGzctCq/hNUH0z4TYlrr566WuFOhc4OYYgdTmHXvlzLWVNTWTNZKQ9oad5wBboU7FNdgt6PMhUNTuyl1ze7jc5qQyqcGNuW2JsD0dqcpJGKyk0Up3vnNA680AdK4ZX1RHFK5r7wtsWtNyek2QiQ3NwpvVQokubqnqd25IOhRmElpFktji11rZaJClYxJdsTR0koWDkpddIXljSdLqGL5Kb04RLZuVtOpMnW6efvAbpzzSWBriQG3tndIFxA7wI1FlbGysNrOuS3ey6FVsrCzd0DIjNTqWqe0tZvvLLXuNQqzfCsWOOpLDbetySAhOMT8YIxfQFNivBkIc51rW5RsUxWSCVrHBhFrlVb9CQzIL7oHOukWaAeYaX0Tm6Da9icsiuAAcgB1xkXBoIHUpM9RTOjk3xzghEoqsk2uhTRI0717g5ZAZp9kjgTvHMdACcpVPqJybKO7NxvcjMpBkuTnokOc9sm6JG563yT9It77AlrT7rrrHujGYIAsDkkcYy3Fb7XuefFAJFksFtrtAItlfPvQDokEZa8vtbQhuXqSn1UTXO4oi3ToD6VHkeWtbxcZ3d0u3hmeyyjRy1Nw6QAZ30sj0eCbKieTlNa02IcM9F3jn+MWeKT865OSj08zJd8t5LhYdnUky1VU7djZUvlDTyXD+JtdP0JLah8lo2uDXuytzgpmeSMua8vO8SG7pJvbXI9N1xjKieNouN+9iC7IBMHwE7o5o7iTIOcchppdICRDHNbuSNvlmXWKdiax8dw4C/wBI386jvpgyNzY321uRc3tzLsTIoDa++d0m55rkZJg5E2JzIgSCbneFtRbW6WbAje3LOa29tTcm/YbKNFOIqdoaWOu1zSQNST1JqSphZOBI51xYXBFt8A5e+yAlOmIeW3eIw7INZkB5Sdlka0MabaG4I5rIayRzKts/GuDWAseCbhwt/wA9KeFTLLKCWxONieSL360ehJbMdxxuSN02t0BRmzkvzvnrZui5FO9hc0uz5xZcfLdrnPbbLMa2v2oB4lpLbhxB1DWXLvWkMfE1++HTB9txwOrewJcEsb2EOaeSb3P0UiRoZM2VzGSs3gXse7RvQOjVAPF/hWxkuc43JaLXzSJ3mzg2QkFwsCzMC451HN2yunicY9833WtJ9NyvuKqHBjjNGHDVoJs26AnisEe6Jhr87QLslRC11y3cvm7lC47ELkbUsaYzM4WNtA0dZFwlRumBZTvkc4vcG8ogkXPMUehPEu861K6+6bG+QH/ApAj3txkTmlwc5znh4yAHONRzdqDSVM0zoqeR5AbkN295H6Eg30P8Eujg394tmcxwbvb0jnWdnp6vQiUeCrWOL2vnqWvtk3k5W1yvp713442IAw03HcY7kHeFnO6NULdTRlzi+WIhjd97o2G1uonXrslS1Iii36Z9rDxh/wAyT9LxLq6id7jDVNaZHiwayQXAHPrzKLankPLknkkLOUAbBvn96htqqmSIyQtuWjl2INs9N7XtS5J6prXslhY2RpIMubgLnmP+yXp+JY3n2LbM3mExji8za1xc3PRoFEe+re9rbxxxuceXLewtrkBn60ltS9ri8SOij3h4oJ3ctQRmlyy4hXStppKl7Y4xe8gLmgHrFgEvQcilm3hG6eNz9A5lgCb3zPuGSV8cnbUCR7nwO3TfiGuu/wBeeXOhDalzgWuFsgBukgaadSnsrJGxxNYWTER2ZvDxQDqSdObNEp+Gqtwleaic1UriCGtcLNA5i7NID46YETyRRl3iRxssSDle/OUt9SHSvkfIw7xIPHHO/URr5wkMjaKf4ux3J3+MbcEes69iQfTzzthvTwNIfYtc8gbpv1C6adOHROkjpowXFhO6/eaDpqeclPl1NFHxcszRvZFpObgkPpYXwNkdOwcrd4sXDmste9gPfndASaB1DAxxqYuNe59y4sL2ty9F+odSh1ktHM5zKOkihiDrudILZ+89V10vkMQY5m5YANDgN4C2gHMLelRnSAPbAxj3C9iQN23UEvfrw/DTqqJkr5ZQd2x3MyXFwyb1eYJmqqTUwtEtSS3QNcTkSM8hlZSm0sktrs3czd5N90Hmz59c0h1LuvcWwPeQSQ5ou0O6vUkEVsjY4y0yv378hu7dotbM+tciE0kjpJLMaH/lHfN/3KcjgmfVO41245jd5xJ06D/zpTsdLK9u4xzd4tuLu5+ci/MkEarioKFsboY5pC+5AlNhrrkM0mofJLGyWWRrQ42Deg68ykuhlqpY+Ol3HDPLPcHOOsnoSOIeJ7EtZGHblycyOoao8CNHJG4NjhJYL2kkc2wH/BdKkNJG8iBpdldpcbnty0KkV1K2CSSN7ZIb2c2MjlOuMvTZM7rGstHAGnO5d43/ALo8Bx26yccfYlgDy0HV50v5s/OotbVmeYPeQIg8E2F7np619PFNHIWhrgQWkdGi+pI4WytL2iV7suLPKudbkJf+Gefi+I4pKWNfvRsF3AgBrR0nqXHuhFUHwRgtsDZwtfzcxvoneN3GcYA1rn3tFbdy6cuZKgxCNoLpmRcbHmCBck9vvT/+hEnfNIWySPMTYbDe3d0gA3GmqYnM9bymtIj3iGAjMn+KfmqYqt4eYufpyHYF9JG7iXSVEW5HazSdT1NHPn5kugzTllEwvNnzPJHJzDfOlOfvU3Hygve9xzdrpzJoxTPiZE2F7dzIEg2Jdz9SnSYZD8VjbDVxVMjAOMDH2aw53HXnzpQBz2SPG/uWF7X6T0JcNIZCOMeWg2Ft0kKXDAIYnXhfkD42YB6b6BLo46mqBjZJHE4A3fvEu9eg7E/B6YlfVQQtbO90bQ0bscZsbXyJI7ObNNy4jM7l/GHAkWvbO3QpFRTStpnRlodxfJD+e97lDzTyhpZMxzDYOZvC10r7Dh6CYzMLHi7mAuYdSbDRNOlvIwss0k3JGSXTQuLJd1x347ObbtTcjiZi/dydyrhtgAUgS4kHLKx5k40PdmW3CUI5RFx4gc5hu7etkBfnUprmsDQxrGvuGh0mVkx6gVEckb7Ovnpmmt0g55c6lzt33OkMhfna6ZLBe5KVglNNJ13b8wTuYN3C2fOnNxoAJIsuSvBIO7dE+gtO17nO2lxAPfvubJul3SQAgMpRXaObjcdr5fpTuQiQq9JhtcvnZduEm+d1JrDsI/d2robfO4xvpYVp88ha7k5EixWUbIScVtNh7728IR6WlaZLJZ97rf4v5Z66A7cy2pqOLpc5yoWIOzAVx24qC+ppYyfFjJsqTWuvIFHydVniO/xQkHVLdoEg6rNcJJSCehKOiSkb5cC7rmuFIHW8oWR+M3jYfqjuVeYckUw2oBBgfe45QKuFU9H6V29gtJnm2SUesKvXHMi1BMfwa2IObyJ3G1s82jP1K8oo1gcvF4g03HiuGfYlYi93x+RzxY5adiFwTSsla+B269vzibAJ6tklErpTKHgtDt6w0t1ZK/fpKsar7tSQcvMvrkFZLSKWTi545PouBV7w+o+SuZcaEj1LPmEggqx4biLHUjGSB/GQ8gbvzgff/urxfCsWKiqXtmdoOQb37QguKTcZidQdOUO4JYr46cieRzN1wcCHX5WhOXVl/wACGce6aaSR7rl7t7e3bAjs5lVqfFqhqWxbORtdM0NdDJcOt9bLt6FXGOtu3zJF7pctY12Eti32uLd7InxeVzddkONYwOBuGjXxkWnImbROBw6jaTnvE+se5V0AXuTqpWJVZmIaHEtB3upQyOU1pPMot9qp9EnI6rhd0ZpwhobchNODi4FovfoUhLpKh0Lg9vnB0I6EbGINIZNG8tsMmjmJVbY5zSA4jzFTIpRbKRtrZgjNOXweCQqBvEudr0FKFaGMADxrcdRQ+7PGM9wQbA5WXA6nNi6Qtb0lP0eCMrTxccguTIN7zZqNM+EWLJXWc6wNgbZaJFTiTqaFkcUYJdEBdwzYLc3Qbn1KA6qPGF5JDn2Lt46nmRaIkGoIc5rXhwsSDa1x0pLK2SxG9yQM8s/SoIneH2bunXJouUoSzfOlLD0FT6E15fLuusc+pM3NwADkMyktbPMTyHvJB5WdguB3FCzo2g9AAugHd3UXzPNZcELwRyLbxGZGiVCC5/jtbYZBzs3J1hYTmzfI0cTkTdMOuhdkbjInMc6chtvOBaL2BHSQkSTsewsLcyTlzJLSGvOhsMrIB9vJZk1oPMSF15JbbPMG+WiZEnI5RJXQ+zgDe9r5hP0JQY4hu/unQ5Ls8sUW74Q2J3SBn/zVN3c1oDjqUmaz4yyOIHe5WpyPT2pg89sbDvGTkk9Nk8OILrB2Ztl5lBYL7pYLk67zjknnP3XkbznAi+ZsgvEncs5xLsxqFx7HOJNubXtTAmde173z6CE66Rr2EiSKzW3G88A9nWgeESRuZYbxHTnZI8LexcwX0AT7ZjIGyMp22ewOJvcAtOllGLmiVvFyFtuVuhnTpkNOxAiY0uZFxsjbuF91xYRpbMW5vUuOe8HKxvqSCPPpbNR4y97fyO9vEXduuJtzHsUiVz5eTHAXMOhsBu9N+ZA8KfUPcQSGgNGvdzL5koILQwkAjecDr22yyTbmiS2TGNsLHetfrNtV1z443B7WneJaSdATbm86ZJ1PKOQ4sY4szJt/zqUIl7pBT1l5C5t45PrX6ebK6SXyvEp42MM4st3W2N+YedRnT7kbYQGu3xm2+XpKVpyCT6uNkcsDTfda4ZgjK2S7xz+Kcd0tcbFuQzuOa/NlfNDRPURRPYXMZYEFouRY9fSmIK0TPEL275eCCSb52yz7U/R4nOlhY+R8THkMBu4vyNzew6PMmXuia643WtNje+qYE73ONrNbvuLy4850866xg4oucfCEEeKSBlzKfTS4pS2MPiDfGAJ3ecg/wTplDiL3A3bEX60KaKmVrfjJdufRaQLjsGQRKhho4H5Yc6r4xl2tbJZ2vP0Jy+l45FJxpa5kxOd8uexspDS4lwIcBn26KE+SRsvEQQuZxZLQH5Z9BNsvQnBFxMgdK/k2u9zCeT5wiUJnFQ0oa077ic9N0W7F9vuDmghjWC2e91etQmvPxp75ZnTMJ3RzFuWma+kq4WG55Lm3JDhYu10tqn6Xh+apLSHMjcTpvsHP1cyU+q3rue6zQd07jrgdF/WmImkU5e+ct3ja5vmdUmSARSyhkzXsduFzRkCecW7bo+z8TLQVEcZfaQC5GXN5ky6WWzZDyTe4NjYjosfN6EppbxT4oPBBwBBzGfP3qK+adtuLj3jGbkuF7a5Aaf8AsgJNPiFTDHIGTujbMC126RYA5HsyTFN8XpnCdm9cgkOJdct0HqXHEb0sdRFZoYWh24TysiCO5Ry+o41scFmgRtZm4hrHW5Wel0vQnwTti4yYCESBpBaXPdYWzI19FtE3KC1sQkLWslu9u9az26WH/umIZKiJwppYo28mwkLGgkX1Njn2puonfKGmaXfEVwGtZk0cw59UejxIL5WvMTjCWNAzDN1zgdM769icifCCWugYJHckOBDgfSehQjHSwxPZV1cTJMt2E33t3pNtexMwu33skme1oe4gXyNund1Atp2JemJR1Eh3/CtLWOtvgckA6DUA8/Sm2lvFMgkfJUbji3dGQJtl4tiQElwqOLYyOckstZrHEkDt0GXcnYnuZK3cmbNMA4O48FwNxr126UyRY4IjWbhs98BBdGyNu+RbI5k6dikxtaZJuOdHDFyRI4yDMnMWOmlsuqyWygwuqEVXFO3jZAeMAic3ccLX3QQBa11CDaWKYuhjJZbdZvAF9ubLO2hJRwdTnNgjpTUtgcN8W4x5c1p6N0X5XcmYqeolaZHmWLjnFwkkAIAv0Aa37EhkkcpZUTVD21DOS4OaXvzGt+e45kyBVPB3uMduPablhY1nQ7I2z9dkemlRYfC97finHB1yHScXvkW+dYA7vnKU51yyljfLKws4yN9r8aL5jmOo5+joT0tJVObxFBiTnsm3i5jYXRsbew8Zx7VHbhkMcYEdSx0zC3jWl+7ujm1GenWjwkcPdI2z2MhDBkG5k9JPWlRMEkjYmCa7jZliCX+nm1XGQSODyxokFwHPHKBHNmvmvfIwGCAs5dtBvEkannSM86UQu4mZjGBhFiWcvquSck1UsZmZGAFpBte7gLc9tPOuQtdFJHL8Yja5oAEJbvXNrc/pTU0g3XxiBxfv3Fr2sT0efJANmn41ss0b4ogbNZd97t19+imNMEVIwTSMeJGcZvuvd1i5pHaCNFBM8EQa+Z/GBmrG5OGRGd+9Jiqad1Lu2exjZC0RiQjkHMkusfQlAbMkbKhstZLJK8N3N2MAMHq07Elo4ybjmh4YX8k72otmDcKXGxkj3GippS0Ak38QN6bO186clpJ2wA8c0EktsDYWGeg15+eyPAaibhwHGSVcbeU5h3WFz3HqDRr1pMPxAPEMcFa6Z3JBnIG6Scshz9pTDK2ClcRA4FgbchxFr8xyzS48Up3x8hs4lLnOkLGlzSzqHNYk5o9gLqKUtm4t85s4bzi0Bwv0A69R0TcdPA2oaHcW1jS1zjpvC2l+9OQR0EkQlZVTTTP5LnOs0NPR2KFVSxXZT08W4S4NBLt7dJOdr9KP/Qkyw1EPGhtLE0udvsO8PEJysDn/ALJuZrt4HcDni998Xy6T/wA5lx0L2zzRtlkZxdxHvNuXaZNda4zXztw08NmcYHONo7kBo6T229SQOPjijaLGOe2QfE4Cw6baHzr6pqo2NdKxhE728pzxYhulucWKQI5Zg1kcDI2Oda7fGt0lQ52gVEj5JA5rDu5Wu4jo7EAmSOR4bI+ckG97Otuns51wGN5aDI5zWCxc7ICwsDlqUyJxHO2QtyDgSz/3RBsFVi8cj4mxxsh8RjnhrW9NulT0ztLP8akgpY4ohyC0NlcToCd51sk62Vz5GblGGBxsXPO8X9Vh/EhDY3w0krqdkUheCWl5AB7B1Jb6ySKB0bJzDIH2IAvkefe1HmT9Hgi74hRNc6vk35Ta0V7uFunmCEVFc6tlDprMjOTd03ses6lRw0Pm4thBLiLucLAdZSo6V8vK4wljr2cRutsNbXSt9MUD71O7GN5krd4hthbk6Zp2MsfM15LX8XYOO/awt0FCxE8uDHlsbS0EF/RzHJL4ktkayohG+d3lB1xbmJ86fpCNSylgdlG97XHeAD94ucefs0yTNRBTSM494p4Hk33Q4gub5Jvn0WS456OPfdNI9sjm+Ic7WGZGagTzQTHepKZzCTY21PnRRCt4Ou1kIZY63vfLVNybtwI2XzALjmEtgmIImO4N02aBqelNTB26BvkkgZWskIlvoI2RF8lW0dG626aqoI42xiMOBdnYnMr4cY1rbvDLcnmvZIe6Tea67iRo5wzCAJ4rJxmJVT+mZx9aHvKkVT96eR/S9x9ajP0TpG18vibLl80j8EcCl4rGaKS/iyhaXx3GBrr6hZRSycVVQyA5seCtIpJ2viY6+Tmg+pa/HU6gBthNvYtuX/JxtCqczt+QlHNqJy7GKs30IaPQEAvcnqUbv2eeOOOQCSvnHRcJ7lKiTokpRC4BkpEc5lzM5W1Sw1J0T8Mpl91OxOdG9rmmxByTbbEX5+hdab5hAGIZ+NjBvnz9qIUEh3jGTYOzPmVehlLCCDa3rRKCdrs2O8yuVFHWPjY4Fzt0Z3Nr2y6OdMVjzHTOY4kFzRqOkD0aqN8YuzN1jbnUeoqN8Bu8LD1qvS8NLg1STKzQOv2LrTflNtbpKkzguBdOxTOaLtcWki1wbKOHm+oTgcSL9HSgJEMj2uN3Gx1zvdLMzrE7xGd8uZRBUi+4wEvOVretKfcmwaTc66BP0OTzGQhutkkgAgix0IC5NyRYOZc/W0SHl1wxwjJtawPekHJXOsbC5PWktdYZgAnnXN+MF1n5nLSwslhzeJ8YAE6kZ9iAQ8Nc+5cDYAb3MEuwa1rSy9gT42vWm2tBtY7uRL3EXuexJe0ucATfeAz6kAsSsJAaOUD0DuCkirBYGsiAues3TDY22sGsblYkg/8AOZKa1rzyZSGkEWa0WH8SgOOle95u9+6MgAAM0hxcQ072QOgOa62mDTvNkJ3XZAEZlfPaXOMmjm2vmMigHDuucd8Fzhqd+47koU7vm2F8825u867NNG6PcYwB4byja7ndZJzXGyucwGxA0BQHOLcwkzR72V7X6koNbc7u6wkeKRqEoTsZyZpLua0AdOmRuuSzOLBJyN43H5S7z5uZMPiN1hL7gAgdY6kqMSzAMijPJGRIvldMmbehLRTzbhI3Wlw3TYZ9fSu8bIATFA0ANABHrSBboxGQ7fcXaHLNOMMbbl7BbnDimHPIkaDcuBysQbCyW8FjTxlO7e3hbI59PUgO7zOYki1253AS43ODiHN3iQE2GuBv8X3S3mBvfzJbjM8Eh9mnMbrNEA4G3ZZot13BXAX3Fn8kZWv7k3aXdJcS0aWsF9xha4gzgEZEphNJIiY8lrRfnyuOrpXzn2YSXNJte291JkSAxtY9wJvztsQk2jbJYytyBJ5CPQdpzxjWxhzRdupIFrdaWDE6QiN7pNwcq0Zs0BQmviZ4zg4kWASnPe9wHEFrbFpuS0Dzgo9CdVVNO2ECrZI1+lwL2AHzhbuSYalzXuho5mA2sQG69eahOijYd58shc8aNzGnOL6pdNDGAbvNucHk6p+0JLZXMiIc9w3nEuzAPR/zsXGMEgZx77A3zHjOF+cpEkFmNjBA3Gm5L75nW3VbmU2jY98MkTnsLCzksaSXPz1uL6dGSASIQKY1DGuAbZrXObYHO2Z5kmSWezWRlznNJuxgJHq0Pb0LlTPuwGnexjfCC12EbnVbm6ympZXlxYHgNbqA0AO6Mv4oocmq66rnaXOIYMmvmNnEdTRcJdRVVEQLKVpeQwZZHIadfoTUkjAGubI4EauDTkO3tSGQiJjHuJiLt7dcG8t/PkRmB1n0IDpNbAXEwtJcRlobdISmUrGXkkgY4kDdJJcd617Wt2+jqTT6iFzW0olcWx3vum3m6ecpOHO3BxIcJWyA2a8c/akDklRThwifuv3oxICAciRex5r2XzK6llLAxvEts0cnxS645udKqYWNEpa8EsAvYW5PQ0E5puNkpc8hrWtDbgvZbX39aAbFQ0zyRhhdvyGzWt3uf1aKWXvLDI6C4bZzg5+WnV5k5TxVUb3tjbygC1rmuA3R1X589V8aKNwOTw0vAALDmeck9CfgMwtqNze3REHmxO9zW1HQpNNUzQB7oLxkAjxAQfSL+tOyMAe924A3i22Do7WHMR16JLX/ABaN0ZcRcAssMr3GYv2FOfQNF4ZZrZLk3J33m3/PWnKVrZS55cWsLQHksPJv1C9zoo7niWTea8sJAu1rCXHry8ydZW1Xgjx7HOe0vYQ2+4efsI60gel+JROiH4SbMb33bgWt9Ic3pUerkme90jWWjLCC5vzQf9utJfUQxMa4xtvKSTIwZDpuOfsSonB7JuKG6xrTu5uII6gelAdjmm3GtdVPkbYbtjbLnHX1p6pEbntkaWhzyGkg2cOYjsFkxHO/cG7GyMWs4m5JPV/BfRzhkohZDvE5kkZE39SAcAFPK9wnaA7IEOvz/wDClxB880r+K5DLtcL2A6ye0lNMjLnB74BUGTIBwNgOkL4shtvcaHOLiXWJLb38W4I6UySZ+NENwRJGWkBzCDzDnHQE3x0cjDIx8kLHO3i4WLC7S56VHlPEUcTIy4tD5XFt+TchuV9SAMrpU5qaqJlUauBkL3P3Awta6Ij5pFr2R6D01PFuteXxyMIIEh5LQTobWuR1dSiUsU+4AJYXPaRus3SSctR1JtsNaHtcXGMPveQSb1wL3NwT28ycfxvFguqw90ebrSkP00FwbAADz3SNySYx2YypiNmiQgscwSWNg3ki5ysfMVDbDJC8yvex4cRm9rtep1k82oa5hlfJE1xJAfycjoDnqexPOmqnuZGOIqmkk3jdu9V9O3RLoRmyVMdRxrpGvjJ3bZ3NxpzIvA0VFO9oZC2meWtl4qzZWZ81yCTlz3CiVFXUVkENJJIaaIO3nCKQuFuYO1Jso89YyIcZuxueGBrA5oAItkebNPgEKmhom0720MjyeMZZr4uXY5ZACxvbXmXMOoKmKeBsokp6erkIZUSRnc3c9Xac3rUB0ppJN11Xxb42h8gbIeU6wO6CNLaHrupDquSCJhlrQWut4MyF4aew668yPoJhoaWCaR0Qe8b1oyY95u7bmde5uelRHSs3X08tPLTtfYuO/Zpe2+t00JIXVzHxNikc8XcwtAa22pJtYdSlhuGzubVU1EJeUQ605aR9bkixzvmUdIqAy1u9htG0tgldeRu5yGjIm5GZ6ciuVtN8Uc5j3caYx4wab35i420OXPdTZviTncrHaenpoYPDRxb00l8vFIsCdBfrUeSPBoYWzNxjEJ5HybovDumNl+US058nnzKdg9QY6aRtLx9Ox3JDHFrnhovzi99AbpYfGyTelOQNy3kusbahx7s078RgkppZqeWephaziy4vJDunQWGgv0JMgw4UkbIQ6INykcW7zS0DIBx0NzqEeGakZTSwGeB4a+9i593OJ+rzX6yFHp6Sngkke9w45oJaASXE87iNLWPSedKhqpp5HMbhgMQAcXN5RHZzZ9ClCkqntdK2lID7hkYIaXAZ38/Ul0IdW2mbDCGygyyPIfKWkMiB8xSZGU7XxMkqZ590As3S1t/Vmpk08LXPEbOKIHFlzHh9nH6ptnzXQyogmkm4pshfunkvOh6v/dIJMte+KlDhAC13zrgF2el7XsvqjjZmRANlfA7xo3jxiOg/8Cbp6epY0sfEzcuGucADc3zPTknaiWFjY43Vb5LEtzHNdANM+IwhwdBY58lpuOzL3pxtQ4wvh3GE7pGo5LD0j/dNyCCOAPa+7H6A8kk9QX0dTHK0iFodpdrI7jrJ/wB0AqlYykcHPgc8yAXeQOLaPJyv/wAzTcgiY4CMndJN7bodb129JSjSyB0lRMSTqN4HePm/3X0G64ltKaV0pFyXtdkPPrmgESSUAc90E0rGEZlw33EjXsFyMlyrMUFHFGzec64O+5oa3MdINwdEzUzgTSFlXE4lokdJfcBII5LQNM7ehNOaye08b+U65JIu4uHaT6UvQaqTI0OlmL3l55LbndB5ujePWm5WTOLrlkMLcw42uebzkqTG18rnuMjpJXHLi4y8gHo5gnXYdVFrGMp2XlsGMe4HdB59Mu05peemHRNc8OfFELs1f6k8aColf8Ye4EnMEAen/dOVcEdNGYXzRsnhcQ5pF2HOxsdCVFFK1rmNMxG+0EDXX1JBMqKUG4lxEbwF3brrlR3PL5GxQwDLUk5Ejn6LLrYIi8QRR8Y4HJodqUt7XxOfA9rd4ZFrbbgJ6xrkgOCpEA8C/jXxDxrWa3qHOUyysqJ6guZGyR7znvgO59BfRSBRF8TJXundCGjltuG6aDm1Tb6BrHEsinLWkOs5ljboJyN+wIvp/RyahrKdkc5bAx28G7mpBuczf0ZL6odUGaSKACSUN5b/AKDb6dC7JJTQ00c5bUtqjfd35d4M6wCE+2KldFuw4e7cjjLjKbHjLam5OfmTJHpW7szKdkTXSZb7xcm/QehSY4puK4oNiDmOI8UEt6rhNMxJ8bXuZIWNbY2tbe/37V9Liph5MOcj3l77HLPm7UfUD51QIeNDvyjtC5uQTLqx9Q1u+xodoJN3ROudPO575ITG0WIu24810xKC5jjvAWFmjn9SKEiBkMI+MSk3YL3PN0W60h0cM3F7kjy9xuecW581HE00gALbsbzHMX6SlxhkjQWuO+TchrQG283Ol6Dshu4npKaeUtxzJTT0Ag6r5fL5AdabOB6Crlgldx1OyEuu6MZjnLeaypd7IhR1b4QHMkLXWIuE83ylY+x2cTYpVOYbtMhshw8UpdS/fmcRzkponIjJKqhLivlxy6NEjfLoF19ZdbrayZOFwbkkuzN0sjpTZOXYg3WuDeZLbG9zS5o5Iy1SMiV1rrG3N0XSBWemQsnoi8OBaXA9ISC5rTvFgPMM1x07nZNFuxMuppqnhvLINudR3VV3crQ5Jlz87NBIOoTkQ5DnOZkNMke+jxI3N/R9jzpwGGJjb3t0lRoSx5s0W6HOK6Y2DlFxcetHpHm1RPJjiva+Z51w1Ep5Nmmw5Vk255YRcC3WLJNyPFFr+tHoL332s0gAZalOlz2tAEvKGbsreZNsaC47urebpPQlSXawODjcnlW96AQBK1wD5XBo+iulkgLd2Z5aTYAkAkpDXkkEPvvDLJclDmtBZvb4F7WQD7i/xjPIAOsLg3X5uqSwk53cQO1MDjA1zZHgZdpHSul0e61oDiefefz+hHo8OEWzc6UZZWff0rjXB/5N017cokFx9S+bHE0FzhmQT4w7k/G5rgwcY1pA3eW0mw67dCYfMEsQ+LRNe5znhz320IFgM+hcaA0lgLXOsSd4W7ipIgjqXMYyanDzdznhzmtPW7eAz7FD4p7C5zXEHesDvXy5zYBHAQ51Q8OBc0NvzutYjmS3SycXHG+JuRvvb17/APOtcJkkk3Kd7gX6lzQ1oy1J6EuaMwBhMhc7W975dGnagHLSva1jhYmzLXtlzLhklBZA4EhpLmC9jn3rjYqmdgl4q+e6HDMF3/slGIQvMTjG2ZrtwnnBTJ9yRG63JtrcDoSWO3jviVpaRd2gJ7CnGCV0jASA9gDnb0e8RodDlzJbYnSVTqwtJc5xBMos09g/4EA3cyOa5sTmtJydvG4H/OpSY4+SAGGUg2O7fPquuPe5ti6W5OeQsL9oXYpWxQuLHbriSGus7XLPqKA5xD2yO3yIrHMFpI9PvunJIbwxDfc8EF197xey2qZqJ92dznzkl4J3y8A73vTJqJQ1u44BpbZoOnaEA8+NgaXctpPPY+lLmcY4mGaVzd0207MhZIfW8ax3Hxb29nkbjzD+Kbmc8ENdEAwC9rWJ/wCZICVeMhrKeo3cgTvG569QkbzoiOMa2TlAns5xcBMBtM/i2U7S17snk3uHdWfelv42xhk+a4Abrhlfnz70A+57mxmRsDA0HI7pOeWt8rpsTv3t4RAtOQFhn19POnI5viDiRUOkkY78m5oz7DYg+lRnVscsnxmSOFzg7xLXNjz3CAkGMNnEQ3A4tvvMkyZ/ApyroxTvp+NMDTIRYNcDYHQk6Ea3Q+fii47okia433Q8Zjo61Ihqi9pikp2cW3dDXmMDdtz6eZAOSTCOoNNTuEu4bncZu3J0zIT1p4ppHGna7f5LN9gNj0g2CYcSAWhsY3weVKzcDT09P/uusMQduvrY4mgHPlOaD0DIJhKZGZrMfJGeLBuN0Bw6e3tOQUmixGOjfJTwUpeSbGQE2J/9yolG2lkZJLHM+R7DYsYAG7oOuXMm6qpnBED5mU4kJDdzLK/O46k+5OfQ6k1r46yT4zJTlznHc5RIZp1a2tkmauzacMcQAzxQB1dvuSRTtkDjJypL2YHSWzsei1sutNSRwQPbFKN69iTvXAPWkCmOHFMFPdvKNwXXPUctE5K0CUxuYGS2zL5XFzbjK4ysSvhTx0r45xXRzbt3uMQBzOZBPck8exsxgLnP3NHPa13nHTe+pQCXUZZE3iIXS7wLiQRc27EvDqZr2b7GssBdwv4QPHV3J1ldUti5LXMbEDd4buh18zr7rpmCcxPe6kqnRl7XXdblEHoPbqU/oCtRTUVJFx1Wx00rvEzMdrjPeNvVa/pQ8zh5bDGCS5gaRzNO7ne+WXqSmRUtW2INfLPI54e8SVBG861jmexKr4vi4dxQijaWcosO9a/b3o6H29FGXVEp44ABu8GjW2p9CRVVNbKxkkF5nAAnPd10tzHLoXIITPS8gO3rGMvNhdueY5tDZK+JNkpuOOfFFrQ17DYDlXOoJ05kAy6W0pilry5xb+SDgLHnBKdNRHSw5uINiAC7K/vUOSjZI47lI0P3bkMcSQQMznqND2KZR19fTwCnlq7RQhzHMEA5JJuO3LnKIHKWYvYOKPhN3l8ggAdOVrr470dMQYmCzd0SWINyb6diVEyj37zscHOj5IB3XX7Alzk1UfF0+44ixJO9ckDPIDPLzICPFuSl96RzGgZ2I3Rz59CsNFHgBoHsxIua7cs2CI7z+e1ycuwHJA2tnI4uKN5bxXGPDWC/JF9QOe4C4ZMTkjaxoZGTdzry7xI5t0ae9OXwX7SIor3bEzey3ri2WevR1pbXwSs+Lte9k7HHxdDnbU86TMae8McFXUSPseMkDDukdF/4KLJPvTPZSML3Nk3ow8gBxyOWl+xASp5mwU8sDmkOcA4uByuQSGn0elNwsiZAKiZ/IMJMTgw3N/mjpzGvMmax2KmZ4fAxjCQdxzAS4EG5sesada7XVtRUwU8ZpoIBG2zWFxjAacyBna6Xoh6sLmM8LAS2PQ7tjbcsbn+GiYmmpKktZFCJQxoLWOjvuXta46F8Tx9JYsLbAhgaSWhw5x0m458vSu4fQyw09RLIC2728xDt25va3XbLNAJp6prAziq6WFrMpQC3cFzbdAA0J6LLstFXcUZJI2Tse4kzRhpz6eSQRY9SXLg0biyenM7d5zd5rgGbg5yTfMZ9CUaBobMJKZpaXDMHfAHML3Gd+kWQEdsM9QZN0hpp273HNiG846Wc7Tn7U5TUzWSMglw2Ko3fHc4uu5uuTmnm7O0KRFXSRXZNuvgJIZG9+5uE/WFs+1djxKqbG2CCpjY2fee0brXSWHzQ+wz6wj6AfWTUznfF2U7I92QcWdw7xNs25kDn9SZxAshdM+aONstrlr3gPabfNFv/AHTklcG01mtBkdKXuiYw3H1nHXLmCkvkmfED8epGsLN3eLbuzFt25ANxzC2qQDsMxGjZUzVddhNFXF0QtFNv2bmOUN0jPLn5rqfHBT11OyqiZh1KH35DSZXa8zdQo9OyDjiyKupaia3FuNSC1vYBl6V9SUFDPHxjp5oXWcSN9p3DzWF962eV0QOTmKmaRDuVTLC5a1zAHZixN9bWNutS6OOJjHTQRPq6gO5boWni2C3Jtz584IsoMD4qaYPc+acU8tmx2G6+wz3vWEbqdoXcU+N8JhjLLOjiZGB2WGqc8CDxIlrJHVVPE5zg1w3XOaXGwyy6L216UoVlNDJxdVR1QqWENZIyTkkA6Wb83M3vdR4finx0uMkjhITeKSIscegG1xfLoUioqYoXCKmEdnOAbGN0Oa3LXIZk9IvZAQqh0Mzi6onmdTg70jLcW5ztLgaAZ2vknXV7aamgcKANZvmJ0huS92XJ5WWVuZdrGRU7vilZLGJwxskJjO+HC+ltbj3FNTFsfEVTqulcYKhxYxznb5sLkua82ANxp0JBLjqqSmEkssbZHNFn7kY8bmsAMrdPOoTMRpgCXU8Uxk3id5zt/wA4By8ybOKQupnU9PCwmZx33AAEXI5+fTLovolGkbTx7lQyWN5vZke6S518hcZ5o9CF8cY5jGOBjc45yDUXOqkSVs1M1ojppGxvBc2XeNn9fV3px0UY3ZuPijLriwabtHNrke9IdFFyIXzSuhcS4tY2wBPd6EvsyJ66QU7Gwuc8uBa67iSOjsT0eE1k0MUuTWvOZtvPBv0DPpTUhip6WN0dKxjtXNcXPPU+5zB0yRCLE30dFG6loooJZBvGR5Lt5188siM+lE/9JGfRsM3xeCbfniLmkPuXWtl1BLlwyd7HtkxCmjjaLvBkLyzLnsLaqJU1FZPPxlXWN32/NyazPUEdi+lbBMxjIp4mQuPKg3y0h3TfR2g1QEmSjikhi4nEGzkOAcGSWbujTLmKckrqFr2yQjjHcZd263kt5hzZkdCDfFpmTcXDSs6C52bST1jLzIhTwzQUrpJAGvksxjTGSCBqQ1uZPciX0PqquoJCTBRVTBfdbKXZvcdXWOXmUaIF0kgjEhcWOJdIbhuVr5C1+dEI5ahsDRWRGSNoLouMHIP0gb84v2p2P4qZXxOp45BPugAG/wDwDnujwIFGySjex0Fe9r97fs9hMbiBqC069tk9V4ifiz4xUthcGhw3GnlXPSfOmpK6GkkqgZOOkfqCLNtpk0JmKOOkkLYYjVSyMJDmMuWnmsOayP8Aw0J0sJlaZ53OcDdxcw7o817ntU90ZcyNsW44OIJJJa084yvonqYNrXH49S8SGjefNKBcW0y1JJyslyUzpHcQ6BkYiJa0B4bu5anpHOlIPSqaOKC7pI95xFmhrciekBIfHSQ1DXimDZ2uIkMchHFn6Qzselcgjkp4770XF3LS4SboBz5IPrSH8dO9sUBhkia0iR0mgHWcrpkViD48S4t82Ltjijbk17ib9YGtyo3xvDYAz4uKiV93EzSvIsRoQEqXDRBC6olLJNwgOZGM23ysT/BJggiicZuILS/JhmsQwdgJJS+/TID6F1UyaaWRr8iSG3zA6z59E5PUwk7lBLI/IX5IBv020XamnpJWPNPCXFzhYjkhoAztfIDrUJzXRyhpZuAczZL5doR9wH5IWMbvfE5pBcOO8/I5dFk46vlMm7BTCPcz0F+5MNZM1vFulm3b5tDiMu1PPMz5Pk0ZcMgOSSSgGXtmnc3flc8kkkB3p7F9IyJkrd0tG5bLf1PYppgPgzPG67wd4vcG2Pn5lySJtK4vMcIaRlxbt4o8HqO75LvcdBGHOJuL8oDt5kqCZxmY2na5jG6ndBJ6ylTV8FRUCOOne4EgbpyySoi5+/HBTMjte/GOJN/UAgIxIukPX1819LlYpAlcJ5l35oSHGxQHTZdbJu9iQSuXu3qSN3fu4npTbnWyXb2z6Ug6opug3TjdNEljbhO2s0DnQCQLi/OvoyRclKtyfUvmtsmTmmq+AaRz+ZcLsyEu26LAJGQRHcAn7qfZQOkG9G4WGpvkE2N453SnPfu7oN87kWFvOmThhkjJ4zcsBzOB7kmOJrucDz2CcLo2izYRcjVxJt2JDJLbwYLN50AsMa023r5C9ivmcY0ZaHS/OV8wggXYCOY3SnRnIuOZHOUE455c67sz0NS2xyOG/wCKDdznHmC4I2tJLQbdQTjAy4jY14Btk43sUAhrHPNwDb0r61nbtwCOnLJPCMAua0Wyz3dSkmnm3nObCXbouQTb/wB0/Ccp5ZGyFojFgTmOjvSZ5nvaCBu5nIjW5XzZHRgneDTbRvP/AAX3GzvLeMDXNZpzAnzI9M0x26d46nS3enuPfxToBYB2pLBf0psucx5LHODsxlpnrZLbLGwjwZcBmOY36T1JB9DHEX78kb7Zcl2Q/wB0gxuDri9r82Sc+MzyHluZc8+7ovrEhrWNc4uuLk6oBDWtYLu3r84vonImteOS1pO8Bm4i3WEhgtvtc6500TrG7oBeb9ACIDznQkg8dPM7QMLgwW8yj6uJBkacxkcgEoNcC0NAAN87r5xAc1lySbElMnzS+G5D3dBAdmUoF/Hb7t4AgHncST2pDzZridec9KXC7jPHcRYdqIC43yxWLLsDm3vz9idp+IZMZhCxxsdTY9t+lRg9oZmea6VEd52emZT9B1soa7caHN3jyiDbK+l+dNySPjkeHva4b2W65dNrvFs024bulufO6AVxk7Xb/Ghwve4TrZpeL4wh2dwC5twmLWaHvIPTl1p1k7XQtaSWt03QciLoBieWNjhHLG0ucBZ25fJcFRTvIa5gj5gSMmhShLTseWRM3CRYm2Xbay42kbId7j5C1pBIJt5kjfOfu+GklhDHeI1jbucOm3MlOnpCAxz83jTcPmz5wuVMUhO9vbhIGQ0PmXGMAa0Aue6xB32eixKZHZBTOEcTZHRNcNc3WsM+bJRhTxCNsr4iQHHJ1gHAW5xayVes5Ah4uJu9cHX/ANk86SrJdIZN8i53QRpz9SAUypPJMdJGQHBtjKS23OL5JmqbBJVvmig3OMOY4wOt/tkvoOPjqONbukubkLga8xuLXSZRIJG8e1oBF7tO87LosEB84PlLTC0lovckZX1JtzdHmSoKxzIi6Ofdfz3I3bHtyUiOrNYDSSM4uR+TW7/I6QN1MCkETWzvhDXkOLXObcA36ObqJR/8B+Odtc1xc0y8U25c27h2nK105HGxkZc5m64svuOAcSem+nTkkQ1svxV/K40FtntLrlnWOY9CZhkkjlHxaN+6QM3Nv5h0JhOawPLhHVNZGAJGh0ZALR2DMg9fOnGMiihbPT1RdMTZrSwbt79fP12SJhFJUAmKpZFkXM8Vruk+Y6C6RXFkbnUzI5YTfeu/dc53WTzdiYLla4xcY6Vz2k+Ee228Ses3Kh8XGInt+LbheRnfMgdV7k9akGmjFNIySaRjqV93hrhdwOgAGZPnS6SOKqk3XtDXNAcQ7ku6BfPTIJAxTUjvizniMloNzI94BtbTM69l11zqdhFpgXGzbDrB6ejJSWU/xfEHSOpXzbh5IjkAJuMwC7m6gh1WxkU0ztwR7xsGgkkdFro4DgqBxoEoa5rS0b727wJtzdJAsU6JYIHSPAD224trn5HTUW9Kcw9kUsT2GoHL3mlgZZ1w29w7QKK6qfG/j/i7nC24HCzkAQpoKA3rmuLy4EPisNxpNyBn5iF82FjmunMUbI5QW77XBz3ltwAGjTtS6RvHQtlGkh3Dut3RvZZ58/X1JVPLAHGl0ka0BotdgHaEyNMjrJmCmIsy1mWcA49dtW62U5mz+JTRCKnpJ2xl4DXTEZWF9TzXTdLEX10pY9ps3PdGe8Wm3cfUpdXiuKimikgAp98kPYwA7otezb8+mack/R9/jlTstUUEEsjJ2GMAEsBzN9eVkok2ATvjfJJLEXNALo83PaRzEEWvb0pljamtn42trZhxjt0ua4ktHcU7DFFTmSeN3HuF+XIXZXyuBpco+gbMckjqcQRNdCAXFwFw4XGXXqiE7W0ruLmjawAF7LWjI5xkDmmJ5BIGmSV44yMMDHOc4+nmF1EnqeKqRLURySyRX4uMPIBBNyD2I4EkFkUvECujhPJcGNbe926XJGR9yaLKPe45jxGYmtZxLR80W3XA3IsTfLtTEkNM6zwGxOfuhzCy5YADkXei/T5lEZvVtVeZjoLi/JaLB1hYDn16UjTamGjMsctnCN3g2zC43GgXtZptcW7c+hRq2pdclkbo2OeASQd45ZG/P5KTEREaiKV9y4jwpaQzTU92muS5PPJURQvaymAibvhovvFxAvkToALdSQdrWPayKN0jbNcLFrCcus83YpDR8Ye8mgjlBHIdu7pAGZ3ebtJyUI1pbG1rYd24BModdzyRmCL6i+uimipfTsaYYZKovjc1rtbX6bIgcdIGGWSWGRpY8ADeDznbxiPclsqGM42mluZQTvRxtBc5wPOSbejNMPmjgDIJIpI2X5Re0Oa5x57D3pxmDwNjdC+oc95e0gjkWvzDW5sLph0TPa8MsWBlzGXS8YBzWdru+dfCriklZK8Nc4vIcd62lzcnpzCckw3D99r2b5kEdjJF4N1wbFzm53uLdGidNFSsot50kMw3nF8vF7jtwZCzTcXyz6UeUIGI1sU+58QoIpgDuHeIIOQtb0Z30Kcw6nY/dlpxBG6Rofd5DG/WbY84t2c+iQ2lhxOouyrhiDeS0PbxbtNSA0XJ58ymqrDZxFxgqOOjIIBhcCOTlmDmDz6JffQfqaGjigindTFofK5s8sTnWHK5yDl5wR0KLWQ0biYqvEdz4uQ6JxYczra+Z6E9DR8bCGNm4yLN5DeS8HzZE+4pmJ8p5O4+VryG8a4X3DqDbL1daAU6OOBvxujme0tBaXbu88P1As62RB15rJpr6qHekawudkDNYl2f0ieYZZpOK1GIODJQ+Xfc0AkDeINgD1gZKC2txF0DaZrHBrQbnc5R5r30GSVp+CtIOOjMWHsY+Ux3kc+UgnU5ZEc6W+nfE4mpMcbY42ukLIS/n0uTfm1Q6lbUxsBhp+LG7ub25naxv29KIxYxV0znQupWyt3Rbdb49vp8yIRmkFM9lTUVk9XTyNcHR7jTuWta2ed9FEp5RW1XE8Q48Y47xDAXhvTfI/wRM11TUSOqJsMic1rd43AJ11udVFp8ZjpJnAQRxFzN1wewOBzuCDqj6ETcUpq+WZlZVgNibFuCJgvJdrdXkDk3OtioVPR00bCyp+MRtILgAWOs4+VoEuixijjlm/CG5XwzNAbFvPYWOB8YO6bXCeqBhbaeWsoppRHvDwNTA07rb53ePGPen9X7CHVysaTTwyNfC4jdY4ANFurIcycFBNM6EEcSJAZGPLgzMWybn/736kKq6qerDHvoYml55LmMtcdFhkpMdZUVTmsfGSwDcaHvABGQtcqfYfiZCBTywxUEbJJ3kZCXeaHnnuL3AS56qcmZ0tRHIYwWONuLDH3sQABfVMuOIQRMh327j8snMJaPKHim4Km1VmzQyMovjT2t3nbwPJOeZcOcd1lRITI6yXiRLWyPicQPCEltrda4+R7aF2HQNBDn7zpI+cfWJ5kQe7En7s29Gxjsxvlht5ibm3YokzxAz4tIyCWVxDmhtrkHsz9KAZgbvsZHFUhzuMJe2MA72mqmMidTzxtIbBqQwPaST0c/UM1zC3yztMbN+M6M4toswAc99U8I6dsxgne18wIe11yb26ev0IkCC2pfBUSGWINZEHkOc0lhIOo86ejmqKyGX4pWxR0zQL8Y4R7pIzA5yEueSjq2t3aw0VgWueNHOB0tqO1QqfC21tZHE/jJgAS57pQ4boz3ra59F0vv8ByeRkOHx0sjI6iVpuHNqGndANyLa3tz2KjCqfFTy8dDUNcCXBrnENAJsbXGtujWydxWlpqepL+Jp5Yw0AMZyC2w57DPtX1EON3SWTGN7gAx0lmAXvax1HWj9NFjxASycuGEl1gZHDO2XPzp9zamOcyQtqiypcBHOwcWx1zmDlbpy5kSqKwshLZ4pIrHxYW8lx5rEC9lBd8egYYIql7g9wdyyd11ua50OiXgMVL6ppDKibioS7cc4P3n5a27U9FSGcOmbM7cJIicW7jHNta+ZzKYYTOw1NYHSSudlYjxQMiRz2S20nxyWN87nhgO84uFt0X0HMgJdFFSVsYkdCCKewtI45m3WdMuYKHU8bHKQ+nEZJuNxxffznvUncoKV75I6h+6dGEEjs7EzPJaWMUskcZdkW2cBfpJumT5rYXQCWohcYzciNribk8/UAlx03HQskp3sYN/dN8jcc28edfPp4WOjYytlq3E8rLdaHc9k5X0AhrBCJsnHfDWje5RzJ6NUAyWvaXujad1lnO5e8CLrp3uLdNDHCOWGk6HPQ2XXU8zpiG7/LAdIxjd0HmXzzE2ndS8VdzXXc4DlX6L6ICO+er3nNGRzAu4AWvqQUvibB87qzl2BG7qOoJqWGN0RnIaRzi1vSvtymsXuu6+W6BYX60jOslo5Gb/AMXdLKwkhw1zOq5TwR1b7SPe1wcLl7+bTLLJOmpeymDG8lsjfmN3RkmHl0ri628C0C5NygH6uhpqaZrqaqvJfMHlbvnUWaUnwrmEucLHMAHzLj5JXubBJJusGtsj2pp8YZctjuMxvFK0P//Z","mime":"image/jpeg","copyright":{"license":"CC 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