![](\"https://perx-cdn.s3.ap-southeast-1.amazonaws.com/postman/user-accounts/cust-details.png\")
Perx offers a wide range of RESTful APIs that enable developers to integrate any mobile application user interface and/or backend system(s) with the data from Perx’s core modules.
\nFor a native application (or website) to connect to Perx, Application-level and User-level authentication (using OAuth 2.0) is required.
\n![](\"https://lh7-us.googleusercontent.com/RXla0LqHFzfPxvKaZTflaqp8IeQ0VRKDPv7XyFtGOWHZxEDrFGaUuHJ5HhsCI831Vu9-Q7rRHpM_DcyJ9VhD8T5nWcyUy1biGEiPBR0G7tAovhvDReR5O-mMO1ocblfEC34fPbjymyT1ddWEaSEDaWSCgA=s2048\")
\n\nApp calls Perx to get a client token for authentication. This will return a client-based token that you can use to create or update user accounts as well as request for a user-based token.
\nApp calls Perx to get a user-based token for authentication. This can either return one of the following:
\nA valid user token
\nA response that indicates that the user request is unauthorized. If this is the case, then the application is responsible for creating the user account (Refer below Section 3 - Create a test user account) in case that is the desired outcome.
\nAll further calls to Perx are authenticated for that session using the user-based token
\nPerx will manage the following User attributes:
\nLoyalty information
\nCampaign eligibility
\nReward issuance and redemption
\nCampaign activity log (views, plays, outcomes, etc.)
\nAny other personal attributes that may be required for segmentation such as gender, age group, birthday, etc.
\nPerx does not take in any PII information. User Identifiers should be anonymized or tokenized by the requesting application before being sent over to create a User within the system.
\n![](\"https://perx-cdn.s3-ap-southeast-1.amazonaws.com/postman/auth_2.png\")
\n\nNonetheless, any User created within Perx may be further annotated with personal_properties (refer to Create User for more details), which will enable marketers to use the properties provided to segment and target specific groups or sets of Users.
The table below describes some of the core and more widely used APIs from the Perx platform:
\nThis section provides highlights of the product. Following types of highlights are included:
\nYou can navigate to the required area from left nav or select a link to view latest changes in the area:
\nObtain your API keys for authentication with Perx on your API requests
\nAPI requests are authenticated using your account’s API keys. These keys are specific for each tenant or setup. If you have not obtained your API keys, contact your respective Perx Client Success Manager to request API keys.
\nThree sets of keys should be provided to you for environments that represent following three environments:
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\n
The access_token you’ve received must always be used in the authorization header for any further application-level API requests.
\nIf you get a 401 Unauthorized error, verify the following:
\nclient_id and client_secret are correctTo verify that your credentials are working properly, make a test application-level authentication where:
\n","_postman_id":"921db69d-0807-4c9a-a8f9-a60a14a07ae9","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Create a test user account","item":[{"name":"Create a test user account","id":"0aac450c-51c9-4279-8a6d-c28a21bd7922","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"auth":{"type":"oauth2","oauth2":{},"isInherited":false},"method":"POST","header":[{"key":"Authorization","value":"Bearer {{access_token}}","type":"text"},{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"","options":{"raw":{"language":"json"}}},"url":"{{host}}/v4/pos/user_accounts","description":"This API allows you to create a user account. With the access token received from Step 2. Make a Test API request above, make an API request to create a test user. Make sure that you include the Application-level access token to the authorization header of the request.
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\n\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","oauth","token"],"host":["{{host}}"],"query":[{"key":"grant_type","value":"client_credentials"},{"key":"scope","value":"user_account(identifier:{{identifier}})"},{"key":"client_id","value":"{{client_id}}"},{"key":"client_secret","value":"{{client_secret}}"}],"variable":[]}},"response":[{"id":"afcef02c-58a9-48e9-b82c-e83b94a03fcc","name":"User Authentication","originalRequest":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/x-www-form-urlencoded","type":"text"},{"key":"","value":"","type":"text"}],"url":{"raw":"https://api.getperx.io/v4/oauth/token?grant_type=client_credentials&scope=user_account(identifier:2000020172819)&client_id=464743dc94dd368884a3ddb937cda9918fa7bf7ccd365f4834bee42374cb00cf&client_secret=99553dd37d76afdd5fc50c55827bd7ec459e26d323937fd9814c1f58c4037836","protocol":"https","host":["api","getperx","io"],"path":["v4","oauth","token"],"query":[{"key":"grant_type","value":"client_credentials"},{"key":"scope","value":"user_account(identifier:2000020172819)"},{"key":"client_id","value":"464743dc94dd368884a3ddb937cda9918fa7bf7ccd365f4834bee42374cb00cf"},{"key":"client_secret","value":"99553dd37d76afdd5fc50c55827bd7ec459e26d323937fd9814c1f58c4037836"}]}},"status":"Created ","code":201,"_postman_previewlanguage":"json","header":[{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Etag","value":"W/\"21f119de0191474f1169a8a81c3683ae\""},{"key":"Cache-Control","value":"max-age=0, private, must-revalidate"},{"key":"X-Request-Id","value":"8124fe38-db04-4896-85ae-406d764a25c6"},{"key":"X-Runtime","value":"11.036064"},{"key":"Vary","value":"Origin"},{"key":"Server","value":"WEBrick/1.4.2 (Ruby/2.5.3/2018-10-18)"},{"key":"Date","value":"Wed, 23 Oct 2019 07:21:11 GMT"},{"key":"Content-Length","value":"166"},{"key":"Connection","value":"Keep-Alive"}],"cookie":[],"responseTime":null,"body":"{\n \"access_token\": \"badbdf29f7c02e1c6ccc1d3176a89090d617ff2ceeead2d88e7d9a6206fcdd23\",\n \"token_type\": \"bearer\",\n \"refresh_token\": null,\n \"expires_in\": 900,\n \"scope\": \"user_account\"\n}"}],"_postman_id":"3452eae2-06c6-49a1-a209-ab49ae5c3acb"},{"name":"Retrieve list of loyalty programs","id":"2a345e9b-2fcb-4dbd-970f-f242c34f8cee","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/loyalty","description":"TIP: The
\naccess_tokenyou’ve received must always be used in the authorization header for any further users-level API requests.
The Loyalty API allows you to check the points balance and membership tier of your user if you have set up a Loyalty program. In this instance, id: is the ID of the Loyalty program that has been set up on the Perx Dashboard. For example, {{host}}/v4/loyalty/1
The Rewards API allows you to retrieve a list of all the Rewards that a User can access if you have set up one or more Rewards on the Perx Dashboard.
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Options: id, name, ends_at, begins_at
Show rewards the user can afford by points
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Options: true, false
Filter by merchant slug on merchant properties field
\n","type":"text/plain"},"key":"merchant_slug","value":""},{"disabled":true,"description":{"content":"Filter by reward tags
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\"hit_the_pinata\",\n \"images\": [\n {\n \"type\": \"catalog_banner\",\n \"url\": \"https://cdn.perxtech.io/campaign/photo_url/2632/uno-bank-logo-6fc884c9-85b2-442a-9842-0a05a7016ff6.jpg\"\n },\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/campaign/photo_url/2632/uno-bank-logo-4fabf914-d27d-490c-8f90-073e1e3f70e6.jpg\"\n }\n ],\n \"name\": \"Uno Wow Experience \",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2634,\n \"active_at\": null,\n \"begins_at\": \"2022-03-04T03:36:00.617Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"game\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Shake The Tree and Win!\",\n \"value\": {\n \"title\": 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\"https://cdn.perxtech.net/content/dashboard/tree_image.png\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"tree_background.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/tree_background.png\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#2665ee\",\n \"number_of_gifts_shown\": 3,\n \"number_of_gifts_to_drop\": 3,\n \"play_button_text_colour\": \"#ffffff\"\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": false,\n \"favourite\": false,\n \"game_type\": \"shake_the_tree\",\n \"images\": [],\n \"name\": \"Yi test 4 Mar\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": \"แบบทดสอบการแปล
\",\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"value\": {\n \"title\": \"Hit the Piñata and Win!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"header_colour\": \"#000000\",\n \"subheader_colour\": \"#000000\"\n },\n \"outcome\": {\n \"type\": \"image\",\n \"title\": \"Congratulations!\",\n \"value\": {\n \"filename\": \"outcome.png\",\n \"image_id\": 2681,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2681/outcome-2e42951a-06da-4326-8a19-078fb4c82613.png\"\n },\n \"button_text\": \"View My Wallet\",\n \"description\": \"You just won a reward!\"\n },\n \"nooutcome\": {\n \"title\": \"The Piñata is empty\",\n \"button_text\": \"Try Again\",\n \"description\": \"Better luck next time\"\n },\n \"still_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_initial.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_initial.png\"\n }\n },\n \"opened_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_broken.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_broken.png\"\n }\n },\n \"cracking_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_cracked.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_cracked.png\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_background.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_background.png\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#fee800\",\n \"play_button_text_colour\": \"#000000\"\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": \"hit_the_pinata\",\n \"images\": [],\n \"name\": \"Translation test campaign\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n }\n ],\n \"meta\": {\n \"count\": 10,\n \"page\": 1,\n \"total_pages\": 14,\n \"sort_by\": null,\n \"order_by\": null\n }\n}"}],"_postman_id":"35e3934f-18ca-412d-9004-eca17ae8593f"}],"id":"bb733178-8197-4f67-879f-30dc79adfa01","description":"Now that you’ve set up a loyalty program, reward, or campaign on the Perx Platform, you can connect to one of these endpoints to verify the details, access, and eligibility of your test User.
\nComplete the following steps:
\nTo get up and running using Perx’s APIs, complete the following steps:
\nThis API allows you to generate a token for administrative actions, such as user creation and allocating points.
\nYou can use this authentication for the following endpoints:
\nThe OAuth token is used to authenticate APIs either on an Application or User level.
\nAn access_token is generated for a successful authentication and should be used in the authorization header for any further API requests accordingly.
\n\nNOTES:
\n
- The default expiry for eachaccess_tokenis 24 hours.
- Generating a newaccess_token(for Application access or User-access for the same UserID) does not invalidate a previously generatedaccess_token.
You can use this authentication for the following endpoints:
\n*After a User is authenticated with Perx, all responses from the requested endpoints are scoped to the specific authenticated User.
\n{{host}}/v4/oauth/token?client_id={{client_id}}&client_secret={{client_secret}}&grant_type=client_credentials&scope=user_account(identifier:{{user_identifier}})\n\n{\n \"access_token\": \"cdce3e0d3c14c074f9e1b0769849ad4fabb75999567b1ed1018a18566fa3abcf\",\n \"token_type\": \"Bearer\",\n \"expires_in\": 86400,\n \"created_at\": 1618816371\n}\n\nThe access_token you’ve received must always be used in the authorization header for any further API requests.
This API Generate dashboard token to create campaign, reward etc.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","dash","user_sessions"],"host":["{{host}}"],"query":[],"variable":[]}},"response":[{"id":"4471067c-7501-4570-a1bd-ed13f1a7c7d0","name":"Dashboard token example","originalRequest":{"method":"POST","header":[],"body":{"mode":"formdata","formdata":[{"key":"email","value":"divya.chouhan@perxtech.com","type":"text"},{"key":"password","value":"Divya@perx","type":"text"},{"key":"otp","value":"198342","type":"text"},{"key":"","value":"","type":"text","disabled":true}]},"url":"{{host}}/v4/dash/user_sessions"},"status":"Created","code":201,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Wed, 14 Feb 2024 07:58:35 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"4e7edb9c2c5b270319d4ab2f3a7a26e9\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"4d679b3f-cded-4649-9139-d59e806b71e5"},{"key":"x-runtime","value":"0.350558"},{"key":"x-envoy-upstream-service-time","value":"356"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"id\": 5916,\n \"bearer_token\": \"79a4892671c8ccdfd66616195c6511478a110282c27eba9825c2877078b4f29b\",\n \"expires_at\": \"2024-02-21T07:58:35.419Z\",\n \"password_expires_at\": null,\n \"status\": \"active\",\n \"roles\": [\n {\n \"id\": 1,\n \"name\": \"Tenant Admin\",\n \"permissions\": [\n {\n \"all\": true\n }\n ],\n \"created_at\": \"2022-02-14T03:43:59.584Z\",\n \"updated_at\": \"2022-02-14T03:43:59.584Z\",\n \"system_generated\": true,\n \"state\": \"active\"\n }\n ],\n \"access_groups\": [\n {\n \"id\": 1,\n \"name\": \"Full Access Group\",\n \"state\": \"active\",\n \"created_at\": \"2022-02-14T03:43:59.604Z\",\n \"updated_at\": \"2022-03-02T06:29:34.890Z\",\n \"acl_global_ids\": [\n 224,\n 372,\n 405,\n 291,\n 5,\n 38,\n 292,\n 293,\n 326,\n 74,\n 75,\n 76,\n 77,\n 327,\n 79,\n 80,\n 81,\n 82,\n 83,\n 328,\n 329,\n 362,\n 363,\n 364,\n 365,\n 366,\n 367,\n 368,\n 93,\n 94,\n 369,\n 96,\n 97,\n 98,\n 99,\n 370,\n 101,\n 102,\n 103,\n 104,\n 371,\n 106,\n 107,\n 108,\n 438,\n 439,\n 471,\n 150,\n 154,\n 155,\n 156,\n 157,\n 158\n ],\n \"full_record_access\": true\n }\n ]\n}"}],"_postman_id":"a24f59d0-6de2-4ed3-aee4-874fc72f603d"}],"id":"5ddba32c-e0b7-4a99-b077-4a74bff34732","description":"Perx uses OAuth 2.0 to authenticate API calls between an application and any of the Perx’s API endpoints.
\nThere are 2 levels of authentication in Perx:
\n\nAPI requests are authenticated using your account’s API keys. These keys are specific for each tenant or setup. Two sets of keys should be provided to you for the staging (https://api.perxtech.io) and production (https://api.perxtech.net) environments accordingly.
\nAll API requests that exist are specific to the environment or domain. Objects (Users, rewards, loyalty programs, campaigns, etc.) in one environment cannot interact with objects in another.
\n\n\nTIP: If you have not obtained your API keys, contact your respective Perx Client Success Manager or create a customer support ticket to request API keys.
\n
![](\"https://perx-cdn.s3-ap-southeast-1.amazonaws.com/postman/auth_1.png\")
\n\nThis API allows you to generate a token for administrative actions, such as user creation and allocating points.
\n","urlObject":{"path":["v4","oauth","token"],"host":["{{host}}"],"query":[],"variable":[]}},"response":[{"id":"fcea7532-6c8a-45c7-bb41-f2b30659e2b3","name":"OAuth Token for Application","originalRequest":{"method":"POST","header":[],"body":{"mode":"urlencoded","urlencoded":[{"key":"client_id","value":"{{client_id}}","type":"text"},{"key":"client_secret","value":"{{client_secret}}","type":"text"},{"key":"grant_type","value":"client_credentials","type":"text"}]},"url":"{{host}}/v4/oauth/token"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 23 Aug 2022 10:37:34 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"cache-control","value":"no-store"},{"key":"pragma","value":"no-cache"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"1b72c10457194b8a2966fedd7899870d\""},{"key":"x-request-id","value":"5be88849-591e-4394-9d84-07ac48d2fa04"},{"key":"x-runtime","value":"0.236879"},{"key":"x-envoy-upstream-service-time","value":"240"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"access_token\": \"510c78380709c5edc4f7ac8fb6b545e94c15b72400e62b3fc96e14977bd1b81f\",\n \"token_type\": \"Bearer\",\n \"expires_in\": 2629746,\n \"created_at\": 1661251054\n}"}],"_postman_id":"c503b81d-a3aa-48d0-ad2d-a2d0c7127d93"}],"id":"e160da4b-1296-4e6f-994a-832e4c1ec1bf","_postman_id":"e160da4b-1296-4e6f-994a-832e4c1ec1bf","description":"","auth":{"type":"bearer","bearer":{"token":"{{pos_access_token}}"},"isInherited":true,"source":{"_postman_id":"ca4d3abd-fe70-471f-ac7a-d1db1470944d","id":"ca4d3abd-fe70-471f-ac7a-d1db1470944d","name":"User Accounts","type":"folder"}}},{"name":"Create a user","id":"9d76890c-fee6-4621-b74c-1c73bde6b276","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"{\n \"identifier\": \"2199805806714\",\n \"joined_at\": \"2018-09-08T10:46:02.669Z\",\n \"properties\": {\n \t\"alternate_id\": \"user_alternate_identifier\"\n },\n \"personal_properties\": {\n \t\"gender\": \"f\",\n \t\"profile_property_key\": \"profile_property_value\"\n },\n \"state\": \"active\"\n}","options":{"raw":{"language":"json"}}},"url":"{{host}}/v4/pos/user_accounts","description":"This API is used to create a new User in Perx. Perx minimally requires a unique identifier to create and manage a User account. However, additional attributes (defined under personal_properties) may be included. These attributes may be further used in the Dashboard to create custom audience segments for reward and campaign targeting.
Create a User with additional attributes to enable creation of audience segments on the Dashboard.
\nExample Body
\n{\n \"identifier\": \"my-test-user-01\",\n \"joined_at\": \"\",\n \"properties\": {\n \"alternate_id\": \"user-alternate-identifier\",\n },\n \"personal_properties\": {\n “gender”:”male”,\n “birth-month”:”January”,\n “city”:”New York”,\n “customer-segment”:”pre-paid customer”\n },\n \"state\": \"active\"\n}\n\nIn the sample request above, additional attributes for gender, birth-month, city, and customer-segment would be added as part of the User’s information.
\n\n
After these attributes have been included, they need to be mapped to the Dashboard (contact your Customer Success Manager or log a support ticket) to enable their selection when creating audience segments for targeting.
\n\n![](\"https://perx-cdn.s3.ap-southeast-1.amazonaws.com/postman/user-accounts/select-filter.png\")
Most native app integrations require Users to be created on-the-fly in Perx (if they don’t currently exist). The diagram below demonstrates a proposed integration flow:
\n\n![](\"https://perx-cdn.s3.ap-southeast-1.amazonaws.com/postman/registration_flow.png\")
/v4/oauth/token (scope: user_account)/v4/oauth/token/v4/pos/user_accounts/v4/oauth/token (scope: user_account)\n\nIMPORTANT: This endpoint is deprecated and only old clients will be supported. All new clients must use the Update User endpoint (
\nupdate_user) as it does not require the client to know the Perx's user ID.
This API is used to update existing attributes of a User Perx.
\n\n\nNOTE: Any previous attributes and their respective values must be included in the body of the request as the method is using PUT (as opposed to PATCH), making a full update to the User data.
\n
This API is used to update existing attributes of a User Perx.
\n\n\nNOTE: Any previous attributes and their respective values must be included in the body of the request as the method is using PUT (as opposed to PATCH), making a full update to the User data.
\n
This API is used to retrieve information on a specific User in Perx. It is most commonly used between applications to retrieve and verify information that has been created in Perx.
\nExample Request
\n/v4/pos/user_accounts/1\n\nExample Response
\n{\n \"data\": {\n \"id\": 1,\n \"identifier\": \"my-test-user-01\",\n \"joined_at\": \"2021-04-20T04:38:58.693Z\",\n \"personal_properties\": {\n \"birthday\": null,\n \"address\": null,\n \"gender\": null,\n \"joined_at\": \"2021-04-20T04:38:58.693Z\",\n \"email\": null,\n \"phone\": null\n },\n \"properties\": {},\n \"state\": \"active\"\n },\n \"meta\": {}\n}\n\nThis API returns details of a user account based on the search term. The search terms match on a user in the following order:
\nididentifierThe API supports queries such as:
\n{{host}}/v4/pos/user_accounts/search?id=123&identifier=456-789\n\nIn this case, the API will:
\nid 123 identifier part.If user with id 123 does not exist, the API will return the following error even if a user with identifier 456-789 exists.
{\n \"code\": 1,\n \"message\": \"user-id was not found in our database\"\n}\n\nThe User Account API allows you to manage the creation and update of User accounts and attributes within Perx. It also enables you to display the core User information on the frontend website or mobile application.
\nUser Accounts may only be set in an active or inactive state. User Accounts cannot be removed or deleted.
\nUser identifiers used should not contain any Personally Identifiable Information (PII), such as mobile numbers or email addresses. If you use such data as identifiers, you should anonymize them and keep a translation table mapping the Perx identifier back to the identifier used in your application.
\n\n\n","auth":{"type":"bearer","bearer":{"token":"{{pos_access_token}}"},"isInherited":false},"event":[{"listen":"prerequest","script":{"id":"97b3612d-50dc-4272-be66-ddb636b78a5d","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"a53a4f56-d093-482a-9c84-676777a8cc6f","type":"text/javascript","exec":[""]}}],"_postman_id":"ca4d3abd-fe70-471f-ac7a-d1db1470944d"},{"name":"App Triggers","item":[{"name":"Send an event to Perx","id":"c23ee56a-5b61-45e2-8797-81d35e380f5e","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[],"body":{"mode":"raw","raw":"{\n \"uuid\": \"daf2bfd4-f41f-44c3-9524-9db440bb1178\",\n \"identifier\": \"{{identifier}}\"\n}","options":{"raw":{"language":"json"}}},"url":"{{host}}/v4/pos/triggers","description":"IMPORTANT: You must use Application Authentication to authenticate all the User Accounts APIs.
\n
This API is used to send an event to Perx. The system will verify if there is a valid rule_builder_id and return a response accordingly. Any outcomes associated with the trigger are set up separately on the Dashboard and are not included as part of any response from the App Trigger.
\n\nIMPORTANT: Transaction API requests require an application-level authorization token.
\n
To get the respective rule_builder_id, refer to the list of events listed on the Perx Dashboard under Settings > Rule Builder.
![](\"https://perx-cdn.s3.ap-southeast-1.amazonaws.com/postman/9.+App+Triggers/Settings+%3E+Rule+Builder.png\")
The App Triggers API enables you to send events outside of Perx, such as an action completed on a mobile app, an updated status from a backend system, etc). You can also use this trigger to set up additional rules and outcomes for a specified User. For more information, refer to the App Trigger Events documentation.
\n\n\n","_postman_id":"e867199b-c0a4-4eb0-be8f-d9fbff44b137","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Badges","item":[{"name":"List all badges","id":"a31b7dc9-2bd0-4d66-994e-506c9feffbbf","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/badges","description":"IMPORTANT: Transaction API requests require an application-level authorization token.
\n
This API is used to retrieve a list of Badges in the system.
\nThis API is used to retrieve the details of a specific Badge in the system.
\nThe response will contain the Badge object data.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","badges",":id"],"host":["{{host}}"],"query":[],"variable":[{"type":"any","value":"","key":"id"}]}},"response":[{"id":"bc7a664c-d8a1-4262-b0a0-d536b8213ce6","name":"Badge Details","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/badges/:id","host":["{{host}}"],"path":["v4","badges",":id"],"variable":[{"key":"id","value":"52"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Wed, 17 Aug 2022 01:09:13 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"2a2f0c76fe53a63588d243e4f7639f7c\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"92a61e8b-7d8a-4c20-901d-1574bcd209db"},{"key":"x-runtime","value":"0.050751"},{"key":"x-envoy-upstream-service-time","value":"55"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"id\": 52,\n \"description\": \"\",\n \"display_properties\": {\n \"body_text\": \"You are now a fan of man city\",\n \"earned_icon\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"man-city-earned.png\",\n \"image_id\": 1776,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/1776/man-city-earned-cfc5c4d1-d602-4b43-975d-0e69e99b86b8.png\"\n }\n },\n \"unearned_icon\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"manu-badge-unearned.png\",\n \"image_id\": 1777,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/1777/manu-badge-unearned-a390d385-532e-4370-abf5-773a3faab564.png\"\n }\n }\n },\n \"issued\": false,\n \"name\": \"Man City\"\n },\n \"meta\": {}\n}"}],"_postman_id":"e1b9a444-c6fb-4a4f-bc19-44268ca4c3b5"}],"id":"f3c138c5-2709-4717-9b23-049c15021dc9","description":"The Badge API enables you to retrieve a list of badges that can be earned or has been earned by the user. These are straight forward list of achievements that the user can complete.
\n","_postman_id":"f3c138c5-2709-4717-9b23-049c15021dc9","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Campaigns","item":[{"name":"List all campaigns","id":"9f25be40-8055-40ac-b89b-8a98fd9f20e9","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/campaigns","description":"This API is used to retrieve a list of active Campaigns in the system. This may be used to display a list of available campaigns, or specific campaign types, such as game, stamp, or reward Campaigns.
\nThe order for which Campaign objects are returned is based on the order of the Campaigns that have been defined on the Dashboard. Campaigns may be ordered accordingly by dragging and dropping each respective Campaign on the Dashboard.
\nmeta object
\nThe meta object returns details of the pageination and object counts in a response for the app to display
\ncampaign_config object
\nreferral_rewards object
\nimage object
\ntag object
\ncustom field object
\nGet a list of Stamp Campaigns with Pagination
\nRetrieve a list of Stamp Campaigns with pagination to display 10 campaigns per page. Order for which Campaign objects are returned is based on the order of the Campaigns that have been defined on the Dashboard. Campaigns may be ordered accordingly by dragging and dropping each respective Campaign on the Dashboard.
\nGet a list of Game Campaigns to be featured on a home screen banner
\nRetrieve a list of game Campaigns which are tagged to be displayed (using a tag named “featured”) on a home screen banner within an app.
\nGet a list of all Quiz Campaigns
\nRetrieve a list of Campaigns which have been set up as quizzes on the Dashboard.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","campaigns"],"host":["{{host}}"],"query":[],"variable":[]}},"response":[{"id":"c9e1ff28-4cd3-4076-9b39-f320764391fa","name":"Campaigns List","originalRequest":{"method":"GET","header":[],"url":"{{host}}/v4/campaigns"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 16 Aug 2022 07:24:14 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"db9fea15b5ec8ed14f5c816a45b04f76\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"71a0f43e-9ac9-48a1-aac5-a3c1da1f16a9"},{"key":"x-runtime","value":"0.447303"},{"key":"x-envoy-upstream-service-time","value":"458"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 2631,\n \"active_at\": null,\n \"begins_at\": \"2022-03-03T01:57:59.403Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 1,\n \"first_result_id\": 80\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"game\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"value\": {\n \"title\": \"Hit the Piñata and Win!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"header_colour\": \"#000000\",\n \"subheader_colour\": \"#000000\"\n },\n \"outcome\": {\n \"type\": \"image\",\n \"title\": \"Congratulations!\",\n \"value\": {\n \"filename\": \"outcome.png\",\n \"image_id\": 2654,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2654/outcome-1dfb950b-2270-45b3-8bde-94549e1a9fa3.png\"\n },\n \"button_text\": \"View My Wallet\",\n \"description\": \"You just won a reward!\"\n },\n \"nooutcome\": {\n \"title\": \"The Piñata is empty\",\n \"button_text\": \"Try Again\",\n \"description\": \"Better luck next time\"\n },\n \"still_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_initial.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_initial.png\"\n }\n },\n \"opened_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_broken.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_broken.png\"\n }\n },\n \"cracking_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_cracked.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_cracked.png\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_background.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_background.png\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#fee800\",\n \"play_button_text_colour\": \"#000000\"\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": \"hit_the_pinata\",\n \"images\": [],\n \"name\": \"Hit and Win\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2632,\n \"active_at\": null,\n \"begins_at\": \"2022-03-03T02:04:44.664Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 1,\n \"first_result_id\": 80\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"game\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"value\": {\n \"title\": \"Experience Uno - Tap Tap\",\n \"description\": \"Your Own Bank for all your digital needs\"\n },\n \"header_colour\": \"#000000\",\n \"subheader_colour\": \"#000000\"\n },\n \"outcome\": {\n \"type\": \"image\",\n \"title\": \"Congratulations!\",\n \"value\": {\n \"filename\": \"outcome.png\",\n \"image_id\": 2655,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2655/outcome-b398658f-8d8c-43b8-aa7b-e63f6cb4211c.png\"\n },\n \"button_text\": \"View My Wallet\",\n \"description\": \"You just won a reward!\"\n },\n \"nooutcome\": {\n \"title\": \"The Piñata is empty\",\n \"button_text\": \"Try Again\",\n \"description\": \"Better luck next time\"\n },\n \"still_image\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"Pianata first hit.jpg\",\n \"image_id\": 2657,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2657/pianata-first-hit-132d9c3e-3bdc-405f-bd89-0b555b9e26a6.jpg\"\n }\n },\n \"landing_page\": {\n \"image\": {\n \"type\": null,\n \"value\": {\n \"file\": null,\n \"filename\": null\n }\n },\n \"cta_button_colour\": null,\n \"cta_button_text_colour\": null\n },\n \"opened_image\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"Broken Pinata.jpg\",\n \"image_id\": 2659,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2659/broken-pinata-cd523fee-1f9d-483d-a265-1ec38ab5f136.jpg\"\n }\n },\n \"cracking_image\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"Pinata Hittt.jpg\",\n \"image_id\": 2658,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2658/pinata-hittt-6a3d011f-bdac-4843-9412-6455996a0790.jpg\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"02_1_game_background.jpg\",\n \"image_id\": 2656,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2656/02_1_game_background-88adb96e-f3cb-4f92-8f95-4103d07a4bfb.jpg\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#fee800\",\n \"play_button_text_colour\": \"#000000\"\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": \"hit_the_pinata\",\n \"images\": [\n {\n \"type\": \"catalog_banner\",\n \"url\": \"https://cdn.perxtech.io/campaign/photo_url/2632/uno-bank-logo-6fc884c9-85b2-442a-9842-0a05a7016ff6.jpg\"\n },\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/campaign/photo_url/2632/uno-bank-logo-4fabf914-d27d-490c-8f90-073e1e3f70e6.jpg\"\n }\n ],\n \"name\": \"Uno Wow Experience \",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2634,\n \"active_at\": null,\n \"begins_at\": \"2022-03-04T03:36:00.617Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"game\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Shake The Tree and Win!\",\n \"value\": {\n \"title\": \"Shake The Tree and Win!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward\",\n \"header_colour\": \"#000000\",\n \"subheader_colour\": \"#000000\"\n },\n \"outcome\": {\n \"type\": \"image\",\n \"title\": \"Congratulations!\",\n \"value\": {\n \"filename\": \"outcome.png\",\n \"image_id\": 2662,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2662/outcome-d52fff51-eaa6-470b-a7b7-d5e12a7a9b93.png\"\n },\n \"button_text\": \"View My Wallet\",\n \"description\": \"You just won a reward!\"\n },\n \"nooutcome\": {\n \"title\": \"No prizes fell.\",\n \"button_text\": \"Try Again\",\n \"description\": \"Try again tomorrow\"\n },\n \"gift_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"tree_gift.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/tree_gift.png\"\n }\n },\n \"tree_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"tree_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/tree_image.png\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"tree_background.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/tree_background.png\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#2665ee\",\n \"number_of_gifts_shown\": 3,\n \"number_of_gifts_to_drop\": 3,\n \"play_button_text_colour\": \"#ffffff\"\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": false,\n \"favourite\": false,\n \"game_type\": \"shake_the_tree\",\n \"images\": [],\n \"name\": \"Yi test 4 Mar\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": \"แบบทดสอบการแปล
\",\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"value\": {\n \"title\": \"Hit the Piñata and Win!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"header_colour\": \"#000000\",\n \"subheader_colour\": \"#000000\"\n },\n \"outcome\": {\n \"type\": \"image\",\n \"title\": \"Congratulations!\",\n \"value\": {\n \"filename\": \"outcome.png\",\n \"image_id\": 2681,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2681/outcome-2e42951a-06da-4326-8a19-078fb4c82613.png\"\n },\n \"button_text\": \"View My Wallet\",\n \"description\": \"You just won a reward!\"\n },\n \"nooutcome\": {\n \"title\": \"The Piñata is empty\",\n \"button_text\": \"Try Again\",\n \"description\": \"Better luck next time\"\n },\n \"still_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_initial.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_initial.png\"\n }\n },\n \"opened_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_broken.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_broken.png\"\n }\n },\n \"cracking_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_cracked.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_cracked.png\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_background.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_background.png\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#fee800\",\n \"play_button_text_colour\": \"#000000\"\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": \"hit_the_pinata\",\n \"images\": [],\n \"name\": \"Translation test campaign\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2662,\n \"active_at\": null,\n \"begins_at\": \"2022-03-25T06:52:14.011Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 1,\n \"first_result_id\": 1401\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"game\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"outcome\": {\n \"title\": {\n \"en\": {\n \"text\": \"Congratulations!\"\n }\n },\n \"button_text\": {\n \"en\": {\n \"text\": \"View Reward\"\n }\n },\n \"description\": {\n \"en\": {\n \"text\": \"You just won a reward!\"\n }\n },\n \"outcome_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"tree_gift.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/tree_gift.png\"\n }\n }\n },\n \"nooutcome\": {\n \"title\": {\n \"en\": {\n \"text\": \"Sorry! 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\nThe response will contain the Reward data object of the issued Reward. For additional properties related to specific campaign types, refer to the respective endpoints for Stamps and Games accordingly.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","campaigns",":id"],"host":["{{host}}"],"query":[],"variable":[{"type":"any","value":"","key":"id"}]}},"response":[{"id":"383599eb-eed9-4591-8278-804b19ff82bc","name":"Campaign Details","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/campaigns/:id","host":["{{host}}"],"path":["v4","campaigns",":id"],"variable":[{"key":"id","value":"2631"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 16 Aug 2022 07:24:40 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"2a8f2ed0d73906bf1ce32040cfc5a559\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"8725e77a-e2d9-4dd9-887e-bbe87c5bf566"},{"key":"x-runtime","value":"0.191887"},{"key":"x-envoy-upstream-service-time","value":"195"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"id\": 2631,\n \"name\": \"Hit and Win\",\n \"description\": null,\n \"terms_and_conditions\": null,\n \"begins_at\": \"2022-03-03T01:57:59.403Z\",\n \"ends_at\": null,\n \"enrolled\": true,\n \"campaign_type\": \"game\",\n \"campaign_referral_type\": \"user\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 1,\n \"first_result_id\": 80\n }\n },\n \"images\": [],\n \"favourite\": false,\n \"custom_fields\": {},\n \"category_tags\": [],\n \"active_at\": null,\n \"game_type\": \"hit_the_pinata\",\n \"operating_now\": true,\n \"operating_hour\": null,\n \"team_size\": null,\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"rewards\": [\n {\n \"id\": 80,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"Victory's reward April 14 - 01\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-04-14T09:39:56.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2022-07-31T16:00:00.000Z\",\n \"valid_to\": \"2022-09-10T15:59:59Z\"\n }\n ],\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"value\": {\n \"title\": \"Hit the Piñata and Win!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"header_colour\": \"#000000\",\n \"subheader_colour\": \"#000000\"\n },\n \"outcome\": {\n \"type\": \"image\",\n \"title\": \"Congratulations!\",\n \"value\": {\n \"filename\": \"outcome.png\",\n \"image_id\": 2654,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2654/outcome-1dfb950b-2270-45b3-8bde-94549e1a9fa3.png\"\n },\n \"button_text\": \"View My Wallet\",\n \"description\": \"You just won a reward!\"\n },\n \"nooutcome\": {\n \"title\": \"The Piñata is empty\",\n \"button_text\": \"Try Again\",\n \"description\": \"Better luck next time\"\n },\n \"still_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_initial.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_initial.png\"\n }\n },\n \"opened_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_broken.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_broken.png\"\n }\n },\n \"cracking_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_cracked.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_cracked.png\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_background.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_background.png\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#fee800\",\n \"play_button_text_colour\": \"#000000\"\n },\n \"enrollable_until\": null,\n \"tags\": []\n },\n \"meta\": {\n \"size\": null,\n \"page\": null,\n \"sort_by\": null,\n \"order\": null,\n \"count\": 1\n }\n}"}],"_postman_id":"da2e2769-caf1-4f15-909c-9271f5969430"},{"name":"Enrol in a campaign","id":"3cc2df9d-c37c-4c80-9ce4-b673c88dbb4a","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[],"url":"{{host}}/v4/campaigns/:id/enrol","description":"This API is used to enrol a User to a Campaign. Depending on the Campaign set up on the Dashboard, Users may not be auto-enrolled into a Campaign and may need to complete one or more actions before qualifying to be enrolled for a Campaign.
\n\n\nIMPORTANT: This API can be used only when the Auto-enrol users option in the Campaign has been set to NO.
\n
The enrollment feature is only available for Stamp, Game, and Quiz campaigns.
\nThe Campaigns API allows you to retrieve and display a list of available Campaigns for a User. You can also use this API to retrieve details of specific Campaigns that have been set up.
\nAdditional APIs are available:
\nBefore making any requests to the Campaigns endpoint, ensure that you have set up some Campaigns on the Dashboard to receive a meaningful response.
\nFor information on errors, refer to the Errors section.
\n","_postman_id":"63e4f1ac-4dee-49ef-8147-74ca34678967","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Catalogs","item":[{"name":"List all catalogs","id":"0aaca31a-143c-4211-bedc-b097835d4b7d","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/catalogs","description":"This API is used to retrieve a list of active Catalogs in the system. This may be used to display a list of available catalogs, specific catalogs (by tags) or be used as an alternative navigation system for a rewards listing.
\nmeta object
\nThe meta object returns details of the pageination and object counts in a response for the app to display
\nimage object
\ntag object
\ncatalog result object
\nGet a list of Catalogs with Pagination
Retrieve a list of Catalogs with pagination to display 10 Catalogs per page.
Get a list of Favorite Catalogs
Retrieve a list of Catalogs which have been marked as favourite by the User.
Use catalogs as a navigational interface
Retrieve a list of Catalogs which have been tagged as navigation. This may be used as part of a navigational interface, which may include the following:
![\\\"\\\"](\\\"https://cdn.perxtech.io/model_image/source/2726/1x1-00ff007f-bb97b402-ce4f-473f-87da-05f68e41832b.png\\\")
\",\n \"partner\": null,\n \"begins_at\": \"2020-06-29T04:12:41.000Z\",\n \"ends_at\": null,\n \"ordering\": 39,\n \"images\": [],\n \"favourite\": false,\n \"catalog_results\": {\n \"count\": 11,\n \"first_result_id\": 609\n },\n \"custom_fields\": {},\n \"category_tags\": [],\n \"updated_at\": \"2022-04-01T08:16:20.226Z\",\n \"tags\": [\n {\n \"id\": 74,\n \"name\": \"john\",\n \"description\": \"testing label\"\n }\n ]\n },\n {\n \"id\": 684,\n \"name\": \"test\",\n \"description\": null,\n \"terms_and_conditions\": null,\n \"partner\": null,\n \"begins_at\": \"2022-03-16T02:55:14.858Z\",\n \"ends_at\": null,\n \"ordering\": 40,\n \"images\": [],\n \"favourite\": false,\n \"catalog_results\": {\n \"count\": 0,\n \"first_result_id\": null\n },\n \"custom_fields\": {},\n \"category_tags\": [],\n \"updated_at\": \"2022-03-17T06:54:59.611Z\",\n \"tags\": []\n },\n {\n \"id\": 717,\n \"name\": \"PP-111 V2 Test Catalog\",\n \"description\": null,\n \"terms_and_conditions\": null,\n \"partner\": null,\n \"begins_at\": \"2022-05-25T10:12:10.489Z\",\n \"ends_at\": null,\n \"ordering\": 41,\n \"images\": [],\n \"favourite\": false,\n \"catalog_results\": {\n \"count\": 0,\n \"first_result_id\": null\n },\n \"custom_fields\": {},\n \"category_tags\": [],\n \"updated_at\": \"2022-05-25T10:12:31.781Z\",\n \"tags\": []\n },\n {\n \"id\": 750,\n \"name\": \"Catalogue test merchant\",\n \"description\": null,\n \"terms_and_conditions\": null,\n \"partner\": null,\n \"begins_at\": \"2022-07-01T11:35:46.647Z\",\n \"ends_at\": null,\n \"ordering\": 42,\n \"images\": [],\n \"favourite\": false,\n \"catalog_results\": {\n \"count\": 0,\n \"first_result_id\": null\n },\n \"custom_fields\": {},\n \"category_tags\": [],\n \"updated_at\": \"2022-07-01T11:36:12.682Z\",\n \"tags\": []\n },\n {\n \"id\": 174,\n \"name\": \"test catalog new\",\n \"description\": \"testing new catalog\",\n \"terms_and_conditions\": null,\n \"partner\": null,\n \"begins_at\": \"2020-07-02T05:49:57.000Z\",\n \"ends_at\": null,\n \"ordering\": null,\n \"images\": [],\n \"favourite\": false,\n \"catalog_results\": {\n \"count\": 4,\n \"first_result_id\": 80\n },\n \"custom_fields\": {},\n \"category_tags\": [],\n \"updated_at\": \"2022-02-23T09:59:46.363Z\",\n \"tags\": []\n }\n ],\n \"meta\": {\n \"size\": 5,\n \"page\": 1,\n \"current_page\": 1,\n \"per_page\": 25,\n \"prev_page\": null,\n \"next_page\": null,\n \"total_count\": 5,\n \"count\": 5,\n \"total_pages\": 1\n }\n}"}],"_postman_id":"0aaca31a-143c-4211-bedc-b097835d4b7d"},{"name":"Retrieve catalog details","id":"b9ab1279-9a7b-476f-bdc7-d37e5058884e","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/catalogs/:id","description":"This API is used to retrieve details of the specified Catalog in the system, and a list of Rewards that have been assigned to the Catalog.
\nThe response will contain the Catalog object data, along with the Rewards object data for all Rewards that have been added to the Catalog.
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\nThe Catalogs API enables you to display a list of available catalogues, which may be used to provide an alternative mode of categorization or navigation.
\nBefore making any requests to the Catalogs endpoint, ensure that you have set up some Rewards, as well as some Catalogs (with Rewards added to it) on the Dashboard to receive a meaningful response.
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\nPersonal properties object
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\n
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Customers refer to the people who buy your goods or subscribe to your services. These are the people to whom you offer your Rewards, Catalogs, Campaigns, and Loyalty Program.
\nCustomers return specific details about the demographics of the the end-user which can be used to target specific customer bases
\n","_postman_id":"1781816b-75fa-4a91-b260-156151e6acb0","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Game Campaigns","item":[{"name":"List all game campaigns","id":"46bfe755-d6b5-439c-a738-f5a9fa8042cd","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/campaigns/:campaign_id/games","description":"This API is used to retrieve the details of the specified Game Campaign in the system. The API returns the Campaign Object, as well as the display properties for the respective game type.
\nThere are currently 4 different game types supported by Perx:
\nEach game type contains different display properties based on the configurations made on the Dashboard.
\n![](\"https://perx-cdn.s3-ap-southeast-1.amazonaws.com/postman/6.+Campaigns/hitcampaign.png\")
The Hit game displays a sequence of 3 images which change when a User taps the mobile screen. In addition to the Game Object, the Hit game returns the additional values below.
\n![](\"https://perx-cdn.s3-ap-southeast-1.amazonaws.com/postman/6.+Campaigns/shakecampaign.png\")
The Shake the Tree game displays a main visual and additional smaller images hanging from the main visual. In addition to the Game Object, the Shake the Tree game returns the additional values below.
\n![](\"https://perx-cdn.s3-ap-southeast-1.amazonaws.com/postman/6.+Campaigns/scratchcampaign.png\")
The Scratch Card game displays a main card visual that covers an underlying image that is either a positive or negative outcome image. In addition to the Game Object, the Scratch Card game returns the additional values below.
\n![](\"https://perx-cdn.s3-ap-southeast-1.amazonaws.com/postman/6.+Campaigns/spincampaign.png\")
The spin the Wheel Card game displays a main wheel and pointer visual, and wedges that can be configured on the Dashboard (number of wedges, background color, display reward icon). In addition to the Game Object, the Spin the Wheel game returns the additional values below.
\nThis API should be called when a user hits play. When the API is called it will transition the current game try to a redeemed state, reducing the number of tries available to the user. This API returns the following objects:
\nDisplaying a list of game campaigns
[Where applicable, we should include considerations for things like integration flows, error handling, etc in this section.]
Launching a game campaign from a homepage banner
[Where applicable, we should include considerations for things like integration flows, error handling, etc in this section.]
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\",\n 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\",\n 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\",\n 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\",\n 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\",\n 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lgMIqhy53OPBELMy85zidKFY1+Fc4vk/ZkwcR6DZOGys1bx9roF9raF9Xzfic0Dmt0wgyb4dmHSEEO7QWp+Qjbx3VXC+ttJ6iJsOhbFdG8uPlXUoRsykcT5kOto5qqzqRXku2oveNue+DApEaTzKpvKFi9I4a6gMABhzQVC9LMNlphM1gzfUASCzjGgiiTz/yFzGT2uyq4WbXdIu+OX2eXvozdvSypdlu4xNcpFS5xL7JnDFv2uJAfFcymsHPB2vYuC7n+1fY6Rub8kGxbz8PVf0xL2U5gMkxVuTSdvPZ8Al+GDuZ1U6cmlVAa0kIA2LzyEXFGPLKOffSN8QAPt5P0I8E8hTThXAWOz5dYDnljNS32wJ2A/g0Pw9gceuQA5sXLrGySFLMifXAVgb7Dn/7kSLdQOXXRt9lDoND/MwGPzkC4355nSy6jWJKwPqE7d2wHlpmlZ+vSnQqMJ1Txi/N10A7YeZkD09JptOVFjuokXnz61PdbgZxF+i9C2k+7sBc0m6vasybEJD4LqthF2KnzMXFcXIBIIeIuI0VJZXV4AjiEIq8alP1ZfHOgxDJobw0EOLgHn6Mzd+yWTyEoIbYF6uFAqH5iC+HeW2rscthUjf1Gdy+XOvCRmycttmhKhsgda3QbtvgP3I3Dwyfh566OlLhxy4gUuD4Ynn5lZaX8K0sRuEL1ZTWHVawuwdf2GlI/n0QhcPITCSA8Ibq7LwO1upasavfDexpowIziNlkMrTjx1JOJg23XhSPFHTZsjuwenQ7Y5X7ybJx/LOxdbOe6RSTV9TGgA/u3wDglRg2+i+SN+1wcO/4l0AuwyONfK9OQWUzZSIUrqbxK6bnyKUwbr8BaQ4AbhrX6dh4OTNGgnk1+D19TmrGcvQWxeT1I1LF6MFxayLbFocrFWWh71uIO1tdg6ihNAhBcxEM7ll41SknpWOBI6RTRQjvJVkbiykIoXkYkEctyVg94/PcJk7yjIvbaOlcJ4SAexhszLmheTbnXa0dsoCew6jtRJjlo1KGhHNp7Ruh6duikH26bQJap1wSMTkFzanjUHeZeZdFxhVi4oXqcyE1KmKOt7FDF9wXUC/P1FT+II66l/eNaTXmKNEdwHqkJVBniiXSRZBhqRfecjHsydblljOzUFQRbAjzdJSZlOGrs16TLmeHuDR/VIPXvU93I5ILvNLJbV1j+tDunwyfyQd/NK1zT6U2Zf8LbnNip9JjPvedQZYisPz83FjQA9zj3zmMcY+J6SRjyK+qIus9IGiVYrnGpilqVUOrPEdfdr9iV401SoRwq8LDepku+5DQIHrFikLwuULm/+eZkTGBw2iMWecd21uUolystkA5ExkBBJlcoCzavHylJXMLYvh67adWdD16haMOHi6SctnQs9f7vb1hHWzk1tuku4DWI8l38Zj9OW+96SWHxxgw+wzBoN4hMRgbPOPLSwwg4JUoiuPwtgWvQbwfH7bGUe9mI1mH4/b6aQmkNCXOo5hbdjRgTwYoaVlLMynmkr0CDmM0r0FeOuC75JMMcxo4gcn5mVKy459jeWeGtLJD2kph83f5DMx72uHt7oPLTNnDt4pUg7Vo4HQ0zibCQ7VInB/hHNIpQcAqZvFd/sa1Pcm9pi9S3JV0MW2GAEEAfzuUyndMinnr31tTBrN7lni7w7Ue9/uw8nwnwDkGwA6MBA2dXMLs8aGHuysxUwojfM1a0e/du5/pVp3KQNKOZNOh0wgmxsC95jh+a9V7tQvKmUMvRJOAr/4um4yi0VpK6SDkJ8aFIO7nGqcihwu/arxVYnUiFAWCmNApDhTUL0+nsZmP1eFsRRKTXp363ysMRuYZg7g0yVINeJbjhMqJTajRoSUIbtEKrsLLV5PZdvRGIH7u/gc5GaQMtfSaaOMfn3S0KLpxEjs3r5DPM9RlVMzrzOR2A0Dfb9nPFOuzcLjmp/C1B9pJ6SRpr8JiLMnBu4iidprGnW3azqnVEED6Gvjj2ZiVS5Mwe/4WpZ26swS2b1vhp9cP9ygE8l1CuAW5CqAuJm40eSPCo1tt3hwl+Rf+xaKIyRYZIyBfyllnkNdFx5y5CkFqw2VhSSyh+WVvm/o5CmUgisPL1ds304ATH+UesdAflLJi89TrGGEcszCSp+kh7/ST0iCb4G3jNwaALEtexw2XWSVWxZZiLzMvC3iX4mleurYv2OItzwm4xcKZVZZfj24k7v8T5p5tVP6hqNfOkjjqF2aRcL5ujHAzkPWunZqJ953ai+smhsrGpPqhXzQeG/uCw2e8y45WNcsQiaJjaT0I/eTKgVZo9K1sbg1B3OHj2t9uU/cMlMT+YOnSOEkKp5PDOT8Becjmn/CK2oPNuHeqTQeqwjKDXQdBvLiUDzA4ylxPHDjGPbtugAsw1Iq/4I2hyHzynyJEpKy+3TDt7bXqhKvrAhIU0+hkANwzoj8vZfaO0DnGBt6b5FxmdM8Y0GD4pCahg7TXrinLUhljscvRnDOw3TA+39qZZKmiVGfSMk/7aKx5VNWlRh52eIQKilnbCpbSjM9P5aoR+RPtY7r3CxmKDEyLwzp10kVQ0/Ol1OzKahEEaBh+JX5YsiRUiRQJ4kdjPUL+Xa3FjBmx6ZUxDS9AiJiwdWuVBZiGq2yYD7B4H7Jq1tWbAs3QCoBstmLkj/v0GziQbcHJ71/62GK5SGf+5+R1BXCgK/Lx6nsJ3+L0HvVYDrlp+H72VJx2dgP8nJfCBJrvlzLa5ADd/y+NDq9gJP2L37nbVb8hifv451KlQhlLH6QgEPt7bt9fUcAP3fw1YrxARBKrMoT11LL7EVi6mXybZGngxB2ragsf4CADURdEpfvLI5Lh4Pl4TXoW4r07QtcZ8VMoxKo0x8RATtJ0rUsS6rwUuPaSZl1N0wqmJWxgCG9ujON2gCrrGSsAEYiYyTD0azBODjrnAdKWzraXWuMwMJXsqaW/a3iXzBiQmMBmtNbEKxkeJeogVHt/fVoKPebzBNY3jlY8bclKgF8Dldl2TdAjxpMO37vQQwG4wWAz7e5j9E2h8l8HDsceIPZu5B2mfjXD7VJ1TM8vHXz623DvPvf0o5UD4f8PgC8taSxtvb7/RuVgJ5idfH3qbUSwPU3pQ31EZ+bbCkTXwXkUZVvMFZpGnpUD+7v43m2uMfzJoA7mi7N8XcEuBdLC7hcCr/OkLfTVDocZG3yoF2ll+upPYkJzEsn/brK+1lA/91UPXGMH/QyOHtujBIVmXQujRqI7gnIl+aga7Yoqnz4GNhDWkrmask0RgSEXoWDJoN3VkcuRblb3BQFRqfEN/Evl19SL9acfOeUZdt4GT6PZ69U9X47Gst2+dBLJV4fIhYS0vj2S/Jd2mEXMk8nLFtutw7CZyXhWTg7qYvyGQ8bXBrl+u3wnsvSXor1O6m9+18C6dxxmIKc2fn5AjJLms4A/V6UJwAUelV6l86UlBAuT1PuzUNCwDjyjAaz2nBWJe80T1srMEQH7sRbv4NnWUGNds1YqVhgn2lJlkDuuZbYrfUKsKQKWUqt45XuGMCSbOQPJvagDGIaZHWzUqzLOUTvk/NAWWjBSG7B+JnyHAktiNIMgTTme27B1nfbuV60XaqmV6lEzYiVj1ecrrBu76xpogLzTJD07QgvqyCljKcUaiQpwb8LrpWsPlUJ6cj3oTOuhW4Xy3nhSzaQ232Mz1NlzzyE1KgplIv/+pJ4wAofI0ip5Rx5mPLAzhUCod3DHEK2z44Z2hjgGAKsQCQNT/o4Y9IuQaIM8J6xePe/Cwh9Lz7EI4e40LOsZ0haYLWOx6yvdzn/+BkCdwoYM714DiKpZmRQ9e+bxBdXTOO+VJ6qjUkafX8WbcPg3WNHYABSLgbclzqRP2mfmRCKpW/0Z1qUPZ0ujWUMOf0iib2DYYmJpyMW3n11AtPDKS2Y2s0QtPFpbhyLuQZTlWSE/KRwmbmhE6wb1ZmdtFN0zpGUtZmnIwVXyQAXZzWpI5pi4aQPEHMH7AOELjjTH/a0HxDj4Z0Dd5AA+R9AGJ6Nyy3ch0EpuQNm5e3baKgn1GEGb9yGP0jBFjxToPahVPQrpQI9DHDAyCGRg0JteCN4wI9leOz3L28DDmGBTQn5pawR+qP5eL7hrVTmtGScFcaLthzw0b33JzV5D5GtA7EhxkLx982/a+PrnVwWHIjx8llFDOecRdfmLfZZKhzwfh+MTLBS6qGvKC2IWgpzLF8PW4Kuj6mgSxiiJQPuj/U05328CF/BjAU9tHWdHs6WBoCv1o3RsacCs8kokYxrZPHLhtwjU8p2YZqOFmXJ4sb6VZd2fgnp8Htfht7HAOtiHoOdjb3xQUPg2VhFC0WZdxNYusXRSL1So77i7IOLUXxHGoZA5Q3o9d+RLtNpfxB2qE8YXFzbyd00edlP8pTvT0iasLJh9m8aa1tSUAP/MTmMGRpj0khltTjdMqB3PQArgGwIB/gulTP/7mWpPh6C4O5TYapk1ZOnKJVGChWrigBimbucejzT4QAP4GGex0DWa73ETuC+cmlNsvwk6xeS4O0KHMUlgN9P2gTF0kJUKpX0ijhkOguT5xWQffmYoZX2yGKWssyGeQ4Q5RD6cGjXlFp6/QlewiWGQ3WNR0cnsRN+Xa40sK+sNC1JqnKXZvVQoSuAkdbBLJiSGoRwkUB93jXAP3+W3gAO8MOmjWdIBaH6VObOHr5td7baBiNGQmoX44IYaxq0LLOoE6c05qliafFnwUwU9VLqDA6dhYEHcNuKnRtWuSQeZEGr0wyKAL9t3HcmhN3oq+t0/dSvC+wSIdSktThkaDcClDXETCLQcDlVpTS810tgkcfZrmVymEjfpHDm/cfk7AcHvq6f3YS4aW70r9205DdBxUfxlepJ5fGnM9Ec+xKsiib9InIZN+2T8VpQ/GWQhekEYUFu79oSqxLC5xQJ14UwRnL/bnOm1Q7KhVQG8T2wn2s1DEntpUlHzm/8r3vTxYWgTT9H5LkRO7PZh5iGcQOMobkkILfOvzC6j/Lj2O55lMuZ2NJe423TrQXOQtndo9wBkEprRu/Z2gI3Z4w7TaFtUsN24cNZ9X8qJdknD7XOf2qg3J5go5KQ9hSlCYTJJUYDsMZkaiFKVPrWLxpZaTgGUyJVDO1/YwFAsoRQSUypzZSYi2xxgoDVktUBvhwi74mxDBr69wSCI3Aiv/SH+XjZukcQDFlfNdAfzOFBPnyvOC8K7+3gCeDJ6eF+tU1sHRSkOnhP2OeV0rBdzeYMo/xVe0G4DynFLUvtPu2W/vnD5ol9jXbXqQf2Cw28pGcvSeYBRtSgGEHh9oybAruj0+jWyb87FW6kypWDJap4UEYMwYm/xEBooXbqSrtSYHa20sZm7IiJBKcAvPxRx3c29Ty/IpibnhEPG/8JVGTozpiU63ImfXMEoDIL2NQkD9eU97KP48HcH43HF+GG5ajtidfo5nK5HYqlMOlqSBqNYXAMoPuQWCmTEstjyftkVELMYXhHsTzx7ADFmKE1/KKeB7kOgjFAAJlOaD/Z5DAvt19wVW6x1OviIcpHCXUjif0C7IHa4ACeWcOB9EVzcep6FMNtmbZdQSnl6a/SGYt92s71VOjbxlIGzMLig5nddXq+aA0A+yKluynl6Ybc3QhkyRJmqoGdNiE9X82M5NzH91I4YiaRi5kABGuVxI+vWShF63+mdXb7S7MBqnUeGB1fRBVxhKgOhTGjspBJGoKYFuJwKFCmjNb0khgqADL9nDK8soEH6kD/OwOMTMZkFrNtJ02/XYmGO+79IFn3mjOl1DXWWDUN9CnCqPBcIg/P6vGUcO9l1RpQYiF+qUzSNw29NIY+2z4T98a6/UWAfkVCgSTNh5hDJQoMkDbskQRvF1utHr6NyprPnQ719bmLR7PcGUjQLTFiXu+01KryVqpBmBFed5yoEd9SiSXg6r32kV5M/bS5Mtv8T/cssD8nVcxqAmmnqRdHvqddncfTlTkVaaUl9eer1gq3GD4St1U3HwBL0g9ApvNn99T5DyZLs1hKoWkH6WU3cScwMQZQ+DhZ4QGiBVoeUIkRy4Toh0dn/9C5PUVlfLf7zdpmw7ZbVD7sSAppYZcUhkX4zYdBUna4j1RnN0NqszLAjYF3PidDYcEzZxyJSJBd+ZiexQcYy9OM05bKm0/VpW8cdNJpOWrfHJmwYXttCN1kseW2kICJl8FK7MpYxKzcu9SFQZrCISije184NuNPb5KYVNzvLfPkoFwC8/pIQcCBcRTYZp1kVubT6C0J3RNJwURP2j9unsJaA+LpbGEekMR+tZpUq2Eaw71ESaJ2Gog90q9rFQ8BpFHDrJz7AIBIQh926KWgdooGMSRyiUCOxSgUuQSgdYKVckeCKQX5EPPJFGQwxUIXN0jFkj9G0GmbvDGqFgvqVE7fXtZTpD36L/hyDxpzWuBtR5oIpoAdd4ZSievP7hflsJTXeje5jJGo2VdiNtO5lAhQElJKEKqErf15Ojkcl0SrNJVA1oFYubR1APJ1sOKKl+ataNKAitIstSt/2okltIumK3AnH4DqHYrxNAACNHsVzcK9m0IdjHlN8jbIyz0M3WGuLs9hOHMr97e4jyBLdRNqf3PyMTzYs8B+5iR2/9m6EeMmtc0kXTZ93qPp2rgBpvfnq9aYGtoAuURRJC4tqzSebSZiILRYarxFgj0ghPzQmCbhkrpT3SgAAaxVOByjrwhsRPxTTAygk3S+Dj6edfIrd5BIB00CFBIIk/ZwnNSedkveaV9EGp7W7qZmoZ2C3VGQreQ8UiPdIQsrz+b5kC6BnU25S8BRupNz4XdxzHosKUS9HVLgaVitOpaeP6VpjPQeU3jvAVrP/s1xfHQ/yfp6SFlL8Hihx9vclSmYEkt1kZ4gwGD5SiS3JW4Q2rdPIG5uCsDVX3mdeF7t+4efGmB8rkH90gG7kUZSQbngbKs3snGZoVHDrJ1/9waeLabO3zoMU0EA4ZNH/9s6PT4tQNJ/tDh71U16y+7IdZIZuZz3ueGGvEbbAIY3tbSS+dQ4F+ucDa7RqJu1hc5L5+bYv9gEUfF0krRbtVmZsHD9p5liUKmH8Wx2CKzjOHWgClP+ECf+2uNAZDuoqRMH8DILCH01liD9M19/L1H7lQGaF5DUPQEozkBrjCeMj6436aVFU5LKaaeKd0ImKZZInUkS/BX4E6LyOkChtkM687rY5NNvMtC1RqVYbWs5vfgOs3KU0ms/ay+Mjv1CS9eAvANCpDpBiFPwh2Y7d+qmUUj9cLJHftc7I6mfLRzYFkdVzJ9ATcSqcU5qTn1q10ZapzdzzTguV1Or7umZgRfUHcBjSMunu/FgiVDCQjd1r6kzsfQp0gTS+5r3Rwl7LqKQJ+X2I2Yie5CKsmzhxSO8o1LHcrIH2ZRSkQGyOGmsFNwByoNLFWNL5fC/Fi47yIdxnYVAsZxYDBV/HwVpaYKVTg6gcYk78PuZ6c+bTq9dCt4r5CTKV54Z5DJ+49wI2zQI4Fdm/tuZxVdMIM/iiHVVsEze9qIrpJQuVteZ9jDAlwWJGPN4D4y/harmi8UwgdorDY4Xy0nWkVWSphJKrFhByOLDW9rQDID8z0ShlARTCYC5x8h6mXJSN6VLO0pJWjcqGF3ucy2tLzu/8KsipFTVJhbIRQ+biJKu7NJujLko+aHxEroyahZSuXiPkSFe2I9n7yvlKbgxeBEBndMQE5Vk2CG5qZROKoHXwo8hCVDLAKkK7zgL4bYM9VwxeQKQ11ElcdLyeSEiZlsBBul6nbzllijxFVcGIBv7IW5cYgTo01s7+Pe+UiYglbQM9D7fxoE2Se8kRlkHYvl3V2D19XtCepuNqLwP+CdymdO+4N/mjsF8ibjPm1rvBhYqXwjP09Xg/vSqdYCmAoinAbGSApDfdWtCSVlemFlAI0Suczo+bVBMhWL4PVppnWzW6ZXR4a+bFH7HkyDOeDzvcd1Zt/h+ShNByn/S6xTD7ta1ioEEXfx+GDRJZiFHGO2f5h4QMnblqbRwVHqfSkTx2wAem5KK8hxPmEAnF1jysPGwHk6bh+dsXgolD/zxFNo1B6P0ShXKGH87zgbimGkfSCTnLJXWlc7uRLWt0ERiz1Crcinf+qaha5oREMDbe+6eY5OWs2la6X0tvMsFECyk4MMH89caXHfi95LD2rRiIXFohtl2/ioqp0c8HMyV/MOQCSU16dl8qkEXA5NQA1KYqleL4HumQf1I/1Fai87taFUu81GUSwiITfbK7H7tRXdldOMT44Zhbb1FKrtURK6Il3R2qwpe9ACYZGPSCc8GybUxbtob74C8a6uOQWCgVHocUyEsPBt2Gzz++4+nAHD2320X1WTiDL4m6HiJd1yKqZwyHC+W/Tm4N1CamQCDFXsnKTfUQGnRLG524O3YsdfH40BMEADb69xp4ZR2qe6PajMFY1hJvSxx/y71x+FcAkjLjFxBOj8b02/C2GyTEO6XSZWGZKdCBxp0T2YrI7k+W7Sw0MCOSgYryeQwOwyavZ+YY/zsxifjf0aD+nzdjuJycSDWNTExo0JfMjTWMqZpEHqnYi1aI8XOnNnq1S42bsz3Ngec9KzU/hoZN75OL4xzG5EQlzHja4zkDIBtChVLGbV3HG4Qym0ax8Eobog3Ruef1m4obC4uSG/GxfdpYDaIZU9/GN3HEnT9fFQfT2LMYYSXWQ8m10pMHZOa8HBWMm4YyK8h6MBbIZ9a6/I4/qzVaQ9ppRIGTT9C3F8UE9HSb6GykgxvVdpsjMQWMLysqSqv0s+MqbX7kmSx16+ImnQLsooKmXlQPJgSsNtDNZ7MW2sR4+MX8rZgXmkSZQu4r+cTR+3KVHih032+mCb+1YLUEXVzz1jyVcpSZiwt6yztwKleQFmrXTqvNfigQdhIxHZBm/jWbmgaxBwFZ81SniduSIptG+dugFMDwEBoFrEAfMtRvIYBKAfNtOPVqTZlxkoN8ie27KF8vA58QEhwhVmZ8hbYnIVJDGzYlkaudw4y27DUUro8b7+Aa9upJL2n7Sh/9THf3381r5ZZg/1e1rIGK60hk3dR4I/iswu3MRNM04rvUxXKEGwP15Iz2jq7VOLTWhg5hqQ6t6Kw4p+nUnQn6R5pUD/U4LvSkvqT+cQsboZMOxNOjdyAY8urzGwhMqPUiVzqhV57GLbf/JNUHBEC2IAzM0ySFqqDvZ8XW2ZSu5C9fOOAe+UO4aaj9FSvZgnh47SgSBiVM39eJxxUW+XkQbuDcKQal8Z9GG/XYAeZH+IYTZGlnsAlnSC/xFYPqXyFEfvYDqBwxJM471BSDmUqCyfF9SmkAMv7WhqXT6Fj2ZPLflw2HNcLShRAMqayX/BANlYYnzbOZofO8e/JSxH7uJfjhS36gbX4s1ZT00WfapCh0xL4utiDPJSR4MmKJj/KLwbvVDrn4fK+UO87MpW+0WaUwnuZWfRWeWCAK90lk1RSBe7uq0z69YNpZyT1R1pi7zqeoQWOzcuvjEMxUsOQ9LwgNwXLibGTDwCZpjtuwNvB7U0imdRJeeLKLJKS3/quQ6PTn/e28txJvmsB1saIObAjbsvx4w/mgeg5Se6dFBZ6AFeufgHMQ6dCCKceNa6zY0HHOUZ94UPW46QDJf69WZKYaA1qJFmdl1glT2Wgl7x2x/PCEAdhXFuUDtvg6Uu0LZT4k05VUn/oQRgAoL4K4eXxofrlljUW0JXbjar6zU+TpIypb1ROJK2Tjxny7z4H++2mwI0Npd6R3qliiTdfgRmjJhtDo/qM4oKu/e3BPe28udQDcLy37oH9qQH2YcCVC+JCO+mZ1DDHtGiKtMO00RK7dfLVlCJCvNE/fgc8cXcdFlDp8YwkdeN22A5MAnVyV0AqJo/ifXdWYZBiUhKS6rdgZVCbKpp2dzOGc7V2z7xkQ1f+YIMAOR7EsT+QOEg/9U47tnxDtC2k3C2lm4niU4iIArym37kTpbtxFMv4alTI9M4z8OvPAUJ6IMJmDPL5KAhXKN7ldSiXwbsX8I7DKF4bheBppOW03pr8UXwLJ+BMN2whJTyRvLeMGydjw9XT8LMbeyeHsTN2jnutSo+Aw3CnWMDT/aVWxVhgf3xhj6EbbjLV68GjgqAtCh3hdzLV0vOkM+546aSn5RqZ33TeQfylk6gGldZBAiHHXOTjZY82P9F+t8Yukl7pBdqrLnRaY7euQo61PLYZUDIcODZqfux2EGOlo18+n5xp1dc5QOTBZOLKOgFvM5zqjEsKlc1L+mKCtkQchuR2ChJeeOJlxbF9LdwhS0se4HFeMg1DgyTm1FQzwUyvrnyIgdwDvF17kXyJx09q48aOs3TDkM3Fz/z5AR72nFV+uLfUO4M4RqmTjxkrwdvw1oVB+C5y2yNLJ13viGs7nmTpXe4bta/Nd7wWFWjsbGiiNkoMswtDR7OVsYwhq5gnVxO34u0KqdImTirBVSGMphMFp7OlATKyWT/zh3YY4AZXSybi9yL0wIDoW0q5a4R9rd44aIiZkEmlnhmsWmP50lnxmw5T7Zt6rCTO2630UXDgHvo8rR99Ugj5A7qJnjSXuot3umtat7/YS+W5PKcGgGBM+cbJV/ebvKgiA0D+TI4fE454n8N7HDoNI30tHquBMdDuUyq9wUocJaSCABG08RbDqISY5SFDFLJ/43LFxpQ5bLZuNBLIe138xI2WtLWl3RQHemhrgFdz92wasRAsjsYxbb552Dzmpmly4aMQgnUggrW2Po61ZK1VMUd7tHjawKOL1p5MxM8M9QljfC+VzX+CQy2tH00t/yFp/XLZ9BbUaBNLklIb4w3NGMiccX9iD/cmSf1yPTW+3f1ib9MXeTswK31Y3t1RfK+MywLyQzNxzMybXFL7roy3yAY+0dfnulO+4nbaSRtM4ruUtdaharuOeb+oLJ9KT4dpaMBKECbJejE4jktNEgZqVjOxVXPKPOoA4uN4YSasMKliSRtoWJ92M2jIJfWYDfA04lmTVF5uZKjcAR5o/Lr7Ha6xp0cVxY7LC+oA6Ag+2slqc55GeaNYTw/9spy+DaDLfvi3SZNL+3INeDpVt4OH0854d1wbVcy09zMOiZWKRHEnwF6IJ2uYfbt1Cp7pWQCZOvacFBVsC7R8cdPayK+MmwBKjxZJLzvNmMzpS0ZQvzZJrIyXPq6Jbbdp01kNIDom5iYX5Lpg6bxFGitMl8GVDve0WcAr3T5sX8oXn8bNR3ZR1zpL2LTbjAk/NNkPahR/X85raIaRpiuxoFT5EexafLwaAJZlzo7BkWdlZUaSS/Hemsae0ORdGMR52Ljxk3BS09w9m0bh87IOLwhvTpiULCBjoDG5jujv7HEP7r2pu5MkD2d6kXN/ZZJ7ej4zwNNUElV9IpyXuvmB8cNCljZa562BfbFC41545byP9c3pVTGS6kXJgGpeOU+LFO1Ag/q+2fikYKlVL+RDfsGsbhql6nWAnJOOhY1efnB8iqRyks7JkZpXtxj/GGZDFBrp3BwkgmENgU9aljreI7049BU4BYTSFPZHA8CJNh9Uu6573jd8u68HhmKuf67N7CQZPQCtglwKj/tknjKXDkl5MdZKQ5YoU/maiyke/IPsHgC/y8L40d1AOgMZ+7X9/MUe+A5GDFo7080W8hlAqENgQnSQB61dBRVNrOJI68cl43RLk1Tu+nj0NZCe87thjX7cspzJ9sSM4Vrk8VywvalWx+zbD0US+4odNVrLNoJFDE8nOkPSr0/1t5mv7G7WdX/wNGvc2lb8RCQOXcpezfTqwaGxgFFmcfZiNTO+X/zpTrkMUs4CoA4bWXdgZaOJK225mhq7eR8ajMsCOhDcMDQ3ve3rgvKHp9cftpd2A16U648SoNc61m3XM+vFhpTwbHyK9TrEcDd2jjI+bI3G1QlHxqOn/PQ2z14C2ijYrg0547PWLyvA3qWwd0MglSfEsgB/AejcAIMzTAjwHdIIPmY4s1ZRyiVB0C86y3UoC5W8tDVSLFOxb9n1Z0NtJBGSlKlfPDiw3h2fXU7dwRdWlSBSYTeoX88kkDvdsyqSC61fP182Rq9MwOebTlKTFC1VkEs3aNKlDVWzxlq60GLpxdq5B/UMxqt7lJhcnQrAy9OiNQiSztveZYG1GSYmo2tuLIw6yG0zTJGQ3bMLK+0AfBeemYeyo9L7TeMG8v2sVSzBxc8B0sHNZ6t52KE8wn0iwURUXkFJgWasKwVJcrVPh1lueVkyyKnBhJdIOrSjPgOSUra/1rzRgrz37z4BqMRCZ0VjjuKbaJDvjnq1qMzA4hUNxWoWb95L46OYXknvrqLf2G6oVJt8b2P4hvx9G7giGre9Lx0uze8TvXh6uWKLpxuNQVvxvZa8Ra7ME3IhQK6AuVbEgDrbip92s5SjRU2IJKnb3azEKBbGr7ueEXRh0SesHoeKjy3/YAi03ir3wLog9h+PdreaP/BnoWIwKCoxFwVFI6BHk4WeUOoF6B2fpbpLUsIdl7U2bf27p7BIGAazB84YElUSflzqgSSA25Y2TcvOIRFqh27X4pYFDv/dvWWL9yPj2xOhxFjKuaVPvNsBOkVu6fLgB4NghiVGpMV9Pdb0Imuj9fBrAvu2mKOHcA664W0ccnNWnqcEkDJmOQ5fdBZekhbcxGq99EjLeQ8OVkZyP5837oBs2HhMmoTJR4vWrdPBHRT92ULrvVfOjQBDseysa5DvA0ZbVkt26rSblezjyUUAMY5Fx7dTQ7HiNsDISvkpAmtj46nSHdBBUro/Qu/KqVw67vjeMzGfTCnbSnFWOo8PdUf8ancKd09BEAj3HOIkKB+SRfKhE8fkOXN7/+szi9IyZa7j5tbksqzHww8N9SEA9pDCWUwaM9Xxb8sgsFjG+tJioumFshROv1Zd0xmRx/eVSSXeUH1sqraM1iYemCvuMEsQvi95c13taRCZ68srDfCHwBGDtyiThaN0MAoHAy21GaXChNQaPkxxN7DrgK3/jCf7a9jXuvYLDezPrqzJY9Vxiko6hr/RwHk8XRr/M4RmlNZ8NekLVSNpqCl2Rc/J3p4O7CCgvDJHAzaRm4KMruEr3TcBzV6MlE5OxYz5ou1KZsFWWTfAiutXekbAigHjqF/YZhH+sHl8q+A+PLA4yK+TtzkQjQe7pvA8fXp9YPdp4SCUcHhNLao9wDaFmNtse8lT4Vcqezf0pE4KygB7nfgx/NkrNOoT7yRsDX7uAEnIYQrytO1vHuBpB84SrE1ayZUwPdPvaZPL1HqTtABvyxwEjbwfSynFvXy41JvM8HK2wp8Op2PmJIdTsmXvYKnb++ll0+s0Stjuk+3d05pwVrdwNF0ZNwW0YPpU6+xX67KNTak5PF/23cN0Af0PuRemY+0ITOloQDo3lV4G/B6odPpKxdOblGubZRcN5n6hlh5SvS67iZkpKH/WIADbeAXXwp6eR7DGeW/yXM986FCxbZwdVPLKrvwU2re+9McpdLRUfi/nBcL7YVmW9TqIJSX/peKFrHQwpKWE/r6eq4pydj79k9JAMmh5PFVJN5DcZvnsIDaLLJV1E3CXIawE1WlcZ/1VLFGIHcYW1cK6/LUblHypY6d1Q7XIQ7TuG9DRemTXbg/S5uG9pGvhSkvvS12GRjOFyaVR0fiy+vB2tpHP4+L8VaE8UpnHSvieDfi2yR3Y5Snlfai1C6hro054dmkbyOFYFLS6FR9t1sezpTGhJPXEswurKinxz7iocgXRpU0HgtDGJ9Jtk836hbG2aYS6bYqqGLWJ/6CUDy0Ek6dIA+rGrFIv3axb89uXLx998a0ghW9KlASpZZ7gFbyuDjeNzjqghwWv1QtugFNbZb5olPSCnvVxVYqsVUeWf5xCrDMMuyFxEGp4PfKpapAGpUEkKVSkckOWNybhZSY3nsYBsMqGq0qAJ2ZwkIkp9dRDzBg+ZEaTxwpXakROKVv11ir8CD5+mPaYWQ9mOZgtgeD18DZ+K5bVpE8Ab/bCkIM+zQxUm+VwjaGbpWWwBYJriLpAhCMFg3Ju7SvHC3P19FwD1wqdOnq405si9b4MrKveQ/Lvrhc2n5DE7pxwcV8taeZ5idxTFSZdJ1PaZboyDONsMdPg3oiJmEuDw67hEuTlzRdZqPRY7U5opEVaZ5dOHYUY1Hw9jc5GHUuqAPbSO4nb+SDUGX5t8jH8rdWXCowyALHqT7rhftu5vz/rICvImqmLVe/iQIH3uR2XJobtCst3/8rwHqenkpT5nC1WnYQ6AAvLrTMQYkDxaQerDRBrEqQkXucYXHmscVQajBnQZO99CN7O0m5VhBocc0qZpL9KXT1Lm/m53XcpVYlC3aRw3huk36C0dn98YXSY+Fe08WjTH/mV8U72grlkaFXbv2F5YCX3iV5gXR2BZRC+J0DW2nL9VLFU8jObA09bzjP/siq57sObCxZeX7aTBu1O0VUDm/IppezGIVLFHO13FtivpmZHaw4JQ4nFgUn9QrtjZ/o7L8kFsF6UXXqvjULCHqxw4KBpno13WUNAvq9BnbxFIplU6vJfda0Bdq/Pr1hTjqYIv5VcvlDIuB7fbp9At+r6YwhUHzQ4WApgrnpwDoDFPUUicAmJD4/xfeA64YZYvWK/pV2QfrByJuGlwZgRxPEk4mFyiRgisB+/eBZEFCWAI0I6yIf18zwkr3dMkfqBxY1jxLGkkgFAAXQAZIlcfsLfAEjzHuNdyb0hoF8nOcuUgqBndvYJqWWWAO7M1gDweWtBp3X2tLja6r/VAWzu6zV8y1qI8K3z/s9HtSRQ1Nq1BEwtOe06v/KWMXIBS3yJQJFOZDr2wH6h1SWkY0dh2aCm1iGJ21nCoDsMm2YCFIUO2z5ftKFrxmObFQ5jTFRy1hZUw7CjBVp7UEdnVFPz1RSulN1FGsFDDctq35WVN/MBz2Yq/qARVUjiWbOEP24ewde6I+B+3GOyzpWa3ulSAKN8KAOk04WxcL0NpZ9NDpEDdh5nqJR8OHBwTsFVjuPvcymXw7pPpxFj8xDxcM0ZU61UUqoIw0ygBNRDceJvwFtMKiWvoQxHaUiAcnnC4qjfQuStX/yGozz90KqYlBUgeJdcur8O/EHaWRlIHbPW0v6MPEkSwB9WmBqAVC+AMZ7s/SkL6dlhZfYY2URZoGShPDYpe94FQpRi++R520eOOySwYscF9EB6rNUwJwfO98ylldhNGaKPjYPjUTmPj0YNo/X25HuGpGfayUoWMf6zZ/Eg4GPOTAqZOZCdod38RJI6HThypVUvl2u7mg8KhjHEFaD/ECqX80KenLtAKHvynn9QI2c752ItdXQd5I/2PoQvX77tIJu+SgtN7wPbPotVGoXyjHize5KOtEj7yjiIG0+q8AtZKdJ73noqAfswTjoxRgjph7N930F6HCBmuY4Dbvm78T61zZf1Nu+B6aioT6YzhpQR5CUF2IRthdy8Wsa7/FUQdPRlioetR42pe77QKZH7gT0IxskhLKip3XXYhTNY2VuQZ1421/C+XK68lPUvbRlAwi6YwNnD6gRA+gL0pF0Dn5hDdC2X1L49IN8zbiH28fOp2TwEQ9Itb34uGmjkooXL0/2V8eRIjrSezadmZydG3Cou/KYd2PiYMzb41tUwNd7Vikw1G2ef7rouVgaZyvOPysGAXEzBMWAUytYaHzzWfh5R9Umtnf38t/AS/gpO4DW9sMo3n8jD7X7RfS3XMHmlSsPurYQpWSyobGuPl6RqpgXlWZtEJfm9lHp4W88hwA4HbV9+FUF9mu9w2YdDYcJO7DYc70fGnyDRjkiHbwYyLvvcFUnwHOATyXm916fBc+gl56geY8G8XEY5bsBIc+3XNelpw2IqGDyGs5WApk/e/6PYG7ROxU4O9Gq0BuEnFxaEx4xb7E0HrXSsnHfJmdZ3k8sDAjbaZXo+n1jgcvnjqLRdCVHOdzpxJo3GqZhWv6xbs2OWg7py8VHJ7lfzhOOnYwabbUKL8B7I6SM0uO4HFs1aaEF63TnHYqwj/uv2E/iPl18GBaoAmDcPoOlRC+NyfxGB3RIyScRbCsUDnofkIMZ7RGnzeQyY46X3oTKHHGpxfAkaCAalfoFeRdIpV1MqiGX4BuJRBFArYWkrfiwh87QRrK8av+Aau/3FpC4AqcBDdZm5twTwdJj2vvgdkQNrVK5API+8XWtz0/irSC3E2920kwf2pKv15XMWwMZu3xemtSVrsyGHwgTTC9sGJLUq5tDK+0+e64XYdej4NYo1E9jzDNoYdErArgHuUqthaOEUoXYKu0wlc0NKh6x49pqVkYZpjYGk9aVy9ewP9Qh8x5ZXTrBWJmmox3GdDxrvy51luDQ7XO0MYq0wS8W38O+3j+GvL9+GoxHT1JskvMO8b5ts+3MTPYBxsqpXkymWRge3SUOMQBINPMgiBCNXBZkig5HfY8BZBcB28wapREQE6B7cV2D3iuf+ZOqzl5kLYzcvKSPBT5KwKmPRcfnkPEL4cSPD9COGPTyXVPllnisucCcR6LHfdW+nLeZFO0os7uz0gI7Fe+nIOi54qhdPF6QPJ5BWeYW4uSGGGrECWfPJ472VAbSnF7PehYCS2O8G5GUrMmskF8DEODq9aEJuEMwsQ8WTrBBxWAOMhfwgiuelPNcF0XqJtGoX+1FJOl/SodyqNc2rkpWNWBoJHWuu0/gdLb3/4upzGzG/Eik2bGMri3JX/dEFdglcwpsgkw7BZQgZgx2A7RErllc/Z2RMfHhpDt0oVn2etbDpVZ56J8ZRhfQaiDe50TOrjkoZX7oGVKuXAgUSEwizGT+/8Auu1u1vaQ3Csxzerp05/EP3dNTgrkiCP4D0u4cyh3HMgV0+nGTMaIzDCNgOmFynvanHLfQCsopfMBrnjQrt4t5LJ0sD8GeXE7haTsBrWSKpHBmXEfK0podgTncivT0xhmdX9oQkSOJsBV7K+Z6ZLo0qhlK7otOeVmFKzcRzHi2vNtSJlzP9KI3x4742oD5x6wZmu0SHvZTu49ZyQuH9r08/gZ9avwynag+uS7zzdBBLa386qAzocSguT6mBOFyOk/pWUwjvf0tuY7ccE0kukhmlJJ6kcRHCsip/ys9xsk/DGkWslIgXpyUVSKnFYoGiheDCgH79GauB3aRfFaPSkS5/D6wEP3cSvCy28Zr6Oo5hvpvQoKjgCh/YI+aRq+CuLAcILgUsCnvryJeO18at7tmV1Ymb9LDQJIV+T2ods3B6oBdOpx0s9UIm7YpdJTqV2o7OaCMQhPKCsodKH5C1zcR+YnMAtmZCXs2hCgXkHWFIKk27fWhqu7OVFoTJRn/iJBmalSy6iWFedmOXcoeGY9alxxCFe4YL+P9NPoK/uXo7W9ZLOT1/hkVJ7EcNyHkr1GyWORQQSWsJKgkfKyDksRXi8g1ATRInkcXYL4olTSksrIa3XRJCiovC/Riwyl0Jx1I59ODPXf0SNQN5IaS9UJKEeZujs6hBY8du7eLRbEBSxf6MLG3V70a9BLtn9ADicqJYDlUcK2NWS3JKoDp63ueoXLsqV65ImMbiwmobFY5FaozDdbvj8eRA8zYNxotlYxyLoQ2+YS1IraPT2l/ZtLSu/ulV6xY06yT5uOmHgBGKlbGCoYO8Ww2sSkvGF873TGnhRsxnlAQXd0G6b9ECOq0f+M9CG66WXesODIG+0ymVS03b0G9NP4WfXb8Gr6h9iOUK+2/ayX/U4LtM3BHV0FBLJU9L+Q7NegqbDuiwKxNBYscxWA7Kdax8m65UbUcoMj5em5SNhbpK2uz0yVCb8pmlMlI73/g0gaHShy/qfdyQPxrSwR+KoTdp0U3C86X5SiCIHbgL37iQRNsXBuP0TBwNmmTHfnJgj8Z7fN5G4DSaSKrWZXpwtDJuei+17tv7sYlK5rUlSXTLTIKE7p8aV8UIZifr/tS6F76YT+Fi3UZp1UA7tmAOgytXtXjYtGS2SGidPi0weymd7PwX3dSoXlTUiUIZRkvojiOXFnbpCL7/Zvoe/KeLr4q6tV1K44rJiCH9PMdS7OFwm8Njno4HkNRAtJa2ykLU+kvcW3lbxP1FJeE9RHeDdUeh76dpp/VpkjvMJGwJcEoSY8hTVZ9b6Mb+ytfTn8aUWttwmduruMpStgyRpacW4G0LN6b2LXTQVOoX2CiZRdpdJeSu4EJf70MY7eW2GFe2YSrFsz0ZjdTOx57iOm9/DyB+0FYaJp7osI3jfbvJ5xkD9k0dYhGwv3S0hFYDO6lJSLVD5obKJYZD0izXjbPrVkvrJ3tLcwISqV7O561x7uWaBcZA6dAUrs/XPaXOQztoSZ+PViQ3EjrNEowxo5Jij6MYyJW18Y/YSVzCb7dP4burM/j6DboDDkMZgUuUsWTmp+IAMozwWNJ3GcP4MPktlZZbaqiklFDJfZjiWiv2TJZHAxDGS3Nqy/4xtoy7SkeJz/i3CuyLz0EU5G1hye4D4GmH2Glemyk5lNnQR79k6riCxozUtsI6PBrS31Tjih69ihyOkQR/ADFbvg3K0VnCoDgUU/upPJK4oGp04xq8Hp4sDeA8OdPS6JoDrBQnfu519cQ9HhhgV0ZXf2F8xVuYDE7KvJjtp1pC+snNIdmt7y0MzyXTxovFxLgC9gHiATgG5DkpNnRtscjihfzPTBsLYuRz5mptdelKjWMkNq2ahMuHRZqmyq91A/7K3nvw+tXX4IGaRXXx5eegkpTEpWQlHp62Yn5qgJUt7+5KKKM8Y+Fh8m1zlmTreezTiWHEU5PUsYvij/8yOfHBlJY2ltslfXQI5+OHOUXJLiSNyXMcT+WU41Lzr5fGKUvvIRYmMX0vKcvdvjd4SxcAFanRhvOPjUnjnOxzUrVYx3mN8QzZgmKqjLi+XchL7dkQjWYOeGXcEZRGTemrbaN1D3J5ikBsCR/BL4lCNOb8mdPIAL7vrGg3MfUJopPPyOTxZG1OZXp6PjGHWhc2ikZxTZIep6lJdaYPjhc6HWX81wRgT+PWORZ/TouWx/tL2NNpGp/xV1ZaR0GSkuKb/ArpqyQs3U/dGa2N2TWKBsyJmZjNRcpVXFgU4AvTsb/5siQuAni1kAgfTa7gX0zfh//h4ksQzp/hnTmWroPXSCK/8OWn8gi5MRv05cXo1zJof1UDIRSflECft1F4pyI/8wDpYFVJ2qovHwfJyqEuUW5xSYm4skdlaZWAuDzQh4AgyPg4ACj5O7vMWItxHYprHUN5kOTr5C1brGARNobhiLjD6VsnYeagS7C7Uj3AQzQaAnnrpD17TQBPrdjvWB0D2pzVbQbwZvy58zMUGwcYhVBWB81B2DWFhSAElfDJVmXCoV6YPOxgNlVwpRdPLy4buTmTh+kh1+0E4fSYDtcAeK7166QLN8t8mFYrlYrSIUP/WpuQWdsZn/GNXrgkT5Fnc3tmaloYZLFLT+IyeGALoUmFRCc+kcqHQNyAupHUvX7P5YshfUCeClGXGOZg8lsrFWRAbuI1bgApnw7C704fwU8sX4Kvq1MXZWHbut/VZ4E9AGEYjOj8TE6cL+ymtyX2sMK/UApiYzqx73GSJbVKfkvpBl9/in3r2B6ZD1svQ3pPKf75GjhLwExqTH9VJDJAUmKpNulTrAJ8uQW97jxIw8hSzGMpWEO+gI4J7ObsqMSWeF4Sy4/bocSUQUwV+Pjp/7ijMAToAV9qaSm9tNwthB2ttGBqAT70JN7jsG9p7LTOvSEXwAtdJJqVT4X0QfwC9fcgxvBl6HuiczeQ4zLGiTPtI8YfuadILUMJ7++t4fiQFlCt1G4K4KVxFdJIr8IYRaMrPj22duYksZNXR4iGlY8idSlgFVcOcJQxcaSj++j5BR22TXb2CitpBNAo5xLCmvZyVjfke6YxW3rB6NIv1xPjJTLMOtDpw30+JUqBjQ2pTNwSAEYQBP3GB9MhlD0cnGZa/+3h9+C1i3fgWLURDNn/CCqmriWCTXCQZstd1X8H+S0vb+m+9NyXMuSEg0MCIbWblkOF9AFSNRLPu4N4US8XNWLmw9PBrFxDEluAwHq4GMzTvGrpYlLD4Tg8T2BxAyvBPrxv8Q7kbTwgpJCTDee3IoU8POP2C+PN6LKX3lvTSEqH3GKv3H3bj4nc8ZvrOXQqkwZ4nJGHSB1uPWSBM8zs1WA8t2NViuwfJa+5NxfzXGM2P28kMoWkzT+nx2uzUenZc++X3SU14EfFJmF3sT7UOnaSsskq5uJq2k838orlHDdmAmjUISea4ezPVkZKP7+yjr4inZRUFPZvnWw3IPv0PfIf73Tqi3VjgN1vrjItgWWfKuW0qwWEyHSvxi9UcFlAMh3tF5gYvaKN9kzPMn5l7334m/N34EDr39FJ4MgcLcXbL/iAKhcPxTdBsh1PKouBIEOnXJrxecViRPiV2EvjYDGW0rmdtqQ+41AufiwotZwaAb8cUHO2Ks8P0B0yEZ758HEbh5qGu7h8ecvFoUI5OCxLZZL2hKRh0rvOncxkJflGHOG1J2G+5tO0jsPQ+Xa34yX4dueMzMcn1MSlluCnGuDpII/uUGNYk7VDLBjkLYcszFjG399P0PqLYQ9JO0JwpDwPbB3A82OM6dp12dYjf+OAnRY+nz23pzL1B1RgXfr170jyJXPHPTpoW0vspI4ZcFwGkvEXuE9KdvEPDu25qXSYyDN3EEj86bYlqwsnyfeQdrM29og2coFAFj0r5aVengNfzhEGaTSmUQBw9i4rjmOgbuWkceWzLn/XxuLId0czvVQki9gNWsZuR//+QTuHV9Zn8EvLt/ricAaISdcslARq0M7jSvf5AE4ZeDm3MqkNnqYMpJx6GIK+z/U9GfIFZZ46Z5C8P8ZqIyiCWyOkJdUBGeSkABEzgPICaEgvZ3MM0CCFeV7C9H3KgOT6Ql+u8G4ADiAcuOIBHmx/B94atfhp3ew1OQ7DflfrApRzPsZVsuGrOiOJlda5T+0hHh2BPaS76FHIF7IyjtXB+4VR4yeG/te/ahUDfO+ywDRRbGmY5m7BXf9zsN+Zv0ujZ5+EBEAefA3rVsoB0bEG9v1ZB/MlOmDnC3u8IaSixNyr1ZI/7WSl2cSVVuucXU2YrLA9oT/JmkCdjtQj+3j6jlpSJ4+Uy3UjcGSp1EkFzBj3DTYWHNl7YjROIidGY90idX33oytiOCtlN36lx/55Jk2uCb64PoG3u5PKxJbTMNCUy5/UIXt3MxTDawxQ2/eQVIrEKMdc++6fd+yOXyEk3D6Ja8NJpZUtb3J7ijGKLJ43j4dJqjFLysfscD4IeV9AyOcFZVJRSbxJcwfBqiWctDWu3pwlUGp+vYxGTwB4XntkLNqcq7ru6EgjIDt4cyRf0pI8pxoN1l65lJv6/haPyyYMYMmew1BLIadTLSGf2JOIzp57XbYaNUyMHEnAriXsQ80c5osGnpo07Nt63DwtqtNeS7tiV6YMZ1pav5pPCjGGU0UMkpn5hOgdiq3NTINMGs/pCL91mAJynh+Au0+Rp548qjGAePgY+cCc1UpacDrizy33kFMxt914qVrrKZK6uIJkuml/VV9Hmy45Fvt7+z+Av335RXhHnYBQgQqlDE0BH6BRu4SKiSmMpc1YQVlAuC7T96TYv3lOXKeN0RMLmX4J1A/lPDWInsSMaZjkL8DfjnunMoEq/spepFCD6eYLrimcx1v6S6qafO2DyC/sWyleOW+QMCC2cPjHrFaty4cWWVdgF155yGQUrLXE3+pwJAQqnf9qmtSnD1koi8wMitRB8PBI8Sfum69cKZ3kbsJ0OROw67FW8m/p5vRYGUfwz59pWXE9iSBOpgAY9O/B/soc3EG+Yp6eWS+H46ZQ/MqmSQ7F6M84FLuYGs+TKXeNK5MCUpnaiT2+z1rAoHFRcLlKtqvH4879IowHSEauyOjZrfmx3X2GVt1kZ2CdsdHvjMuCxjgWswDvvoTLWjLkQyHTs2YB//jgPfifXH5NL7DOYBzFgMTTS5tk1xRDKYqS422QLInFtQ/dosveevUBTy0AgD9Xx6sAUjk8kAymY8ZTDp9SunH6st4813XLOcegPEwolqmWBj33ahl/KpNfHB2fb9wmFlNIerfOw6ZJOFZKGodXB4D7WvdOC6yk9O5yYRMH8hxDvRqc8y6fMGW5ZoynF+GTRPz54gTuhwcKDvY6rSPXYHfRQGlxRC4JGP06+XcnV7pPn7f94Relysmfw4Y81kyCGAXp1QnYlyu7lTn1jVneCFQYFlqapbNeyf0vhaCFUgL2tRV7Q1x+j2WGki8kBAbTlwBdadwsiGYJ5Pdmz0jryqRBw50WiRdaejALt4rJT5irBoYphP9Er/b/vf3vwX96+RXYc1PcNIxQMfHpOPXOuNRyRiGtutwsqIc+nvrpCN9cYpolihkSMNbEGUIjwK7cv0owGvIaT2kvDlpmKWQcR0onLROXS2UqjKEs9TLIBzHS4UFv4miBX04fhTSCCwhlmMOsB3hljuMLZyTE6j6dx/wQYP8c1N4F4NWRGatym9RrWQuv/D9CkyHH8TL89B4k6a99cEJgquDJsykLh6W44Ym+Ic+OD0+XBsCenPlFWIx8uY8hKviDo4WxrSfp/0wD+3qdWKcM6rElENbfQ5fxcLYwViYEoGRGafzGZyiDkLuzFDqaKuSVykJGb9bBvp4lzMhLZA/oGszJ5W9npfT0fFUZ0Lm8NW6gEH1vcgZ/f/Y9+I8XX9Jdt4lY7k3Cp++fcqnKT26CpEXI8M4+w8wGP5bbpTHBU+SqmPIAxmJse+VnAgj1/lVvtxIw+xS2n4fVIL/bKNY2YeL+T8KK9enujaVTEaRuSwd9WvaEpoX7mwKX4qNSkbXMcs8eok1/c6t/l1RNSczNSRrmXLgFxlaVKRpYVygqwpOWJMSnZxNj0x2ixk2ZT9isyePpiV2MPNPAvlo6SQU3mSxZK52TQ1qIVWYn7LPzqZX+kecsAZ5E2JeY7NSPZ9ZRGZWL7OIvVm5m0TtIjrt9ltbIL2T85PQMrdMSOpqTnyZN5w4Kscfm0dF+tFTaeXcF6POW3AQooV4lSqXy0Hbfmj2FfwQ/gP9o8UVoYHNpI6Vxg9CGlBbkdgnpY0AjSIXpc6JuMIUx5Q3s0m9v6wZThj5O32Mh9s+jQP7usUFruUR52+dhJBQBVqbSPb+L7cXzL13OI88TK+9iUQd61UrYqIfQRCGlmUDANb+qQFdTsBL8CuwidX7KmUmL9O2NFmZJA9AutXZoJo4nJZbZlcXIfQM9N5XpzHWhbShJOj+pwai3KLMOrEH58nICJRkl/zQW2B8Y9wQKznVcsrAZKmmkG3eJEgA/pF2s5FBML8SSKkapAbaVPurVKO4fmlHo9OiwbZKcV2Yn6wxWXOJGds2e17ugtMPSMwkwM4OZBvRZq8A7GibrFvJQSY7F/BGHYVDFgzcvweYwWNrC8nuzR3CgO/AvL96CyUjA4iSnOjQY80F1XaotSAUpHFloVQkLW7TEWBrLQtMwkrI1Do1QZ5OxLBngK6TBRbYIDiCHJczS5iaiQVvPLa4guc7TqH/JnMphPZhbl792l26wYR//dYlBkasB8lU1Nw7HFEhrVWgtZiZaPTO9AlyTBmAqhSqSdPpSKQwBNPbqfc60ILiDcYlhYqFt5jfPnrmtmND0D6VC+o5FTXZ8pNUN+wouyZb9vHyYU64bdx3GAfuDY+sp8tIBe7AokeQs3tmQjQMXnsBTS8q0GHuo9esEprQzltQwmARNU85JgQRlef2sHToxE7LAsQfa0tF5uotoLk++3EOJU0lJVfKuE44OEcDum7NPYKLL9teWb/ZPx5SGv4v1kLsnKdVcYpQpGLCpwvubAnLuZhfZM0kcyHXzYTNQHfT4nEtlfUkC4VSaTsNiFC+UDSPYj0eiNCPw4MprlZbHG3c2UKpjjR2m7Cp/O3GlI4C3FjVY8Osuo4sv754GTL1oqqxvGXBeJaM8aUwv9rXunfTvc8D5xG1wCqFUoQ6jqZf/dKorNkLTT9cw2VRBvyDrqSV1ypis++rrxdcjvYBqFj3PLLDnW/ElFhFYCx0E8vLJ0tiyk3uC5xcTy4a8bqg3BUosWaRSutqZg7v3rcsD8jvz7Ko1UnuYhIHQ6hITcddst4CdTmEfw+x5o8VRcv3bWDUULShfGde/zk0BLbhg2oJYyK9UpnrIcAqVNHDTVBH+zd4nsNb1+muLN52D1FShU5IG0/vdAKUq3CkGLRb6umLcnDntpmzXoxpU1UKNixf7ZeFxpTAxGOftxVPwTAGZMAcsfjoGA2NSUb7Qhwug1wEkjG0MxSaNKQPkZWlcOexiqzVX4GdGYFL/dOeoE78UHb83BzBqGq+iiePAWguM832j61apt64RdRxVfy8HT/Ln3EljX/qJTzlQOzQY+k0/BMpa9/DwoTvQ+tmE6Y7iDx6LxwxwlNWFv3yysC6AL1sD7MYrJJUUhVmA4ukpgES9Q4zlcLaGQy2xNzosOSh7Pm+TUqnkN6kjJAubhiYQcwRng99YG3mS2OlT0+KscVOwTvR9UXIcQhOppl8EUQNfHXNQ7dn2EFm2TqX4DQ3wn+El/I/mXzUAf9tQGMttqRrCD4z4m8e9TGZDdw3pCChASClc/pHLSqRS3LQv+Xw94HbRc5WElK69OIhQm/2EhUrfH1MvlCorE/Tp5sCc1oHnl85Q6m1rS2Rd/lop3nqEDF4ogaWIQmyDcmBUNHqMoJHi9bVqIRuc6/142z8E5ocRQxoActPkmPFptJ8iKneUqL/18l1nsYSr8zM0zaXN0KAvP1iZcjw5a2Cx4GZkQmdVvoLokrESO1nnTHT7G2C/9I59AIofrS99mhUagD3SunUCd9KpP7vcg6tVbau/KxOWHAEpod722R55iWztIik9n68mzvfMpJKflH6y4MwZiOKdTkpnLJC738L7787O4J/Ae/AfaB38nhp3RvpYUsUnOWPLQ6vi3U2qVXZBnDVZsoqZYZ8iHChV5aspFkOyBMFISkaAaO8sD59C5RBT2Z7imSovT7D+929lkM/hfAjg6b1fWfJqGn/eqm2jCSuLfxazQIqrJXMN8FpE18nQfQvjxl8oBRTKbe0pMG2eOJgTyyXLQ3rVYYLVnfv6DfQz+hZRnqDxIlK0hw/WMJt1cHbeJAuwBS7fTEJaOggd/vGSVsVMtSrm2cUMzi+awfEuN6UNMNOS/+nhwvhcuVo2mlnMnN06OGlYsn+dlDPL7u0OUjp1ifTpxEg6MqVczsz5r2tv8cL6Gvt8LgUY7IsINWYkkdDe2Td0gCHtB1A2/O/PPoOPJxfwn1x+GR6Yqeh2FEtiQcbI7RQU1Ls8QFr3+wTnYRpvafxXwsEQXOYOucWxMepZKmrtXPr2sdIdsyjkvhviSBBy6TIGHVRuXQbv6S9XnSS2IMW8A/nx7/3J0F8LmJgE87L5MltTZh1/fah/rqCZXkK32gdp8bTco5lCiLnx7Tyw959DBTW0Cl8eyRR8IueQ8kFF4cjJI7K0oFfL2MaOCxhSoo1Khwed0SufnzuA7Lf1YyVnmxS5pD05WmlgpzNOJ8ZHvH03Vh4LHZP+nekFU/I7Q2aGtGB67g4BAe/gbDQq5GX3u+BokfRgujKHX1PSduPT1DKQqHLxMI44bM+dGfqLIccWt2JPPMJGPzy2exE+bi/h7x98H/7Dy3fgNbXf94IyHEnQlg44/51kKfwmrGhug5D1P4nSxVxvfb2O0oiHPpfTOzG3NP1y6UplDvF8+ZqoLOW0pO8X1y+e51pJGQQGBdGTMLMJ7KpjaXNmxNPmPSvGJ6ke4XsEm3gydex6M8cmSsHnFlsWoTuh6cL6d1+Fsw5k4mIKK7NKc3HpO8ziGrQ+f9+clexcstZ7pMPjaGS+dfS/USxoRhPdFq++tjKf4pNPp7BauRSz3uczyItA6hxy0EVqmPPzadg621PpIAd+bwHMqGH2rXuCp+czs+nJ55OxNJAk2jRMGHLE+WbO70w7WZnFEvIQaU9eGgaiskplpJyHCoaovDt3OPkoHXY906ql/+jqi/DV9WmicZXAPE9QJcxXjnP/iA/p4bAl6ZTPb9Nnci+UytEVnscWSvmYsLBYYzkppEACyvGzcFd7ErThfNTlDE6Sa5ss3XDVga+1vZ9k6Xg5vtReMvm0LavtnCVMHDNvDdU/X+vlwLlVNZOvdyqX89yo1nk7QZay/4adXYSlJwpyNwMphNGjRjEzaj4nY2FI196Er+B907SWXUiSpL2njUq0KeeZ1rOvSPcUncuXVCWxUSc78+MjUuesYEGqk/OWAbtQk4ga6wLTeUijtGizEzGJTpeDDtlervLyxvdjAMbWgXTpB9Ml7E+cP3etU7/UKhhyCqdAlvF9OTenpN1GgLoJtgmwsyTzWNgHocGy0IvE/3j/B/BL87fgp1ev9M9lq4wc4HBrBwV3S9vp8RX716bCU+OtpQTAx2p5pJYuA3fKSqW4CDLo1Wuep1aKtVl9iILZdRyGriaOzXFWGqxgglpHFcoiL9kql7a9NtsIQZlF1wnLO44Rt1lrQZx8u0/mBuCVl7JLTSWRgU9lDEgUl0mdOl+slaoxYZcsMoGMWXK0uW46ZEGqmMNDBfO5Vsc8d1moeIqUUygGHdd3fLg2i69Pnk7dQdKhpgGsygucxpZcg8+Do7Uxc5xrSfrsorVLRpHDhe2INmQdaoZB0jqltaCTl4zr38BvrwfkkIB3XOCA1/IwUdW3IdB4mMLkyn7vy2YF/+TgB/DJ4hJ+cfEG7CvrjyaWFctf/U8DxUDgn0jSaTyHG/MNyxghA5lnMY2BKs5yUqAqzYNjJlQvXf5eKi83pQQos4fakMXIl76fl3AVEFbTiTexpTRx7WXPVw3I6luvUkcaD1p1Ca1WzzR0QtO+U4fwkEMjwzEn/gHYZlgx9gh882KsVZ6EUgdTSBUDEKljTk/WpjBPng4daZfT4b6C4+OV8RFDpzr5hZQhMPP5ezUPmUzSQiwtbl7OZ3BG+voOs0O1o7glzu6qaHmMMlI6OSujxVKzm3Q+Nbp120XSIVDLr5BRgUZJ4KqeK25apuK7OI3fnH0CH8Ml/K3FF51HSbXRd7//FOoi2ZyMlxU6MW10JwiNJbVBjqX4wQxTLr+CITm9DMZhk9UYJgCQAl159UCJ4X0c+zaeOXIFk+Swg4eRamJjEvNonQRPahorwZcYaKQpX+sFVVqDmyz1YucC1GrmisbrW+5DdqE2KeHQ55f07sln8EWw5pMhwTaExGj/2EsvrWEy7eDJI61vXqHDWpXkwCkcGL2n2+DkVDOGTkvsT1rjJMvkEHE5DsJpw1omYByTHS0MGD+/nJnTnUyuKHQyD4aooNhiLgptPCLdPVnBdLRIvJhpFUwb6bZAakWTxjivIbYsG4Kiyoq6YxozOAHemz2Hv9v+EfxNvdD6le701qFdtmzfXep5XjWIr7PX/F4yjV3DUC1SW/HtCMVnCNuwkBymUhPMdBeud+Kl2OmocnlihoNQtqyHPnTH2IK35B/Xn3k9Qkv4o3C8uSQ3dUyXwhmt9jT86JjNHIypnnOpbaR4sQYpCrN3bnKirENYubXcZ0iUHiFJy68youctP6bJw+KBVsfQTtTFnMweLWjLuy0xea4nPVoafvBwaSxknj6Zml2iOWCm6bBXaKd1B/tro2MnIsl/vmiTgej5qSTixh2HP92nDU+zpbG0mWtAJxcF/ug+sZsMgPkQgJsSx1gVvyy8SutZTn0TCoMlfpYX8EKrwv7B4ffgp5evwL+vdfG3ueFp25lCLBGWU0whqxSnTuX3HvS8BXVQNdRLVoLTuNSy4oGPpDG9oibphxTL8qwcA2GcdF8Oo6J/OZg7h+YOpRSgWH6E2PaFp2wXrnlLeZ07HdyxdBK8P3s4bs2Op9ftaem9c/p3F8cXD8ZJ79FQNLzFtVyKJxNvBBq/98zELMymx/2qXi3DJWhrHfPwgQ397OnESezDttjGZ7kG9JdfogVYgKdnU6Orl6pXJrt4SgBMppOdzvyM0lkaQ04oTx59w8vsjaR5WjA9Nu4J1sZe/UzPBEgFYw/FcIZdWEl/GyuVvhS2fevamtuCTikveQivdIF/c/YpfDq5gr9++Ta8Qrv1rkFj5azr5BCkwDCpziXXWv13V8qSyiDfARCex4DN+3QcR2LR0nMp3W3I9WB33fXpxlK3quQU2lVVGQQARCOdM7WJmxXQM7/AmtsKYqE/53cUzvulIYQlFc0UYiWXnzlwIVTnudQ69+kckNz/kjMxNV4VZxZVKRd0mNNggi+sfOjjJHVA4bIze5nAm4S34TWaFB4+7GCiZxpPH09guWyYKqVGlkGcalXMdKrgOW10urCNzj9pKWbfMTVzoHNY6bi+bm0ZhDF17HusJJFXyuZOPTrYW5rDOqguc71Y+vxqCvZgceU2isnW3VGDq0J2I8YMil7zJFLDr0fjzvUAioPED1qtpjn+Fvzi1Rvws8vX3bvNdPGq2IBj4vBy1Vl8Oog3b4Vds5/QknX1Q6w8iIEQ+vh5yp6JjSsFDzcG7vO5cloOybVGLDCq/n1amvR5WmaMwtqvGfTwyoF8rJQOrRKnBVFL5czeui1A47KAmEgrxIaQj9IaCdLB0wIreYhcHsK4WYvFFdWwr8H5SJRnfte7fFGltMN1a28s+Mw0qO4fah62oFOZShYscorkTOzgQMFSxz07C0dgpTKKVGD/e6TVQfSn1va4vtXKqQLUGOaSsDgkS5gOTki3PrW6dXMeq2NYYfevjzuQR/JalsLzYTCexnAJzMP2vj+xku7Ycjj5DL204mccpJns4F/tfwCfNVfwC4s34MTpGsemvA0jkIA8H5pj0t01YI8lvooVSlJS9PkRE4fnOzQ9pd9UCQAawsWsQgqTxx3LBDj0hhKHu6BaiQ9i5yqcYcaPrCwe8r0epHPSvJfCVVQKJdRcBn4v6yqwX8j7pfFh4jY2JfcHaNMGJzpEe71vwRchkrSNoY0O5jyXmHuTZ795SbmdpQzl+0mDu9Bjsuny/RA0Vs3aAwXxMqqraNtXTf+cnnZGhXH2rGWHdwyRgr2ZMguoZBnz+Ik9EKMBuSulzWp4rg5EzOHoYK0BHc2pUOt1Cv3l/Pvfvm2UOYHp+MAeJnK1mMD5vDXqmI1J+X8kZiUGLtxfF2BQvlbpu1q8oRycXUSfZlxnevz7s8fw7vQcfv7qdfjx1cu9Fw8/UFFINcTOSYkhUlCvtWuaT+n+5in/2nGrpNbTtfjlMBwYw9NUPRKnx4FJgrY8j7GUf/Gu8FYaCwFWx8yxGG5BUA15QdJvUvLSfWAEaRr12nkJPrWkcb28Fx5dey/2AfcdwM8aa1FjkJZ9b4ImWjRl7rh68Ffo+Z1bi8dQUEjYeC90se/vGQmDQQbuNsTB0Rr2DwjYaREVYMzgIC5FC8YvvbwyHOTJk0aDsj/OVnJthJBKHHR/SMB+RNI1wOOnUyNl5+H4I/nzoKvpyQGpYezyCenWr+bO66NkZQNxNjmED0n24+Sa4aHLuPZGNMA+/QJMsuFs3GHbcm5PcQH/7OCH8CfLZ/DX9GLrw6ou3gNNSTobFgFyYCgwulsmPyZr78N1GV6HCEcAMEZP07YOkFjLH9lVzGjrkp49i0kaswpq3zedK1TtzAGiFsxrb9flguTdJO0WUlPCmLRw6YxHyFSS1CYkCpNkjrNe4OlTUazcCzpA+9xK7+TbXVkX5ias4zW0fjhxvtmtjQY6HiS1DZsFMT2L1TZ4hIoFPAkajeQ+abX64qGyvmPO/I6wErlPQDMJWnx9uDJc6ewpeYpMT3SSpal+mom00WllNjqRpP7kiQd2X+LhYdDvYqXK0AlMOj36pfNczy72TJ242+E0SSzUcdyzTUCpRDcHVF4KR/BSeZn8UBxTAu/v8DvTZ/BBew7/vcu34Gvrh0bmkRQIvjTpkzFSZMhxUy3/bqhW2iHaBshtvHgz0GZxw7+Q5V8v0TZl5bnm32iTXjVGcg/bm+Q43KJmZcDaH73H5zZBjPJ45KkLpe40NDY6LaSFVjLHntnzoaVW0tilyESyvTKLrLA4NCubxo8XsBZgGhfwbmrMc1er/njRgZ4zskmN5H54rLmKlnTPtOS9WvmEy01oniFJ3LSDFeDyinawti7c8JF7/pd2wJ7QRicNwI8MsEME6OM2+zg/67r8p0dLU4aLq9Yc/5exF1WrURRgJG03dHdNqTndNjlsW6pLXMM/OXwXfnf1CP7a1ZvwhjqEWPIr5aSEZ/US3gSwqw2f11PaZQlL0m4sOKlIGh0DkKWRrQbuc4pHM2b3HuzHUWrPl5dXZbX2YSQ/9/7oPSlNhHiOo/rn0OdFSfjDiOwB2mRJYyTyBuNjJuhiSTvw9fxlNjeeJGkHq39ljA2JMUyU8eCIJHAq1bdQ39RRk8vt1rhaRWO+sQKuF+S8mr5tWwXHp1pq1+sHF88w+UQ5VPi7Vtfz9MHaqGHOnsygTKH5+jM5yNxxn4B9bVznPnk6M8DeLx6lViqlmQvaStJBHaSvp7hnF1OrhpFZkli2bcj7vBnOY7eExfnQ3RG14ntagv9/Hn0Hfnr5Mvzc4jXnvoCoxOzvptTbS+JDCpgSGAcpUV2jvw1RDNqbhBwfM6UYUKU2GK51WJVAgJEtVA+DyV/n/iZOdZQLrl3yhWJLPLubVSHFXhgvkflxoE4cX5H9u5b0p5oZUP/XC66Ed3T6mTF/9M5wmTrG+prZrP3lla28pdvjB505Henpo4kxP8TeX4tTFkVkG6bRDOHhS50J+/jxJHiK7MPwXAMfN/+SlK2B/eGDFax0fuRzhmYL/WFEKWBW8LjRYU+0tL4/64xlzbNzOlqvdFjvJp04lWDy9+NMRFOKB4DdTdsMn4YO9viB+0p+d91SD4Df3PsUvjs9gz+/eAV+ZvEq1D2g30yddieNc8It3/FQYdO8VJZNFzK7QvgyqwGXO0A+t0IoS/V+THVCGWIRUCUh8nTlEnOUKPWYeH6a5xTPXrxdvHc6FtQ0QWYOrhVsi3QuPMYpE6Ab9czSAfzMtoUJ1gR+Ydwx6QXW5gLUTEvv85ZVxg4SM1Zco6Fxo+Ike1I0rLwkj9UuZSA69r/W8zEVDIagPTix5ouLC7cAoepdg1I+PulgqutL+vn53NmhFxZdkJnvEYhNpx08OLXd8vkZ2dIjV4nHpMqPJxoYT7VKh9KbLxo4O5+aWUT98JGxFHcSmbYBpiSOO0Bb5sT3lHDgkW66R80c/tXeB/Bhcw5/af46vKYOYt3jDZBKfjeLxemmZ17lMo6R7lWxzGGGrKBsu+RDp1BYTvH6VEvH11mxkPU1v3JKMnnLmQ6Cs7AmKRtGzIWn2LellsSVVkGiIp0+mUlOIfOKa9YLNUPp9oztO2j9u5rvGTD3Unuzgni/E5M71ZDBhy+Xw//8RXzbNhNyE9BYfXcWQmWRp1pKPtIMYa0LeXbWZGHKenKEqZb4H7y0NieMPNEzhcXcyaMZiJcrSE29R2aOGtjpdKeLy9a4ErZ5wzXpegn4xd3hXHK7oXtF1yiY05YZGeiPpk+NFP/15UP4+fkbcKolnlQhsE36/PdFIRWBb5lq6gnFYDCEjYEd+iepBBrnoRKAwyhunCtUmAQOhk090JRS4l/WzWiTlBUMqZN4/pxRNBBmEWsD8l228YmnzK2K3BcxovLUCtVq5VZKZ268u/i0M5Kea/WMQfF2AUjuCVZtqB3LloO8dSeAlkH0G5zKc5eomu7a+HH3Pm70T7taTGB+FTdIyUqF4j542To4f/YU3NFOMIrIl8vpwxWQjv/saasl/slGAOfPAtnb0wzieGGa//nzqV7M3WCzVU83B6tWrWXbb8gby93Yfwi0SRHU+OhGVaOH0R9MH8Efa6D/+avPwU+sXjL6+JqMqgbuNy9orYT3j4bB34eyIWPLcoBxi5hePu4SOAzvudJiDKWOxTajFKw74e0maefAGGzWyY7dnq1qT1T1zDFskUoZnGkt81BL4hM6OHtlzSW7aRCjOec2AH9uJfjFkfERwyqSFc9Y4vhTmZoyMqqkajUMaZ995gotAHq6sHn8kByKaXXKM13ey5blBiD1EGQXD0xcBecEyBfDsJcS6dcPDtdwfLi0nhy1GuaKgB3Lk9zboCZuaZfzuLxvC9iD6SlsRvnEbWtaaInpv91/H36/ewR/+ep1c+qTd0bGZbZ0iG9GvDPedNumpope2SHTJguqmdVG/5xLr6XB7+XNJoPKvIQpynBZVeqdfOu/VFcUS4RCrlLM4Aws5BHPcXPJnD8PKp647LF+oTGA3rizVW34iSuDB3aJSbla0FnKdJYqbVoi6Zzco6y5CO7GWTexAE+27/sLaOYz6BoG8Dw8WLWRSd5Z4hS9RLLrzlnIRBY3jNrFFdRNDl3kvX0N7lpXTjrys8cTt/TAuoDYb22DULx9DcyXWn3y/NlklOoiTeWQ7OHJbFK359NnU7OAWjoYepcUllvS5/eQCu4nq0wkibLhwv1o8n3ss8kl/OOj78ObqyP42cVr8OXVA7E4MPh0qOvfLIXBHyBzN7kbZACIAH4zm/fgsiCUKmYMw1SbVZWUBjafIAWHJ6FO9VlJfGdr4f0xNu6gjY6lnLKNYbLlIoCnRVF7aId9xn26p+OI/ZrKo1k4NT5l6DhOerW2h2fTiU3Yog1D/t6NrbxZDIRypdFsGkLmpmdo1YGikcDrAd4Xm3+Xtp9SyEzXZYRw8tD6s3z2xK42N1mk9JPbJjug05iOOljRoudTWSedW6+yj6YvyRaepHbyK2+sa9YNyFPAEmdPyzqOEF6QA+QwuxhGG5W83hmo5+1vj0nEXj9JIT5oL+Aftj+Ary0fwF9avAqvmbMpS9/Op3tDnGcE8xiSUreZq5U06zy1UOtUUZDK9PHbDnpnEklIZKmpSuli6iD+AiW4CGVrQFqyrX3FEN5L4T5nBZzhYZZjXIdSq/r3oUYe0L01TTvIfKL3Sw3es4WV4o1T9gn0DnT9qid5jOzcnIAWU9tC2sMu/+P6hKbqC6W8htpBsVuJDA9RSOHoQWddE2hgJ6ua7DDs/hvG09TZnlXHkI6fFlDD7tOkoIUnxt/NycpI/Uuto3/6NPit6Qpyg3xt00xdF6Mqh743tG3BEG5cCh8sACPP1LksRDLTt9vH8O3pE/jK4kSD/GvwWnegh9xkVJo3QeqG80iBdox1DLoN/jyN+mJprIpIWeZ4a3KMcqy1f1qv/CANFNKWGBRXziC783MAL9QhSDCPLlwnCndpeXxLWXNJ61idBEd/xGTSh916mvkxG3ZIJaMBvtXqj9mVsYE3Ds3WTsKn+F0Qnqtfe0DSUukbdEKTrwKE8e4XbVsfQ/xsuvBk0066dvJ7/vypP7gj+TDZYEfjkZGAnV49ezJxO1/rxLku+aw5Ol5rYNdS/7LRqpjWuHmIKrgR4Y82mHtS97huCVl5wJb2O7Mz+FBL8++sTuDn5q/DA7UPN0VDUvgmFOvHd89NtzEL9KMzA4Re8k1nynWyoXLLOCnP4VJBn7cvhX+XrzUot3Lgn3vLm7xmIUaORfFvqWx276cxl0Rnr9jbHLp8nM5cuR2nNqoG804DvF5kJRt4o67Jq5sXt0DBIZid6ao0chPYmN/81Nc54V9tfVFPwekrHUw0C3j00cR5iuQ8UmpkNLbmL726hunMSvuXFxC9L+fmQjQk8a/MaVBkRx98zsRTfRNHxV23pCO/V7Rt4dRukqnRtoeSbJ0fu77U+sk/mj2Bb8+ewo8tHsJPL16BV7sD2LamddXFdQgL88a6JJ5L0LulsJhqc0rhOJWdhyE5AOumLKZmOYNFid6SLHXbNwjcUNH/pTvS8++Tqoi4KwObmnf2QlYwa7ednx+e7eIbixYVjHkmJE215nQmMEfvze11N0kLYCXtThXP9eifo6sruny5CoYnaMIqy2AEaqHYkHq9YI+8RSqtEkGYX2RFyRLz2pqDkw729Ji8vLQ+ZyBp2BKhK+zpqTKWNUujY28jptJDt2dk9xbMGRPcpnD+28HN0W0DuclzRBga3H8wI3XNU/jzy5fhp+evGv/xknJgWFrcpoxDkq2KeiN/Xr9PJcthwFRi+YYheXyaVokR7lBEBAWbmjmiMOo3sxjKw/Ld59hfeS+QKQ2ZGoslIaA0OEZvl1o6bq1qBUPJeo9g/onZpDS15cAlmC3/a+eJ1mSk+h+r0vGZq6wUSrQTQSjqWHvzyfxVW6oyxXnwWmciPf1US+1G4Z9+Lszy2TugjUq0axTh2aOJq9fITkHA/qAzLoDpiD46g1WtgxRy/wCcEQ4+kOkW1Cj3FcTLkW3sJR3zt/cZ/PbsM/iL89e0yuYY3lofbQgyI7IrpjcGRlUxjErMDsbBWl4CnhNWSiYBYhouZ0qqIOdikhsvyVC7eEVHB2GzFLLybKLAKb8P6iLvPyaUNZhFcq19ylyFnMjenPZhTDTgTeyOVPIQibRa6QRkpZKNWT5JY/pImLkweuWumxqLll5r4uwbET3KQ2gNVyHJa+2g0wAlt1cG7r66Byd6jeCAnInpRdQr/5R/5JxIffPgZbvse06+3Ufo2S3Zyp48WMMhWdboeM8eTw3H9JuH7x20X0Mav24yQ3RbYL6TXIbKqnt2p8P8xv4n8NvqU/hzWl3zM3rh9UF3vfNct6MUyAP41U9XKr/LgVeOGwNUWiYuxWLyVA5bIzX4JLAaNj8VCAvpX3fzXtpy3sQimE5CsodidLpoVetq3Topu6OtnmaXqbFpr671o1PPXBr1DDYtcEe3uA6tZfkDRl2qP3QDyzUtkvBp2zwMmlnF8Strk9HFY78UW/8YxrJFS+yt1rM/f0K7Xie2cbyVRD9FEbof+as5XcPxcacZSWPOb1VdymHvgK6brXqxwbvPD65J1ykvi0sHdv/+3mP4d3tP4MfmD+DHtcqGTCgnTEIOwwdFKFMidJXAy18Hn+BcAuU0xmTWx+6Ay8ax+9n4MLo4to8bqItC2vr7Ayf8CCtJqpiVSkWh4hKgUB5OEgCFdDBLq0S+JvbojJCC5CQtVp9xiyIbI5QgfEurhOJbD5usAMofYL2aGjt1K8WvNBa31uIu8Lb+gxrVDOnf6bCO1b7x7Y54pXFs31nZYDCDpPTXjv1g41wb9JWKyuJVMpGnSuZYprZnqE2bmu4OHxJII1w8sa6Ax9DBsdJ/Fpyfa6m951YQQN2nH65sCx0er+BIxzUHdhCwr+/Aunxb/FHXT6JGf6qAfCTRQCeA/5ZeeP28VtX8lfkbBuTHSWlq4D6FoWCOx9/tRu7E6EkOoD5PBbL6RIoRWFpwybXBDLpCOCpUOeVNNh2hcCWnycM4tEUL7qji2cVwij7dXo9iFkaNu1/j8ndpT1nqvH28iiVmf91pwF5PNcAvjKsCRXs4uEqbzLk9YzBThSZ4CejdRkI4lk/VldK9P/ea5E7vSLVy/LIyuu6zz9xxUb5M4gYkHWdGVjVr4zL46afNCPvqMET2Djs4Ou3sEXuftr2O/UbomknflN24mNcNg+SLAOI1ok9Bkvz3p2fw7vQ5vLU8hJ/VIP+6HkjTfgMNRFJbnoYdNBJklu43qXWXxFFCrpyRxEJbLG1yGFNZanFKcQhZbh6C/Bivwj5OS+X5hUSp4kiS+jF7w8PIO3Rj1pgk2Js28vWDeFaTRGB3XDNPR+1NzLkdjT9XlZB5BUFyZ4WhzUhGsCafM52T+pul3fDUQH/snsnHgXdQxXiG4WaiqlA/3gZuHJpNgkkodry3fXn8Kp3KpCXoD9Fs9Y87tpcwmOyhLx/oOHTk3lPNDNZLBGnAJEUyee0ddPCA1D/k110Du40LMNz1asTVPbA53aAkjncEiDvJ9Y7BPCJk/cvZAr/fnsM/mH4PXtKLWn9h8TJ8eXUKM7dlL5aS44Fyk7UKSgHOaLDXDo/JXQ08zWcBILwbk1YOlQrqwFKjONXhUuyWfF0mrvU7CPK77A3TMyoFjAUol5YB6wkJ5NA4l7+KpODU2FQxaZt8tS/3tFRN6hk6nYlmAJMs17yB0+84rp+YZBKrmQDu5Gtdq2L2TrQqRi/2Xj3DoJlSJY5KC68K9o8UXD1HuDqbAA6697QJmpOcHq7NyvGzx61W/yBsPdSweFPKHjaMcS26TVC/Vk73CcAF6sWGiAF7Rm4B85HWdf5K+z58s/sU/uLVq/DF1Yk7FSrvwWNry+VT30tzZcgwaOUmlmmqcTq5vlqafZRKzGXPXKWDQg0k4kaSUjnG7LKFJGfP9MITKRQvd9Of2yuRqubWuLrSnz9f1YIsZgxNWtdwIUinjhNndagFUuOYfQoi+GK4UKsZ4HRuz1ddJ3s2fFSTfQnEAwabGUVljKZWM21fPX1x+LIF3WcfNKYdhqRvUsecvKpVKnrW8exTfwZ6KVboqBM6yenVtTm3lcwlry7ru9+ErMeRul70behHylLljqjkM3ST0j5t5vAvDt+HAw3sX188gJ+cvwzHaraDfRHcZ2EtVC0PLMSIY4cZcnzUSZeFH5d7zpSkcJsAtZ+ZQDUviRnm6eQlKe/O3ayM8UlSHuQlBw3sVpxs0AvvjosAfmlNJN0CZ68yp8VTv5N05Q7aJv27WtiDPHxqHozHVqdQ3CyMe9/6KtIs4+ihldrpLNUSUNu4NpcTUsdo9vDkAy2vL4fc+IYWO9UMod2zVjWXzxs56Dakbha4Pd0GgP8ogzen3j8GfwbXJ993L/QU+t/ufQbfmj6Bt7UU/zPzV+Gh2yIeZE4vNfMrmcZvwuHpoVg2xf4NYZSQUlC9KFbushzfRLFLKcflKkvUIa+gaw9CZ33ZNld9lL9ujl2BkWKERnmIXK0Ut74Jh84+XXmAR2P9Yq1V4tpnDMkjcWPteMxaJJ3IhE6C9z56jV/2zm18soBkpHeymW80wHdkHsk2dvp1zN7unbWHSyKpsouiyg3oqPXVOHxIXicRnn4ARgeOVelJq2+OO9gn65gLhPnzZuCz2Zyp/EdaFTPdVzC/0MB+1kRTmFF0y9L4n0ni1yfM/mV0wwzZfz9ybfDt2RP47vSpAfmfWLwEb6yPoHXbBWMAHCtKBdCVJ9QxxKdqDYyueIreY2Gal0rSB+FJGudmCEEuRwnga5TOJlSWz1APyVlY9h1pEdTwJtJK0IHVnRFgyUikowXDjrEHBTm7UklrGy+QrfXprkFbkQOxJqhQAvez4rxa7gPOLjTiXmpp/ghSE0xpIxIyELfdOJknef7g4zeujC4to3MnVczRq2B17We1BrUJ04IrSe204PrsY+ufPe/IIbxv/AOyZX+J3Bk0dtdriQOl0VkqN0kvBJC/CNI4QEHOun1CPubRymvfnZ3BD6Zn8HC9Dz+xfABfmz80FjZJTBiGpSFPRh5iUruZOI0QOsjDclqbt6Qvn9oyfkgjB2EofGNVSEONZj6qGk9lLDWfGVlJvZABnYpE5oyd1cE33RrCUXwdyzdKNK9Q59dyaEfq0t57Py8R9yO0nRif70qrZ+gAD1gdRDUsFtaJ7v70vN7LJMdW1gzm0O2JfWR8yxy8ROoVgLNPkK0myBMq+j18mdQqAM+1np0YQigIxuVj3iPJiRgB+9qZSyqux7olEH/hrFXuIZDbImFR4t6+xBXwSV1M18pVfQ/9WKAx8unkEv47PdC+1T6Fr64eGN38TAWJeXgXZQ5pOQCWwsehYtEIizlJKdZYkCrEK1GqZonT78Snkv26KpRDyit9OtSLVHSVo65KVR50ZxZEbRVC3ciaxgI8mt+JrIyegF+DdZkHVQrZvZOLYFK5WD9jzvWBV9NgmJ2RS2A6ns/4n8EZeAfstvUKX0h574+KNQ1Cr7NREEwmVdzOLYE6LaSSW92rJ8DaC7MmM81BB2RrkKZF1PNHmIcVvstkouD0dWcu+XEL67lfwb45+rPNP7uhVAovgfrG5EwYkaNusRBJX9xVW5nxr+Dj9go+0tPl39W6+S8uT+Cnrl6BUz0Qc+hQydWwZD+yGEloWcKN1RXxikGpJLGFiQSGvibpeB9D5ZxLzCjcN1lrlkqY5uLvY2UaF0S5R3h0z5SdtoH1WmueOWfoVq1Bh3XQyUz63u9C5Xk57UTf4mZgoOtDUw3u3lUwGBfASLp5xYvWmc1NsD4AbM81I7jUqpqjpPb5XV8GZHcqexiHdWqldqbTb/YaeP6hBuwVVr6qPU3n4es2/7NPGxh04KTsQDx+WevZ9QLqxWM0JpPj5Yjt6IVY8LzX+nELHjdaQhwhF99wGzUQ+juV5rkenL8/ewzf0Sqbt/XA+wt68fW0m0UKGw5OuySVDfGUfciAf91cw7/5LCQ9eBsAWYywPUhaCwippKnGeUnAPUw44q2CbGZAuNg4tQt6CVuZwzWU0VBbf+5mYyrY85n79U6wXh57N7x9HuBc20ytr3XaxUSOw/S9dxTGlRSkulHrPesamNQzWjUIA8eOmlzGWJiHCKZ+7fEbaGYKF49AlNg57R0pmJ3oxdAzNLr5KLFCnCO9UHtwCrDU6wjPH0026JEyE7j3evF7ANrB1737B/N3RQ+icPuETCpR7qSbuymJFYYutQRHrg2+M3sGbywP9OLrK/AFvQg7gdslJT7zUDwWBsM42pwZxBb5CLlFTTov2DTlVKUjSe7DhOIzJSEi23HPY1t1DG00WpvFVmPY7fdHoF9tZfOntDPQznoCeOOZYOU6dctyAOh98xrnYkst3c+Nm4JYUOAzEP4Ue7FcbGc/2cAwq2tnh1q98ilYqb1A6P5O3zQsAZ591JjdUEMfoZ2RymdtFgOefTIZYlBxnrc4wK+Vyz2UwKMj7dw/vUR+s5OmQcJB3fkdtGcs3PVEE/UfTi/M3yvdPvzU/GV4Z3kMe2oKu6FYb+0hWElSZxROManZP3caAVEORhZGFZ7zMtknaRkkUFdJTul9XPaQf8mh2ZivHxQt5dBKkA37I+mSaPxMKOvPnaB+rYOSs7CJXc3k/tvpn7WLS6BqDu9Au1BrnI0RiK+Mekcpe2Rf1MpUOJLY2wsjvaNeXI1VOKG8XPOiwjSiP9iDj5e4RbXkbjw/fgYysS918IrSqhUtfX+mJy6r4Y9AbXL6huaADcJTzQyWy3xLwgujF7/vOzcFW3HzHO6C/C46P3sQjmW88RIU6n6NInzWXMGvHrwPD/Zm8FW98Pr15UOjsrlerVAsoP+31Gp8JJWVNTWYHVe2dK/LkG54zFtpY5KVnPNdtF0hzVE18mJsmhvfoo88sOuztIBJCjtzu3YR2uKBGH06E/fVSHtDkrk5dm/ep5dkaC1ryLkYWdkgHUg0zStmyqCYgIbxuwFqF1fWBLIk0Rlmp8t2SJYuuoLnnzUD3xVNYqevaRXOoV10vTqzxfozXfj1iX/iqG/eIcXfFQvvbrldb6hNnmp96m/ufwL/dv9T+MrqAfz41UPjrExFu0i3A1YvKYcN85LWumzWGMtwWMxFKh8mcwBJjt4di87bydfd927RBQCkM4+8HaSZSTRDIiGbBA5C4Va5V6w8jikYnbtRVDhnYUbfEqN75KyR4q0bs1nJ2JurmfEpY1Qv6gDCjiTPJdCqZyYr6/uddPHQ9ICucB3XTWXTjeIn9rVtLz+BfoohEcU/fBlguq/VMR9ogF8UwjE9Lx3ycfDAugu+eDyBm7SM+VED85QB3pdDvfGeMz1DYdZ640TD/VvtE/ju0TN4e30MX9PS/NvLE6bo2I5iK5jY13sOWoFCqIqqgkuoSdxUPvfyZu0QEpWkMY4sgAdrck8NjPNL5VMplQvdLCAP1VsnJpMbUSlk1qoac64Eah262fRkcLkJk4JKuZDs6JuZWVzV4q1+vt83dIhvzShhokFV0e7VGQQv9uP6UC8AqLieRK0xfywRrbhq5nL0hjJqlYtHsQ+YbMArZXa5PvhcZ9rm2Ye6ode7AfYfVZUKkZfGTUlvXQp3OtB73E49+Nxi2xTbI7G5J7fD323O4LvTM3iw3oNvLB/AV+anxo9NHwUkOJWu5UE9VO1c1y6HKY0izMLZp55hcJneA2GQtDcDdp8uZjL4uFSG8/XScdLi7vxrE6dzVjLMWVeeXgN+kZAWVs1xe8afrw47aXo3NUYNg96fupt5mGSV2+SkDHijloo7nIZ03SEcdLCHUek4HzWmHF6t6dMB9xtxFc4pfLj4K7dqgFkevaqMS4aLT8BNUyogoF8dvdJBq8v7/GOE5eVm5mI/alK4p/wUquQ93D6Fmdatc5NhSop0G+0zuj0qfeypnl7/m8kn8O3ZU/jS4gR+Yv6ScVyWSsU1Gvc1ONzulmK2I0MoDsQrUwykuym9yu5ES6ImuSahcx2Xq0TW9p3AmJy4r50BmoBtjYIAum6aYBzBL636hfB5PXP6fBZmfdgXw6TQ29TzE5ocePQn29naqorU0/IqYDQrUUZq33+opZMrhKqE78LvnWgVjl54XehF4PPHMrDv5IPeIxCXun9qbniXFirjrFOG2/Pm4AQ2Ef12Sl7iiiwONuxbEpCQXv53tE7+d/c/g68sTrXK5hReXx1Cm4VFIb3QHEE94xUNKISKJeqYahYluTImTSdVCgVlR1AbAXsSL76OYWRpOoG4SojXgsumyN6lcqvqFT8uZrogqr+z2dLvd9WbyruNRiFQn7J3+WsWWcldAdpS2hkAsObEOKrpYwc65KX+WxjrG9LfY2+iLHwf9CVvIDPn9HJi3yDldm5LnZm8pe0/7KDRM4mzD6k+2HOLnJQ56unk9bWxjrn4rHFnoI7VHOXpRZW+T2Dup2DhATRpkzBd3s1TLgNtBlDjwl67LveUwW2sjnLNPWxnbiH5j429/FN4dXUAPz1/Gb6g9fJNlBQ/Z6mkaBjPfONdmVgtX/muHjZ/K7OW4RRlc88uC6uivIJOHVkaqTcjHFEA5A1XjdPnYXzHaHCno+PMwG+CB0gW2nUSd9voMu9rjLzQKp259etupPYC9nImnkmO41u6BbEiYFzyHr6uec2FgsvPoN+yKxZFZ3j8ul50PUA4/4S8REJ0ZOBoKllWjPAtcltkZ0f8JCC4dULmDUtFxyBuAVa7pjsEcU67aAcRwDES06rkYZbA6OP2Ev5p+x6cdHvw41cvGc+Up91UUIMAAJNog817XjpOTQ96Y+odtN4+/DoCTJ5LDsCYyPjeIa9Nb6z2PC5NnG8KlPEe4dQUVCVxxP0BsYqdsQWurpC+N5qIpj81PubE+mhXa5f/hCWBBszjxWGrU1fGLcFSC8BzLSzvGydfKR+ymheGdyrVgIzYYORIBHeKe/I5MIdqPHtXfs8LTi58SR1D6pvzT11pE2aQTn9tQiNLeVu7Uu+ZpcowQMWqtJ010yaM+Q5VKjtPc1Slk9E4ENKn6wHsTA/uXz/8GH5LfQpfXB6bQ0Re1gM9hWVJxZLnG57FcFsjlfyGMsahFHsjQXZ+aMk2wJ4bjwuiKnsj++F07eB0OWJ5Cbj9ZiQP8Oi1Gg6Ie7fAIH9irnrx7n4d2Kpu4jQ8DvtUypLpmWbmdK6qjodmF+vMpad6R2PoC1YkCpRsivL18yFcfBnc9ert7EFjzB6XzwcmhboiJ5+zahlaRO06CJW6hi7zNijZFnAnunGpXURGeJsUC5B3Tpu0RQqBqf10HroWezckNeNSD9A/mT0z7off1iD/9cVD+JzWy0/YIO0iuVIqF7L0x36sGBT4QRgqei/0y2RG4UN3sFlHiaXuepur5IqzEmDXfkcqhoQhXqdwl+zUaaNCh1grkAvvct2MbzEkp7rWTJJUNMY7pHLSu8SezYamPR30CprJlZbeG/AugjGV3gHkxX0qoP9DxpSZuthHa3mCtioIR6+Tz3aAZx8pc3BHjfZOtTrmuIH5U4DFOd4n9XhREr+7ItrPdi+34HN6gaVxLi2DcC2HvjkayoGA8fvTM/je9Bm8stqHbywfwtfmD/REv5ElUIHUhhJzqoDpstTyGDZ8cH1wHUpgmbEJ/qsqsfnsgzEm5cTKgv7crJc5k8I+BWTg7nlB5xhOrxdXkJWnP0/F6uCNGsYstrYuqvDtzO5VNI7DUKvpGq1/79QhbErYeVt7zOrHqU2boNFS+/6rCOslwNUjp9MVEjLVokOuP28ZwNkHntPc7IDJO7zvGo37ZWF3CVIb6P0lKwz2dkwSkXSzU7pjaXzXjAtFVcXt05h5QT0+wqN2Dv+6/Qh+b+8R/Pj8JXhTS/JkO5+mOdSCauBtDO1e+k4VIDCYa2pNLsurpVJAVg5P8uYpFK4ZK1eyZ/j+2cTOgzLcp/7oM5uoILpzPGf8Rnkrlwk6fzB2V6ldk1yb3fxkF69Q1vvbrCaw1iqahvy6w1InO3NrlBvgpy8fC95L7u5ZopZBs2Gppd2oP7AugGtj8fA1ZTZhPf8hmlOZboNyPl/qIrvMdBjYcYCLbkqbDJQq3TLWZdZE7Pm10x71lWthdid8XLckNXqu9fL/5uBjc3DIW6sD+LoG+tf1b64XH0u83mU2VE4Pi0/HCCEKhpmfYmi6nY3dQElop2lrw6SujJVTb6gVS2OCoVwqjmBdBTvVTGdT6/S3apwdvAH63rmcCvxCWZ2/OUCbNrk1nXFRYGcc1rcMP3CjNJb6gnNgZ/kAV8uYwqJ1tbr38sQY+C+e1D8XHbV38AqpnBAuH8GNEEIY0Lku9Rapn5ph763yNvTio1O/KQDf0krp+oztptp1fLq32r8KtNDT/O9Nn8MP9N+bq2PjsOzN5SG0qsnmr7y8cXfYTeeQhI0wKq6Xi585bN7qgSmpWhgDJME3ew+i/nhQBHdmdtO/h/60PGTFsrU1ySTrwOSrxniANAulaxfA+oTvozYOPwhrHcBjc6nv9eLmurX+36OiV1oV5WpyaoHphvYe6AdaBXT5kZbEF+Wtq8b08XP6lw7UftfawG+kA2Ggkci70bM7A3Of5y7to3dJtyWNI0YqJn/mbb9IeSsgvqm0PUaWTMtxfdrVnACZXaty9/T7/vQcPtB/R1qn+1WtkyfXw8fGF7jXOSs2bnLjxaGyD72XmIdK3m/aLWNLm1RiH5OiXwMgKljdGKB2evYuxIr8uhv9kn42cw+8r93+vWvdicoqTYYkRkdPm6L84ij5aldLl5PjHEnSNg3a0NRayxkdx5hKRpMsTACevUy6ue8nvE1bHmL/VXvayOXj+irq9Bhh/xU0ljRm5+oIYEfBZg/V3YC2RHz7+XV05Tun2wLyhKRdm37WYv8dbo+YVUsVGQOJm7b72HLtlq6TJrKZoSfl+yNLn66fNyv4nYPP4A/3n8A7iyP4ytUDeLnbv5E6qcL1mPvSM4lSo0Ff123jR4pbujF+YFQQKp3Jo2I4pBoG6OjC91J6j6B245IvnG/0hjMiSpj8Ci2tRK4sA45UJhhKrszBHWRtQ+qZFiS/wtaNMMTpAKtiomv31Poc20OE2UsI80cdrM6gQFZqO37TNsLzD8Nz3jHjejgYEL7UbcPlGEnz1iXyOwJviUp1r8nCKTxvplLZfVvfF2GhRjXhodbWnOZ66v/tvWfwvdlzs/D6ZS3Nv77aMyqbcVIv9FJvKaScCpexsU9nKL4S32MSVkVhx8nusSOxCNg9kYWKAVDM9wT1wVluHZ+LYJROvh3dUSRUm6My9NXCSOVGOk+R14Giea4BHieknrnUQH0IWfm5tI9CxtKsAAy4G2WQXhxFoMOyLz/lbCnualTkvVPNBE5053qstOQedNCp8H5Xg4zv3mRP4V7QHQD5Ls0Lw31oYyyGGkplt3R7X7gOv3x2U4tdok3rQfby72qdPP090NP6r1ydwBcXJ7CnJqNS7Coh1BalHAL0scxrGxpkBiiH6dEu8QVsmcZklNoqd7feGDv4hnaxOoAXd8CawK3R16PZFGXVM6FU1hKI5xVLU6qfZUSqJCBw1w/amYK9VxpYXeikzwL3Y+o/yyA05zt6C4zpI3mJ9BL5zQyscd2gDF7CVJe9kXLbuB5Dke5IKg8bG2CnNN5e/GYZ612z6kwVCly1khPvdzepPnnSLOC3Dh/BH+0/Nbbyby+0Xt74CFejvxxP7zplKb0rlyMcti2DLw6kGjzMiGUwG3/Ay7JyMuCSsltNAUtHL7kP2a9FQYHWrTNU6cxuVnNeqtjgOgX6Tu3Kqme8rbyqFZLVyz9PttS3VI/pwwYm+wjP3+3I4Rn4FWI/lUCH4PsPtdR+rIH9Yye1w01SnvrmUihW7mD0u2qkOwJwkz3u3mpnd2qVrdjlYKp3RdmJUiL/LEjzcHtEEHeBVi//+weP4fPLQ/iSlubfWB1BvBO1JpenZ6eWpPCS0qaULk/NIiTfoUr/dkno+IqXiMvXefgcF3WtyM1vU2Z1ZoNRw1MQwvUnKkE9P/NCGR/uZM9Ou1g7ksyNDl4lSZJ0TlaKM3s8H/meIV18QemZ5dUkbeXUM+3r3SGs31iYu/kn4PbFxSkYHZIu6OEXLJhcvA83ulU/xqp7MtTvEMQ57cqevrz5Z1NQlsKPl1FrkuNtffnUnnhMm8bH1hRoe/52PWrs96VtOz+YnmuVzTm8st430vznFocwVY0AG+l8iwO8F3eHlC7DbRIDsb3rIBwtOCQvqYpsH+cRE9mkG2++iMU81CSKEV314ZUTqdG1Ueek9+Q79xs60dnA03m0auUWcduQomlaV6NuaixtzOEe5txWthnKa1FGAC+FoVDt/6r7Cfj143fh2eMVzC/P4Antmkp9XOuQe3qx1ZpJgtmwtJs+Gx+mfG/ojqXxa1MiXVx/88/14939fEDIh1mkVKfXSf7jM4BbofQwmB5+2f2nWiL89PASHuzPtLrmBL40P4WDru2laV6v4G8GE/md/w4DccwKgg+bOKdmMJ1xpFnExKqSTXoeXI2lDEbyRnFmoQSdtkR+fLmphkLBc6dJqzOuAogxdkiHdFwBHdAYey/jrY92cbU9t66Bjd93FsZI+E1/6hPPi5cZnU6nffr6FRxMpvAXvvcG/IfP9uG3ph/DN2efwQ8nz/sEiNvsv9EYVwRXH48/5zClHLjuCNTvELxT4m3Cp7+bgWESGnlKIVROY8JsRzf1ZbdmQbU9C+x3qGvctRiC7N+eknEOsbAX5GTdBk+1ZPh0/zOtl38CX706hS9rkD/qplkeqpeqCxnBWCndp5nCulfLbE5FYcU/JuxcNvbkuglsmvgwcc1SZl4flEXoVCDmwGyqK6lk6DxWIODe79My7W2C6LCkb1dTs7iqaHHTVKIJ+QJAfAgsFivSfvb2BexftvDwEzotZAI/v3wL/tLyDfh+cwb/eu8j+HfTRzB9yZpJXn2ode2X9frnNrvbwNUN0S2D+uan+owJMy4UjA63XaPs6mteRxK3C5tx/7qOB0mA+9BLCRQafmvJC3pb9uEY9FHLj50B+D/Zewqvrw/h65cPjeomd1W7W1Jbpe7ZzUBM4kTeocrE2wExFmc+uKiQSfIaUR6TVlcWzqI1Gn/t1DHK28DvhYjc7wB9BzrYQy+Qq9VBSN9pVMQTmhTE+ZHO/fzBEt78k2PdFhMXnIx2Gvha9xC+cvkAHs3n8F/91LfhMVzB8/fWbAeVPx4AnBqnYfnE2rySdnenA+keSOM3u7A5hltvl9OmIbjgcpO5841lpXfp4JKuS/ncuRTurDLitkS5L6tRj3wKo54R0QHf72s1wPsn53CsJfifuHoZ3lwcaTXwsBiRLrxKxN0Ej6Gw39be8TflhsnT7neOKixaINqAKjA+Jz33ljWleAqC07CG7QzOPl2i1nL6dqWZQkPsFa3LglA+tOUlaZ1mU1r3bg8FQUgroQYEOKpGS3k+/OCQncTiI9tizU4U/NjpA5h8+BJ86+ICfn/2yDGBDvotvAKo1QB8e3lRyOCWSHLiE/ud2IyysztHDKVKaiPC1FPeRHa5KVBMmaPqDwMeCww3JDjsmFId+SZlVRXt2nXrbByWHX4EJ/tTeGdxCm9fkb080w9vQWm/TufzpVib5NBfedB1jwngO6Ug2gFE75suPCMMMw7A+IJFVwXP3pmYcfOogp7eu+vwIB/ZnYf8AKf6hyxoFlRIs+5gNkiFDKzlDIVpLkGtj038aByMkK7a/fMWjp9NI10ej/fBN87MzTe+9xr8zMUMPr26gn++/x78UfsY5s1aBKUxHXbU57tn0vguLVPMREftCoLGgx9kJRnVT3ZCIoOs7IqVwH7QFz7cPd3kLuebPlCGkn+mQf739snFwWMN8sfwzvwETld7bulzXBqb5ztmrmXDReMJY726SWfdGA+Q1XJwF8HJ5h97XZGK/YySAZ1UejF/p/UgP+52gZV2sc7MM8skrDpJEVPVUn2j1TeKLGgS189jqD39bB9wjZDaflJGl4dLePbyFRw+2YODp1MT5tXuAP72xZfh+5PX4L86/J5ehb90G6Q4e9iOepC5dVD3U3y4FgWd2AjWJtZxE/l5mHBHYXYlDW9ik59K4bbj460xorGUSuH+egwZxipNm1R8e1dEevnvzJ7Be7Pn8NrqEL6h9fIE8kwOBmBqlCKgQaxUlCg3vbRPRXIO340rFm65QjGUcybWKRY4ITrsoulCFvTXsdIbp47lnmZCTQB6GxkuUJtkvPvdpB49U/Bp00I2mT0udXX2+uD2rX7f7es6auldS/CqB3c2U5BL1oMo/p2XvqmOHk9Dgox+8OOP4KMvP4dv/Pqr8ODTQ0i9uNGm2j9sH8E/PXgPPptcRXmkzFAqw13RdSSr+IixUne+myF5n0DPE1ZUduY9vBiU1SPFH/Xi1CUmAcQqFXmp24OvaZB/dXkAe92kTyGklo8Hj79DdnYq+zef8Sq28Oh8cuXpqBCm69E7CWPAXfXqFJYp06AI8vjaeV/sXQJ3tm4Yonp1fEodD+DyRkW4udaS/J7jVmFWYNYNjEOxxu5aBVvWrspCA/i3h09CC3Huu9xbwqPPX8KhlthPPz3IPppRXenQP7F6Bb76/CH8o/3vwe/MPrO6e9xcitkVSVN//zylIZDh3X7csW1DhWPdWzWwKe0SPG5KAh7lnI2V4abKcR0S515DIqn0Kseme1HXXrUxoH6Q6DHO4TeOPoJ9DTa0+Pr5+bFZfGWw0lN/LJ8qlSP8y0UllYRII/XlJwl7AgJv4gJY6RMJb/zONHGHmmUYqkk1HI5z+fsoWdu7Vb/TH5j3X7cdi+zfYQ50aAcdsu07Te9vvttzodcuAeZzXqyT3b5GzAb/X/BvxRZ898fP4MOvPIOv/M5L8Mp7x1DrxX6Avo/nWlXzffhBW3QruTOK/YzvZgs+RrATnt4F7T7X68NoVT8OLx6J9bknALxz2qZSYxbtNBh9ff4Q3tIgf7SeVpPphOcgCI15fJVfz+oquq5jcdxReBGRlYwXtiJpFHpNjvJ6+cTPbr5UJsxJlPe4icE9QKTRULaMpmgauMkrJNm3OHNUU9OJBWoX1aXhVOi174Id2O1hAq30YsSTz13AdN7A6cf74Ju09Oczf1Mdwf/8/Mfgf3D5DvNKB2UV80gqScqSOdy26W8tjV+TsPC3CcXSTi2n5MlIKRsRi/a8Lwqh8F+xMzOq9fl7SbvoUDytAaLDi8i3/K8++CH85snHcN4u+3ciKG+WvJdvIXY7gOa0OEk7QLp25U0goQKEke6kJNvbxrOWiP7gDTlklLQinzLkp6aJ/L74ovR9qN+b1FjTR9q9Svp1ckdAB4M4BYyq5iZUzc2kWq6K8RV69uocLk5W8Pr3j6BdtDC4eYAR2cj/lcWb8NbqGH5l/11zTNhabTYcJNBpzGryhuncWK/eTla9KfaxSbrcdlya8YyZs+DA/W2T1F/6083YZGwbppnMuu8H3UaDqzyrzCU5BkUzqWPf02P9w/YC3lgewpevTuFhtPgaOwmzWYwRSVw8hJ4h+/NC+0/LdOwhotevlBLGEMadbSoVB10n8PkNGbj15rtKVstxgOeeV+iQbAJ3nCyseqb0kRFHSxetzzPk38HHXzo3PhFe/f4hbCOnUIy3u2P4n178GHxz9jH8s/33zOECQynVJMmxwF7e/BNCyO9x4FktjeTtdth/4zTGrLPveHB/CdO7gsQdXSBA7azh4vO7BvY7+hChe9iGk+3rUx07rTd28L4GeToS8KX1HnxRg/zr7tzXoJDgMeoju9evs06JAREH2icPEJntK1YO8hg5SZ+H+57BN1IegdAteNrwMYdUiUvekIJfb9jXf5fGK6Tq9pNsMPwM9Qm0//QnMfkYJLE/f2UJJ49mcHg2hc3IcS13N9FXf3nxOrytpfj/8ug78CG5s4QAILug623+Kb0fP6Jw9MM67RJQuQuITdrZl+G+ADuyY9CIvCS9jRRuJb4kfbhrihDrVij1N5Xmm23MUxVpVZUfE5B91l7Bo+Mrcwzgly4fwGuLA3e4dxnSg6QuLMSWOjMlmJw6ImGMsj68CumFKZryx/F1IWCQxEeOqEki6VdAry+2UWW31vSRDtlWLYybS/tSsgtEfxJTYGWffOUMlrM1fO5PHkKz5nOVoS+cDx0P9Z/rjuB/8fzH4V/u/RC+ufcJLEbOc4el8BqNb5RN6SbG4XXSrB3btgkjvQuww8odqOinvxGFyHIqg89vnTC7uDVSkfSb9wzVS53+vkJeIlVJP8M4/iMtiT4++hiOD2bGuubzV0cwIyBD58WxS5MtmPtx8F6TdaAKADy2KTncpU0QQWHoaFwTgiyoD6YippJI8j7NLmGSRX3hHpBlDG1wUnBgAb9v4LII6FVVnFoemDjbk9dWZiH16Ik/6olr5aXOUKI4pwM1hb9x9Ta8sT6Cf3bwHpzRCeGQDsrrSuFpWLVhnN0Mt81zHUmRu4LxZbg3oAY5I7quPvv+SeOMbqMwA1ytaOFUt09MEpGDAjvSUvG8ZO0DPG8WevH1M3h3/xm8sziBzy2P4GA5NQuIaGz3gGkykgNDSM5sWWLela8xhyzNAoTqeKm8Lz+b0q0xnJGaMCgpB65f54FNssYSxkO9isaufYQsn/gj2iP3aHPTyvqZwbDuUPwYjlFy4s0Fj9+4gvOHc3jr26ca4HnTpNuXJFLsF4W3pFlq4C8sX4V3Vifw/zn4Lnx/9hxu0gPd0Oi6qbG3i3Tr6w/DDOSuQQ7ZvxHlY6cUpJJu+f7O6K4KglyajOHM+/VOaWcjziXUuyUYmTCdFPXv9h7Dd6bPzOHe75DbYdqRxMTjKCmjQFAWfIncbqBemHXSu2rikcE3PIUyS0isglAsSBsikyhR3xTMsHpwFRb4RwQjvauVUc8AthbgK4vDKk3H/bZ2D5d98ujzV8a748vv7wOA5PENYRjchyfFL6l9+M8uvwb/Ur0Pv7b3UaXhrO5t3CrCMN3Z+JM2UG1hm9/3P7g/hOnqvetc25Qxs8a4Sb6/Dd2mJJ62RUUCV1nk8K5Y5LIAyIoQz6V9Ts01GoLXY9Gs4ft7z+GHWsh7U6/LfenyFA7WrfMmYHu6ybNzknxnSwGTWPD0nU7E0LQTNQCZLoaws4NihxvXDblZpZPXDe9grgg6wbm8M8Phi610ILaizUvuyD2zuFpwTN9DI2MQXrVmJHfSby32Onj85hWcfrIHR4+msKnZ4aY9f19z6l++fFt/1CP4x4c/gEtSomXyqO9pm3em+wCAkW146gWSnQJk7oeTuwfSuCyJRwBQAHZJTMjSvy9gfocNXZUSNzQpLiaGQ9Ewio7J8yFKeX3pnX2ggCzj323P4P3jc2NGSadEnaymkCm7CT8nib4kE0Il3ZQgH3JJORN9hSQUVM0gy18mdmI8jqjA9tAO8vuOZGk4dOpI/62VsfzprtYE7vb0widvXcH8qIN3fvtQL6Tymm9QoA2JDvn688tX4LWzA/gvjv8YHpMfhRHp7mrsbQKsQ4Q1fRgASH7H7wMDKpHoEGtMPEj4sUqes8f3ov43WYgBzDGPs30GhTHXVfTKtTo0WNavQw7Y26q9xiIFVp4ZM8rZBXw4vYRX1/vwJa2Xf7CaWTxCCC59o84knKg6SQomdTbfvbFX4kAN2AEhmSE5976EnnTb8IS5UMcSqFJABa9ft7p3f7BHC5IGIxwNaC+6hWYEi7V5Z7RUtJbx6ReX0K4mcGoWUrHyd31Syd8b3SH8z85+DP7c4mEW9mZKEKe9XWQE77/ZAzuv09h8d12nTQn7OmDv0RJZd98qTRfZO+tL63qndb6NQqSd4AYrO+Yb8e/K/2sAB5tD6s9K+AMYO1Zx4K/T/63h4/YcfuPgI/i3R5/B4725PdzaAZlRRTH7WHR17KX7DajvmwVXFOYHWVjJYmVzN1EhCz+rMGejpi/1Mzo0m6xnesHXeQtA2wbKHfoNK319sdK6rnVfM2MKeXGyhCefm8PLH0xh39i2byNbynEkh2MAiU9mTadqBv/JxVfhV7v34Nf3PyE/abDNDtObkorrC5wYdeZtQfE2CN2/fW1KhVV5G6o4kWK4NMit0x1lzndsRjrQmmWKUmKcPHH7j9enStK6eLbCNTojF5K30O6MCKWqUTpd+I+ac/jk8AJeWR/AO1ov/3BxAE2HEbgb0PcWM4RtbZIWDmTNBy41bMNQHRMcQoiPdmxMkGE/gEowsO95mpsJZNhJjUCHdli3BIAzXaQJK7Syh4XM9ful9XKJEDDWmEI+fWsBa904D35IC6nJboChMleeKFA9mAArkufQgWzFiUf99au34XPrQ/gHWg+/ws0P4950XPPt+Nv6qMGB+7ui7OQW2E3Z7tVC501K30I+mVsD/7qwvqLG6skHp3tu5Dj/ubvyhlSoZvR+OJ+hEOM7TH7Yu10T/GRyof8u4aXZHnzp6hReWu5p9XsTwJEWXenkpUaNLXQfrv9GhmmE/Tk9X+CMOkrcctlxLgkUk/BZGgaNWd+J2qpx8Wf681/aM1XVgU9US+u60lcdRMdP9ekb3zK64d65gokG/5c+nGUBQqQAyCqUCrKK9HJsB7zIcRieLiT5APyk1sMfnM80wH/X2MNvQ2PO3xTDQyaY3huwTindwZlRZUyJUjh7ea+k8bvIuADeJZ142s9Ggbo8hJIgPapkItK2ZHW0LiVVy3voaTpShuu8DUviasInOIffPvgYHuztwxcWx/DG/Mg650LnWMypb7A3j6wk3CTfaeKnRK6M7sCOeJNSI5tYRqTya+R36QHoHqt4Ghg4C/lyJ4mdpHeS5DUTwiv9fG0PR23cjC7s57L37eXpCs5fXsODj/dhdj6BAGdhFZo5rxQKT9TxIkGQ2bFYbWECEk0Dv7I6hf/l2U/C3z35Q/isuYrCoTlYVgJt3kBuqoPlUkuEA/e3TTVd4E7S32Fa2xHrEbfc2GExSni36SxOlYtfkuzM4yYa9ddR3/KiRHmkmyExDVQu3UAOwhi8wY+ILPunWgf9dH8O3589g6/MH8LLy313dKUNqGrqLQVlqY0vfupEOuR1jb+VTBwz/aPGC/nj+njG9BtjGol69tIsLrQaZr8PiJVozdmrK1hNO3jlPR1ZNX29Jbndgrg7waS/9tJ8w/7KtfCOOEHIiS/v0NMDvez9Pz77BnxpeWrfI5YdXjkXa26dU8z/boF6MxQd5ZY2vU8eF1679O+ecdlCuA92B4WpDjazr1z4K9FW5Ue76Ky2/x5+QY7/Af8DiPIYptQBi8nF/KHqjA02ZLVg/fU2iGEA7Xr9vYNP4XeOP4ZP28vr9yM3aGybBR1FJo6ytRILqsEpsXUzjG5GAXYagWpc0SJuzGipv8mZTmM+B2s8mkbD7L79+KsXMF008PBd7m4g1XWHjx2qiwMlDKFV9kQuUBqbrh6oKfxn51+Df6R18L+79xkLVGPNwyW7fUoan6lUxk6Ta5Qy43tDtzXek3ZTI6Txjbbg94mUX6V5NiIsbEeRGi1h8JulX+Rm7reyzoVNNYW7IeuHhsyoyarmAR0DuHwIJ+upUVhkHzMoJuTU0AufYNQvCPkeetOPJty1AEDmg4A6Q+cycodeR0CYku+Lbk2lP+GJ/NZfkSMdUsFQnVa6VktznVYrpfbpa2s4/aSF2aVvCMUicA5OpapNGssyYjp1gJGpUNgO7CD5G5dvw6xr4Df2PwEck9A9otLmH/ZTBZQxwH0vmuMOCoHsQmxCL2D1oDiCe+K4YHGU3QB5BOLJi3HqlJSEhEbFeoEGWE9o1DW/tfcxvLo+MGdKvLTac33DATWyvsB/PakeX01A5d0TSMICu1DShxP1fgWE5zplP2tY6pnSag3Q70KegDK7g9bAF3ZVUh1P7fJAwcvv+nP6JJamkl/pbrPOoIQrXkiJplpl9MtXn4fPdYfwzw9+CBduarKthctNkN+Kv0tJrSJk3A3dYmG8OqETZApxURxyabwPJQF7rS5OF947h0oWr3fVDCkmoDzcBMIxqcJQQi8miJfI1tVa11zCx/rv5emecTlOvuUJodGBjJHKHdIH/XjTp9K7DFAIamg6rWx36Xrp3NtGjgB1/1zZPkanSOFax1+QCmwNwd7QFryDmS7lpb4nr5H7wCE9zaGl3V8PP5iCjP2lomzfJRRrymEZIu6k1Fw/tXjZFPOf7r8L82ZzU8mtiLXaIDNBBszDFawlc7d0yyDOyUtJ6q4bQW3uFKuQjCVJYNsJmLMESoLhCyqJW9q88T3KPGqu4MlsDq9pSf5Lqwdw4P27OIA3R9Jh0wtlkWXMCDPHkKF3ZIY9sCsvUKhYOCid0GSAfd4ZcFf2yI8oiP2KnmmQcEuqdL8VTWUI3h48m8D+89ZPWmBIJy6Vq/akJo3XUslzC9c/NX8FXl0dwN87/g480Qsqu6MgL0fuS5n4vClgeynAl/5e2Yh7uo1xH5o2p+RE+X5IF08AMi9BpCR8zR4da4L8Ft+Jz8DDLGLEhrFMqEr1BcOjqA+NLyqQ12h7kCcimPxocgGfTq7MZqgvakn+iEwKlduB5LIIXdQqcfqdqYq7BFCujR2QM9VIWt7UsMMGz78NpdloSb1ZdtEwkXsEwf6ehvQLfb1w0nsscPtUmuPPWuP43kaLtycPkZ8M8P+4DU0HqQqm9MerwP/inDjRRqe/ffZVODEHy16/M1tLnIa5E4hLVSlKPV2w5rJexXAvqNTMN0WqnFXJLe1NUK82839wvWaQSt1P+x3Sj0/XW6mk/X5YrYIbjtv7QWNavYQTY9LOc6Jd759MzrVO/hP449ljWODSqmayXBW/cXp35h6Aftc2VYWBqQdLPXIL0NmDrhslFst689TvFgoml3qRdLlOvjxW6ta63xVI7dILkv/bd35dvfqDPTEZVaj2uGbuhCyv3/HSqcel/kD/5fF34d32OSSG7kXa1imWiVLnOfdraN1UYWpSuH+1gWVKKZlt1TJ+MWxX1R8zr6yUBrLpn5jiMIi/2FSr++7SGs/eNKjq/95en8Dri0Ot4OBH2jlp3H+yflqUo1+XSmxdxe+6T8PgspbUF3RISXyUlM1BVl7ztQFlLGYo1jSLS3fGPuf/9PCb6uhJyxKIOdfwZHAsbdY5fQHTvJjixN0ruMIV/L+PvmtOXzfvkulQlgzrGxuDe5//PaSbLpQan99Ng3t66s9NAvn4tDFPbFgnw2K/qAA+Bri3Afc0jlN3VNIY34YB5fZVqzUBx/D28qRPwatT82n7tuCurP+bDmFytXZ6dV6vGKBDCUvg7nXseVyvYMf/B/y2iouQFwrEZ7zW4xtUCn89Xm5jLzQr+NX9H8LvHHy2FQArKcIW4H8jdMeFSIHUl0fcJVzG8GI9OKP2wZTwPtxfj+waCJYta0bRGJWC/Pg+WXjthgams6PjxmmUzEsV7HZI+PQONci/vTyFl7tDmCgvvSsboF8XSkTO1IWBAO5eYp/oxdJmFZTVCoL3LV4jFYVIRVz/pmGsLwd3onasjB7TZpukQ8ol7n2dT2XjzvQU65ev3oYDbOHX9j+CTe1oXPvfD7otCRzzbDNOvw0Pl6gE7NECJ0bBt81OlfJnM10+rMrE+2s+E6lNEEMKQiPvivh5oHdK1xk4OTqU7oeeb0v+G13oxcdv7T3Vi63n8IXVCby82nc+5FWRKRurR5dKSso5McOVBvaF3d3bL9Y631uluFB97mcvmAhBMbXSYXpDCY+hIQ2iHGdsJwn7xvgQnejrX7h807z99b2P9HJDl/nusLHvCd1BQaIOyi7NAk8JzLvKd0k1Ee5+zOKxWbzeEUNNVYmZ7rWaTwlW+LQ4kfIzTigA+U3TToH9OtJ3nErENu3ZeMZYIQ13u4RsZsic0CTU6UFwptfx/nD6CF6bHMBby2M4VjMbt2em6YdHtxs1kJkdrsFK652XqTsG5pioXaT5iX/OGSD2Chlfgw5iF+r+qoXs0XhSfdaq8G7zNKWJWEkx5K9S7vULl5+D09UMfuXoPZir7k8fmLs+qDYtR3mGvHkREICfryrC5w6AXZL76vNKHJXasHiCkYnr/ScBlG4sJy5JSSP6dkoR/0p4JAOrv/ukuYDPZlfwmlbT0EHeh8a3OjAlSAgfixadBnWtWye9utjkMRirQv4eQ4ueSEEaV+FJW58WhERK1KUSTQLPUsHKPmXSZpPKopKwcbP6q59cPoS95wj/9fF7esF13b+/yU7W67vuesRX8h/tX5ynpSrvCmQ0gtfEEmkWME5ThJVnAoBnYzzuYyW6f8Au1REqz8a+L6dbA5ebpVJPwEp4HhZBQoQ0dqf1Lh9OnsGnk3N4W6tqXu+OYapC/laiR/CuBpqlVsGsrJM1leWxCYMdGnhlNPM6jTZ/uBkND4BaAcaTB07O7+TfQF+jHWlnLfzD4+/D82Z1M90u0nLcQA5pn5SKIFimFASGetcvvIyOGYskIYBKtNHEu2k0FIRKjAdznjr/LUd/MaxVauqTlEtdk7uydGR2eVvtVWPWY8uQgmUKjmWGSPUkG/nvtU/hI0X6+FN4lVzw9kxCg/rKbURiwI9ZOVWW9yZwH9dEOeWSVcyQUpqX2+Twf4ffUvE2V2mimzcgX5WV7vsMCtJ4XFUFw9WsTYNKZPP+YXsO//TwPfhscgUb0x2N93R4itMzr/JA8bGcbuFl1ewwg/XNqMY4agwHKiUKv4Ikbi4LjQMvCojXaFfgzVMMM+H0POe7k8YBgAFoHI6/J+qS+0qHy/KS0Ilfh/ekWieLxlPYg3eWJ3CybkFrbrRevYN1FjftnV7HHtdTAYioG6xpOsiPK/XyuceFJsJaE/M/1+C+2fCSPgAk8FxrrFS1wqF9hJQ1onTQpx4qSyc6/RfH34Ynk0W5trc45ovnYBYWyTYyO6wBdW/WKH/HnTYBQnRE6EYRR5GqpPCiA3iNhiROOU4AbhZf2TNC7848EwfuS1RTWfj3ksCYqJERBb04VnK1cLrU7fbp1Tm8Mp/CL3ZvwQnMHATH+SsxhQ5C+RBKJpFEXR9rnaUSwoejAaNy/l0H7ml3iflKXHFZai6AEtSnO7EMvg2op5y9Y6ljxCfPcQH/4uB9+Nb+kxKP2i1VeFxpoWRI3ojCXgPcd2elAtV2HM5H6tSJIet9kMJ3ana4DTjvLkd7fxudP5WAAcb1cDUyjhRXuoekHCnoj2coZE3z6fwc3p8/g+V6baKSffwvwJvwU/AqTPvDihSUtBYWqAMTUC60VJZNwD3WlPTgzquJUTRVQygmdUMG1PmVfM/TVIWQONgZ4/w4V+TPEZZ6geTvH38XfjA92x3AF9LZRArv41T65dB2fBzxZpvq1obB+CbEEaFV9VV15/G9Irk/y+E2AfeS2oK/l4H7dlotlhztk7F7Ykq4UG+f4HGkhlPS/WZEY/b5eg7vXz6DM/2bbYDTg/NNOIS/Cm/Bl7XSJvXoqCKw95J704eIAR6SuD5MaUNTwLrIJPI/h98ebT+hqtPgEGooLFRTkdhJxV8D1D+/9G6BK/jm3ifw6wcfbf/NlSvtCCk5i7oFuNck5GHWN444dET5baRa4RJImqIK6qARid1/1UoJxH1/3aVL6hjEsRryttoNk98ajRcDVBHmkqzFwTdGiNiAdFIE6p/Mn8Nni/Pe06eYvAJzlMaX4QH8InxBy/H7/jHYTUveXzw9caczMQbWFcHdq3gk6d0vrebg3qqNpSkZTsdDua9Q7b2/8uez1lRDUAjD38XXUzWBn7/6nF4YaeDXjj4M5pwjZ2rIz/ysscbS5p9K2ioFVKxFuf4wVrX7UaCefk8l/MZzMIC0qe87iJconuMG2gDUjVtjvmTt00okQ4hHxm6pjAH8y4WJ/yZ4ETOA1JRZ6oHyvAPjsqpxGLIVORXcWq3hIw3qJK2rdEAWsl3pcHplD74Lz+DfU2/Bn9cQPzPbKyUBNe4/KLC1uGeld2G/a7yxyabRqiiTrKyQQ+NmpIoFHWYpqiCxS0NqbMl4nL84f01PpFr41cP3zEfx72vppdJ4SXdepQo/zdPfDfWSeALYm6VfCt0NxEJ+w3/uMUkKqKHwm48P670yQHupLW+2vbBwHX+70G3V6PghbnLOW3Jg9PD+i+E8dkXkT+bjq+fwgdGrr2CbtRbaHf8v4F34d/AZ/JKW4t/WqhrM6iALyiWSe1jl2/0d+E21VafMaEi3xrVHEP2mcWsy+JiS+k44Fvg/bC/gH558F64ae16h0R4k3/M6i5e1jtskH8T4LNmwMwVPcHIH2BzAS0Alz9ji7nX/YXsz2hTkhbhcGgGVffPbplj2k+pXqnNUEeCikGIpRtNO5dUPUq/0ed1Ge9TFSr/b+PHyCt67eARXq9XOikXY8Q14CL8MX9TC5JSVyKtZCP9sO3WFNgkLq+kpGfybIDMIRQL3b26N7HFzNYNhJBVATd7x3H4soMvX6TQwTc+W4qPJOfzXxz+As8kivGf9fJuFzsybYvoedkP9gb6jKG3R9LttIk1wifPPyFKuWsEsxF20WArI16FYSOMmGHaBszjvLVzfLnHhydfkUkvoP7x4Ak+WlxYzlHu7Cwsp1xynWkHz78Hn4cfgJSeMeePJ4OvGKlhyLN0huDdjygoxEEgTNqzEDXeSmqUcZxi8QXhfio8szAI7+G+Ovg8/mD3PwvHIUU4IGTO47qafJLsq4eDbIF1tnvpdAdF9pvBtg4YUk7e3R3FfHgJwSQSSwnLwkxhUDbxxRPq7oHQUJyXBIaWv/YKX3Qo+vHoGn1ydw3ih5nr0hjp0qpoT4KDuyyaBu4LwLZSguvNa97BvtQngHk+rSkA57ln9/XgNtUp+eQo42N1qT/Irz1gucQX/8uh9+O7sqZzKDQC4RNupVoY69JgUXiQwj7S2cKOU2LnfnSpqlxJ4THymzFmY9f+mKk18c2Wq0eYbr5Q59xSdn97PtJT+rpbWF6RXNwnC7ZDuS0daiv8peAX+KrzZY27YjyoXpKuAewd2M1rXq3g0uP/fjPsBG6WJzHM4uI6rtcr+5R2lFie/HspJbRAilSHGMKTfOfgE/s3+R7BK9B270JcqXxi1qZyD4n3cxmw2xacUuCuDybugHYF4thFJ7hGY3N3amBek0WFp3MaMw6Qz4pIOPb0Gtk4EFdp1i9RFme12z/KVKOh1l6Qyery6gg8un8H5ag53TSTF/wJ8Dr6sdfLooF2ZjVBBpufj3H/ZkvRuDS5d3/k7DNxDcmMk99odjIg/DmSHQtbcYV6HCNT/pH0C/9/jD2CuFz6usz07M2+ETUgC9GROU+CgLx6YD7HfXYB8nAYWQ92lXjy9HkN5J5BUKnWdOFFTTO9mKWZQu3SHYOqrk5trCf3D+ZlWwZy5Z3c8PpzOZA8m8DPwBvxlDfJTV/8OsALu9LsWkvMGkfYb4v+V7VBNP2cIzMoyUFZMCsHTMhlmHdD+y3gslFUqY+B+PEkzDU7EAT9oL+BXj96zPmmE/l61ltmqkE1Wwqx0qaDW375oYJ7S2J62WZphaMhvbp9qa1rpN5dnazZE7qyvD4UuBKv2pn5UtqO6FJ7lzhc3lRKfy/1hqNyqB6RV18EHWq/+8fw5rFV3+3xrDOkyPdCqmr8B72ht/IkB6IBMObhLzsQ8yioO7rnHsY3KtHUcKErdvGOrSsjNqKyoKYWz9ByX8M+P34WPphchDMMhjGKO6TWShDZu48ufLXCOI64dv7sWCyrO8SSBo9Sv1MA9QD7T2aY825CgXkLcysx3+yLYMjxaXsAPSK/ereDek7K99ee0FP9zWopvez81gUpWMyEJ1at18P8Cv1mcpKnRz8KJ24GGpbAUbK8L4EPSfTw78M/K+Qb9FhifNL9++CH80d4Te+K5GjNMMMllfA1fTBC/Ccl7OLf42U1Iophc82c1VYqqpDcE2l5a48cfS721Vt9dtEWdaXjQ9tebp7uDMpqm4RJuB2erhTFtPFvOy019H8mpi15R+/Df11L8540UH+Zo41QzVrWO/2eziYm/TANXyjFiEI91C7AtdYyx5AyGqP5Fh2ctgWVQ2O/MnsG/OnoflqQVw3TBq8Qq6jV9cYD8dsE7ze9ul4TT+ZkEymPAHUDSjcfb8QNY5vrxGjO5CSrnf+vSeJF8/wAtoXfw3uUT+Gx+bjw42ncN7MwN6m2RopOUJvCT8Ar8+xriW3YYR9nmnf/bWPcDY6tdlonjhImGTRXHE89Xksb9VfjEtZKNK0sYatEWDfjq4iGcrvc0wH8Ij/3hH8a0Sg12oBcDxId0nTeYZ3+YMvKncPsilySV528t1STQEtg79uCsNzB6F+JaXMeBNG+W+MHWkoSOuOlsYgeU8VHrB4Zc8f7w6ims1sxfOpYErvtOaFwY/A58Ah/DOfxVDfBWio8VjirC3EQh9n90knuuUqk3yHX09Hla6VUssXFwLU0SFZQ9x6eT6KGy1tQ0Pp0r8ix58DH8sVbTrAug/qOxwLnDgSEItx7G77alNpGGJTAvAfzYeTCCrB/fNUljPOjEd5P2zX3JvrTM0kVpgeDpag7vaRXM5XoJapf99R4RuR77i+oN+CvwprkOIoGsmiFqS5BYhm4EuEYTxprDXKr2OdjnZemfm3l1Sdr+mms3ebpSerXyAkvHbySYkWfJizeNx7dv7T02h3Dftc+Q8TS2JXY3ULD/J31+W22WAqhEvtek8cr3ClLP3S4UC1a2PCyV6abaJAXyUj4qizM27RsnN5sheWqhpfV3Lx7pRdMrrYLpYLcHqtwvWuu6/QZ8AD/EM/gP1BfhIRyY57Iq2hL+H+CbSgLyXQzrNCVJpTJGipaKr5IQIc2UgWxWlxAnj5XKsV73SuqZXz15D542C3hxSFojGNtSKNzlktstKxBcKVLzwFopSnO9FPzUyLg8Tnp9kySBsVf9bFOGbcD9NkiZ/1d0xN3iAj7QuvWl1rG/MDLVLkjX/wDo5KfPw4/DS1q0JMuYLgtkRsH/Hn5DsXjXyTO5SvVBmIQrpZOzGilOk4WX5KehvMr51sLGZGs215L77x5+Cn+w99lOGOP9pJrNePj3Nsox/EyNjCcR39+xydccMzu4OcqBfGgWcv8oFtXCUyMGqgbO1lfw3fNHRgXzp5Lchiw6+enr+BL8kvqCcVseI5gF93ZTICpJzPE7381RlJ5Ty5ahMmClHEOuEbaZlWzWJpZvTnXH+5mL1+Dl5T781uEn8FyS4nc+baxJltumF9RdOakkNGeoY51UbEtDwDmkWuJzujx8sEyR6o+VMu2axgHysGOsF5BUujam+o1XV2oF71+eaRXMOaw77yblTyG5g4LoC39LPdbLrRfwS1qK/yI8gBRl8X/HJPfwOL7z96RT5sdPS+ER6hLxGHlKRdL/ZqQS9jMcPi1LmN5LYcYwovNmBb938Al8e+8pbL86sWvgHkGJWdvtL3OOAXDc8F0O6H4LvmxqmJYH4C6A5O7NC2+KOPN0ba/i7x6+SKeXCxV8PD+Djy7PYdE5af1Htm22IxIsrROyt/p1P8Id8SSmWNaJjee9NJ5CXyqhp3pviNIMcbH/l8cfkhtr5YWBuGWy9RpmRkNpHHXt/5+9P/+VJcnSxLBj7hFx731r7mtlZWVtvU71hulNPSNxFojECBTEgShgKIAihxBIzqjZPRQhQIKABAn9pN+lf0WAGuRwmpxmT3dXd1Uv1d3VtVdW7i/zLXeLCHfj+c4xczczN3P3iBvv5VLvZPq74e7mZubmZp8d++zYMfrbpy/Qc9tr9NVr79CZ2dI4MJVi2lcCMMt6MxyWlHzlh9xoUiVgP37aFsLnOkObuUbiGVAUB+ufK9WcQ5TH8K0HqSRL8HfXyj+GYJdks1PTTIo4Dl/8IiTbhwH18sOzu/QhT5h2nbBJR2CPBQssv0bv0X27od9ggIffeKFlcNODdklK1Ep4Pwfi8VPDFVZzNPNSmtNhw7ykHjjsaPhdZIz2efXyFj27PaE/PXlfXAg3o6mEDpsOo+3LWbLQZJ6XwX1kqsFdZQmSjztcrKbXu7dxP/bXxB8WWAQd64zOczrMxxHUXH2LNLqEsjV9OBXThbFJH48JU3htfOfivliJ9EEfVt395AsYlb8xH9K79pT+PpM0L9MNMv/fDC3Tix0Ae6rjDPWlWLOaqzHTIHTMyZts+N0kr8dNyZCmKcWSz6cVO/g3V2cM8u/RnercNYK5FXRIWoX3cqX80dApU9fmEFolscOgNr0+550fjSbe3R3VyEvl8TEGrkCrJvnp8mraKIhq4P5eJo4uguC2VZPmu5tzevPirrgPkEVtjymY+eLK9ogVxV+k58n8f+gP7ETYgZjM/bmAaUd/TT0T5mGcGy89N1fm5246Dp/Hy6qh7zAP/42jD+i80j0ay4taTRCJ7U5zBMujl300qNLYLv91+3tT9x+1NheMRJM9cj8dPHmiKGS0cL+ypNe4E9W7EF2xdPjGxjY8YXqP3mJt/Wot97Eo35hYy/SDX5WSnlFqctl0ot92Vrg58R1yhWwuvv56PFoxhTBhHKk1kO+IVszF/+T5U/TK+hb9CU+4vrF6wFRNQ0PIDmJNEnx4WnnuDUvAaZO/OTEzrs/pjsfiuWpZ7JKeB29TuD5OTn58JR0JDkdJNuRN5Gc1fLQguZqT1oAP1qf03bMPaNM0n4wi+7iLbp1Fi7Qpo7DnOZ+NpQS6Y2HHdLfcM1fvz3e3XTGZGOyM2HO//bMnTU2/+uB5en9xm/7s2h16tz4TLWi4AOdhi5nxu/TcEMhCc8jhlm3BcN7QTG78UYpxDMAYlTL+/CdCbKJAmJL6FXTsJgHlvN4xX1x8F9sN/ejiHr2/fuCVzcdyCHFluZgD5LZwZS4oz7l3GPAO49svtrDj8WBso6pd0vbsII4xAYg/w5Ot/8t7L9O7q3P66vV36J5Zd8/HwLiPxBpZ/Df9PRXHFKeupRSCuCeNwjGJB/Ue13fNz6HFJOaQcR4+EqdYh5AOfBPwlp9VQqeY0XhyNWef7PTx8ByUhbZ+Rt85u0Nt60auj4H9cOLKclG6n9dBp2UX/vwQYG4PEEsP4MPrkJJNf38+Pw85GuzZ9Qn9W9tX6N3lOX3j+I64M+h3wdq91qerds3ozj/9U71MNek5X3EYR97L4aEkD8JXt1D5+KBOsbO3yXXTDp7T6+GZKT+/h4wpImFNuORJ0u+dch3fnn88trr7FMuiNCgrSahVzgl7CADXuOzEfZWxqtJmATzlHP31cQpmTl7mh7fMx1f00uV1epGPHx09EL/x7y3PxHyy/E4V5ZrVsCsqjTbCeybJk9P8kueHmq4/PmoNtwfzPOUzVgafALGO6Ta5sbZ23r1GXoWPxZgeyCHffhBXAtr4Jj+65AnT87u0gbb+GNQfuizsCCyWQGoMvHbl64ewYDoyZF+xydlQ255mzed2XmP3TOF3LkXfmaB7eenyBr2wvk5vrnii6eguvb04y2jxY9p1SbOeolf6Z0orEKyNB9nj8VxVcnXTlYSZmvgcXKXDqRoPXzo2xbi24F5p+AZlSsN09MxDlrS8fefq/l7aDf2QQR0baNhc+MfyUGRhl1zWG0Nztfbc711lbGn/XIcD01r4WPrzZXctPPzdA0oJ1MMFOX3Hpg3z5cubctxbXNJ3ju7Rjxjsz80mkxKRTfhtSn73k7X+uX5jjFjTHesAHn6jDCeVw40i4ryUOv+p/H20oNK9mwddk3kP67RwCdD9E0hMpxTujF7bScaAOAHx7jL6G7cz89vre/SDs7vMrbcHytBjmSvmv/7ffs3e/Fdrqj6wA91mFy22LGN7hewSSx8XYml37Ix2T2uXcCZ7R/NJ2VB5yO9DpVCM3xd1Q28zwP/V0R3nmMyHUGrEkh08I3+91mdzaYbAbenRceJp+rTnHpzDeD520n2QdsYsRnl+5JHsFDcHzEef138auxXvjXc25xOWUY/lYcli+1xNH/7vTuj4zzZ0xIc5ywWbbvR5XXw8lIf93tmNv2cn00oXMe1TfXYHcaIh2WIjMsdPYYbvR8G1WKpM/Pl08XvVVPTZ85v0yvkturu8oO8t7zN184AuKmbmGTiqLnWKGpTaKdts2pR9t4chPSd+yPg+PqJfPMqVjcsY36HXyEMZvstDB/LSd5gF4GNlb+nDzRl99+x9utxu6TEF89GJ+X+/+of2wd9ZUXvdUH3H0o1/eUn1e3YC+TygDnXRYchQvzVJyJiKmEur7OIu+Cq0ik9tLJZ5ee618avIsMNgPpO1+bvLS/qr4/fpw+rSjWjiKdXD2s5Pa+CDOwH1Uwb3fWiWj1CkYN0XFR5iONvULf4xfb1/FJObWbkKmKdxDKxc9M0a29L3zz+gdy8ezG7Lj+Xhifl//epX7fFfNXTxUzVdfmlBtDR09NcbOv7Dhqozu/dHCgHcZu8PF+xcZdVpr0dPh+slfSI878mN+BnvS9qMpLF/Uy07ZEvzGZ8hV9uqpR8yN/8WUzf3mLZZM+A86sUhny5XtYFi0v1MFJQO1E3ydyiH0sYnP+m8Pf7G45lDz5h+FHt/6zbR2G4+1n3yj5OY/8c//3O7eLulG797KV/79DeW1DxVUX2/peM/2tDymw2ZLBTHUgLmeOIwjsVzxLta2MxvI+lEcQ/Y6ZVymDGOuhTHfGkz+fMlNkdyDbRlFIEfm7dXZ/TW0QN6tzrvYwY1YPZfCTsPvHfX7j9ycZo4xCTn/lR/OKolP80SyUN929x32IfbvmJnjCR/dPkhvXVxj7bNj9mWdx9zMf/1v/XHdv3lpYwsr/3Bmo7+fEPrn1jQ5VcWZBeGVt/a0hGDfHVqI1plnnVNGTrnyH6USr7VpSAYwuiQRy/FHcp0LS53eIeRsAMNuf5u/AEc4vZ2vtzS20sG+cU5fVhf0KX4l89pmvH7f/o2jEjGbTZXV1xpmlJdcCV9qI84JR8TEO/jcX85C5ftlr5/dkdWmz6q4ngs88X8N7/4h3bxoaXzXzmi5nZNi3c2dO33GMwvWrr4hSVtPrtgYG/p6I+3tPwOa/ENJXz3+LBvjhwK8Pvm2Ft+9Hkc43R33/EplzYNCJzhSGG/eGeEMYXAgbFzy6CwYerm7uJSFki9u7gQ75Tb0I2rL0XbP5dESJ8MSbRwfy1iLApaePRMOcjB5KoWKnPiOZB4E4IPeNL0e6cf0GWzfaytf0yl/uV//zdfr9Y8kfqv1mSPmbd9pabNqwzoPLm6+gvmzxjM2+dr2r5aE51Yqj7gb7npYXQ/7foqYYd89xBY7chz/WGje7uJzXQb1ml9/bVhXsfjvNr9TlyysrtNYIuMkVfNgHa9WdKzm2v0mfVNero9oeuWqTgGfYRvUpt3k5bbx1Rs5gsHHVu/k1sQwu1H6Z/3YjLHQcWY+IjeY0cwL8VzKAlWI6Nmg0L94cWH9H0G9q19TMN8nMX8P//xH9vNy0uq7zR0/X9YE62INfYVtbcqWny/oZP/ia/VzOH+/JLalxngzy0d/es11T/CZ364tEtO702JjrzCaoK76dVd81gen+QJn7G4xvORwGo5ny6Cof1wqm0rx94nGMwTVKrUy99Wefo18/T3l2t6jzV6aPenTN+sxQGCImfn7SaMdv7r7y9dwQXaeFoTbD8KC8P2QcuZfGRa+VXsvXcB78GE59UFdQ2bVMMvDDbUeCwffzH/zc/8oW15AvXiK4zqrMFfYzBfvrGly7/NlMxnajIPeGL199e0+IGl7U+xVv+zS6k09Xc3tGIunlv/OBA5KWvh8d1w0nUInmPUShpit4pdmkPYx/3xMO7drkcSYYNTT2v35DbsLobAHVIr1vl47sKYQJHFdcfPdx0HH+t6S/erNb3LFM6HAvYb2lDbPdP3GweGxyIlYmk4yZmmHbyA74zo6tmZjKPAjacd9uxnP0aCt7i3vaRv3XtHNtV4bLv+yRDzX/32n9rrv3dJy/csnf0yNHadRIXGvvkcgznz7gCL5V/wxOrXtmRPDF3+Bl9jzb56r6Xl17dUvd10DTLVrIlCjSqv69rMk1PNyc4IU5K864LS2Zx87HC/1BN6wIyIHqLssGXQ15lBXFESFQ1Mse3CaqCmfyaKhUHUtn1ceP6S+fn7i41o9QD9B2atC6io1+pLWR0VD8Qm+ao2s8jLJD1UQR4K/Ow5udnvOLdHrh6CFr6LbNuW3tuc0g9O35c5m48yL49lNzH/93/yNbt9ztDyh0zL/I9rumRK5vJzC1q839IJa+zV/ZYuf5052WcVzI9+f0P1XdbiP1/T5c+tqGLtcfGXG1r8BaNE44EpRTCzlxYeylzb8TErHpsN4/M0N/797k2HK40RTB7gaQTbMsqsdZq5ad3bM8c+yEgdZ8fWhjpD+dC8311q+OIpA/5ZvRGwv1uvRcNvKfSDT2qVEnx2Py6zJl0GF0Q+8V0+MmuVj9kE56GlW3DGx5aPvzl7h+6uL+ixfPKk/gerf/o62tHm1SVtn6zo5N8wn36fP+xrC9p8tqL6w4aOvs7AzQ19+5lKJlzNXaLFtxqq7nHzfqYWLt7eNAL+sLLLe5o0hXPjGrVxUzYmujcXeFvKeX/UvIQ+Dk2S9oDSoDiHWa59Zpst5Sg+Eukmx9wRZY9jrMww6wsH3u7oghvHlSOZVhusTLLi8PHgrz/CSDtg6tTOYFKyL4iVm6B9antMz2+v08ubG/R0c0JPbFe0NJWju61ObtreY441YWRx2sbG32X32jBT0gnJfSYnDxHHx034O502G/qbB+/K4qQDlvhjeYRi/kvQMn/AGjrj9/kvHpG5YI2daZr6lCdQfk0nVpff3tDJ765p+3xN619fCZhUP2Sa5n9kzn1lhLppX2LQP7O0/CrH9SNLdjBQ72XfFZyhYyw7uNO9Eu0qNhNTaQgdUwSUxWdLO+xvVbl0rAmvUqS8pmLiKLwaa6GVA0AFuG2HhFHZzN0gwWqHEZVNawdhKM2vd6fi36vCRG1LF8TzOKahO/WlOD2Dd8uNCXaQ7Wg9t7WdTeK9qlzZIdaPAcC5OYI76zP69tl7PQ3zWD6RYv6r//RPbXOd6NrXN7R8p6GzX2M+vWYN/l+v6eh7fP53V9QwqC/eaujkX/LsKXNwl//gmNqbrNW/09KKuXlzr6XtTy+o/dKCn2Xs/8st1d/wNI0kM6t9zqNUwjONe67k8CIlAXruO//s4Ey0YLch9sCAqJw3z1Sko4DI1xSXpaw3snHaYedhXbjoZWakHz0fxBy9e1g4uWi9Go08e0Duwg8fwqjBbx0Oafj8LoP9h+aCHjClc8HvBcBXtwlD5WD2nqaHslApxfmpEi1lvF3DbfuHl3fpzfO785WAx/KxlfrvPfWfvI5vePn5hfhgPvm9NbVPw8/MUuzar/3ulr9xQ1vm4befAyVjafXVrUzONa+xxv4KP3zGEX2zFdt4y8+2LzHI88SsYZqGtqaogHrJ+VOJD/+LaO4AfS43blOgsn2O5JanLwS5Cxq59ZqmRqLUiSnywiHrEDEQVXAdQAZgb4OSqHzvYZTWqMlvz0M9lRLSXGVpglJ1FGu50MK8QbCtem1ikKfwfNg7otOPy93K6xy3C3qiZUpnc51e3N6gF1jTeLY9EWrnhl3REb/kkh9GR9AmBarJuo07wuMqtuJTFMunDvT0XdZtI3uavntx3436HgP7J10Wp79wTNd//0IolcvPL6URnvzuJZm/vaL1F5mWucYTrb9zycB9SZe/zJOtf/eICLTNnzAlc8oaO2zif+2INfm1TKou/iUPwH+Fr71YUXt7RQvm8Ks7PYBnOezJbJaBfMjv98SK/3csfuPB3PpYEh+VbQBaFDT0IFkbpR7krfJ/bQf+KeDrKnelU2QS0/RvhrRsbeP046cp+05dDIGOXwJvH7hKziH18F313PYvbeLRlM9/7O3Wxlq9O7rRi3+O413yg4tmRTf49GlnySM0E4e6ZI0C7hPOLU/iVkrznNOGCR8bL9iakimKZuz+pwj0fNmfb9f018yvX7Sb4M5j+aSL+b/+n7/OtExF1752QfaoovVPLhmMW7r5Oxe0+eKSLn96STXTLif/7aVo9he/sSJ7w1D9A55o/e9Zy+dJ2O2v4lrFXPuG6j/YEPaRaL+8pOYnajigoOrPGjI/2FLKQeQAcUrsjtfzYcdJl+iOa8wmBTj3WKR5e97YhfHPCEDjd+PCAOyTPdAU+00us5NtrR/dJPg2Vih+a/QwzWDk0l8z0bXwE9pEoY0zPOOLJOVFyV/jRgNq3t+PpkJPlxiBwIXChn/BLBN+c85I7fMB/pqM7eLL5u7HkILwb3t/e0nffPCOaO5z6tpj+eSI+b/9u1+14NSbJ2s6/nPWvj9s6fyXVlRtKrr+/ztj7duIxm5Ygz3+nXNavMmN6X/NYP50RQbmkr+DhUzMlf76UugYOm9pAc3/A+ZNn62o4RGAWRqqvsvg/rWtw7SSFj4E/KEnyaRxlnAE2nCl2nAcmJIHSrXZg5mJgtgMFqbauK2cCt6quSFGQ/HgY/cW1Gu3/iyjqJY0c0/h+MxmOWn/njbutJJor7KrTvQkrHoymyhPPrdDQg0mcxngLwH8DP8fLi7ontmICWdjHOgbOhgt/0kSlPwbF9gC785jUP+USv1L/95/8frRX2wYgC1tPrOkxQcNrb65FYdh4NlX32Sq5Vtbal7l81craQirf7ORxt98lrVz5tyrt1k7d66BQcfYl5m/v8ft9y0G5jusWz1Ticmk4Ylb8yFHsNXEp3Q8uR+A61gbtB2KJ+P+UEBzVC5VY2jASptQEzcuPPW45y9Lgn33YzxQkGrknbkhbngzQ5PjPcL8x3da02vkNggTvWIa1cLEpo21Oyry6u8wUf8T9zoaqY871sh3lKA8Qa2Ex5hcGWt9moRNgis65mHKDbukZ9pr9CJz+s+3N4TXxzl4/QW/+EIeGCwh66L7NAne742LD+mNsw/I03+P5dMn5rd+809te41pma9eUvscUywvMKB/a0NH39jQ+a8fkT3hSa8/uKTlt1j7+fvHrMlXtIRlzZ+yBvR51sx/hvn1RUUr5u2r77C2/gIDOVa1rhhX/npL1V82StH+XM2gzwDP8zX0Vdb27yVLVsZQHiZ5Qh5PcQ7jWnh3FoBLqolHgBdoyR3K1TaOtYrD7+omN1wtGyZX1sIppi+SkcVAAnAW08ZAUe/uuPbdac7pEMoUoqRhXN3kajl0OYu7iCUa0GumMLKbH6VM2p45aueUqZ0LGBOQWvCoq2QiXS9QjnisKn+0YmhrG/qbB1iYdE6R1vJYPnVS/9ov/mevm4a19leWdPRXrMGveSj72VoUz+Ovrmn7GaZsXmS95gI27BtqmWppWYu3TNfg3DzgBvFSpU7FuNLX326VkuGOwr6oppHQ7Alb9zHg07MM8s+w9naXrwUL3+JFjGmjtTQ05+g18O5vCn6kv731Cv7iMF6j9NYmVZ9MlCb16cpyfQlrKLai6I8SsPs5WYBnr5FHyn9viFP1r9blrXbpppq56SLOpttp46bvxJKuJHmAhuVHw3NTRa+t2rgxox3bIcEuHM10+QhGG6b0HjSVD33wqK3FU+YT9pi1e9bwWcN5kn8/yZr+NdbxoetzC2Fqp1VbcGMm4/xoJC4cAPu3T9+jDzcO2Ikeg/unWMx//vqf26MfbgQ42ps1XWMNHNr55gsLWvKk6ckfXDDnfkzYSPvojy9p9XWeqPoN1uCZeoFPmdXvrnkilivOrzHfzs9X39mqJQ2fNj/HGjw/B2qm/v2teJQkpnZanrTFVFgFW/gfNk4rh9he7UnV4i7HFPPOVYxanXMtwb0CBdJmOg8fn7cZ32Oo2mmNDmwjS5VRUUpAHq5HGl1IkZhgtBP87TuN/eDU+rTDEY0rizl8+z6pFuM1FE2eZgcEZmZ+wpFI1AuE+egfiCDZD+ncyEyDaaFDm7/PPP4abhj49yVz+/iLEUC4GkE9aT4MJDWT15Djs3ZNf3P/XTpr1vRYfjyk/pVf/s9fbzGZ+teXAvCbLyzpGBw8I8fm1ZraE0Mn//9L4dw3n1OHYUf/LYc9YnhmTr59mfnKbzCgf5dB+nnW1pnWsU8zrH6feXhcu0mqxfNh3mVe/l3Wus747wuMoszFix33h22vDoboEmrjTnKceNf28bjXbiGtx+igMUuYVumVSpMVjrk2sVZekEi5J8+N266/EebfJiAXKFB24V7V8+FyhOlTURu3CW3vy0IW/NjdgFXAywTl6SY45Qg08XBz6/7B/ufeYicumcyRu1+OTq/nPqcbJnZgbocRDB/RiNJ1ajXHdY2WzN0f0VMNa/nNNXrOXqcnmiO6zteh4aOONFd2hmN2OPq0kOwpAzssYs6bDX2kA4nH8kil/tt/9z97vWLKZfvyilbf3wjIrL/IAP8nazFp3Ly2ouYFBvj/7lIsZ7ZM33BtpsWfNFJzmhe5A/h8TfUbja5K5TD2+Vqsaeh91s5Z+69QwRnc6TOMbPdaAXjcs0/xnecXCmwftB3gCGgPuACKFvlEtIUc1jnHslhqpy3XWczIf8a7RHAaMpkycGREG7XtrG+ihT8pOHT5M/3EpvvbL7gh8tpg11lRf60DbufR0RrfaeQn/WZpsEYplG5Q5M47EM9A5K7pTEVgkw00Sou4Zmvk6QMJzvmt9IqLtDIjgOiz+jyWxCiYdlVK+mqmdjCJywTO00zpvNjcoOeY0gHNA7pHOxyT+ENKUbeiKRDHu0lLMeGTlsJFC/e2F/RX99+mdbv1lx7Lj4nUv/QP/9nri/tYDckA/9yCTniitL3FoP5F5hb/hjVy5sa3n1/Q9qUFXfsdpmyeMLIyFYC/+ldr5tx5+AkN/rOOfvmLLZkVh2GunmA18yaD+fcb8UZIrNUTAz8WP5l3uJ69w0jJWj4xj0/X+fjA9igmC3hI7bFr6pbY+0VHnYICFwetgzzPf3puvDa9Jh5p5XENTxuxX/ruqfAIEzxPn7a1yDrFH1b+WjcsH3QEyHq4KjU8aMwZQ1lsAQtM17FQkRu/qm4ZRtTZ3SfvNYpX5ehUss948A74lII2HuXN9J3BaB7Lucl0Si7e5Fk8wYQlrdoF3bQrsdJ5jjX8Z+w1ut0eyT1Z/2y896RygXQug7q8lgrS0J3NA9HY4VbgMaj/+En9i//gn7/eMme+fI+17iVTMayJH/3FmprbDOifZYD/Gtz+WvmNydTj/4E59utWtt6zTOcAzCumWTB5CpoGk6nVX29FowDfThyfYdA2P+IwPFkLbd2+pIub7Id8/i7/fYLPn+b4rnOO3g+0WavA3WnjZF3ttm7lptUOwE84Vn3FjipzUrEDbB2AaMf/5xqDSTqLEMh9484l6kcXHsSdNt76zmRHIE/BzgQdV2dmWJhgtmkcu0j6kIu39SaEXcdEeXwy5WgNEcVeJ00es4KRU/TwSJaH4F2IO3qqz0YM4MPDRi+Qj8ZH1X0zzgNMMI+tc7/QXhfQB/gvMdb1ozQT+jTtdZrcO+t4V2v1u+v79B3vg32kfB7Lp1fqX/p7//x10C/Nk6xZvMFDt2sVbRlor/3uBVMuysEffe2SagbmDTR21uCPWYOn40rcAoNLr7/KAM8g3b4CSxoGc544rf+qFW69faWmBpY0Z63w8IY7CoIVDUAfOwmBonmHO5YnOTecB3NshaIhtxJa7NL9IpywgY23zuxQWqq9TWiNVMvzaXhnWHUI5Gke/HOOSknudZRKkOauoNrZiY+BTOY9Dyl+kjoFyeh90s40d4T5G7nfaeM0M3/puUm08LEnc/kYKWNrCx14LvYkDpN7LLgPDf6EIf82rHSsWumIHT5P0oCz33oKxvdNfZ8u7+Ipv3cu79N3GdjtwWvCY/kkSf2L//Cfvw6QXWwYnK+z1v6tjaxWbXhy9OTrrMG/tJSJ1KPfRw8An+6swd80smkHfLgL5/5CpRr8e9DoF2IqSRtL1bcbAXrC5CnoGKZ4DI8QxKEYa/X2eSMuDegOdwRv8XXuWMxzRkCe3m979KhGkSAS8JjRciZLQ8dYXv0JTQ1DSsVH3znl6v+oZ0J9XgCkCv5SMBoYb/cDCRf7hKODng+nPt/jCuJ+4jTFTkymMzI0CdxEqeYeIFt4BIHGJjZTkQlsQ+NUT05MDOSmBOLdd6ZSRFHAURonPLdU7oyD9+iKx+hm5semZq7+iCdpr9GT/BdcPjT+1rQC+Na/mpv4fnf9gL774P2d699j+fRJ/fP/NoM7AIs1a+BKc6OWPVS3L62oPeaJ1P/pnDn3lXiEPP69SzKYZP2JlYD/Cv5mWOluX6vFn7ssWvrBVhYy2c+oG0BZuXqXRwR8DRy8NBoGcmJ+HlQMYUKV52gtwBygzyMCeoozcoMrMDoD71XSeDzQVtJNLDrg7rjxVLHC0dmzm9hKJbJZTyJIgYNibdWaHfQi17DDvoVMoulHYOgfykR1iEYbArl/pxxIzQHxyXBmGL67YIZXg87LBsEiuocmXs7QvMM/sUPvGIJwrqOlEaDv2JsobEILVvG38B0f/sD25jpr8k8yjfMktHqesL3GE7QboyrNDy/u0vdPP3gM7I9FpP6Fv//PXqdFJUC3eL8RG3eA/eoHG9bSV1K7ln/GGvxrK9HaV390Ke58W2jjDP6LP2UOnidQ4VcGnHz9Lebb32R+/eWlUC/i6/x7rXidBIUDjZ0uHJAzwJsnF+KDRmoxTCJByaw4D89wuJsM8NDqW9trykQx35pKp42b4QRnOBtlhhFEjapyVASZThvfVTow9w02aw2SQ4JhHFeRrBXMLuBHV0h3F+CkgkbuxZSeCsLO1cZH8jVWNr4KRWnmc9QFSeO1ptwBzRrFoDrzP+Drb7RLepq1+hcurtH6fE1r29Aaa2q7Gfxy3Xosn26pf/4f/SZz7vCtbQWkl29uxWqmetDK7/WXeHqHqZXVN7jKMP++Zf785L87FwDeYnMOuCNgysbA5PAzAHSudt9hDZ61c/skgz5fg8WL+Q5r6rCOeUbdEMC/TPUOCd9unmDq4YWlTOhiQtXeaaXjqJ6qRYMXM0m/kXOo/narNymwUKEpvOw1m6BRhfbqc/Coy0aokSUA4/2olDTOQwB3GFFv5hmOMGgUuLPlFI40omc6dKJefU0eHfA4QYdK8TsX6ZVshoIoR46hFh6Nl+J40tjD9EsInes0iAZxh0DeaeNE8aKs7mlTBvOxb0eqfNy6rOm5ixV9kZ6gX6AX6GfpWXrSHFFjWwb6hqev2u5TjLWLx/Lpkvor/+j/8rppWLNmPh3YCBCFi1/4mFkwP15fNGLrvoBzsHdZI3hlof5l/s0lAy+D9ytLWZiz+NpG6+hnMMlqBMyxiImed9YxMMX7/lY8ScKCRjh37lDat7kTuMO17hmjZpEs9i6fv9uIu4IK3ieP+Nr9Vu2D/SKlbiWpOzquPG61NrFSid2LzQPzXDvvl+A7AM81PluO55AiABKmPQqU/hkqg3zpWW8zPvNNFLQDG44RkOrTzmi1Y5Yqg0R9PEThyxS5+VJ+MtdL2CiaeLVj3qIehYrvVxLPIF67qOiJtSaO/2Bjj8VTr9It+nl6kX6anubzlWjzD7yVgqQfdpgjCT2WT6zUPwfOnX9U0KTPeVL1xoJqpkdgHbOGWSRol1uVeIhc/vmGzClP5HxxKRTLCv7cbzPAu00+6j/d6GKilxdCqRhY37zVCsVimcaB+SJMIundVidYn3OzkEwHgaYxt2qqmIM3HK6F98i7es08weGOuJPgTkfQGTguf/tK2WtKerRuUnNqhBtKBOJB4w99qSiQm3nx7NpmbPjT5jVjymi8qZhy1P3cBcXaeC47dnZ2+2tj+So9NQa4JsmHruOnYuz+O7mkQg+Xg+Rnfh8/idvXLxvVtVzUeiH5hmYEyGdL37XeYI399qYWimYYhV4D0L/GQP9z9Dx9gTV7WNWfkW5pGHVXpot+93r7WD6WUn/lH/8Xr1c8mSrL+FmTXtxvZAOOxRuseTNTsmVa5eT3LliTZ0rmCyta/sVaFg5tX1nJNnyrP+BB31PMjX9uKe4LKnh8rHC+EFe/Bn7cWWOnp7BClTsBKA8Ad1A0z8M6plYtHBw8nInxqKCCzTunYe8zyDMlY65xRX2yFkTHtVCbUyDvNXGV3Wun9cvvQxcADsxzms0htfBwl6quI8oBXXg9lAB4hvfjCLqNKzp/MTRbUkuVWSCVauLTCy8zvnEihEw6p3z6hihfZmN5pb7s/WhoQOGlYcc6C5MpnEK6Ydpd55QVDXByWdGTl4uc96VM3VSN/kk6oS/TUwz0z9Fn6bbY079Dp5Qu6nosnw6pv/LvOM2dwbRihBP+/dJS80RNi+9vWENnGoY156M/upBFSg1r1qt/zZOqsId/DROurOX/0VoWLLVM2QiX/k1G8OtGnsVf88NGFjcBzGEWCQ+TMH+kD1hj5zAGwH+PrzH1gtWrAPga7gu2jo65x8/zCAGHCFbF2h4Q58oAkBygzxmW7gPmWYdYOYAgmgSr8Nkcxxtp4RlMsSlKhcOZQp66v2ZUWabB02naRLmFwS5fpXiGhTAA9TBo7rECIPedU6yBDya9aeS72+TkANRGmOVch+8PBXbV2OdRir17bQisbp5xQP+TTNvcYn3+A9blL6mJM/NYPtFS//Q//q3XYRhSnzvvKQvm09/aUHObteeTSlarrrF5NnPyyz9fiyuC9pZRzh07OH2WtYdT1vi/zh0BLGZwzuBd/SUD/BFXPj7n2R0y3wPfbtXM8cWFaP/ifgDOxF5yHPymFft24dyxuQdAH1Y2AHNc43Qr7nSw0lWuZxqVB5KB3bi3GafeMVYqB9PG04jMiDYeApClASDZNKL0NH0NO99u3AOdeyzPi+ca+a7a+Ezxr19c/ENU7vCScB6sca0fcdhyR0CBJp4rt1y63THvJYvjytQVNJU/3Wpt6JkLWcOaxGtH081sZSNtAeaUr7EW/xXW5j/PtM0pUzYfMsx39dXPAO/wHR/Lx0Pqn/rf/+brywesIi9rBeUGtu6snb/J8+xPMcAyz70Q/zIrqn64oZrBt/3ikSxgEg2eJ1RhEYPJ1vqvN6K9t59xbgj+ZiOA3GJF6okRd8CyYOnFSsCb4LYA5o/YcP1Zrq7PcjjQMwzm9pQ7g6eg1TOYQ6tn6ojJQqInAPDMv19wvVv37Sq2GTdEWY3cZn5dQTwadae2y8tggnUC7OwgTAYhvbYZIloA5nYsbvfYgFYJpdSATTsK3rus2uzyNNp5hBkP0jFeq80EDQDcmv6ON2nVDjb9YDbu4ShOb+qb7S6xNt4B7sz4F9ycnj5fJlSMHdCRpQ7CJs/p1gGq/UObB23zFebmv0LP0j0GeGxYsukmueixfMKk/lv/7m++ji9XsdYsbXhju5a3uNvQhrn1JYO2uCVgXn35LfUc2cDDI4Pt4s8uSR2HcaVjGqf+4VY27xD3AvAACYsZBmR6FiY11i1gamVBkwA8Azm9xzw/0y/Vs/wM8/T21PmdYe0c59DgLXcwlkcI9pwVRR5VVPA+iU5g60F8uhUeAtBTP36h18ZRsAoBy9AItRJecI9ETrHK72iSH63JaOJTEmrlgUVQESCjzJcTsCPBBlk0yY0wni4rNtLKs+kNUC5N2NC0nxkaf6eRR3xdSbXmfQReqp8+W4ofPRPFN5XxVK/vC9emldLJCUP9zzBx8zMM8isG/Q/pvNts/LF8cqT+iX/yW6/X5w3VAFIGbaFoeFIVnHvF4I5r8Ah5/Htn1L66kgnW43/Jv58ysrCpYgqn4glTC1/vDOrV33BcsHF/dSkbetCPWFv/1lbt2zkeqWQ/bISOqaDxP60rUe0HCt7Vi46OuWMF5AlzAKy9g47B5KqFOwNQOqy9V9f52Q+boCVfAcATddAm8c2mLHLRhmFzYBK0VrsDAvg8DQ4q9QFBxBF4Fw7yHUsYmaEsvvsUknIxgx/5d2ir/vn8Yfs4qt4aKo7YDkF84v2uIj002iylchUwpyDumnuwJx/UtOxMUYeh9F9TyOXUS5vMFSN+bkDZ/DK9RDcZ5t8ByMsGyC4Hj00oP9ZS/yRoGQZ2LPuvsXLU7X6xYBBtbzD//i2eLH1eaZXl1zGpiv1RmWP/Kl9/FZt1cN/+jUsyMKN8ie+ByvnGhgxPymLjDrgYAN8u3DosY57ma0z/wL+Mxd8Xl+oDnrV580CH/wZeIrHJB1wAwzoGvPkTcCpmxCYez6EiQ4OHe2Fo/TvM+HUS0gkhUPq6axNMm4wvDFtqTzlOfCYCZK1VxmSKGw+zZUt66DCR1G2CyQVP00nTM3GwLogp5z/SxqmQ14I3zEMIal2Ouw5DdPnYIc58x9OrFU89WNCR7Q0etfaHQH/4lw1HqEgZ8P63WJsHdfMOD9ll8tW3lQOX82M5jNQ/8X/gCVW4H4XXRqxDalt1R3pnLYBvVxWtvnFBmy8wiMNdwDtb2v7EkQDFgidYG+bioZHXv38pK1GFb7/BVe/ra/Wz/rLbag8mkfD+CMDn8LCXt29xU+FOQTV41szfaQTkgTMVnoH7AXD8sHdnEK+xYpWTbpmnByVjjgDwldrWP8gjZATgoWaLCyGqzJwUjEE1QajougNx70J4CsBN3ilWBObFZydA3IOjnchA0kpLlI4pPBqCcwhzbZV7F81zOD/R/U1h03+0KD0z+p2uIpp6qI3boV//rIxnYuB2gKaXgz15tqBrTZ2UyLwXDTuBsTD6l6L3HYYjoWhe4inYX2Be/mkG+R/RA1pj03CvET3W5D9WUn/xP/yt11dMywDcwaXLYiaA8lFFCwbbhumU6gO4JyDZhWn516yxs8bcMj9e84RpxVpzwxQMYcL0awzosGaBNr5l0P5WI6tY6fmlbo6NFaoMwhWDO/FkqSxe+rDVdgq+/ZpRgAdwY/MOmD6i8TP1YnnSFdq8AZhjVICRBToGntitTtwE62XQBDzI5Br/TFCwNBWuyj8Tqv8mF6K/uOukGo34JYnzqOkMAN0nn1EyQ206vdedj5WdGQZtTT7fWVCLel1D3VzKjG+1r6RAngfx/RINnbNp5xrC87gZIxSs6xc13VjXtG/6KbDbwThjurvScCY6gxHmC3SNfpo1+dusbb1lTt3E62OA/zhJ/eX/gDl30DELI+aQ4mO9ARNiZFFTfY8nOxmsl1+/FKsXbNJx9HvnspUeKJrFVy8EuEHRYM6l+hpTNFiEhEVNHK/55lYsZsT8Ed/9RxwftOwX3R6qmEx9m8OwZl7BWgZ1GZr5BzxKwIbbiAv15l4rNu90DT5nGMw3OuGKjgB8fHWLtXxMuDZ2GoQCiat3ilTlhxXEpxtHH844LdXkFwKlssMy/LxDrEyepzqFtD8ymWijPLrHDA2sVSKNvKSFm0LkO4B4po8qhOsTOcQE5yDe6FuW9N/5AmC/ta4Dk8dYKRjPU5i78L+5z42HMe5F4X74M3RLzCix8vWOuVROXgKZXbL8WB6C1F/4P/326/VWOXa4HKjQ+Bgga55MhX/35Zv895mFgD/494a1d3h4XMDv+xcYwG9xmD+8FLCHZ8gKPmF+yBOs4N/hSuBN5np+0IrnR4Pdmxig4TUSjsZkez2mXuCigGDHflMBXjQ+WNTwxK5OplbCq9tTEq3dYFOPG+qOoL3UKllxR2A4O+29tq9TiRYbnpG/nyKZmGMY0h1wgiZaVDUDLdzQkH6Qw0xX8tkaedqnJC0ok05IJQ2YgTB8Jr0w9uEoyHZ+7IcoGwI60eAlJtKdK+kjQ0rlMGCeB3G9M/y1hwRxLhqeQL1YyB7ufUJmPF9EAYTn3zQtp/2yaQZpwzjzFQb5LzEjf8o0zYfmgtquvHb8oI/lYFK/9h/99uvHDJxL5sDbJWvvl60AgAA9XLkwPXLEE6bCuTPfXp0z9n/5SKxkzBmJCSQmT2vm3+FTxuL8+xsBedAzWKVqfrDRCdQXGKjBuUMzB8AzZ05Mx0AbJ467ZS2+wuKlp9UcsmUqpn0AgF8IyLdY0coA32I17W2lcZq7VnZ8gvOy+paqtqLR59TPCZmrActtk9HCcxEa6hFyhhY+0MYnEckUufEkWP93JpC2pufFo7xR8o7ZiFzgK5objklJG79ynLlObPrB0WKYPJzUW0NPM8++4ELvteQ+/bm6+EHKoSDxZC51v68xzP8Us/Gv0RN0j9ay6nVK8XgsD08Y3P/F6yu4A2CMXTCwCzWDTwVlHYD7JPfL9/QazCBX/+ZCNsi2rM0vf/dcLGJg9ogFSobB174CnzIMvH++kd2Y4AZYLF2+vVWb9hd0v1R6YysbdIhjMJzzfKyAPoN6xXSNUC/OPFJMH5/kcMekDsVONX9wR1DxPIHQPNzpwNVBxUeL31vX2jIasZ2hhXspTXKOyiBNS1NWHL0/leTmCBjanNoaPpNJL00hfj8bnXcrfTs7ewWaYTpmErT2kbTTKlmrHFYb35NOMcnvHd6/6/utTqCu2or8ZOgUnXJVEB/GZzPXhucpsJvg2k0maX6S+fgn6Ji+R3eZ5XVPSHlcsVI8ltkimvuCJz+XTMssWBOHB0RMgIOesQyc9QdMv7zAnPtfrql9YSFeIFfYvAOgjc06mHNvYdMOtwN8HQLrGYMNN+BkjAEZ1jEAY/udjeyNWmHF6pNGttbDBtkC5nANzJO6YsuOfICeAd/+nrOWWbC2/uRC+H2hXu7zOVMzFWgdBvIWE8IXRrh3AfgHjn8fQ4IApFqvhftgkyBuA+CmCW3cjHQqoZhxXpySpmEGj2s6Qd5jILcdYA9W0YZglI4aIscwQWAzH8F8WuOhH569uOYhjvEgNEqpDOfkJ8wD/7j1YEknjaGcmnGVvM5505humRtv/zd9BnMFz9N1saxh5KD3WYtvOoB/LI9C6s/9J//i9SVr7ot7W3XBwhiJDbNrLCA6qah+l7X3JxZiSbN4u5EFTYtvr0UrB+du7mxl0RL8usMypvqjS7GYIaxghb8aDmtgJw/+/S5r63D5ewPeIBe6NBwrVrEQ6WV1NUBiLQMwJ5koxQYeAvgM5jCNxDU4HhNrGf5bY7Uq6BlY7cCKhuPE4iY83zrzSJNsFJEu9hlQm1EFTKpt2ohDrTWRfbZv65LJKToTIDLokALPhgMt2AaZDFtp2IuY3dIfE/9I2rcOWWLVWfeVMbvxQ3QQxXe3brRD43mL3tX23+v6ZU03N1W2jz2kDC1o+r+59K46aoBbgy8yF4/j+0zWnENzfCyPROpX/um/eP3ogukYWELCs8BpowoZLF82uqfp6tuXPJHKc+N/wRwarFJ4snT5NVjMsMb+yoqqr57zBGetNu3wT/PXG6FnYNNuMLnKFIzBylPstgTwhjthrEKF10jWumX/VOb4zdPqRRLnsGWHOaSE2yhQw/WA2NDDFBOWMXy0yCd8x2MfVlyD1s8jCjyLvLTbHsRHwUrOQ2CwE9r4DhpOFmz6LMQ/krylcRFRcQVnJi7b/UMFNTjQwEc6qjGxcWyRtCPaeF5mjgRyIH5oAB/5boP8mGHK4wue+vjg5fGJiwVRVmefJ+Gbh4ud9G8YbiyO+PchOxfw8bCqAdi/bU5p2y0AeSwPS1Rzx4TouqXFuU6myq5MrNFBe7ewNwflwdcbBvXVH12IX3dMtC6+fsF8+4os6JE/OFcLGWyMjQlUcRDGgA+u/DsbsbARegba+A83yrc/Vyn1Audh8PFeu8VLsFt/T52KwTKm4jigzcOBGGzZMeEqrgd4MrXFCGPptHyW5lQtaAD4oGfsA1JTytDhVlG7C8+N03AD7iYnPtog+tlL8OeABvVxWs/dd89b18lk8phrmTsC1pTYwi9/XLX5ZqG661gPAD1j5TGBs+0EhTQ3d2IZc7YktWYvJzjnfa+ihc+5Py3juYRPeZhOYsIV2/+9zxNlXfgr1MPHkpf61X/626/XrP0e3d+ypi6LPZn2aNUkkou+Bqje5MnT76idu7mHcAyaL61kERPCQHs37/P1H21lmz2CJctfrVXrfVn3UCUA/MoIHSObVjM9I0CNOG9yY3lbtfWKwZxwPNBVqAgDaxlQMs37/MyZETCvb1dCwXRhbrpO4VTdEwAEAe742547mPGNd0wbz6pXI41u0ClkHs1F4TsC97OVvqRPfOD0i/rww1ac6U32BPGJrkzDOHDdF9CGadpCXg8A4Xto4d1zQS7CDitX5PvKkw94AjXwGWMor4WnMqdc7B7P7CblkYGl0kjAyrZ/X6Kn5OwOA/zGPNbiH4YwLfNfvl7zhOoRVnu2autewzoF7a3iCdW3GbDBczNowjVB++KKFn94rpt4MC2z+P1z4cthAikTquARYQ4Ja5VvrMkyrWIY4OE3xsLl702urtDgEfQNdUJk3ApWTK5CQ4ddO0wiAfbtPbWRAOijc7BOWzcM3PUtDnPRqukjzwFgMhWTvGITD1cKDPbmGinYe6d2nTaeNppxVc2WGvMO4JmbpPXAAYW8jXb/yeTPFq53eTFXBhz/KrbL3f5aaSplqD6EHh50Szt3aD1IpSOPq7xvJ+6bmmBUiDhvn9V0bVsV8pT/S4XzsTgOJzGYD+dLcqtuU3VBw2B24RW6LT7kYTIJH/KxO2s6SOf54yz1Z//j33p9CUaEwRgLmRan6lsGuzHVztoEPtybl5Vnh6tfAxt4pl7az69kURH8vIsL32v8yb7GvDxPnuKwrM0bTJjimdsLoWNg7ihcPEwd31ZfMka21uPwl634kgFQQ8MHbw7bd5lMBfVzCytT9Rx1AZ1AzZ1FA/fAWA2Lbf5Yw5c5QmwduFWLGqx+BUefBceuEiXbt6U4aYK/BfBIK7a/PXBLm9lQ2aaJp1KyFy/6rp8n3uSupTGnWGkDzUY00HazI6OrQI4ZO8zszq0E5lcWR5t1lkFuo5gobqdYHPPk6a2LmqbcEKSyD8jvI7nvlNYPM9YYOhneM0EK4OJ/gp6R83dZi2/83MV+1fmxBFJ/7j8GLWPFFBLeIeVTYJEQ/Lvz5KrFptUM0vhr+Fr9AaxkeHL128yb8+QmNueo/+xSLGuwcQeJD/etau+wiIH/GTglw8pWTHJypwArGtHeMTGKCVe4GuDJVlm8hMVPiOOoUkdh0GbF/r2h+smFbpb9QP3KgIOukK9FJdYyQs9wGjVr7w3AHWso4Ffseq0mgOfWTXwlFEb6O9diMkCeTmqaYEI2MjekkUaYIksJvK4gJdvl+cBWzkRkK567fgjZowwwOotMW6msje9dxF2HRW61vckHCisBnPIxrfnU2cK5FojLaarUDgvm+a/0MDoMW3hPlADKAXu6YpUrTCbvY1j/GNyvLPVr/8fffJ1MTSsGzwU0crgeuHRlyyonNHoLd8A/4imQl5mS+atLoWYsc9yLP2FKhkEbE6o1qBrW0LFKVbbYQwRYjVrz89jsAw7E4F8G5oo/2IqJYwUNH1Yub7J2zxO6Bouf0AHArS9Wo2KREtMxwqufcriGOxfw8UdGJ1MZrOE0DBRNe9mKNQ0274AzMWjxrefjYWHDnQUmWx25PQ6gM8C159rtINygcZRU+lxaBxQFswNz4zOv7iVX7NhCmsCD7pXzk+Qtb3XlP7yrW71THT3cpuvIHeaynnmwlL9DaH84wBrGnEKsW7KYaOSUCbtLSv2TJdPLnGDx0xeEi7eycXcbPfoY7XeV+ov/5LdfN1idyrTGArw1qAzQIsy/o05WsHoBkH93I657LRyMvbmllmmaGn7asYDoFTVxNKBUsLiJgdT86UW3dZ54f3yrEW0dm3MQ6Bi+ht9qLdOoOeTSiM/3ihNu76i9e43dmlg7t3yOhUpYHCWTqRxle9/ZumPh0jUF8/YCbg043yc8KuBOSvZbZVlcUz/1wr/vIOH+m6qN2wg8TFeVZ6DJgQHcRr/ttOndzvHbw1EqXkrgbYqZiO6VOqt5LnknMha+a5AvE35am8uwieLowrqOP2TMbp8u6KitXL4PD+U5Ddkmv0PovXoKuRDla6HG3p/3FQF2Q68yD4/NQX7EAL/xLoUfY/vOUhnWmNEwWqY24CsFmrWguveLglWNwPCXmDb50VYmUc2ba54g3dLmF4+J/not/Hz7yycM2syxM/CLjTtAGwuaGo7kl07kK9o/u1A/JV9ZCh++/cu1nFc/eSRmOg18vsNk8vlaeHhYvjQ/aNTK5rPq03r7RiOUTP2cAjq49s2drfP3rjzIFhOznP8FHJMtOG/cSTRwjHZD7d8hMTAqiHcH50UO44b3NgAU65aES6GR23jD1TwzcVxBkITy4vnjKlpW959xB8VTZb4MdpJdysDk8yTvZvp3bGj/Cd4ecIdH13mn8bmTfnMVP1FSdaXe59T9DXZi6TseDXHtoqKTbR3c2V9s8b+8Fp52frvlwEbP9M9qAaadR/hUS3kqLI3Dl6v/+zP0Av0H/O8XrWryVyyuH0upf+rf+WevN08smHNvaYnFTFsdSMHPjIFFC/y6f+9CJ1RZG4ftOoxya/h1Z+6dzlkDh0UNNHb0CwBsBmKxZ2ewFncGsIZhSsWypg9nX2IOid3xQMeg83hOrXzb97aySxM8Q4om/p76moH/GaxExQIlcO8AVmjrsgsTNs8+V9Cub1Rq9w4vCMK16+41fjGT2L5j3dSpbvrb2Y67OhVbsozVJg/mrvnsCdw2iXGUGz+A5hJp4v2VA0igj+3QkZUmNgfAc9WO0WdtMLgK6JOs+ErhJknJ9vMqY2WX6dCW3K6ePF9QRfu+gw1+h79MvswGYecV41gd3OUz2GhIlo5yquB3ThqJAS6FocUzutB7oGnGHnksA6m/8mv/6esXzKED2Bc8ASl0zLl6hKzgbZH59upeI5tx2BsLWnxnTe3nj6l6YyNuBLAqtfoj5tufdStQYc/OHQO9spJOgBjshUuHr3ZQLaz9w7eMgRthrETF7kwMuvVzS9HaW1A4WHX6QoWpADkX80hsGnITdI3zI+MWLsF/DDT5duN8zRyrKwLQMTiH50kAPixw5Bm+Lw7NtiG0EPV+CLzM0cb3A3abifeQ3LimYQcAc2UoHy2HeWXh3/MQZoYh4HQWKoE2LucRmgY3Oi2RokzEK02tduAmKTlH0ZXKo+tMXL4M//PU/Vo8Pc57q3K52OjvPkiXh+kcnVN6elpyBZOU6+jRC7rDzzHAv0A36Lv0oa5s3ee1fwylWsCvi5g8Wt0oQyojN0GmZrDFXg1nXs8yE4ZVpZjMlA2pmeb44oqqv7gUAG+YVqn+6EKpg6+wNo/FTXc5HPZbxWTn15WOMV9aSqLNX23UrwyfY/2C/dZGKlf9pZVOhILagUXNC7Xspwqrl+YNpV6qz2ij3L6jtuz1c+qkDIAPh2JwPSAmk9xJNZiUrXQzbYBJg424+bq55YaSYjPpUYDyxwEkHLw37m9r42Of+OL/hkRNRylZux+w71QW5dw0wdFHvUfhmuF5//mMy4WDB0+pCLfW7/OnrnSSr2FCSioDNyFwm7xbgdBqqisRo33DzfOKVgLs8VNxeel/TZcryh7zOsR8GraLt/82Plwu/mFZlL5Z2Fma5OmGvCaeAngZ0lXC/ECD//eZpoFFzYwCeCwsVcUAiElUeIBUFVJBHhWhgfMtaO8n6nkRt5tXGdRZe4fLX1lhypOj7edWMnlZfW+jLgfghoCBXyr6z6x0wvT7jMTP6mIn+zaHY83fPAUufSl26+33t2IFg3NJ59uNEOCLV2tZ4NRgxyZMsMK3O0/wYsOXzbsbdVmAiVtw7cy9Y6JVuPda6Zf2zMpKVZhHthx8yzROvXKuCQ6w6CcV1UpjYPMN6qp1Ms+q5q/uJXt0bL4TQfPNgZAdhO9zvWt+iiBK1O9Xm1qqdF9EajSJNpHJWc65WjzqmQ4T5dvFf8w8+/XLqnvjGKx7UPUR+f92k/h9uqKg6brQp1+Krc9b/mVtkGLuKEsppj597TSM6ziepGP6R/Rl8VHzWKalOmJeG6tSRWtnXrzClntVJdo8rFagYNstaxTw6/6WWslg8w1QG+2XWdP+43Pd5/Tnj8j++YUscGp/5kh8xRjsmfoMgzUDdvvNSzKY1Py87rfafmuri5U+X4t2v8WiKNb265dq8SeD1anbtzid66yZP8/n3Ols4QMe2XvJyOYc6h640U06YHMPwMfkKix6nqylbm3vqr5YPakToaBsttbqitd9CVAiyunKXivPA9u8BhtpkSbU6cIJvB2A3OxwlPJEsa4bHtKEQ2VtT8k6Q6NeY+zmKSMH9JWc6yS3G647t76+/LpxTOIhMz189ov3Z3d2XtSe/fZ53ZESw07PRM+NfVNL5fFaqlXbzN+w003za6NzBdR8xRhOy8bjg/J7tJTvAuKuwURHWujo9I5Za/t79Br9Pfuac5HyWEpSLd9cs+beiptf7IHaHrvlwdya4GOmuc3UzPfXugHHdy6l7VjQNLB3x0YdSwZseHqEtn7CYb63Fs+N9pWaWmjv6Cx+aiXfafvNC2qxycZPHMn19ptq715/YSUjhu231XrGfG6hQAzLmIuGFvAPf0KiubfvbMWtAEwkQbFcwp8N/108rRO9zf1GOo0ak6lwFwy7ep5QBXUjG2mDosAG3FiFe62ahUe2G46HYD7dIIvx5f5zVirk1NDQSqd/cGYqY4AtvIQNMzPI/JBamWlqOKOtpZpvqoVHeeoLvn8w8skOSqXXEP0owlv22EI5DEAoBPCdOygjgOgPPddsKrDbGTpsWXrYDK91b58JaaMwOSUjzm9Fw43ec93CsMannUg+/31HZqOKWUWHoYpyG3rHnVj/38/Ss/S/oS9SHWkBO3+8T7XUv3LtP3r97Feuif067Nvh9re6VMdhFWzEsemG25haVq6ypiw27n/G4P4qa+gMsvVXL5RuwR6of3Cpm19jxSncDWBy9mXl0rGYCQuODBY3YYu+NzcC1NXzS7WCeV/t2KG5oy61mMjFIiSsSr1Wy+Qq3AjUTxhxR4Bt+KTzwAjjthGzS9AwLSZT/UImOBJbKzUjPt5xH5OvcJWwctY11Lf/3ITfruDtpav+HcDEjWJnKbkYmKmBd3EY0+Ujwk+62vt6GZtsNH45vk0eyHEeThOXnBr/VdwjpXTcn+z8eFg+pfKaKD+bxpdkwLpftx7UdLytpiMMcpnT6se+g3ddMP7dSpXDZFMN9e+0r9ur7wvKxed5bpmUx6jqMuNJOpFFT+/SKT0wG5fAVNw/PlKJB8gHW2k8UlmsOg2DYHcisSy5Xcv+qViZCm+OWKTUvMg0zQ9Y035ioXz9u1vl1FnTp29vhD+nzzPfjslRWLcA8Fmjb3iyFSOE6gtLpVYQFitPXzuSUQDoGWy9KPTMMafDfD2oFGjiAuAtjybebQQkzDOqcSAM6BrpFEARwfQRHRTTPxXnA5p8w9p6dQTbeM7HBu4JSLfqOyYKKYerAhvEUwKddprYyu8kZsYxITm7eM+RS36u2iASTVwlHQ7oTeu18BCdu2fj8YK1/XhBg5shTWKHecly42l+R14k1GxjeiiIL+g9/IS1dRufLNeGrm3KnF+sg1KkTPQDiFhjL4G3oTBTXhMuvXg86snFagp/KQilZVNROFrJaeM+jEK6L9teF/c1s42ox5Zyo5U4932n9hQTNf+QIf45e03z8FiD76SqsMLzAjRMpZYlWMxUaYUVR1zYFxXOt7C4CZQN34eHxxa7MPEEqgFwfpl//8mFaPb251ib5wlXWNVYnmi1DJ7br52Lm9/qSytxDtYwdWN5JFBhe75zPv/uWmiXGtY165Y2eJ4plcXnYF3DfDzfb7c88fvSUjqNLeepYa1+AVv367VYzTR3WtlPFe4J8G2bD6ykCS0f7RAdRItLtxVEmrtK59RPVF2dmCNDKqUHo66ChrTKPlTKDsA9yBMNrVSmtLu5eUxBc8iNBz/ayvHj+uAgd9IBZix8KFbkIxe73fvSKH++KxUbv0cPRob6F7Zd5+QO4LizvvGZEniD14yzKvs9smlTqpPSxPdKOp+okrSjx7BLKXceQzImTVfzMlZZ9WrfNqLFXvEXj1K3xTRzR0W3GOD/PfpppmqeC0ZTj6XCgh+xZ4emyZXWnG9Vc0AFxkpVWM6gI2Z6xciG1+DeGYyhAUPzfZt/sxaP5w00+afdjkzfZb69YprlNQbk97bibkD2VmVNXyxjQLe8rK5+G/DmOH9+pX5jGLzFrBELoeBrBoup3rNio17De2QLSxn14bvAAijM/6ITgrviW+4cnQY8RcLSh5NpZZ9VfgYd1omOUFrnSRLmk5C8tpDoWSa4ajPNZBdg3hHE+0wFObJDs7kcgO8jXXlUhrLWKR2Qm/4IX8iEWlo+V1lGJkyHKLRkHE5u7gvkpgePXMTWmaiGUxSjZerC3zo3tGxVex6+sV6ZNjn0L5YDz926gjBUrrrZGekPNfQ5XZLWxhTAxzXyYUdGNF2fwdbDbcFv0GfpZ+yzvon+2Ev9t1f/4evrnz2i7QsrqmHNgonVVrfYg727edDIJh7w6V7x5Kt96Yiqv2CO/Rlw7FyJv8pa+ReOVINmHl5MGbG46RtrXeqPvVPf3oqvGGjeBi56YRbJmjT8vNfYhOMNB+7P6UbaYgUD//Ji9oht99TKBRYwOBd7dfiIwWQstv2DCwV4iYQZ5E0F8wZcO7+Dcu2cBny+N45rx8QrPEY6L5LQ8OGeQCkCG9R+e7U6Emi4ptRWJyS1volYDfd7HwkX/Uj+qqHL465xWZf/ASdu+lGPW+zT5cz0Whil8RbKwPZJ9snv8X62ezizK4svNLubq90+8uQpnxb/f4OB/fq6LsYbTkobCvEnfMkSTx93B6WaGcdbjsUm6fvJVZP5SL1xpg1iGSo+8Wil71A0bLgqNe44ZlWOGcKkq9jDI6W36IHWA/le1V716JMuUuILrBLF5Ck241jqVTETZGDHAqbqjbVstwdXvuI2ANe+yQAPjp01X9HMX6jVRh4rV+GrHQuHeAJVqstPHYsr4PYtfv6JStwNYLWqLHR6ciHb6DXYiPv9rSxKEmqFwzccr4DxbSMUyuadjeRtAcsd2Fbf2UqacAUM7a7hSdl2o1w7Jk+bC+c5kikg2LbDcgYTqLCaqeG6oHWTrSsN32nj1o40nxEp1M1BvcpEnA7h+0FsSavZQwxRzkZc/obIHvYcNqAnutWa2s0IJ26T4bShrDYeQ1Oc/kBxNqVOq9xCI5rCDsFh4COIxmSogQ6sjMh3/ZpOzVXx2roqxhJrw+F52gFl0s4QGHNy3h9Di56eFw87OVuocXHdtLNzE4awhfyF8e0qYWeiucPb/BK9RL9KL8vaF2888OMoYgu4YGCt4TLAqtZO21Y+ejexeqI24xZuA95h/hu+Y7CACOD40wzc37hQE8mf5klRbKKNBU0/CUBnsAV9wp0Bts6DrTuBfv/SkcTbfGutmficM5Vkbt1yB1O/spD2uQXNg71dP6uugcGrg2uXidOb3CEwWG8wIuCkFrdk5ZVblVopPWOUa0ejrm6SpnHq3u2mmkWu723l08MvTW6T40jMxJGRKEYHEKH9dc7ccF8wz/PPNuKUy4E1QRtSPqaNePE26PhCu+UcXRICecrTk8k/M/lepBpgfMS8s+2K2U7Pe3jADg+RoZbv45ZtG8mb2xvdPYs7uVtntZjlDcE8nGQcZID6FZx5w1MfV6mocmA+TDfWwkN9OobXHij7/5oOONNaOd6JlPIWi6E5C7eGOWuo7Vd707Cr+TkG+H+bJ1qPYbXxYyriwBa+Y2D+aJieALgbt1pYbM5Z+7WsPVcM5s1rK9besUlHTS1rywRNHJOc8Jv+wPmTQQUHSGNjbO4M7Lcuhd6pvrgSqqX54VrNKj+HbfQaBnDuGG4zEGOREaiU91rddQkbdzBPvkEasFHHKAG28G83Ug3AtcNiZgt/NdhF6hm3KhWTvRt+nxskDVG0d7iXv6b3oamLV0nm2WEHby/Bx7fiJth0wziaDd5TEmo8cJCJ42o28hQB5eQkop+V7Bb/OALb5az3R69a+VjjpUQbz2GgTQB8l3IrAkL0IwXuBJt3Kcx0B6uM1VA4nSAT887RXNdx8n83zxe0aohSrTh9Kz/iiUG1z3LxE1IZSFN6owdWm4lhUABkMzGPFWGcc33XHKBfpfFoKdkMiJffJBfLa/SkLHhaUhU/tS+X+QkTIaMMwH3jGrdVW2Jw7gTLmLsbMW80oFAWta4qxQTn5wD0l/pJ4RESuzGh0n9pSe0PNrJrE/FkKmzVmzdB1TD9wgDcfp8fhs91TKZikdEbjayAXXweppA8Ucq0juyHim37lpW4HYAt+5LBXRYlwWc7HImhg4DnSE5nC383i0o9R1qsUlXb9/qWTpxuP8RerTCn1Aq4PdvK9fqagpz4iV9UQgH5jRXmSqzxDFdxzgLwjGbpr2RBMxdfirCtRyBKLFPCdbTkfNuoVq4rOWlIqQSdh82A+X4dX6pdVgEOxMCgVin+mGjaGfokuh4t4HIdhDOx7HRnjKykHzRqchscldcyrcLpcmPo5NLn1YN3r42HhydActp4+E0thZPjHkD1yJs7ap4spQRPasvVDI5iMVLcieBoqbdQ0WOqK6CR+HubmTRn4TTsfMlXRDgd+4eiwS+Dgt8vz580gVMW8QIpG1pvjavoztQLliaYuISt+Knyju2rDOrCq9e6HyqW9zOgW9A0oExgHQNt/62NbMRhYN3yl2vxTWM+fyyTnlvn+rd6tRZgxYRqxaOB+vlaFh1tvrcRe/T6GbVR38CaZsFg/Jz6wl7D5h6rUp/VIVeDPGCyFJ0QgOzcrVKVLfiM8O5iScNUjIF/d7+h9nVd1Yo8iFnkidO2IqUnN2wd0ilXslJJNMZISyZ3Et7sDqeJu8QHlAq1HdVkC0cE4FNhMtmZIylIDIbtLt8UmRmWcTqOPAiUAHd49J2S6fu/7r1t7NXA5dqSzX5/DzsVD8Ng9miCtwx/FcszKpd8+fSdHwVPlWPNESopxUPFtHPfJ6eN7ybDNtMDuaW+a9gn7lhM8h7xO71KtxngP0/HsNY4QGqfFFHNHXunbo1w6DB3lF5fNPRWFyih5h9zJf6ANWBYtDAXLhw8a9dwN4DVo/Dfbr+9FlNDeqVWPh2WN0zliMdGAXvdeamBh0k4lHxxqZYqb16KZUv98ko37XhP/c7Ifb4kDsHOWtlTVbR1uEW4j4lRjh9+ahi4wcVXdSVb6gHomwetWMXAWgbfU3y4w9b+hlv4dK528bLICW4XsM0fJpMXvqnartGXTA1nVRNTuJZoxVlNuANwop5OCVV3S73NuKV4aX5eCy+l3aWZCzv2Lt2NcOFKyIcn4Vz2Il6c3Hkp+jkoH9zvis3ElEo6KvPaeO69PPS0JrcETGvBzTPDdIzJveVAI1dt3INZXE5Zq57kg/QUznDhTw/kYQ4qynPfHrRtcj6/Tofhwi4t/K+h4QqG3HP59PJa+FgHlI/RnxueXr1Ff4dh/gSAMrvxfrJFfe/AYuTBVny4G3Gcp5sS4LfF1nc8idq8BncCa1myL871YKmCRUfYKBuTsX+LaZUfwpc7lxoDOoE/fxeeH7kzuMX0CvzTAF+h2YM7/+tL4dIXn2fwv1Bbd4LVyjPqo72BZQx2V3parXC28CkD0/pna0m/eXsrH2gJVwaGhHtv0EFgxSy4eEykglm6oZtjt84Usr6upmoA/wa+63liVhY1navjKaxYbQyN6Dw7iKufhblLj88UIy316NRVcORN+XEP5n6HorDR2CQtIso07j5Pg/ZTBO9e8mCRaVY2AY/EWiWO1JaP0bzE795G2njmnQdHPPiPYW786x9fVuJewBbLZGjmZ7oVm/m3CdNLNXF/VoKv3LvSiCZeNrmckj6lNoDvFMzHym5eCjaT59zbD+tBvkwMkzPKwR/9mGjwlbQf7JuKRUOYWGzVxM3CfQADoH1a3Qxgg2l6b0PtJQ+qPsOF8x3Wtm8uxORRJlYxwQqLkx8wCANQYd74N5dCd1RfPhJax3IngY05sIUe7N5hlmiYisHipC20eXDr8DrJHcr2LXUaVj+v/tqxKhWmjNVtdUsAbR3aOKgUcQgG452zRp6twZ2jQ3jQiOaPhUyinYNbr62cw4U9XBTIFn4rzismWkHtnNR7VXmRVCOmpArlENhPeEZwY4dNxYGjD0klbZwy/YOJqez580k5DSkVl5qnP4J8xq1rJNFkYtOm9Ip7F2uDDs2456rgiCZHKVMuZYKNsvplXiruQeCjXV6byqsn00z0wJunK3LL8OMuIw/kqbQ07Lh2l1xpjVuo7CZp2YR1bCz2vhT6f+en+QpTNL9Gn+HqUtPuM/CfLBFrGTE//GAjbn5h5w63v1jUgn1SYe/eXq/UDI4BXKiZ51dk76AjYMT8PGvv37zQiv7ZlZo7AjllMpU/Ek9myibZTN1sv8fgyw2jZs0eNMwWHiSR3ksLPf/RRhYVAdDBkTdv6/6plXff+67mR1wGWN1EG+kuntQ9LbG4CcwEJlbFovOBau/YnAMa3Qb+3TF6uKbUjFA1HN7ALQV82mO1Llwf1/nCKmHzAMxThM2t3nQxduaGdlwLDycyU5yMuOJcMpQH9JwGGJ+nPYYmZHMHTTSTkBcf0cglnsrEe9r6owqyQflmn4mNykvyx/JLQZ/Vvyceu35ai7uOWKssFHwSYQqXwxFC/GZ9WJ3IHIJhrlPZTYZqRUs5MuoQMGgH6aXf0Y9yTOYZonnd73j6P0nP0m/YV7iZV3SQl/qYSuX7voq1ch35o2FVOrEF+3ZY0QBwsbz/i0dE34cppBEPkBaufj9zpKtF7zMQv1DJMn/7w0boGOyA1Hz7Un3WYNPs91nzZzqnwkQrNs9gsAag1gzu4jLgHce1M7hTbfWcQX75vLo6gI/3hgF5gU7mWKkUWVnKHQdGFlt0EBeqrQuXvtbw+K0OxEh2darhUGypXD20dSxwgtIHu3nUKTgY67651xA9Nxtjc4y+nqBPUDjvR6WNKqqtEnBOpIsykyyFec1KqCE5UAq0+DBdpVCCTNjhkHdSSnaJ1gZpWh0hkg3eRTXwngvXI+2YbF8KQafoICmyzU/zUCig4OX6zqrXvm0XzNIR0zEnGwXZGIBCuPJL79uEWMmXpB05KLFMmfMN7MTdcMzQJGOFdlYaY51YSgHZiXzbzH/UleL+IJ4fo/nfX2aA/wq9oPVsdMLnkyvdulwDrZeBDpq1bGrNlAUsVOA1ElYz9k0GZliTAMRhQYXJTtAxCAuaBWaRfB80S/uDcybDuUq+who6FhUxHVJBG185+oXgw/1ItOUtuHj4e4EdO87f38q+p7JQCdw6fNI47R1mj1i0BKsmur0QLXzz3kbNHvlcdmP6sJX8w/oG30u4dKR3Xbyh0ebMbd5xokAMqkfmEfhoLlWzF5t4DzjS4IMhbhsAuUhQhUw/uRmCOSWVOwTnqJ2kSnLwO6JUJpSztCF5Lbwf2HsNnHowCy1VKHzvXAKWZnHjNngHX3T+lgPzNuygkvcymYMiyBgDcsoUik2yHQO5LWiLXmrQMRd1B/k2IkDCTibknUOdM/4WwwnPPEc+V/r8DoFNTXNjm/GWriY2e6Sd6bDCps+UZKKaB/HlRxl9NztME3FjJesX7dPUUz2fLqm8qZz4bIeWDpNI4TT4L3PR9P6aWjjwulTQFw+RWNX5AtMx38PuShyYNXosXJJnYK/+biugLhtmM3DDckboFWzoAXBmuqZ+ZiHadvs29ktl7RyTsBx2+8ZGLFcW3HlgY4/N26q9YwNtW1fiVAwOwRZPVc5nTCsTugseSWACtsWipbURO3j0PLgvcwrYmKNym3cAwK+rg7HtaSMtXXh8uF/AblRY3OrMQVNuRMHE9n+Tapp5ZADOdsh0DME+3y5Gpdfk9d1DsOpNe7XK9+82FWkI4BldKtgxqjsMRZ2SnFf979YknZ0dglGn2du42cYWQWP5pi4TqSY+VrD5mPX9b5xVzgIh1MX7ziZ9sgRiKaDP+dCBelG434cqjw/3kXyHYwth+9wMW8dVchHK8B1LHc24YOT16/RZ8QnvIv5USdVppecO5NzQGX5lLFZxYtcimENebtVXw0sMwthkA9QFLE2wrd1TCy3Mt7eystTAmddbau1inlvIphygbsRlL4xdsIIV2PrZhfpaf89ZyjBdA3CGJQxs0GvEv1GXA+IR8qa6823vN7p3KhYlAbv5PrR/cOm4v8VcgZg9GrWcAXUDZXylQIJVqxUmzJdK1TQw+1yhOIzsBSu+7Zfam6dL8IkoX2kntOoBL060E3BrukS2o1aGR8jT+NWbrdPQpZHLNU+75BIIgbz0EvF7tyVtM5jg1GLpaYxuEbzptfHh5GY/CpooEI+9BW182GbHGn7+Exq1jtkYl7f0Ce8Fcu6xu/iyi0EtpFX2W/qTvnHY6czvrkI4vzqID8dC42C+fzok3iR/hSdYn6HrO7fHj7t0Di+wkElcEEB7B+/JYA+gt7VrNWLnzkiIjbGxwxK8RoIbhz07gBa7KX1/o7TOZ/Q3MQVSvbIUugWrVAH6xOC/uePA/lnn8AtUDVNCatZoZeIUaS5e1EVKmzf1fvWU+snevt/IBtmwexeuHg7O4FIGK1QrZ/aIRUk3dUZ8A5cEDYP/DcSHjToaeaXO9e+l8wV/5DxMItTSFYyNwTunXYea6uB3j7cqM4E9nTS0Y9pmZ6UyxGYzDFw+knA6QgmA3DhqpeqPKL/Bu9rC4p9ck92piWYBvKz92uCvP3zIFBxi6Or/q7lu3byoMmHCcJQ9cjIHQ0KSZ7hys09Tw07J2Eglzn94J51gypXlVQGWojiHVjjtIMzusVLhG3m5xhD/d+k1umZXh3mZj4m45mmEF5edqu5vdXs96AqYKMU1TJLCTwy8R0LDhh08UzPmpZVw8XDXS9iIAxOksLR5cSWbVbfvNWr66DV5C+19JathN8zRV8xzL8HLY+IT1jdwzwszRZ70hEsB8TFzTV0eyObZNyvl0hu1U8ckqTmq1Vc70yvw7Ai+vtkydYN9u5FX7pTQEdlLfv7IeYsEt87P1Mfe/W8jRQDqSPzM4P1WqvXbjDlwB95ElFWCZ2oANoorXgQUTchS0AhtCOaWppxiDe4HZoclQOqsU3ze4A44XIrvdW/bv2+Y235z76HeNdlEg4ykliq5Ucc+4FICdZd799uNN/jP9TN4IQ29KM7TxKeqgQ2+bDsA8odhoTLM+/gz+3QkpfjyXXu/0XqeXiGa943zdTnt/NOwPi9ET9Ax/a/oc7TIOnj7ZEqlmqeqp+ZeK63ZNo1QFuIdEgALPv1pVmX/xnl/xCpVTIQyaGMLPgta5TYmTBkQ3uTf2L+UJ1llhyVoyJ9jHp6pFIC92KljAw7+DYA1z6j2Dg+QoH2WLx2J9g6fMsgLfLzjQ6zfV7NHmEGi0W+wnyq0+6fUkmALqgba+g1Fpgb+Y+Ba4USnvqCti9XONXUi5PdexdGgc7DW0TZGLGiwmhXhIVlenJK/MwA9W+FMcn+ghTtAGwwBwojt8Ahtvm1Be/HRVkMHWTaTc+1c0k4lbq755lksjCgjeW08eczEj6ah8uCQvk1YFgmESYT428r3P7pgSmYblt6uEkLJ0Ndi7+nnMEAep+jLwI4cpatXTT/t2vNGqDP1oCjm8Fcpv2nIoaJhB3XoBbpBv0qvXL0APiYi3ZQMUcEzAyBvL8kw7yx8OyYj4bALgI1Q4mOmkYVNLQAdTRC7MH1/LRQOnIE1372Qr1e/zKB81y9U4t9wAvamrjKtMFmK7fbe3lAFbfzphW63h4VUT6v2Ds0d2jh8u1eYOD3VidQae7Qu1QWBuDC4of5jYPKIBVaL6702ritSKwEE8Q4p/mNU00J8ADXxJ8MXZNNsrMaFST0mhrGLVF0V8XRMeu3ba3txfVEQd0dnpTKihRPRJB8+CG4HFpqh/xRKNPGBY1gHcoP/vCVQd8yAg6CTylEqZdgZiqEY0EvPhHkWBwFp59wdZhgpaTj4aJfFSjOlh/AetEMncjPGLTT+xmFZ7TLRGebvcECeH5v12vDY++6S/vCdczkJbZTir98rCtoee/dv8QgW519m9v1n6Xn6NJhHVh4soDWbU1cNt7rSU5yCgRa51M/UYgJT7NQXYuEidM1nl0rHwKTwBVZ971uxZZeFTvA08NZW92J9ppaJU3h1rJ9bic8aoW2Ao08uxDPh5s21gM4C2rpVs0g0PgNtHBOhcFQGM0e3F25zXzf2XuC+uBDQ66KdM5JJxyL+Y5Srh127bKuHFbDiuK+VBUzS6NdOc1pUblLVFBcz9WIGmmQEMIacfuAqkfUWOCNRpgCeo1VKj1J+CT6Z6Xoa3y8ZkM0Dcur6oR7IJ4Lv3I6mwveN1yQddJhivIiov6MNG3RMNTJLrmE9oWKDvz3MX1XCPIW6fTj2mH72cDilpRZr4zvWkMn4y3HZJAdhh+KBf94IaFiefTn/HOvwL9FN+qRLJT7GFdJFUzewd4TmDmdgWAEKW3CmQipsY/eFEyJ4aMSeo8/Cte9aNr2ARg8PkQY7InEQC03/CDbvHOattUyoihkkJlb5nE7UZ8zmg61o6ABzs2Twh+teMXPUjTbW726Ej1++6DbKvqeLnJZP632xkoF13E2dKIW7AfEnw3mCud3GTZzCnwzEb6VXHSs1IyC+4AYMzV9cHrvFTdjoG/3IseMsqGShQuQdeoXUSd7f+ASlUroeLsunWEcRzRCatOPEKeOi1u/vZzqePWV3nfVzqI3PaSA5bdwOKZWpxp5Rmil+3xSO+7xFWpoZOYI3GtN6w1ydXNTOOiYu99Q1bQ9wuTIzhbdN37NsWVMqQR9TVAZ0dYC1g/dNRx/5LsXsEHecTi7P/Vl835dL72zNjzuHG3745/P/0SCk/2toxcz7/4L5d0y0XqkwP2Lpx5wol3PXB56rfbGYD4J/dptWY4KT7m6VgoFDsA+cZsI8egNPkeC0GfSb95x1ywtLoVvaD7fioEs8PL4NJzCt+msnEvBH2vWTCooyker2RsWIv8GiqSNn9rjWvVQNUzzeXwy4dJk4XalZZIvoQK/Aph0bem8c7w5uHV4uW3VpIGlful1JVpXkF7QNrGQkHmcSqitHXaUJqJEeuO2gwhZlykIlDe6PgFLoNHGXpXFLwR4ShzrWDuIe8SOPMW1813YwlqO0GXbl7HaX6jYYMQV4sHYQ33SGrNAx18/dXA15pjyFz/0lP6GZy+sQhPJgeJW8xNRK/3u3+O3I9TSvNnt3CL82yWM57Rxom0wK88vwBh3RL2Grvlnd1sdTAkLRiG27WIrgLyofLF1gCQMe/k4jlIY0bvDdT1dqv77Rja7bt9fqXfKVlVi2wLd7BQ0cXPv3FPhllSrH13zQih07XBBAexeHYbCi4VHDFtTNFpthL8VaZYNt+nh4sXjKeXu8p94bF7DA4b+bD3XDAfikkc7hTF37iv8YdA4w6TTO/QBGDsjKUS18+hZgj04InZd3+yuDgGClLgVaOM0E8Ny1ApCnmlKLTinQxLt+JXlG/npOnXp9vLQJmZ3OeQDgJW3c1ZMRSblwGrxnf7SU06opmBewMrHpRxTeM2ac5RHe2ezYMF3PefNUFQtbfMOpeEOOPDyG+nX/5kQp5MwBoTkSQufQSmXY7e8KZ7ncp13t8M2H3y4uM6J0kj73X7rqIM3L7tI/hcVNP2OeI9cwrvYRPgIJNHcr4KyNCxYzXGzMP2NrPLGKuduqb/drbnNrrFrFphxwWwDg5QfbD3iCFD5loP3e2Yg/mOq2kY2sYT+/4IlY8eHCHQE6ivpZt4iJAR6aOLxKQjOHwzE4A4NZIyZe23UjE6eyAAqbYKMTgWYPah152OouS9DWm3Pl8SU+pLXWFZP1ce0mVtU9gVjGuJqNvOD9RdN3k43iI6cyNAqKiRY+NiE6ALaAG+8cYsl3oMnW1QdJbRB2qNI5IE8StjTWYLNRzsqBhzTRinznFW3354B8OPtJPYVi576pS8B9I8ppeT4PPIhbV7RsdoW3uGMppzCvfPfFkBwElvjxqXim04njSrujYUmXATqOOzxPv/9QTDEvu0gpN4Z+3r4kWrwP90mSisLhPja4AOLA8dYZyV6n4N2rVc0ToWuhUwgLi1hjF8YLi5jgZ/3YOer60UbBkvl17K6ECdf65SPdCxUeHcGVA8DhLwaWiU/pRtjQ5MGR18/BRYAV3+xtTf22ebCcga8a8Rdj1HVvpdy5rEiFjTucfx3pvqvQwAHmsocqdmEC57/SF25dByZhrYK/kZcx0tFIdUGn4XzaD3ZJQhkUNPGuolmnL3d0iunMLqXDCLVxh28dJR+BUMCuR5x4v1q2LCaMbhLISzHM48J7vSzXWG1UFtbRSra3tDFh2CCvVAa92c3Ml6ehgeVT3KRZ+eDqe+OsVC6pJj58PpM45aDsagBeAu+8yaGNcj9fKx/meewty9+pD1NOvQz0846ryDDVuD6zqiorWFf0ydtou/I6lM5g8r8wIVw5jR0aLVz8Lp2WBYsYOAljDh2ASfj91qU+y1q4gnYroC2mhkzPGHDtmLC84+iTJ9SlQMvxiva9AjWzkVFD/YRurKE266QbdXABw5e7nN9Q+NzccytM4T8eGve5fggZMXBexJWvacRKRrT3jXsXz8PDRPJYezSYU+JpvyMTIsakKla4AqSNzMX2n98MJjipNzfsAKy/3hXv8Gciqq0Ojcpy1S8jNs5QP4mbb1SHbSA+Dg+AAZBX7ijAzBwTvnFJYSy+3sVtx/MPNwrXzyta2D7oOJBMw+VVy1XjyHcOu86ipOFSM8Dhe6bvN+zQ8rXUFI6Z9fhgkpZKXiWZE8Nn6An6aXqWPmlSeSRSMGjVx4xw7fwXoxFsZo0w4MjBpWMnI4AntOcnFmLOaLGpxmeXYnpozxgcQb8A0N9thFrBwiVMyIJvr19ciV+Z7RtrKbjFZ1aCBHApYBa1bPQBaxVw8WLVclK5FaisjWNCFy4CwNufq806eoMtbNi36m5ARgJwZtZUsgG2aOfYtIMrmAA66SQsJkrFJPJSferAYkatZLST6BTjmoKJU0vdHrPpJhEhsHf12T3TcfY+Dus45L6JzBdDNMKL5+2AVcKqPWx6pSMPL+l7yM4A2Mqr8p1UrIX3YL5TlxXnP+g4ewnXEoT/udHJCAa3gTvh4wsesG6N+xIxBxyWUA5o02PflaX+2Tma+D4yN49j3z7uAPrYfIOxxadMMS/lDmbu+wxr1PDebvGnHefP0Av0JF3rI/8ESOX7YOE4N7pZtmi5WFC0gDfIVoEJTriw+cZKwUxs2Z/h+zw5SXf5bW8tRENv313LRClMJGWrPGjJPOEqDrruKGDDQ6P35ohNrJEL2LhD64evdhSeve9c9d5QQnqDjoXnALBtHpgR2XUJnQH6hkbNHOHNEUeLtGDDvtTFOKBeWljJiCZvxXWwWPwIiGN1KuneqUgXySLJ1lWVALDbEaAIFuUnuorN0Cm+dozVEqcFdx2v6a1VCk9MVdoxMO/jiBtKp40FD9tOG9d7AqRBR5MfKcyH8+J74EO1ediZjDPolDvTUffkgjn2G+d1kO9c9za/TU9ZWNgg3uFYbRqApvIxHyyHoB0bwsYdXPpfqNWH39zOyNMuUvrG/dijz+Mu9czL0FbfDL4hHD3/Ir1MtTU08Xk/NlJ5szLVski06woVH+DpgBKIJxo1a9sSEN4b4XcdvlxusYb+/kZ3bsLm18zBo/0ZpljEDNJvjbdU/zAo+OqJpQBsA/NKdAQM4KBLQK8YuC6A61+4K+Awi9vKnUNzhzsE0CfIKKxm0Oksbip1g45CPspKP7Dw8liwdOReDlYyS6VV2q2CJXzbCDCBa68dtSJ8j/MzTqbzQR7y5ENoSamUeJZ/VJJaH4G4710KtSltMGnIHEQNwTyBsAjE2yDSvil19vxUbsj7SLdKN5h3oDDPhaKw4bt4EHdA3tFl/r9gDYJ/6LqzjsmB677vQkTZWuItVDCWvIJxapDGvPzmuxNfa/oQpTFW7j+V4YjRzMzTeD7jumoKOQqfGkspDNGPgkw3Zh5rK/7A1OoX6Gkie5Va8eikGpyt1ScLQF4+NTTn91vxBtm+77xBYhPqD5TqwMIluOgVk8KnF6KdizfIZ3UBwBY7PDkA37ImD8DHTkyIG2HRCKtb6gwMK1Jhky5gf6krUGXjjqVuqgGHYuDZ5XwDq5mtUDOYEIUJJDR/LFhCNWsuG2nAmAzGp4CVDDR/UE3g4OG3XTqCSt0NyAYf0OQb/ZSV8W5p02F5DOBDU8ORCtbhVolOibWfqSqU4pzN5HJ4z4OgdZOb/iAamBna3jKFMk1pjtiJux3gkk0VxeD5OMX4PZQa6ymb4D871vUosB1fGKFjiPZTyMLyfhiUip04SvlJ1Y6+NlTRkQOx8bjHw82tG/ln06v9uZ0RV+4Ym5toi++elkr/9X6eXgysZz7eUkULZJB/zI/iXeAZEpOmMCG8s1bTQmj04LOxxd59nawyT/F9cNhwUSAudrk3hJMv2JmfwMVAK/FhklU8RcKbI/y/gJO/16qzr9s6JG5AvbCatXhiIZnAfVAAxjv/EncDbvLTqhmkmDEi2a2aMpqVggTs2SFYAIV8bjdOM3FWMqCJjN+UY6NAJ3vmQs3zYCcv6G2rp6p+IEnQmK7YTwuPw8R6S3/f/5foXx7AqwDMM+8Rm/MN091Fuhx2WnK++YiYUhw9gIeHB3OxcCLfOczNVzCY5097/WI3L4B5MJ9dM0Zjjv+bAtj8f2ntMZOplOLPn+8r6dcP34IKeZkb37BF5EeVNvNcvgtIn+uVrxWDzU/SM0rbfMw1+KRmW1nuLxYiG/XtDj8tCuRGqBVMmGIXI+kMsJrUbY+HMFhVCpfAzd2tUiA3YUIJyxpOCJw8/MOw9l9xsAW8QW5102tx/gXa5qIVu3bZEg8A/eFW/LZjARMqaetW0MINMALAKsa7F8Cn2WLBVe1Xq1o1czzSOQJY6EhYt18qKB+JVABdN9YmyaK+a7cqcWoVqaWhRk7DCc6pBjJOqYyDbXfe9R92oAH7vPYVf37eZomNISfFGQXE8bT6yWgH4jltPPgmOwGC+0h+cRKMBG7e5zmdzFx2Cp45jfzwgOfFc8d9qDAfPYiZ4pEH/PH8lsBwf0nTLdc0O3o33xbiIx3x2sE3tNET/QQwJXfsZH7gXOw5es5ep50XyT1i6XcgIG1MMHcUbQtOH7EACJovXACgEGBXDkAHFQLQx+IkpjrwG6aNsheq/FZ+HAAui5Cw0OlEFyXB+Rc07FqomVasaGTJN2zYAf73dYNrcS8grnvhPqCSla5b4eVboWbEFh0ad+t4daPgj3fRLfZIqB2p7rBxxwTpFtSMaygbHTXIBGzjjOYqHREAAbB5h8Jfp8JT7zvGZLTxIaWS4Ns0eNuhRpWvnD47gVZu0rhtpgEY2lVDIrKDTi61WtHRQdIQBkMPV5KJFh5ZHzlfOO2gFPaQyE2EDZq1lUlzdeVbJcCQp1TGgCebdOGZMmiE3zum+0odiR3EENcUvRbTfaaQj/nlPMx1CKJxXnqfOzl4T9MMq0tpaV76bJx+mpf8k74t2EDJGRtR574gQPMXZHL14+373fm0dRiP31jkU6mjLQFDbGBxqnbmWJ3aYhcl3MYCo/sKprguq05bt1Xe/a3utPREJZrxFrbwTJdg0w67aeQe6BEAaHO6lcZXP6M8vLgXsMqtY+WmWNWAMoFZ41atYuDpEXSLTMJyfJX6FRO3BcKzHzmefe02w17pMF64dXDp8Py4cQWAZ923N7AdwmywmxG3FIL5/EaxmxbeNwydtO05frke1L1es82nvltDHZew0XgqvtfK3UFlCO7etQNwymvh1Gvjk26PS7m0mYNyIKBfBdr6tfOqaKlyVRl+4zAvdgA3cb3Qj523uIlDpnDu70w/OecNSnH0/6YxpiCf5sMksYd5mpqXGJaZHVyNY/bKTH5OKx976e4wxafpGk+w3tazQzW6A0vVNTxyL7FVH2uwJycA6Qmj86lVSxX4e8EqVliaMO/e3t3IJCbs4lsAPRYwPaHuesGty6rRlXLrZq126rLn6QcbdSkMc0m4H7infD2uwSoGwCthOU/YP9U2ziSSMFFqRcETbZ6cp0dPxaCcxa2v8umyGpXBeuEWLGFSVl7a7aUqi5RW6oBM7NuNp1Us+Z69DSw3DtX4Ywm4cX86APGwARHlJ193zNlgOX4Ql/G/giya/n4SUfdMuJCrW5FLByi7iPvyP63+dQnGTTylm9wEoivgG6emuFhpp2xRGV7icP6/IXyFgJ4/egm97o+le5WyTr9VCKgUXNslhRx4lyA5f6TdQHo3pUBznHuuVHK1OY65HcnXL/Dk6rFdlpX+j1iqfuhK2irhNnetGrvFBCYWCsGCBKaRz1fy1zotHnbvsI0HJ47J1/Yec+3wCQMfL/e26oL2mjOJ3CjvDv80cNUrftlvqrtcUC915Sgd2KSzNg9eXRYWgT6B+4AjB/bnW3ENUPlNN87Vs6N4emxVmxcqzK8yxTmoo9p7hSTJn0zIyqYc+trWuTJRgNfOQYrEej1gWpfKVcpex7EUu6Jt+wVAfvA0oFaGvH0u7V2kDLbBVZtvFrbreHptvA2Ugyh8qoXPyagd18L7pm2jPMUjnir4649ejsQ6pqJ2LBszDx86p9ml319D+m8Zs/dj/8X5umInSaV3zaWXvtHY88OjTf5OP5c+3RZCoPzi7Q6HMeck7CzD72WDVMdKf/gGN5g/fpWe6EHiYybVADDW6hkSfmXsmZt0hKb7oHWrNY1MtkJzViBuZO9TgKn4Y3eUzfY95yJAuHUrljBwPYA9TYVqaXQXJRItvxHAkwlZUj/t4twLvuEbK2aMcAkAGseu1VVvvVTHYWLp0ir1grw252rFUzurGORRLUWMdkq4uXC28AB0Z0HSusVLnoMwIQFozGgVD5tcrjnY0FKluxNrZj3t4yv3rlKuknI1BduhYhiET46OUvGHB6cdxBRSkl61dRPZU/kxSebj/aOmVCiYhsGVbz7uMRjLQXavi/ffPoWGPl9xvPPzPJ23KRmCVXxlXl0bA/BSGcYdW3o//wRF5dZ/dzsgOqdym16Jv9m8756TmO75WSZnjmWSkD520qs1ftgLcIRGC7DEQiDcO9El/9B4eRaBNXa4IXCPgrKBLbmYNrqdleB+F26Bz9XsEW8uE6VWt72Dti9b6CEcbNTv6yYc4i5AdlTSBi9ue416gtQdmBTAQbdIzt2WeOIYbKl+ZkDzSKey0I4I+6MKUsM2Hpz91lkDScTqOU3eq1WNXwZ5ttIJPqva/1STl49tKLEbtxRNdHYqZjVZsewuNaVzcdBnKqt/FHAkAu/CMZRpUArzV9TIrb5rS0PLnbhR95szzAVF/24hxJycax9b1spCAE/zUQYBOwBv6lK2s1IrH/tI+BY2k6NYzMjzpaOkRIyFLU2TDr/3fu+ffrdhK9g1znjk7Dfo6TsaxLVkEHqNnrraB3tIMpzu5clO2X4OjQC262iE2Lf0YqvLtuGGFyAOXhtuBEDF4DdonDPdtxR0i2jc8AsPbnxBahIJrHN+1zdYEAV3ATdVo8a2fdDqZQUp3Pg2VnZUko4BTshapWZE07/UjyUOvggTp+r1EdRL65b+qRtfkklYfAwBf/y3cZYwFee98aWglE730fBHPpbV+EINuwM96/yoeACPtbQcKPTVb1pKk4uhFi7/hcps+DcXp8u/0NSRz/h9G1QukQTMkzjjsvHWKumRgvnMpGnYKflJ3BWP+I4v4zjtABD0LEeWzOHEs/mh3LvvX87p85Z2h7EQau3MI04/BWE7KMU0dptovGEcu5fGEL6n3mc6xhTE0/mNYSmTu459V4/Ea+SVW89BpeoqeNgoAHQwdZRl+qTL9C+MbKYhv92kqqwkhXtehLm9oJa5c9ilg2fHc7KLUl3JCtWWtSZo84snHGA/UKuYxe2laM3bM9XOAfAA8u0pqS+YSidCxVb+WD8AOHrdBs+tdL20PTWDdC9b5dmNTsCKffNCeXNY1Eg6yEar1cI41wMQsa9GrLX7hODGq5YiF7UifvKVCp99vqTg4kHdlOIewZUU4EK/OJH5YqJF75bZBMAL/Hh85LRwfZn+Xv7FStAVv6ulwWIzR7HBH8j1U5MpTx8yXMdpCq8dP5V+62lA3E2G8fuzGFLH48gDHsSXdHy9H4EM3ydb+pS+WR8qBnGisTIwSVx5OB0D8inJ1cVQG09Dzm3PqFXHDOzilmAHReRRSNUa14vL13aAdeGYRExGYjIVm3ZcuKJh8BWnXdjQAL/vbaShV2Lm2IpPF2yJB9tybN6BTyH30FE8cM684JngUj05mmNt6Ns7ahIpJo/IDxY0CYBXSq+AqnHauHhv3DowJzeJCu184c6FtjGab3LpLBwQO+tNoXQaVxEr38G1zqxSKSgrTsVCEE8reiy7mfH10us00YUCJRKk54909SaNNb8dJbVSycRbTm+eFp7eGcTl94J1C5vy/UB8w38nFOK1M0/H9CAWHmofpseUlN57f7HZKz34hnVtXkp9nlKgGv9+sTlo7s3yXzntIPaRuG3R6LFbvKlSUUV3qVguYzVSuxh/oAZhYrX+uIE7/umGsO4/UYJq45FDLGaae84wHJOnlyS+WXAdE6MC9o5CsXe3OtkJs0ZxvQv3As48EqtbEexI3fjaC6eNw54dGjYsb/z2eBcuHytSevxCNWz4khGA3ugEb0e9iFmj2rdv1/oe1VHfGah5pHqAlL5/2Td+qvsC8WACE0g1s5tfpaQxFgA+1m7D3/3kZLbDIMou+FFKhXREEWqee3Ywzq5QJzYDM8OwOve/+gZjE18l8TGvsg/BPDzGYMmdlfh8/raLNSiZMI4Y7tL/SnmbujbvPS3FE9E2k5t06c/ceFOAtGQLPWEcLuXC49Wb8dcfUiqF2k7DUsq9a9mFw5x37/OU27zez+XkUo6v5YA7nRfo07TZ8r7F+vuXPmY+36t+wNRnGcvxrWxDB3BulFt2qz/BobcXW7F7r49chTlXe3Hhy1lzlznIlfP06FwAANRF+zZq8ijUC8wlFz0Vo75hHHd+oT5p6hO1SWwvFbzUnr0Vnl3olYVq2KLJy8bYreZfqBhLagnjRiL43bh+2dlgiwdL2w9HfXnInIOELWucA8ECqXAzjwDMB22s+11oeIEmTiapnAGAFdTYaRnQKSEYuPRMm1Ti1Gphd+nfj4JFWTTyGiajQxkKPUiWoB9una+fGZkgN2RmAUaaz9L5LtKXrtcgQ4BIX7g0OTs8eghK50yGBTkEs9BIsafFQgplHMDHJBxB9amOAXh5TDeUmMbrr6ZvmT41BPEU8sPQ+f/y+dHjs6y9L72muG9lOaAsbGoKhUxh2T4AGZrrFqtBF7I4iDZbtTeHlg2gZs5bXGzz7yWcfy3VjHFpdZFRc4cE+Cu3G9OWtfp2vZT9TjekAC6DYbgawOIl2LvfMmpWeenA/lh5d3HLi77B+5OXlbQkjsJa7oCabaUTrrVO2LZWeXfpCDB3e6zUDCxmpFKYhjoSGnVEWgo6qFZt4hv1TdPx3w60B5qxGVZBG9wriQc4k27jF5q9RJHtLlNavO1enmjY81xNhmWQQmWYhonCdIBn7eBJKlwZBrHiytf7jsmBySHaXw+PFDR+fb80DbtDim2Sguk8haQgNJarXAhDfQeQf2p+B24zsQ/Ler7ESs5Q8bGF72aLMewilkr1bZ7cphN6zt6gN+juIZrQlSVPMkLrhTaMTbI3ziIEGhKYGWjKG+XEZZclAOa52rTD5wwmSuUjnDgXAKe68lMWRa1Vk8dEKKpvv2JUe3ho9piA7XZMck7MhE4BPw56RagYqxOjAPAjZ54kHohNt0AJZo5qMdPKJK+8k+zcYQNs0XQFoP0YRhgFI6tiEadx2viYnXhJG+mKk2JtvFvFSbT/xGYunRlx5TW8qwF70YQyiiqXVpIn6w+btbSZlRf37JK/+fFa083FcwhgD2O3g65jOo1Q+06NBIdx2Qh84nca6vJhiKF1yj4y1HZzmvgw/1OS0jxDrTx99/jpPlT/Hco5SLVwS9PtNy8pBal5eZkJmo+LLMBLxnoTOYXJkm5oCtqk1olFgO9S3dFgIdISG1zXcD3goAKLkj5oxdFY7axiWti3v7igxY2K1g8aMXOsb6q5CsBcNOwjBQN0GEKnnJDsBNVcNGLbDhv6dq2bd4DuAfjCfl023Kg1bXD4gs8A/0s9r1dq4SMTrBiad9y6levaI5C+p1U6SuYEOE/tljrqwwzxiCgpM9EoUi380JBix3SWvP6SP5+RhinoQGZwJTnvK/owapt9YqdysWX916dZt2ods6/6lMulGVzZNa75z+bLZiqmq1Nm6ZuLddlV62zU0ZmRlHPvOQyVivNXm4ln7KldpDQuT8tK5UUG9+u0olNa00ctOqFKSVYxY1mr+qW27iT8K5RgUCagLcSixihHLitZG9ttSC0bVsN3zEK1b4kbvDq01kulPXR7POflURYzWfW5DjBdqUthoV6McukA53ZjxIujqdxgYqv8PASavSwC9VYxW/cudc/7qSWJUU+SfiETkePnld9Wzd84bt4MvHoOennvQ6WKNaxdhuBZyZkb5tKnKY1jxwbvrFKiNAYK95gW7v5L8t4m+Z8lvSrfl8dYcPfv8TlXvXb+e+fKNIXKqXzbwjHnWco8Mx5jyV58d7FJjQ21732BPc6xjYDdFv6bE9N4mvE77FbXyvWZBqWSpteXFA74e/+4aO+L4cvzy60dwLmsS3uvVAMWZwKwYDhvNWy3eIlkJSteETRNfVtd/ELbllWex1oI8AVjGVnF6+MHW3EatnhuoWDbOM+NS82JWMhYx7NbcnEtdMJ1o47KZHcl4eBx2sqCKulgQNtAjYdmLwubPKDbDri7oRmsQhZ6Dc/LpiJbPwnb62xaFsG5fNF9m5WLRegiItutnPI3lMyfjv1q2prNcuLz47VxJOX8ZkYE4b2rlWKf+pLnXo43BbaRUi1v+Kt8pZRi36kMxRTv0OCOLYSY8x160FdpB3kIwTV84ipii6ajdvRX/txf7buCYY0MO4jhM/tL2o3HvyzZpPSI4ml+E+Tb0BfpWfqO/YA2pqGPUhbZ4WbjXgaNDrQKPDbC+oWpkape6HAN/Lub4Gzvk3pVBCjXDoSh1R/z9XvOYmapvWKDDTZaZzHzgZUt7wRX4YYXK1OhncvG1Ub9xkAjx0pUo37X8UNGDsgm52GxVLwQd7+tTr5Kwbdquy+0DGgWG2o9SZORRUrqq0YmXS81XVxLJ5wHXHZ4OtEOy2aSmaqejWt/ILez4ra50ESRZhhndnazKk1IH1AwOQ+bdmPHdMHd05+GYEgP5ENgSsvVZNIwQUxmx3ym4JQy0URXgfOcRU98f07cdkaIfFdgM/enxWvhdjRFlTY6S8OEscSq3lDEpyIt6SmeXH2bHlDP6z56WWSz6BuHfyvfILeODmHQNo1q8NhOUEwmQYPUzrZ07aoDALtp5LxeqB8Z2boP8Rwp7SN8OFwLLHRwA559sXJ28m7rPLFXR0bET4yVDkQAXM51yz6xt8eiJwF+LICqtfOpfPV2hezKWd4Q/mcqp43DcdlCKQmscG39Ut0pMSPlNyJ2EIk/9pd40dMQoKfzE2h5Nh6C7pehQ2nkIxJoJydnhlZNtXN+54F3+Zn0ii2GmtLk/VOWcnASn/egfdUyHh8dDLXafcDcj5pCDTeN6zB1xXdu8YiFojJVaclP3eaomHx+pscf+kav0pP0tr3/kQE7ZJFe0BXcRrUft6QbgInNNjA5Kh8J2vqlmhJWyxom7wzEja4+rdUmHUVW80Ts1m7ExLF6Sje2hmml+HdZOssRZzEDs0UUDDj6GjrYshJbehKaRjzMq4ve1nR+wmGuuCDlyw3s4EG3YH9VZ90jdIfjw8X2XlwIIDVH2jsMwyH+Zlbq6VJs6HeoamOWKXmZD+TDJp25b+bEkFZ6X4HNlUH4YWrjA8mxOnwsuV4dXe6q8abd95hmPS+G8PmrTXCaQpyHAPNQqsz98e5uCMzTOTKUm5uZK1kNiuL63EZh7YhiZqjP+/Df0hMmCReOtOKZBXz3Z+iG2LxvxMc4fSTSa+5eo/W+xt1lsW/HTXHK1ZI6kjFi6y6ugVcKjli8VD+xUMC8IOdZUu/B8dfy6UVH7dhto5OXTjkWvzDw+PghdfbsoGaaMzdRis3GazVxRB68m4Fo0lRK1XSOsNpg9NHRvf7Er3r036syzpkYJnXd6ttU7LSG0X9eUwiZ55v11jigTIM4ZdMa2oxP6x7Z/E2HPJzMfU//Ofnn9VNtZP5fFUtztWUNk9fghr/9lRRg5kq5XhySE/dx2+A37ZRS3NmFDo7N4K55CFo4RSnE+epohQ5aTfaZ4VuWWkBZRTPdO5bzp3lxfnQZ+hZ0mwma9+g+fVTovuj2UBNxFRUNRo1k1E0AflkFdKFQls6VLnB+WctkoIC99/0CP+8wRYQ9O2zS12oxIVw5wmK3pxOngcNiBptiu52VBLARtXct0LhCd5aLAF7jtH4pzu6rqlsCaaLGrVqVy04zdegowSvtfHQ3wVYsZEDJYBMQ8TXv4slJfDWvXfVhx6uEhBkdEU83kVSLuBIYR3b85tFo5BP1PpwEtdFVkpXFkGvYWanN2bPP1cD3KOe9gL0Ep/t/s/z7ppp1PnT+Xk4xsTPyMFcTH+tADZU70TBEW4w1hPx8bGHoqXs2yMEwNpvNHUQXZ36eqZn3mXd/BK0oK4tsdgXDrVqYyKH3ZMMOa7qFnbLl3dIVd7CCVMwnhQ8nsbKxW7WYMeJjXakX2b5voSaVsksTLGLUo6+jSUgAXCZNOQXPwdtucRI5PzHkdlCzAs4C4MY3fCueIcm4j84PC/CDk29s52QL4A6XwdsL3Rhk2NhylWG6UY9V4z7Q3IpWiMPuOVCfsJmnhwXsO2ChL/tOx/SduI+K81izonC8NlkYKzfuKY3cJLEQTXXkeWkz+TqMFmezHUv/1nPgeO49O0P73U1yAJqr6x7Eq0HoUvppHvNjpPnfwAaAPRYqjlN/PykW7wu6lAnJRy+L4SVktFLXA+68cyNk3MvWrmIBpN0kpHWgKACOBohJU3DslWrqAvy1UjFi6+6sU2SbtkYcsIvZooCup35IwVyG3ugkuJCaxn1qpejdPb3gmzg6Bt20ww3ZHJskgncALWOdaaRsmK0dwubc9j7eMx9rVxlUQJO9mgYInrWD4Ps0qkfKiUP2KK5e2+ofbv2uWBnawnXddOO06gol7ZJzikuayfmTiTSS8/CXCdI/RL1JOxc7+Hd4xw6upvHnCJry/TlSeiI/EsjnKv3tJ8fn5CAdNedCpJp4HDrfJYZqQq4Dsknc/VNqNXON3qR79FFIBtyBfk57dRq68bSGm2jFilJyIL24ttBX954ZxbJF3RbAJ43w2wBoWNc4bRxgL10ItOVzGywUrZQaAdhXTguHCwQxj/FOQvS67HEqlFHr0L5hzb5W7V2zoK4D3Dvp54HFTqPUUKOjBWjtyxPN/+ZBqEXMa5g2KbppyevzXTw2B0wzxY7D2cFlP+wiV5VoCAKm0Lw8ejvHbO4TH58zndbQDL3yEKs3i7miq5Z6/0SqUNhMamPP+5C40hJFtT+Ox47GMadLoCSvppCzGDhNNkz6q3yldNVkR1v557yb3hC2y5J2rvl0baEWvES3FNzHiu8hSQfutp911M2lu5Jw6rFowK0683KUh236DycWMtZp8Ua9PBrvpyXaDckvENLNsuV5T/t4wG6o03IFrGXFrMtO63U8cl4raz23jqcJ+npZGUnU72GK0ZGRnEhnIeCPfoM7pMv3G6aZfGmMVcE0SL6q5SQF8OG9mcDwKCc599TC4zNnwTSIOGwYvZY+ADI/MWFcWJitbgydXNAgZbtDxzwu80BwN8mNFkrfckyLLN0PU/KdZUzb7Z9/X665POTKqgTMpbcviyVD4xRbCNRjtFSvvA1zbpJffX5zki+Bodyik0fQSPOyiEDdiZh9OysWBdHgCRv2x6RAs6wcaFrne8Zr41bNHcV1ZKurRY3bus6qRQz+tp12rpEbr30jHzJacJ2GW+3jLV38smvrKnHrOVnf+UigXuuTn5VjQp278aXf9u+en3EPtRyagRNDTbybuw/L1u74jR+1Fu5lLzAPwMOkEZWGy5kpKjG/pUyehmB/876JXDXn0pqWsj58iPLOL/4JW09upDKEF/3XdjH0d+xI2lMhSk/l/PCnEJYakKbvNXyydG3Y5ec7ZxuFCecyPCh7S55hOy6LL+seqnOdyNQ7jMV/g1l3HA8+Al8zi1wZSMa36hfdWyRYvwDIuhBCfbjCqdSqpvV1o1XLFd0PWjV/4eAXzsMiiG35FiHq9YDYNkrZQNAniD925wvGjxZUsXfDzs5PTO/lUcI7W31J02GtaOutmj3CsRjS2dy3attudpvxjzq4tPzCmGapJ7s2xAPJDngYajlazj2ADy0aUl2qFF+Yl9LQt4cO4PwJ0zGVNXuUl71CQy3F6EcboZhCyiXYSEvIJs9R9vzw9WX4pYKvHX8HolQN2q/tDOII65GJrobaci5FGzxH2fhNlIZ/Nx96xpLFEcnVciO7M8Hm/QHdoUctEefevb5Xdv2r215DVprGOSvaKFUjYYHs3p2u59y9/b5xroMXrpo4vzXKq7vFSbbPg9A4K7fLj6NWvFXIYHcVsZ7xENJXnK6YG+duQDT/1q2EJaGLlrd0Fv4cbhCsnagUtu+DdqrMuSiDJ72pJj1E2V2h7TVo0w+kY+0x1iHDfj/1V3PVdwufhyvfIR2TeyZe1JLGc4i8+PgtpVTSVEohVObDD8399unMUi14Cr4MxRSZz0sKuv67loA6lOmtC3vpRwb6q6Z+/qBPL8zvUHKjjr6cbVKOEVbMkrrwRJvp4DUvT/CkKn0U4N434p4PlBWojUdb2/Hxkn3bY1PnrM+Bp4StvfruAmAL7taIBr48qtTrImiZxnadRhcXpRWp7bU58brohoz43/20MZpQV/CeoiH1AS9UEaJzW+/VnJcFHxd3G9qetdSzenGFtTY8K0hpIdIc0D6kJcuuIB5IV+6GAorbV1AbaUVlTjwFrd3SnwqBHZWuPzCd7xhDQ20sCE37Sd8OSvno/42vDUE7LgtvDZRq8bEdfwyc++S9XJqGhvlPoW6oj9tByDhvcV5D/T4XGyXPjuWvzcY5VldMpsM5zGR6vmz7syq53qPZE3RMH4X0du4dQDkAX7eOWrGO8uz/dq/kfgowt868sFJnW7LVHaKDTxmzlYlYBXA3ydN1EP3krXcuJshdm27hUrdQyQS9irOa6MSEk2luwRRpx2SWLqNu42uYSh49obstnd9pXF4rt9pxugINJHCKtR+07ZIWXUm6BmtyEcY6ea5rynZXISdu5r/93JDy+TnDJ+ckOyv5dwj1uSFYTRfUMP1U0x3rnOPBvAfuIViG9+IYQ31yvpRGl1S4nv+K4S8TgeqcvPTtrD8v5cBmzvsOrETEmcy1OXmzO7Xf8HsPv1ucNtG8OhV32ji7yZOqJ2ZF54+Yd1/kLuoKToBnq9vcQTz33iqaqyWKFapDroNKaXr1Gxtcq525K8A2+Kzyj7egUJAWXt1p4vhd26AC2Z4QsH4RFUYAzk1CB0kuvs7MThK06q7AuSSosRr1hCmZGwsG9i1tHngnYROVYuYE50MB9h0B3U8qkTGBzuNL0AQNug/fgU/UXvPayvx89FHtFkPf+OV5Pl1gsdJF8G6D0BSklt43hXtxDufBgk3yGAJlYqdPdlD+cTz79tQlgO9T8t841bFt9sn8O9ti6vnyzMfTZsKGSkS5vEsrvK/axvqWEOcpH6+ZiGss/233HZ611+n75iMHd13U0z5onLm7bmkHR2HWWa54OkZs3jsLFoet1jrXAEb9xti2X/zkkF2D2W5hkmzC4e5LY/CUkFAEpmsi8U5HvTaugklX57NAdlRyO0Gx5l87007w7QD61Y1aOqkLBve28XEFcT9KU0Oivdt4B0YmnfIaAkwKMnmNivbHmyhP09eGIQxFriSC65Ab96mrZ+Mx+Q4tBwkl+J7fVced5PB+OyjXkoRaY+6JtK6HUNgWnhmGttkQaT7SmExw15KleHQ0HH3Ed0wGyGkk/XLnkqY7Jv6tK5r6ntMqi8nmZXfp47kt28t9QB3r8AhkkfLCnStev1IUNxtHqRgHsL3CTcqb94CtDVDNFiNlV9wZuDSc10Y90Xha9RkgqxI9CElDNbZrrFZWHiloSwXCKlfH9SOrtdG+shG/NpV0RhgQLDDhio08lsz7XzO0ODY8idrQ+l4b5HGfj7ejhP0HzcNRO3jeJlsxhFqUA8nZALOf7B/fEFzDifC0QIwbpV0/M8K3B7UiibF/uNR55fIRXynpbYbmUylzv2qcQvx8mqN+fsFEz9jsU6Vrtpj6UPse5sgk3Um/QCofW6580xC2EDL/3LSEKZc6zbhDDTvq8HwfsV2Z9G/q02LVmJ6w14Lrj0YG/tyF9wblcaqTmfCl7hesasdou4VE+tGHlYNsyD/2hd5/UEV0q+o/OZXfjQw8hvlrfcyhtI4a0lFED/R+tCF7q7o4jNPgsY/r8mYlZo8X70FrN/TQQN3sd3ugE5khfRI3vrnNeD/ZOzZRBtJLaeUPAg+u6fPLSx5pyeIyPwapCrAQ17VshkakvNJwHgj5WOLfNnM/BvC+Q56Xs3z3XUrDOeMbhLBEg06wH+/YbB59mPBvLHM58YfR6sqg7sWMPLtrbkrqUymeiln3BR15PzN9VX2oskiHr+LQy5AAYPdZWXPfMi2zOBbPX+LMS2CmImcHDyrH9gqYKv/6Gf1fomyVkvWiC9NZpQiYVU5TJzdaIOqsaQTUwd/LKlb1UaOTubCJrEnnA5xfeasTqHgO+7se3azF++Ppuxu6vH81q9arfBzrn3ejIX/Na4nG6WnDhpac+3mJHSYxJ/O1x1Nh8y9p4ZTej6LIg1vFn+jGqVMEgvTG8hLC39Qn2g24pyTWCn0K/b241vt/y5OwZSlDifevVA1yNkwhNR0YS7GsTgw1/2mZX96pBUp6djXAjmOwI7/Sb5umi/PYyVmMcKyk8H/XaKXg/giAHbJIUxLNHYB6qR66FHhZEwaSrzSsvKoDzu41nLdFAeDKWS66ttbNNTsAF7HqJKyveEY0aXnEbaPXu32kDt2Nj8LZ20tH1Gon02nupK4PZIu+hXL7iyPO/vWKO6mWLu+Ebn33KOkcPlF5MDi4ZsIJTxOEjDWnyeo5Auq6N6uZlZ+54j9frJHnAG2k0c3MAGI4Oasm+i1bvN6X6kgZdf/uUgemvvKYdUoM9iZ5dhrQTSFHw04j97RN8lgePdok/rGxgh283e7ic7NLRzGkV/ZPearFzakjuQ5V4/PzMMe0nBnXYaT3LUNq6ig7JDW6SlSgR3ZLakWjrk4UNOCvnTp/6lY3tV6ohiX7pXLrr5dVYrvutG6vkbcuHasdBfY5FSdhfpJ22zr7etdptA6wqoDPr6lbeWrd9ntegZft8ra6scfiBFy7uhm4vMdc+/0m+AQZ2aHso2Zt+rIM78UArld8qXRXrOvxzRVHFD4+s8+il7DR93Mp/UVTKJsgpTmbZRfSDiMHFXO8Tu/3f4dlGzfy+WnPabS+Bg/zE2tocZkPLdrjZ3NiB7kzlKtB4RM2SjdNMQ8m4wRG3DW2O+S3LKVNy4nyG3rnwu4P4vHzaSeS0k1tNlwam/83T2MNn73JxMybjwjYIbG1DNoubMKF9uBPutQQsrOSkOHKt0DjFjNIXGusa/NKh2BTUkvgbWp5R/huF2p9oSjcN4UOOvo+2zgtwVErajfvAN6GhWnUMZmv1C349lYmX5uti8flCZYxWDy1vFbT9qyh8/fbxNzvquJ92oTFGGtmo7x4597h6qC+T9UfAmIIFFMUi39wX0APxE2Ma3K60XVOw4zB01+7arPPjT7yYjPwm3Y8XuZ90WGH0Kc1/BXrhP5u6+6YbPx9uN347kOUqVfPxuMuAf9+Nbr/N/5FWSUrJ6UFSeG1sa+bj/eEVvQoZREOseFbHR4hBdxh514pcIsnSL5fM0CKoctG0RNavixOwnuuFKJho+5t0XsHM6J2y+YewqFULtHWWT/UlePStX37BUhqv1h1rgMgPRWkC5XEoqJpdLMP8O/bRlaeouPB7k4VNtt2LopPmY7ZnAarXmdIp4V3Wnk/TO1txvt74TOzZEe+fD9t3H0D143GcZRoBhOfDn/uJyaXlrvhyuL6Pe87Jm2o8RP5u2MJm9GYhr+Na8RT4JS/VtLC8ynlc5JzQ0DZeHMpx91ijl65OoDnqD8b5cEWw+wrNvk3zIfJ5DF+bjxmm/zeP5+x6mpZc3+0K1UDWkYzUC1kBw0BXr9iVPY9BdDWSoO3W6eNV7o7UudwCwC9cYM4UCPiQEyXFJrO/LTXPKzzDumBvOPBg23yuuoo2GTVNBLBWyN26wDxdqs27BKsAQWjG3ZU3GnUTMksjmq6fACuvXEonf9gUcMyMXTEgG53rDLz5FDx+Lj6ygWZ7+PD2vmd36SYMEfhX0r6EL2+ujS03JSBfWzQHt9N6ZQQbCi51sc9B7TzUhq92GyYVNpc+Yw8M69j6+vrePi07HKxhGH7vOVjHOtId69beVa/BOZjYjLxjs2R7BZv3N76FPwdTKiOz18cVhbhy8knZEBsGKBhLbM40VWkop2TcStXm25bI3HY9UDBW7w4CujijhpIqhZPwtdDy25A7/gVo6Q26BJP1Wsfxk3GNq5dds4oG+WRJU0kKZOltWjuoInqVe09J4gWjzRg6w7Pj3j2/N1GdmdSibXx/Een4TWbgv7VP9LVYvC5mOLXM43CDu9cWYyPMYDJdAbVFH6zVA3omL7zz0msDYXSjp733yvVzIZMa5+9sWZY7ixLRIunIg3FWmcPreMgG8s8SJoHJEiz9D79yKWPaQdFgcbHMzZ7fUz7NlGe8uHzqQ/brK8Pu4zkvcwpg3hMVfMzuu3ehh6FLPykp2SFOXYsYtp+uBUtWagOuNw9U+fuMlG5VVNE2UKvdSaTopm7CdS1FpZo6q0ewpsL8FtnxVHpS3c7MDlTSNlejyTtbmONpTax1nH78CzZbLrcu808jPxGECxQqo+oyz80+LN3t3Rxd9vt/TqUuRBndgi7e+xzn+mZ6BmV0o2W9st1gbIxpfCZ3zsoVuIUrE3LeGyMNAfgpr+4HblvCxqoodxIIK4heeAKz0zwbymfNht3+Ql/Z27Bj4+Fclpp3ynuo4UOITa9V85TOAq1SX76HNrk2rjkxiRmVvhxSb++PrdkEH104B6cGNl2jrX2B2qd4oF1e64LSMR23G1rBspDzBmhDTsQNmID75pDrVq6aPIOsLFRtpgsVnrP+5PxHLx8LgBwZZwPG+PcCGg84vSLTzd+821w8wIGjTgak3mBG5WODFq4GTDi8fG0W7DU7gnPvoCmn9w77qTSz7HS7iXutfbPA8Vxdpp4fJlCjSDz2K6CqI4ujPiPyUOYyfzSvzkwnw+CqfQdpqFUr4/TGE5E2yR1n9tpoI2/pC3e3+c9yin51KY+WAh+aSe1T3uY+jpmdmw96dEDuR2En+q8wjT3qLyzv5fm8YiB8QE9GlmElbA6UZCwlwq61Ukl2961F1bpEficua/oXul6JgZ3dZcr/lscVy9VXPZKJbECqQXolT6B9oyJWEm2s/t3nQAOjAgAoq3rNND92Fp4flA/kibikVGRenbEW9RHyuUsVjoKALBjVHH2Hlz6akfRVeQDLvrZrbMIK6ChfIWco43ntI09ZcCJl84zl/cEcrWsom71rWyZdzYEpNBavb+mMeTHIuP62lRZmeQs1sJ7jT3thvO1wFC5mZcLbn+bqZ7OMpQryz5MH35cpsE7V39z+dr12hAW9e/+pWNHqJ6xbjyOowzk88TQkV3s14fsIQu/MlReX0AXE6jOOuZYbdwhcEMgOvJlH1asYjb60nIuuzcZBU9o59Dqcd7tleoqV+01d9vt1iRxuU2trQNtXeHqLHDkuUquAdyrWje3bjeNcOsLTr9x7Ux3WKro8m5DZ3e2+uwVAX1fwOgBJ6dNlRpboHHY6M/VxIxFmLl+gNFpN39te+dmHoCNczcBs0f10T7Om4d5zcNmOYODldjUg0Woa4dgnVpOxF2KGU2PaCxvdkYYmow/jqGf5p8Ltled2Jv39FRnEnfgaXexex79t/PtbbqimolRztg4Yzex4vr3UUlg544JSPWWKAAOagP0yFmr/PVRLYDcnLtezlunCEWiVItY0ZBa3Bh/D2FrmTF1G4Do5KoY0fhJUuZa2rVrTHjW6PZ6EhodgTORrGRxkpppQlP3/tOPbrnfmIw9gnWMkXd48M5Wt8+bKeONMV8BeniOJ858mU5Xrh7Ey8CxoxS18cw1W3p2vmR1fmsyN/vhr+9njs+xu1JqgWQz8ea/QdoXxVBisvf0uf6sjQAmD0alZUR2cL+P+2pAQEk6cz9MvHRqH6dYU5Og/WTiLpVlCNvjaU7FFKZ/lUpc7mgP+f18fNfs6srNe6704C40DGvm4NfXrWrqFTR1p7kfK8C2l9rIMFkpWvvGdhskAcx1c4xKAB8AK6GX+lf4emj0oFsEsI16t6nVll6yUbsmtu3PG7etmlBBjW64DfoFk7oYXYBjx2IpTKbCxh300fl7G/H6mMOE3T9aEIH3J58FmxQYMpXOHrDSDCpJomPYkWf2BvEYTntXznkplQSk5s7+5CKkp+xILCYT6zB/fvPkHuCMy+fYkD4OOy4xWA715kOD+pSYied3069zZ1cT/yWmyt9MXrdFC5XpMkjd7fX/Hh7Ew3T1b0+V3aITelTSgTt48IpBefOh+nGvWVMXDfrcOZyHOwGA89YtQlrWbvWpgrn4XRe7daOUTKuud/2zwpM3jsuHWeRWX76ujePutRDEl02rLg1k9MD/wzRTvmvtf1taYRMRWOGsVGMGFbPga3gPuBg4e1e3cHLuZ3bWC+xgWO9klN7x2moP8leuOD7zc7TxqygwUWxJJ2X1t40yFNwfjcv/iGOFU7DrpybtjiIxI2el1GwEvlPNt6SrDbXwqSdL1/JSFZ4d643H8zMupZFQPi/xtfybxl28Srt3qfhvZmbkbY7kxh7lEr6qhIpeXwN7RSF8K+P+sw8lJ7H04H6k3Hhz2ijIXleNDDsqSWNc1gL6WDAETRxatIRlVVwMWirl4wVMl7riFOBOtbNrB9aKxQsJQAqY24DekclWx927DTQWR5oHAD3SM47aObpZica+4bzBR7txboOXPAG8vmjowdtb2q6dJc4kwKaEgBkNW9Qao0T2RNVBFDb4PUhkmMxeyfaVvnv3fmNdGsnceKwZx2WmS4fo5NyIXXvcENN0W8qNFkowRdmwSb5mNapDa+FxD21Hw5VytG9Odl8OVg4Xd5b9Wcm/+1iu0jTM4F5KKZkZMdns1UNInIu41prB75JKIMYnfGwfCbi7fMEyRoxU1p6GqYQqadckpomgQACyoEQwWQkw326VJ4c7XekI1q4Kw8IFq1O36pFRtG/nY0ZWkhqdCBWp3Ws3Ct6YMhWtHv3CUgsR6daYh6iw8YYRYJfCxQhD5gaYd7++EJ7+4k7rHIONc6QqhjzNMilOex3GcUUxJe0xOY3r/15iU4AJ3qlP5DCSAns/8uHBFteT5dpQ7BQr7mT1Stgxp5shpLHvAlblL7g7OAw/TJzncrj4mf1qlZ0E7bDD9F3rVFnZQimXqJWx9yrdLz+Tzm+YkVwdGiLzY5K+M+tLc6yrsYXn58+cHEIWPtkFa8OYEJUJ00qX9sPMEdq3UDYMopeeslk5M7FLfVr4eZmIbQWr4BESGn7TKChDs9ZFSK2sJIU0ziJn4SZG20Z3SvI0jJg6LpS+gVXk6lrFPDvTRuum81xZS3jQMboq9eKDhk7fbbrl86F1RlEmFPWHC+RE4Y5U+Wdon4TIU1KShJwH964gNuOzNwTy6H4mqZq/57VTn68oFspP5IXmfYU80TgApGGvJiabrj+PpRrJxz45KcGbGTkPJdcRhQDqZyz2NTmcYzdfkvgr9v8eHsDjVEOfO6UO2HT/WppSD0Joj98DAtfpNU8kbu1hvL+OiTgOgzVLdU19nW83VsGbgXV7X5f5imbOsj1Vjbh2tuRKw3D4RSWdgPhndzTM5kEjhQZ+HaUhE6bA96VuVC028BXs2CvpFCQfq0qAHCtQxTKm1glcpLe6qSMJXBM3xK26Ga6P1HfM+rSl+6BjtrmetyCd+moOU4FMFHGSDtFsZ+YzJdInLGVGJVTK4N6iq4mT0VBwPqYTwxnYtTPj3ESEwO1DeKCJRxNDvTgGs5Tc8aH2l1IjtwPNbryRz4GCqWfisthPUpAJz90G9zvFbfZ4Jp+ncr4OK5ZKnV44l5Q+4/8tT8faiRSHly0dap3NlCxkUhOeEzGxeVdXkGJiEi4CtqdbCeRpELVa4TAnC1Gnm7Xy87L031k9gLLBwqXtWu2Wq5XwMGrqaLTTsI1a1YimjnjX+hcgLhpn480pjeg+ixu6gfam0Y6EnMOylbgaqMTR5IO3G1o/mOgNbfTHyRUqqBnGNlo1r5BUDOQmuHa1iG2hwzETnjMHjE50w8FT154UBuCjvdrGDS0P49MNJ3aItZ+Umru/N5SS5tt3SnaX+kAlPtxm0i2JKcYaA4yd/Xwclw9jJuM0s+phmLuHJwOjAJqmxPJ8uRl5ohzj6Ns9GmzXnZhgQohXgL9zAegbql1v3eTq4ppSNu1mq1o+JlMv1CWBaPnoCM7UXwLszMXD71a1fKwqxaYZqtWT+JlpnYlk5XZ2EgscUOe149sB7tcr2WRjvVHaRxa/wgTyuo4Slli4dKLmmqfvbOn8w20PJvbA5ReBeBDz3DY4Sv1YilwQ+w7IBAOLTqodI6fijkzd0+7emDbeXTN9ilokvTVSiva2u6jxLDZGbNr7GLK5zX43OztkScpOsWKtzWvMZq908qOHWNOPJQc8uY0i7OBaHsDDsLtKWYNNw+VD9N/aJlcPLWNvbEbAPO6UhmpFqasdXkvf0AziK5UjrtayivPhb7cn7gcApADfDXzKVK2AbrveCqDrwiAG7wcK5tVSX2d76WZ+T3SY7idT/Q5MYlVTqdkjfuMitGz4pFlv5AJr4bVMvDbSDxix1oGrA7TF49uV27+hdatfqduFCTbu4PKhxV8wqAPcW2dhM292dEQG1MrD0cQlZhPEPtxN+mpx70kBJRg9FoqixuzB3A6fr1rvXiDkIVNv+CE8PDyJ48+bJO7yWXPQXdbe58Qcg1MMOG0mzn0kRyelncncUng0mniYWl+avk6NhS9dsxQ6mMjXvfFRV5yrOBemEBLXK9GIdq1pu8sC2rRow9CmGcxrmTzlc9bioUEvbtSS9e25Wrdgqb94gzzX1agLniAVM8atWyG61MlScRHAQA9AxgRpC7pnqRM2ssG2bAyCSVd1xbu6odQQqt3R7VoXL51bMZWsqkrCyAjD2b4vOV9wL3Dvja10NH3RzZCQ8+q+r1eZS8/QfIm08dDGwPhL1HPih//AQ2C3He4OwgbJ9xp5EDbKXts9I1Wzbxt9QBM/hLwcn3Nn7Hz1p7ub7qaBlzSivNY41056qAnaYsgedPN3qcsnZO6kWQwtMWzsPvHWP7+vnXgemh42iE9b/ui1EnDmYhzq3PnRj6YVjppKdS2Opx/v2Oh6OV9G1+cccs+EgiwA5Ji83N7fqiXMjYVMiJ7fByVTqUMuztDWLeMHwEKLFmsXWDmu9ByUiXDmwoc32i/CfJKBVPl36mzYhaLBs0j3QosCvD6eb86os5rZrFuhX3RRU6sLqwD+txa0OYd7gYY2Z3FTGHwQM94MDwLmibQm1AmuBuIpUE9x4T6lqFR8v2X6v1URM6xEML7Mwpkx2j6PYZpdRee8HsHs8dK6Jf4Pp0LbwZB4LOyu0JSCQ7+j1bSk4WxwvT9vo3tp2PSaKYTKlYHN3CvLozA1LKWpbzb17fLPx/p72smbQiypPm1p2HKyiJLcTzsL3+pznYj7/bAL1ckCJpBQwS4/VP5xcVKJCSMWLyEXOMfuSt4zpCz1v1QOHTQLQBoLhyTTC7Vp3zpOHVq+gDmHryrnJgC28fDQe6IaOOzoYe1ydLNW9wV4bqW+ZnDSmT1i4w24GzipJY5TBnZo7lr4NugIU7DPnI59rZn403u9zVUeU6gqu0tqZjhKt2Ty7keAYfUCTaJ7tsZquy1U+GEFTztQ0/dftq/iSx6hHZ/tAoJ5gJtflqFJ2y4lH2td4bVy+LAyzetQru7VcH4nNi/Mw6ZU0u4ir4mX7sztamz2Xqmxh0DuQ4ZauL9vuzKfKpt8pxi2uPjOo5JFfb0WIMUEqfhLh6YOB2BwsbtQ7VsomLYV52HgxWEyKczDSrWz5hJRucVFVhczAfTF1a9s7qETq+JcbK3vVx857Y9VSLjnxUV0GrISFWmct9J5SAfAbWLF4eHfBvfgxvfszkYmfTtg6dTIkbedCdw5scGPPKgfIJFcuiNgXhrZhdVWqplxdhxu9tOaUpOOwUOKNwhZGjWYIJ9hjCeg1ey43hOCox1piONQm77PvAaUB1uT/C3dH8YW/vXwsI/YnfIzL8YS9B1SPBz6rs/skOew9gyNX6fhtfxbHV/FakteVbFJWc/RxNMU0zjTcI8O2gHuDMjre40C6HXdkOPi/UbszUGJIJvr00aG1bA1R+Y2Z8q/L4QyadW5GBYTHTmtfqM0C/jxzanuv4qJVqBRc7kVGmh1vZZXretKJkj9xh/La7raFZOwq5sklMziGnccOBj4zz/c0P0fbTpHY11x7dUGcsDhN+O+eqMaBaSpCU+TiSdVLG0cvNsCcDCKsb1m3d1yJ7mVpKaP1aZ5NoX3MsEfDoAJ1HqbZjh9oJrRcOf54fDdROle+mta0hhLWqPdG8T78t2vjlkqjx3Dv4eS8D0Bdu0A+ML9qdJnp2NP0ylr7uXvkjoX8w6m4ydMIQcjihTFo8j+ein8UAwFiuFYhT2QiCkkFhxBCzbOnn170Qq4wwQS7RmLmXAHFiqy+Ei2wFNTRtA1wtUvVUNs1rrwCVo3CnHrPDrqRKwRr45Ht6Hlw/SSxPeMcvFt52umtVitaiUPsIipnPfHyw+2dPrWxrkZpr0kNg00hU2Fpofas9PLxFQC9pySG+q1aUbtoAPIAWiYLmXjH5xbV5ltAvYzigThwbOv1iGdEwJ0ukVaqDnlv8RcCXXm/DcsQY7J5iK80mulV4dMu0uBZp7u/1V5mGsdQ0jry8V/WzPyTHrWh/XlOL8k9xlh+XSmy3gc1NPxbH99H1EzFMXIh43uC0xUYis6cOLLG5Vw7e2FmjRiQRLoEQD/4lj9yUATF63+RF0ObJxt/OK6bs0kux6RcwncqjYO3hyg3Wy33GGQpAONcSuuBEhmj9cPAOAAbfUZv7wGCkhpmmMeMcCO/R5r7PEEalk66sEG2qdDKjs5Uz3BoU5o3QPbcR2YqGlncJ5VAbq2EGrhU5UvGU7KRdNdscHopluoYcrvkh0pzJSaO96Ts4r8Lh194wo1qrChm8nGNXa1bBk/J/NVED6Nc38qo9en8/RCOsQ3I3quTUIeXjx8h1SESlqvTNIh7wZwcddbuj/87fNmyAy6tHF3B3GMOcVh3kK4fYHchlUAbc95IN8+AjNIyAILlTA5iolTOPm6/HArfl5W12rxCbM91UpVy6pVpVmQLfUJA2sXRS3w4YhHTCBXOvEqq1JByTClsmRQX99XSxgjdvSNaOsL0DOy/7Zy+ljEhAlViZM7GJhIXtxvZAXq5nTofS5qBhGQz+jZgzLe5QPmuOdoCb4N9R3qNObWXRAnlj5A+AbRNw9yNGhJPYjrzlWqYvt8pdkLm0XnlnXfGptI2E/CAufaaSWd51Bj3yv2AChDyelSsRlbD1lDgD0sAz2fWjEz6QBbePqqEtdKKqQyBpa9Ft7HFd6fn4vhqCke6cV58k/4hlBu27soCv2Uaf7+HLG5qmmDHLZ9nqRjE+uGAzW+CVms7zZClyyvKwWDyVNkTSkZBvNzt3oUlAyU9I36dBGtHvbsrVq0YLIUQC9uBWTVKs4bBnVD156sVVttnasDfs2NTJ6qHfzmQhdOycbZjWr50PAXJ7Xce/BWQxd3nafHEJu6rxJ+ovmSU+BLpoe25G7XBiBeVMBs8IxDd0sJrWIL0ZsuYFQJu8nkGNij3sTJoYbtRY3e3YBDsLoZaoBzYs2BxbDZjX3jqhBv+Hf/RjWHShlq5imQxm/58Jr4UEsur9w0wRO7xz8tbSG9cPQWdxpmEENYrqHCUB4DGJqXv13eO1oTUnqwW89RiD/3gg9JFgBkAKuYGJ43wpnDHzu0a7GKadR+HceaufnG6mIisPXqSMyqGwDj3ReQ+FWHAzExXQS9w1o+6Bto9Ut0Eq12BKsb+rYyeXpDOXlMtmIUAWsaUDr339jQ2QdNAYnj07kfdBcZWIFkstFV1yTxfgVqCE6274si5TzQxuWCKSXXRRXSLTbq9fYTG0efS3IQzsvRBSsEa5PRjrq3zlxNO+Vi75g8N7zfN6bdoXMYcj9lwWRKyI8TDl03h/WqTy/2Lz72PBXHEkMx2bqcCxdLVYg5tqzRK/265XyubOZavkZcpaznrC+yg8ZOMwR+3FtqDloTyrIQbfq6s08/V3O55YnkQwBZVqGe6AcCJQP0WZ6o9rn1tvDYSLtpZQMOTLrCqkb2LjVqz966fVnVLl6fk8VTrPHDC6Xw85wuXL/Ljkpwh8CdzP23tnQuwD6vw4vgY5ehTwa1sh/Y9j12D/ZxQ06CZ/KscxHlxUgODFKfM8Hdg4JENHoIKCOKr0fnrmyNW6IKN75YhZoD21CfDVKheTKkVPoSuEopDC2k+vj71IYhxr/Z8KlSbPuIllv4/U22dpmd0uq/RgzdQ0ldH4RPxoCfJ1VSMd3X1LOwayxp5GE6eqX/dyq9sqRtPcTtqGOOF4zsJUNF5+HJArSIUDJ+crSySskwWKvtOyZLjToO23pKxqjzLwQHzbJQyxe43z1mCgagvTlTu3nvF0ZcDGB3J4Jr4UasX2S3po06AdNNPLhjuFWLqwNw7Gfvbd3k5+5TSUU6JSN5jXXYM0fwZfowPXhlqrWvD6ZvjNHCpPSXuyX8vLX71NVB3GZOIMr2cdFLS6XsZoW1bGuuA9fu6wSqHU19foXOQWXu1/z48lQEDa6aYn56aE3vHU6GmvGwa0xzOa3L5mMf3smf9XkxmbylVE85jT72KeBOr6f5GDufJym9YmzSrSfR2mF13EvE9Qr2tjhorSnLAiaHWIwESgUADptygDN2MwJ4e619faoZggmjmEueqzkPtGxQL021FXpm6bw2gtIRTZ0L6pLBWhZILQNTSezBumnFN42pdSRw8kQt+Th7r5U9UDuAE8kXyJzl+F5suc5nLiQ3TKlhmKje9/SK087l3sjQw10b9EF71NvS+4VD9XTYPpqO7Z/vr4WuBvib8QRqZUderHhuaQjZNgMPhnbrGEILGP88BdfmFuxQjz90k7RU7rJ62DQjz+evhRpwvvTmdFEmc2d8/FIaAeXeIfe+6de5SnlnzYpt/9dboWXTuELCtvDbX4GZt31U/txhloikZGs6/rH0tu1n0qUJWEPEOZchMVEER47JVAA7AFnVUgVvXaGqvLL4itlaWcEqC55g/siADn5f9ktFmIXasCNdxHn/nQ2dv2+d0moGNWmOa9pOTFJhisqka7p+gnKooucjpx6740ppXdo2iiLbY+/xnXOwJec2uJ+8Q//T/Q607yiOTDrZ9PmfY+bZ6ya2W09DjgHLvOFpTq80GdCao9XlaJ6pFK8mOW08lx+TfW4qbl8acYx2tIxTLTyOwQaxUHI1D/hxfvLvkfuGlL026733UHz0ObtbQnPinDjXa32pnplLelSyqOGrnekXADLAGO59xdZ9G1jFYFETQHml7gjsRikYbFS94PAX97ZCrxzdkm2SeOJ1K9cxoQoHX0AdaPyyP6tV0Bf7d+bdQQFh8hTUzX2mYs7f1U2350qJL4uw2WOsifXDbFuTWdAA/W1Gy8hs/Bzk6CGAQyGxUkKmENaEp/sDG+i0I548PTqvKNUPU8/YVykNWwDoniYxE8+XNFd//3BiM2lDTAem858dPh9eGXt+DnL1lMp4rnLpxk/l5pjCbuBQOFrkxE1eO34YwJ02pbFvNhbfJW0HbfFhCRzoMhi7/UxPNEXw5eC6xWkYWTmHHD21kMnTy8ut8OTQ6oWLZ60edu/i5dGFBfhjhyRo/LCewRfarJ0jMtm4w8goABtyoGOBVcz5h5qunbGU0g5+kHx1P9wKJ5aKdIxJIs4YrYZL+f0jOfLg0JKN28Q3S6aXxdHMThkeBobbZnSQi8boQiUXLq8pzk9sLife3y190PTX4Vdvxot88gBmyCQgmO9nh9A4nl5GzaC8hGmHS48gfvxYTX6h3LuOUUnxs7uLlIuZftb64bJ/6IoSdkjheRom/hL7JXxK60cC7JAFfKs38OrInHh93QgYQ9uGzTnAXnyv8wEf69DUZQKi0tWqRlastrRlgD+6vRATx/W52+i6NmIhg3CwkRfNn7l5+JKRSdojNX+E35oHb27o7E5TBq1AOqXUpFUtlnQGP1RnQxpf8X0kQW8KabpHriTRiIKSfAQyVtH8zdCVQq67CeMY02A1TFr4fccWakowVz05RQvcdVpoyopj1xofv/EB2vhEan0d8qOGkmYXP9d3f1UC+PN0vdxvivLSXxnmIhxTxc/Z7DM5bTz8G8Z0FYnWGEq96hMa6iyHUFbK4tNr56Y7U9IyBi10Qc5z4iNA+AUoFCxEWt4wMum5huZtlWsX17sM/DBtPH6iUsddDMKYXQZHjtWkAPOaJ0VrbKi9dnbxoHpa3Wxj6ezXYQ4JE8uq0hWsy+s1Xd5b04N3WjF3DLfIy9fjGGRLlT28632OW5Op9h1A5uIK4nlY3yBB3GIOwoGFtYPL6bU8HGSsPKxxO135h4P5hjRscO3aGTSC6Wo/pY2nWmG5wtvMr8OCuR2tS6leZ0a08OSjBk+GqojN5CAOnQtlMlfTs3JlnWOlMjbaiJ+ZL5MLf0LnTvbQ3zWW0kjrsERqmF5cgvCQ2pjhKvuHJQu4FxAvjfCnzjx4e67c+skzDNisfa/XRigWAD14dUyQiva9IFm9iu3t4LIX3wh+X8RCZqE+aXQnJhL+Hp4fZYHSsU6uXnwIjb1hgG+SfThVhqCa2veGqJc0j3CLIFOADF97x5R22u0zOKvN3T5dDkco1KTzj9mZ1wYNxgQVfPCC4zk/5u+7TBYqDWFs3tvnLSjsSAd1OLGDf8t5yikN6VNxfCOKQvZKCaBN8G+YWimuXHrTeTFRTmw2zFwZs1CJ79lSP3gwabPXHlJiMwWpb2CC+GiwnRZo4KBfsNfp+rJhjdrQ8ZNLOmLNfX1fbdsB/KBXsKEHNHJ4dUQet6dKtVQC9Kp9i408HIbxcXRdkUQonmPdiBsdxvn7Dd17c9PZwssQP/vCJvrth8IStvXgbSIA7zVZU66sMwt3Kpj1gXxWbCFMeO47gIBaubr08NKvfQo20Mi9yQ4VDOUoE6iXFdkCKKfRljTCnCb+cMA8heFhzgxN2YyXJNTV58FsPvah46vQKw7RdJ52IXZK9+dWBbtHTxOa/dkr9txxl9rLw/SKGaa9LyZbZ1DWMmuxAd3xiGSBiU2Auexvyg24YqCHJg6NfOM38FhZ2jLvDjNGMXc0JBY18HsuppGtrjqViVMuamzIIdvjWeXu8Xt1TbX70ztbuv+jdbdtX2tjLxNaGlQEpU7DTxYptYHCc4hhVtoR5IDbBAG7TmcqTs/h2+xdmhxKhD9NAATBSORQAOljX2wZ2E+p+IIlrjeMKQfkhxN9+ZD2KNuCmBFOtwz10/nOoVYVxFsqOyqOJIYp7AbkhuYpx6NpxvoVhfu8hF5PZ0V2APHRtxSv3XjYsguwd+5FTHBOgoyyiOlRyeLGi0tZVQoaxTDdAkdfSP7ig60A/NEN5c9Bn2AidQXNfGPFrwzoFVAta9AxtRHXA6Bu1OadpGOAP/ajW2pOiR2UHryzFa6+/zQxz9eptdYm85z5QjkUJ95ruS4L7trAtDJ9yAR5sDFI5FY0lhvbEHL8v31HY8rPPKRyqNwEalwnh3rMVYf0s/OWAcGha9r0mTBsLm/+6jTA9rHmYta/NvllM/miQQwpUNlsqrvILuFtsPbLe0tN6wJGyzZXgA/hY+dKeBjm0QFlnC4NPqatKP+Bg2tndJlrOg9NFifPVOLQS/zGQECTwFHkxiEcjCWxp+oGC5iktYsPGtzTPVL5N99b3IS2b9zOSbVEg4nTI0yc3t+KK4Gzd9tucVKZ3eztmA+qgQ/SyVzLtNfRHBiH54OFQLZYOW0xnzGw+O3p7COqCF76clBHaLKjUpMCef9vfO2wkprdhZtEmNFnUrgflm/8zPSVlCIca6GxrX+qvOTSn1d6ZcVgvhS3Zmz7+1GY1OTwAB86VIG6EW9f8QeZ/KhAvE874H1dJzirXSZhLmDj/gjRfQHzxcsPdBETzB2R8Llsu+fNG1vR2uGfHWDebtUJ2PKmc0tw1orvGZk4beByoJZdlFZH6hgMe50+eHtDlw+o+4AmM5wbgOEV3z/Xu+Y58biwuyaZbj83tUEHTdX/GKioq8MpDLkwh9TEffR2Snvsw6Ksjk8rWqzHgfHq+evLf2ieFxN2/u7Ul7Az4Tp/J8zPMIxJ0irF4vMRjyKmasbhpQjmHrNN8m33zkz8tn0J6q82HAG4ANb7dLH9N+/mjKylltIv8XBAceBLpg7PdkzTt+vMY6fNo1udClnAOVjDE6lVbWViFD5hsA9qLc68jCxKAqcOc0gUOCZBZX/UWsMiDFaaygrXpXLr0Njxcqfvqw27+IQnv5rRVYKH3Hm5+hFdyC9mMtlxfM7scEzs1FmqkBzw/ceqftqmot9J52oCLW1xaRywHzaPqd7moSVd+BM/Mx1rHN+UNu5/58bSJvO8ITP6hdOUbBRTrvvo7x9GSqs4UzqtW6+RqxhXSZ/CEasfdbou2avnfpGho1yjuSJBdW0kvsR0CWWVr8RXzW9Y92u6kkTZylUpF2hdbYNe7uHL4uKeuvVd3lrQFnbr2O2oVh8z0NLXZ4247YU1jbeIgbkjtHTbqgWM+Ijhv6Bg4DES/Pr9tzZiEw/KJ9Zr9wP20mpMMzd85tkpc8Mk+OCa9ynjk+q/WybxA3zTdDQyd24m2iVqEKGLK7i8ZAVDFioFmtcuYgf/5rVxoqm1punVElyGT9nRWMIvZjN3Sk/a4uiiD1HKQbGO0nyxI5HIG1mXgxC8x4opc8lk7wxHJ2EUNdatwAcV/z3h4xYriQs+v7lqJFOs69ExwNM3Dutj1ZXoqJoVYLxSaugeh9vwvYYff7Ct6MI2hG2YTxtcV8sYuzWZHFpdz5K8n9BMVaK/7aqMj2lNPkzkBpsyPrCYlnmEljKQBbT0xQ3dKQm/wbUv+dyKlm51klXoGBIHYCvnSAwuB7AQqXK9HvY5hUP2NfPrD95tmI7Z7lZ7J2RsYjMCPTusqoc0Nww1Cz3dHwR3FeOyETayYqW1BeQeSDhORoVQnn3Gg0EMcecRrkOYC2wxFtkZKaXhpvLc7/LjCYRdzA6HKefHBvM7q3Hx5nM5MTZQeE2ipOyRWBePPOtH2f6O/ovFh0cLSy8dbelZPm4scBAfLd3kebgVT7JdNw1hzaJYN7utFlvpb3Rle59NtZwznTZUdfW6ant6BnLRAuAN3WNAX/NfrLG8z0B/r6noDl/7If/+gJ9pWue2RDRn05VRa4JRwgyxacGEf0vPZLbY7CLrOlueq3zUnDv8rS+Wlex3Crt1WZl6pMAOl7xi427VJTDcBYCOsViUdFKLRQysZLAKFdTLxYdr8cMOmmdsSf+gABM8HtVIBz1mJs7wxh7itfI4TTP83YXf/2PFHVOSZCk8TWvipSdLNAQEe6Ae3zdRPPGcxLQ2PtRnczkZmrGNfy07Epu/M3wvU4wh3iiCEm18jLOPOyEqhpsjOW62A0GbpJcZfdnwZEfJ1QY02RMG7JvLNQN4Q5+7vqbnGMhvLRu6zeB+rW5lol9MnG3Vp2/U7LlifgMmitblv3WgHu9x4bTrzji9cuENtpKI34nTwKZvx3z+hKdOZDENfui2m7J4kv/eZdy8yx3Bm8wUfJc1/ncY7B/wzQetqxsZTO3aXkjRhHTsDntCZCWIF/zIJbwjPiJghyxkow4eSq2ZngEdA8AGeIszMAZwTJSKi4FjdekrPDv/XTFVs1hVQsOsuQRP39nKdnhCw0z4WO+gItczWor5QM/H0URl3rP8/cM2OjNX+waZilSUmKXIDiv1x5wXzOnDud/BEy6vFTT2Bybyzd4Dr52ljWvYqRza6O88iUdHEVA4JEy18DhcKVaTzdOgX6ds/7uTZOdbRHvNhEvr/L5pBr+kpNzQTwDaaEkdM4g/u9zSazc29JXbp3R7yRo631gaDadZsX6IQH52xHeHvUIGsG870PeA2tcY9/1AxbR+ZNC7i+6+rLcSs64TiOpjGykUHnSXHOZpxpynuXf4Av/9O4xjm7YlZpHpQ773hwB8fuw9BvxLpNGY5MP26UYb6cwF9Yn2jqgv2w0n+z8z92c/2y3ZfRi21n7fc74z9Om5SbbYzW5OIiUO5iSRFEepKVoiTTGiQimmBSFxnOkidhAgF74wDDhAkJtcBMiV8xckyEUSIEACJAgMJAYyOHEMSY4iK7YMSRybQ3ef4RvevfzsXbVq/dZQ+9nP+33ntOrD9z57165atWr6rbVXrar9QB9luN8q8/wb6+7C+Po79zuYbx+j3sB891u/gPzSP7Sxcdk2JLWvLT08NFB/96KtP3u/j9IwC27GSO6NiosxLxEkq+B5MYlv5rIuyxdDk9tJpslkllkmPoybaZqJly5Q3riYYpbLoPcnX3gwP9LCOcVeC0JzLpeRQp9OhdMQOh6ajzia8cYFN7cOPwPnQNtpD8bpuf6+WipV7WOtop47Qp95c6UvfuwD+tJbz7pm/vyi021q9tI9VZaxtmntsQw6pJowWYXVBLNp2vuprnt9FaSBP2lpjDva1+32JkMgl92QQxJWfzfBMdRtTb+VtwZ+LjzeX+LeuUS/c0n3Hc9bmdtXQX/7Ymb+Dy/mpU3D/+1Loe9JP0hQXxse0/7X4OOCrV+nj9ZTZgv326aj55da7yc+Xir49BuyA/e+aPpc2kakJw0BlgsIvvmp1+jhxbovrn79t59fBEE7kiAO6AQ9VxogSUldoNBbOhccrMCYKsOrwfQpzaNv6CIcHYejV5VjzTyCVXhBGjxuwH73vIbQcxxeB04qU6i+1hCR8WhAapDU7q6f72+CoHrzONfVt8xrKQR4AzUahJxHxq6kyiPBuyg/lW5X+xkqfSPgZv/+7k+9R9//iQ/o+9/+gD7x+sXUqieqDu142dOzIwzgLLOJBGOmSzVt63Le4jbyTm9xQoAGYI9FB3y913YdbxL+hNdF71cy8N/2De34dLE2XOK+dLGMfPlFO/bhTy5x/8nFavEPLo3wdy8Lt8+ol729To23m1cDEu8/fEAfdbh/9o0HevLW0twZtw9X70f93o1xuB0itu0y3cB++zD29n3T7XjebcF0P+ddXQmhkfefqk3kLKC5LHW8+Elr5SG60isLlbdOjBpveP3myKQybwWDKf87TzF7LiEulrnlf/I+726PRLrM+CpEkBQxOuWzEDEgWAoOZ+XVXK1DMGg6/3truOZiiEdBx29xpg54BaHDMrlv2WKdLwratsj5Zz71Ln3pnaf0/R9/Su/cPexa796bs0Gx/zYNnVeANHjezDEItqZBt/m4Uls8BdAl9nSG0Gh2e19Go9neFFZSLX8IoZFfRpl7egFeHqDMZ+2NpFkDNLftjP/kJfInXtzRj9O2weg1+o8uawr/4GI6+YeX8t/byu8sMAKN8nsNW8Sgceur9/npKxsDZ8P9dh7M9vUl/YzesnnGrM3eth018Prm6rgtuG6LE3/wQB989Tm9/7W1NxZbzbUPpyucdeAyaRETMEfcOeYfTnAgKvPnVx7eGM5JpLLdZgpWkWh7C91cHl97inq9aboUrjLox7hYChcAbhtdfIlV/nMNKDfGl2nPNTmklVJqvMqxKOlXAVwFpI3O1zdAf/2BfuAz79L3fvx9+vY3L4ug9y86m+yBfW/4ZrpgncOkppVuZ2dIS2YOEdTmCd9SwAZfNeaq5fS00ssRKjT27o02gB0EqaZdAcy3N4611UfwxW/zm3wAM84oPYet5m9efn/y4Z7+/GW19k8uBf7jC9P/t7sX9J/Jdga779nWPpM5z1Adsjepr60fnJ3aryzcbxr5dozvxslmY+f9Da2ZZV5/s0m9zRPm/a++oG9c/q/PoRYKJMXrZp64UPMQG/PKACgOCPtqQuyWGWme3dy8ej6vxNnqVTCbuDjTRk3F3LX119/Hr17JJHFVuu7U4KtFnXkegZyLNNWzlw34NUc0p2DJ1RvbKyufMrnRFsOdr1B0lvbG/MZrK33hY+/Tn//sBdQ/8f5FQ+/vLd32vZMZi6Kam3ewjcDeCHNSZFS7lqiBj4ZZ+hjibGJB7R409o0/Rpdl4GWU0Tc0Jc85dJUcWrsYDWn1I8ApGdS5GGlLuBf6xIW/H77E/9CLe/rty6vAv3d58/lHF7PNH/WFCNEyqb8YoAAiP662ZN+QD0joozvHXcP9w9rOENk+f7eZZDYj3aax82XR4eEC6u9dFle3A7+eP22Lrhp2+Xow0PMjP2XHc+FC2HOd7SVDpVTUdvGJVL4aGTVaDr9XyN0QfxZj0hrEJWxnsm/Afr1O2hp8kO5cB8mhlu+prId0bgx8kGcAlRxuEnqZUI2QCtR9mr7BJ2a6hNcvAP6nLgui3/fJ9+nHPvONi4b+QHf97VnU7i1GR2m5hnBgqoBunjEMYL//SBjHCqqk5hgOC6hk5UFnKp1FtX1shJU9bztI28gQ0/jGAuq+Birinu1mmadWfnVAIY2YBeZ7N0n1e3UT+PaLuea3Hl6j9y5t/B9eiP+/7p7RP9581mGq7+YXGU2TwrvrU/qogX0L91vjbx/VuH/S7esXs8yL92T/mMZ7f7CdCbPa4KAzg9PXcrzGEkxi4SSsXzacgZoKyI/s4tdLOqXzl7ln8Y/FkuZhRBkpQ9TlTZPe3I/v1Vl3ZOf200IS8aN6yiR+VsrL4ShOKjx7ivWeJLMrk+vH8qDl9991kuaaycmfhU+7Fv/aRVv/vouG/he/9Y/pi2897aCtXV4pEVlrVsAz23mnETR2gbQVp+zqovnFCYG4SUk6MY50BUAWeQWA2Mf2vki6QBsbzRG5Ie5TEALEIL76UQYj4Ddk9U3UdHxfU6a3LmX/Bbqjn3zx2sUu/4L+z8sz+v8vL/ZNUrscuruU8lBMvp2lj95TZgv328akzb1xM8dsJzy++/sv9sXSDza7+gudEMaw72yZxMc46zB5hYDuy6jvj2LrRxhRMco3pZ7x9zKAVnkEhRejMVaHVnH5vXu+fSaPQ6G4kJp1HCVH5ZPrQJVp1PeHeTkA9oGWFBAqVvXRoRJKGj+rm7xMgbRjOn3uzWf0I9/6dfqJT3+DPvnaw77VXwt1wK4KUy9y6aYDZ07p/zEOXR7HOppkW7XiqJqvpNvGzZ4fBAh4xuykVjDbDJqtLIGyTAFUniSkI7PXr2Qa/+a7/owHAe9nTw7Ym2BAANdxz5Qnkwf7bS/Vn5XX6Xsv2vz/b32g/+cF5P8uP6fnG8jfQWOpQOFNc39G34xw/8bHtkO/aD8J8r2vbqD+YEqdG8nFUIXZlSbadVy8GmYTqiI5f62+dYLdxiSC9KwkORnnnke++TBxH05o7OvZ+ozfzix68/2++EQ4ldr0O7P551V5Op3Oz/4aJ/0WEPAH+tDLl5v4IATsWZrHlbr3BVRku9/Mo991saH/+Oe+Rj9yAfUndx3Idi22HeDnxPCwr5ONAwRxTbOnW5zTw+I05UaTyddThX8zvajH/M5pB3YEZemA255r2ToOne86mlPwF81BWu9ewjjKYAsI7M8ZPrLtd15I0sqPJpNurJI+nypgu7xJXf7/wAXNf+DhdfpPLgb+f+/uKf295XnboUv2xvXiYqt/X75Jmvv2cert60gffL2dK6MBp3uT0lBJDr8vGdK0CKOrmjbmA32QKFGY6db8qJz4PF6fDelrNlWB+1iDB+OZDVqdPKq1YJK7F7ybYrYNcjaH/CA/t+3oKM3jB4Ncy6qbfpDla2h7RK7/HmnhEeAsze0F2lzKFcX4TSv/to8/pZ///B/TD37yXXpzad8bwpME2e3WtgZR7XcsoGIhK4eJwgbsQ0PufAgusBIN15luEmFZvCkH6+HMQO2/2xA1+oztP9RDKNv7lYba+U1jB1rbrv4H40T6X+9ZpDtrcVEVB5TysNIQIimtz9MMPQt9zwXqv3TR5P/j9QX9H5f36D+/mG2kvy5/cNHaX+wr2PSRh/s/+E+f7t9DFZhA2hwgzD/UEOdrmj8O6KRMUoczqc5VTm6ML9NW2jhHel2bltnGHS4bSkIb6f1yAfY3voGvyXV5RyEP8MeHIyBHc0tTZoPgfYz0rMrpv0cLt6/yY8rTjTDc2v9irqUvXxZIf/kLf0jf9c77+wLpVvVV/E5dtbGPzBrGW1rhXTIA13zG2x0KBcvv1lVYwXkZZawqRAZ4gzgMNv4B7D0OBRIPhdGkC6MloAuUUYdeqgP27f75prSAIADuVGAYcFs+jzpM/u0gCvfwJkLk2mnLsR1388Py2sVc80n6j/kZ/W/vvk5/dKnDe/SMsqP8RxPu97Ngdo8V1OJePpSCQa5VUW6K9g+5uOfDlGeKeaw2vrmTlrbxkUa1MNQIjoLVT6YVsbeA7Wr7gtJbO7BjCkk5/EB+NeGqNj4SgoCCCxkRL8+ZU1Rc/Kuu9TEPW4ij9FvfeUa/8Kf+kH74oqm/db+CFoupuYOfvnGRgaiYxuv6UZ87H/MOfKhBD02ene1bbfgMgL0ObxcFbwR2CsDOrqxhOx88Yx3IddDwfhEaHkBDOUGJ/HTbcNUFj6aj2MZMHgsQ50y7l9E6+gzTK7D7Qe3FQ6Oz+cv/mLxB335ZeP0/8Lv0v+Pfp28GsG/h/kP/cIbhTZ5ko3XOTLKZOs+T+JyLi7hZ2luCrsODQhGAHSfkSFJyZe10wA0TJYLIz6U97y+Dfv/26ao05288LwNxp0F8aGj00qHqU3w279+PDsx9uf0vm5fYp954Rj//7X9MP/Mtf7Kff96SALAGkwuLB3o7f8c+dCJxcg2wVS2b/PEIOuZEgXpxPOsJkNRNFFuofdkJhIhuUiK/+QiA3cDYQN+9CXRQ57GW0ISUq9+2QWmcoKvtKnnR1o0QA3ITBdA/U1OMb5cG/X29waWRcf2tl/i/LZ+iH7m8ffxPL4z+ffqa0fyIsJ5/5tP/m6sjfgar5/LcMqFm+g2XT89QuhZ3lU4leBSB+3WbCPNyxrOjY5Cj7X1K7TjsGvuLdib78gCaGT2u/o52wT42RUs0qceHhKu2KTHqXj7+mxHcmezbIFi2I3VX+qHPfp3+2pf+gN5eBBY3Edi3i2KH5gBsfKagSUbHadEI7LChCZ7bTlEUJmYSEYgb+YmsXPSM6cC94KLojtZL562PR6jvEDbSvsHMbhNWW0AVtalvaXeXR2szW9HgALhE5svO8B/qShaWdoQaPJeQx7T0LASYDOAXNxo/uIzS/zn9Z/S/on9Cz/ij28x0Ctw1jP4XmNTI582eKVV6vpqDJ/Fn4s6EOdDOiIeEerudqIaArhtTTp1C+Tju96N7313osaeLlgAukzTy2Ba+woOWW8TLNM83D8T38otPten80DH7pY+/R7/6pa/S977zHpy/IqbVrgY4AqDtAEsArInGAqcVyl0TJhMSHXA9sBP5w7kMxETX/zrArwDse/LOT3kuO3E6WmBPuzYvH+O/1wrfBFbT7lFI7Jsn9ZjezSvmGQiEoYPLBHBB8JhvUO8TO+1yAa3e8hsdb48/LgfpW9lE/5+L9v7v8N+n3969Z+RDx3j+Cxu4O4C+hmmSFevTYTZtzzz1aWb3N3FzBcSdIBGePSnyneHqcZyjQMUtz1u4uxHY4c0/nSvuy3x1wCnhF6dFBO+XKXemyb9MwLbPYJ7HhMZs2vqvfPn36Kc+97V9sXTpADw24agEENtctOdfAUiimaaDYGiwriE37bGlZbdJaZhfOg0TDHCIlxjA6u5TExbAr9uk1PLmM2O65t1pDlaFbaF1CIl+fO+g0xdQldaLDuyrstoExOI2JEFd3OhaoIc8ADvhCc+NFlrncSGYKYM7OTHgBcaya/H/Lv2jixb/Ty/VKY7TfYXhHjVxzxwWGVW3itQZLfx4okUezpZyS3CAURQ4BoCYgr13rH4lXkKGG0p++QBbxMOTBux8DOwBC+rjaYVEXp1SEQV21AsioL+qwG4C3xYQxEfwjhtliZi/adVE3/eZb9C/dDHBfOGtDzrQKV8B2Cm4G8vk6DVoODdHh5nDgL1p0TaeBegYsLMxrXRQ4xYGQIytyb0mMgRCOgxs1M/yDq1f2QWBo7wNez+uV202dnhTIKrbyK5Ra6/xhct82obGb/uLxxV4+tYWfMAT0ZMLjf82fQ99P32C/ify/6Wvb5XCSfGqJh71D1bt7R9esc9NOAcV06d8Ind1f0u4bdNPuAYzCYeLsWXjFHO31+BaG7m0YoOqzUvZX5lf2/3YAVxsrO2/LFBOn2hBkXLMvOz4qgDbjuKN2u2HAe0WDodBoXvI9aPja1rU27kfJPX6stKvf9fv0U9/6x+3glYwCYwG4q5Ne+3PbOmLASdh/wfbt8B/8sfkMtAc1RQUKKqNCrjftlNgF6A/XP/URXHQM3PL4jreFnDbkGPHlz5vm576jlFtk86PHRJ2ybMdh/4AwoHAnZMwcPGfnIAyDI07VSldq7GH3dtBBHZMizz5NLoM+/rl+pfp2+hH6ZP0b9J/RH9fvkZOm3xF4b5GrQq0q7g5M2eA/WWndRs0AZGkYoD9bkamo8R1OTHCtgPeHFrdveUupXGPKsHZyr/vO09HfL/k1dLBfPOA8ApCbIKZdUcB5JvmsVL0U2Unv0onRoAg7XhMn3vjKf2t7/4d+q6PfUDoorfnR2Cn4ldUACOwm4lkEXt7c3mR5hgEKjzatQkNIretSvBsdX8cAFGos/iyhnYvmJZ7PfC89q7ZO6IqDWl8YGPp9OXB6sL78b2+A9HnBWOva+wc0rrKEQU7uW2G8mXk2Yvp+oAAqkSwG7iHz9Fb9D+kH74stv4j+t/T79ArfWUm1dwdC8pcDNeB/OjZY6a0s4nLFbYkFGo2FfsZzIjFccUtFifzMh/VEXmfnH6a7Gzo+xb30x2fvF/zKOmCHtcJlEXf6p75wf9NX9jc/hS7xnNfh4d8heakz9V1j7tu95Pf9kf0K1/4fXrnXp9TMEF0ItI1UmoMmx1dIQW1kRYW563SQVa8xjtASYXAarUw23kQCuDRsva5wXCeuqX1ZTWXx7AoKrDxicjXwb15do0daKZNSlv8BuzPIlhXMzN6yizKtctruXma122uoiWUxUCrPRdHxRZfVTTkPEpH6E9dAP7fugD85+hN+l/SP6anm1vQKwL4ewJGfCU8G9dCBICXAvOqYC9+2599/GtXKZgDmkfGPd5XHJTFHaf05AUukl6AE+WRQTX2159vx/ZS8mR5lWFNZQMPPfCrGomhnFupSgf0QxCfBcO2+tnVwi+C9rLo8de/+3cvi6Z/Yp4XQuViJIJL1KC3sC+zATM1nchkLtML9gU2QUELD5u2gdSxLzv5cpzgagJgqYSTPuduS9cjERTY17Ynw60pvFja4YWjjrRvDuRiHtlCJ8Z7bFMB0o1QLq2Ma4vPZp8llQucJTrYt0wVZtibxX+H/jR9id6m/xH/3YuADV52jwz3NaM+zPBDbkjr0sxeP4JkULBn1+iQmDGLeBoVJzKJf0Tgo/jhaXAQ9rEvTupveQ+3vXft7o2n7StKLwvsY24dppGXev6YkIQiRiyPBHClFQs60thnnagzsqnI9Lm3n9Fvfe9vNzPMCgBGXvSppr6Ohgd/9UE65qFBJ7s89l8yMB6bh9gEx3CDVOaln10uQEv5S8BO3WTiBYjPh03TQR2c/PUj2DtP6A5Z8ae0HrajBWS4R455IthGDaazt0wF3DbHJIH0lmIh3wuVxp7LsF72mii+QeQhxiWNv0pfpHfkNfof09+jP5L+zdWXAPl7HadVkPD7mDDdBFQUhJ1gv0ccXgOXlwMezD1to5n7xD7TDjqGY1lXQJ2b1vLkgwbst1TtDIgrDx+GieW4B+v0oIweeKhcoYGBwy8ZeLN+slGu1Hc4l/Oo1Offfkr/jT/zT+izTx660sJuMXMAlpjgN+bETDMD7C1uWCVdHpUpTAR2d7eAuj1q6j+hADEwEbf5yY7vpSBEUIC0++EXvgZg74DOQXo6weXSNv63Q3RH/fXNAD+4YZwQmmMMK3CTkvGIrojYeDVYM3lBsAwEokL7J3jGE9AnQmFSheyuuf39uctC6xsXnfvfpP+A3qNHblZRyj/96f81DLXbQ9LCrdX9fWqkQ6p7x9sYO5nnQw5nzSpHW/2vZLQQ2nQbJtvJjtsC6lUyTOXr+zfbHh6D4tnLeKikMKF1FbhPl9gB6zImf/Lzf0i/9h2bff2BnF1ITJsTRCJBZSDvQN0+L422bvVld4BbauwtDo/vHRuYVj/vsj2c+5uEHXC74jgfH5zufHXf++jy2FwXmbwpxoQSmm3G9aZzb6aYB2ij7XrbqPTC2qlp5wq+JqCaxu4/wOGDblJahuOkaemozOD9EgCZw/8W5wUKkRcQ7XqYpwjbUMgv2nLnFIUL0X9K79J/n//v9LvyHhRzBgeh9jr2zg799vkv+5eeR/zmqnEweBTTz4tJU1UzsAtyfBv351PqxPT/zwqnW9qzKDaNmbsLsbffbccKxDJU4cH/TSHN/74ZQZbw/y78x/l4jUUhU/p0rvT/u4kr2KnaJ9jkFQE7NWCi1j1f+eJX6Te+83casO/BQMu7HyoMMEyOZfC378Dsk5zFd3yys7vhbsDeKBroj12bkE75YeCpAXvT4pf+3AH7OC9mIdPC2Wvnvb7xDdZ9+g556yaefcerO+Gxs7Utnj54YOcA7ETqmohlLtBEff52IGWSANZ6tZBfMOUS2Lkox8S3n7AyKKMAYPeUgL7um3VNern/LnrnYp75icuC69uuv28J/FOguWM4+mwbcEHXC82vRL4BZ3mupzoO1qCHVZBzWjiHDno0gFfhgIXtLPbtZMcjfPpmauTJlGPz0t+fIzZwYA/XdAGiVwfcs7CrsjbU7y7q0K9++ffpF7/tD9uBX13KTD8SPaSRgY4+r47CHbb64RkDo3eThO50OgBcIveWwMml0QBWK7N27V41PAdqyc4u3RQDfCqwr2gz7+W582ake8YQ6ZvIzt9WhsrGLf3z/rvFcagbmQ1fY9ETJXaaX8xcSnA3zZ5IAdmEQqQdr+03ChMVG95rBgWB3XvBFTdBMf3jiwb/b9C/T79HHxDdeHTwMrQbMi3HHTHQSm6dL0Fx3p/JFHkEHkuId4TTf5+qSl3d+7T9DUAnllDSxOUG5NkWOtv/4ZL7+MCUx06ozeZi9vpToTe+oZqnTP991EHXy/bjQu4uIBG18TuqN0lVtPD/Ql4jD+3kxuir1MiPwqp4eFnIvnugv/ndv01f+fxX+0mOCuxEpikHYNdLaml0PlTAToMOauxstFYDIhrgBSYSyO9t7H7eyr5JiQr/dKtzXEBlgR2bHdhVwLQ4FTbsPi7SXBsB2KV5xlA4l33fffqcB9iP5Y1RX1933/N4Z7tIzTcGynHXBr5ajp9PPo2ngaBMoAKi9s+h5JzW1wHjWnt/6aLB/1v04/TZiyX+1qm+UCWc3Luv/d/dkEr7t3To078DWqFdZiB+PtRNpRx4ADcNBTunlbvCf+RHwrPVanF74IP/xjHVbbHS6x8wvf5e267+zYBwLDGZU9RODgB8GswhrYBZpbKVf+RAPgqG371+l7en117Qb37P79BPfsvXaNhph0cILKACsO/NsWqcVdA2EtEA5Aa6Bg/eMwZdhExAlF4mZBue9F5BVUERvdBMiBAoQwDOgsf3or28gbTdo9CicW+ulp6f/TCw/lxUY1ceCE0eVAAuCB4i90wgDVNoh0DDl4Mae7TjG10ZoiPPST70jFlGmZjS6CgnhlWKSj9Bn6N/m36MPrntbT1QpmNYbGYSXUUy6RMOkraxYKjFJYifn5hyJsE+2WHwOEEUgzWiKguY0tmqlf6t4TSA5/bQtxqN2U91/AbT/VMCIXkCNR8RYvON/9vOzYtG7sD8oJnLGia63SYObRTBe/z7iMBcildK9xZLTcC/fVns+Fe+75/Rn/vs1+wFHzRW/ehK1Nhtc5rt1BzHP+i865r/6GVhX/ddy5XQ8AuVx/cO7Z7dEESXx/ElpmKTUvM1B+BUzX68/SJy41tH5z8Ce/dll1WFQTMrtQXUjjnbnp1t8fQFEU4eb67AOIu34owHo8IFsMcJ6o0g/hmeLYMlaRoDfXtHoCRs/C/SIJd6HtPK+HH6FvrX6YfpNTq/rbptYgpc1XpiZp0ehYTHAZshz+8Mcgp/UWYeabunBAjTdQZTpjPBtJyRr0/ObcH09cvi+LLShxKSZs30aE+VQXP7c4KGAd+NY2ad03+M2PMARX4RFpxLGtAKPbmsZv/W9/1T+qFPfaObChbymqpN6v3rW7i7UgopSATAbmGHjH6io/l/L729UCLSmLJGL3p5oOBRWjzG2XSTkiB4UtfYQ+PrW4SQG/LorinjD5g+9fkKvbYtnD41vgySEdi1n5c0w9gBoNXcm2LqoDT1Gin6vIuLyXS1RHaUff6Wog1l2Jw2FTrxBMtWv1+iL9Af0zP6d+nvXyzw190k78/PtdsQB8lem4BnQPwobKkf/c3L2Beza5fhJGmlfc1ecUn3+jOi13TN5CWDVHXAOfQy9Kigrek+DG37QHAcVkWCkuIVbssvNgTUOaRpqxeN/clK//L3/rP9Y9XDzNJzoueJoJlFaUpoeAT2SGd/sPjn4kFvFAAau/K/A7uQt7Mj+Ip65MTBLsZf/OAGVMjb/omciWW7Xbt+ySAk4C2h2dnJNH1N84y8QKB4PoteIfBxehp/hSYTAAA4a9reawbTc1FGr7FLJymNaf8rhfET3jNkWj8bx9uOgL9J302/S+/R/4L+EV0L93X04yapr5y/c+mmKCNXqd+S41TIY+l0CacWZOX40aalP7nY1++fXZcBKX+VfrmdjvKSQtE2UfP95yYomO+8Mrndv0LuDSV9fARN2p3O/SXuX7lo7D/4ife8S6HTZAub9w6y5i5H8EwCjbFoGEwkwy3SgTVAzNCKhfy6mPLAxvNI237RM2ZAHJzLroCPRwXrDw+7HLlfhnKlvQ51UwzZuey7x4zFbYun4s5lN/u37x6m/DUle2b59e2lWkDVfOaNMk9XlZPTKD/qxiglHRpl7nN95DVRtgRg9+IXBYgJg3+V/gz9U3mP/i/823QU7l/dDGVXzZ15odRRR2EdqVp1X7l14pqqlxLKY4kFyjWdzQzzxvu829l7wgMaRMMVqsKZG0ObrECjqI7gSts/L0FBXFmLOIqIZFki9lFORWPh5Y3XVvqVL/0+/cAG7EocJaYQlR+wQOIUC/HPTTtGn9E+ldcIEmaeMWGi9+zm2dDoIW+LE/CigYYQBBah4dEiFBaHubtHGfzgAupIuy7OFJM+uEF9AXVYFZa2lUUUQQTqjhoy1ok8z9Rg9jitFwI+HYK9L5NHOUiHII9QFjjYpqy1hLyY36flRMcwVfO+fbG8/+v0Q/sGp3/If0KzsOQGwP/+FUffpqq5XrkaxooWucJ/i300sPPB/1ReLts4yPXx/+viG7X4L5e0gfpbl4XT7eMaaC9MtJynCntvlZMhL25Sw4s78l2EeT6CBc0q7AuZa/vv4nDRtePMerYN+EwiGW3x69/5e/SXPv9Hm58wdFprOPPvprCAKru26jSt7mkywEF8Y6OAGCChdnZBcAYzgtCAgOjy2DRuAGxZhvckujJaWupHQ/Oon8bjlODxTEJ+EFT7pGW7Ftr94scpj31Vfl883Vwe9ctL2k7aB2T8eHOM90lHM1P2UkHM8aC/0BLSoXnGgN2eRPPL0qnUgypr3cpBaHviaU7jOQs6Ddvmpv8B/Qi9cbDAej9nbguSnsnolOOgL0BSyLz67pGBj7k4G+amokjxcXXQAXR3GfBvvNe0dlMG2VwDHxGicpgKxrT/HGrj5Wmgsil3DXCHdsjWjjTTvm8J2jZrU2S2afKV7/gq/ey3/gl5gKgBeTC1/+KWciI1jUTVQfMN/4o4PXDBcftdxXaf9jQNEJdQee5CQOPt+F4qPGPUl72x3/OuQ2yQavH79cpukOmbE7rtOVs6qSZNju9tH8740PWyDAHOAOAUAFzjFU9iMNs59hf+IkQuLp6GSMngWU0mGaMvCwifxoQFJz4qgYHmGCYplM0o/rbw/fQp+tfk++l/Rn+vnPsTm3snWRhv90FwHQNJNVgfUyQ6QWsPV9OdmeZzjXtOVYq4G8PG+7od00v7wV87jcX/3sZTQR/aZ/gxVwdi3dLmrzJ0UBo8dYDQZy5pUDLBnfx629tM9r/6WMRrV0LDvvznv/0P6a99x+/tetnYGaoAJzLcBx2gaZlD4njNVxSYEIylb4l304PdoubgDYEDPWeGV431MQ/t+s6ESGU+cpuUiHC3qZXTwwb4bMpPa6/oQdM0E9Xata7tgxu9nzdXRz1WYPcqamX4D1OrozIOAIU8u0eRoDXGtBmkVzJ7POrT+hzaIpWVBUArUxxv4kC/9fmdA30iP1F9fdjFYa6lHPPS//4afSf9v+mr9H+V30nZ75PN8FrgDHg3gx3Quin+oLQmdIIEPcmYwF8f92rCZlN/44Pm6ngWzINS5n9j2ry4YfGvMJyWC1IIxX6rXk1qGsIwvh5VFXJWIB2AemClack7LjF918ffp7/15d9rE1VQksA9wX0XCCuaNTpx1SRbNvGblkjPcUHpxXCOi/JLtoN0DOVu2thbd3H50eVxVXu8mE1+NEplV5WlmaDIQNzePDZz00IIT1rO3sf6BqDChBjOZVdg53a0wGg/hMmebsTET99FoLb2ZcrA7seoLmTe9WczYMfyjSONF0izJJWVA82ll7lAfiIvGDBPOL6DyNXXl4WhbbHczDL/vYv9/R/SH9Pvyfs9Gyv12IDzUNmPXwo+ePIfStxLlVgal/Z9dy/X6nHdLn42SHGvc237qMb2GTz3mb8JjWgTHwdiKWJoWvGbf24KZ0HyIOsoV+C+28nH8RX9cbSNj3Yo+LhpLUEV2NBjoz/PtFHn4cufeJf+zvf+U3ptYBgCedNEl94x66i3jTv977bgb3H7TGagYz7mxnAFtkz2YWqyBcn9v5Bzs6QgJHrcItGI0QF79Q0oO08yeESeBLV7wsFJoW4tfTPrhEVCPStm5cGuQXSja+fA5IXOaHduzbAM7/EY0E6vkO1HCIe/OtmiEGnxAnTzYWC5jZFbSek9sKP2nzX0vN5p157q9rm+/xb9WYomlXCeu5wHN59xHvgaEUzkS0aN4zqG8YS6nKtPmftcBWMXbBPz7jKgnzwl84Tp80IHG10BsQhI36wFzrJs1cJZDE963KJnsYR1nvUR3yuNzS/iBYxnZ9I+oRsVgHeWF6GPX2xl/9qf/mf0qdfNVwtBiwXPIpRxjvq+KQU60mzU6vpWeKcQD6HXMjFoAn3y9zPRufNu5hXvB49tYTTwQyBENm94IBzCwiaMx0aezvvQ2IfQYc9rL1vLxDm6A/uDmDfE5v/+AUHdVKOMQNd5Bd703i9qEtl807ho/7Ym8WmFqqN2czA+vMbNoQxdB8B+6YKV/GjkAtgxntL7AB9glpCAONRa/UX6dvo/yT+hf59+d6RctoR4KNZpCOGDePwfGPP/r2VmOgewNr5Vc7Mzbh4beofwtTbxImTzI96+lPTGBx3oujY6PFS6Rp6ovIw2/hJBtW6LKHgBYNh3w3dtXIp1pTUe43s2HHS7EFE8PO1c6FruGt7wen/cXzrrN7/7dy/A/oIU2JSZaDqQCJr9V5/xGl65OzCiZwtTBPYAoOSPerJhsAyeBgfsy2np2xvGrmGKeGBfrSxtz0U/vYfATvYGgsCePm2nwD4WUAnue/4PaNTRq3GxB9EzRsHcr414XbsCvzyAFEKjfZwcULOjgf2qVzqcxaWL4kECl0gBfysgF1eCOKrkntosMKpq6vw36IcvS6xvjLyHC6pl4GsJDmSO+DeHW05lNMpSxFU3jw1toI/GE+r3x1sleW0mmNeeW9yoXptNr4a9lwlCNTCqUOzzn32WanTfHvgKT7fS3l+DxJ1AuEcDr/uZR0seMdw77G9fNPYf//Q3aHTWjk53YJ5orSEVsBEbyGg64A1t3cn2PTT2pnfpwukOuChMOreLqHADoBizvvG+Co+6CQI+9cXcoeO1evojCGQIG4kaOpEDdhmCoqXbAW3tC6hdO9zrs+0+3duf2wFjLGCSiuDH5D1WpNBqFazRnJEHlYKumVC03uq9BwKcvMhA3oTim4Mvk50g4hHT7u0EK19m1NgR01CM4DMMq8vvQZ7pWy7mmf8u/SD9O/If7HHH4P4SQJ5Sih+0NbW4uCBFmscHlHbX0vh7LmJ54Mv2daTXn/E4E6YEq9vk2CsP1aIrmlCRP7XLrpUp8tbABR+PDQI/Y0MXaFlBQ9wX9sbnaIzIBqE/9rmv0U986mtkG4SI4smNtrhKpqEKjymmuOhe2cWDjtLRIcGuLhFo2J4BsFYLugxffoqmFwvoudMArpmaFigfWiwKMeJ+KBoIgbWD1eCvexaND15zM8V0AaBv0+5QsQTOFehru+AMPNqpygM/Kj+aDNDWpkImUgh+7bweKXkjx1muW/WG4TEu11vCr8WvCb8EeFc+f5q+jb6PPkH/4LLAev/qAPw6eM9LsEyPPiPmMGDXQbkVZo/0EMnuYY8Weu0C6pumrnZ1ick+akCPWjDTcCOUoBhswBe35Wuem+zjONIO6nsTqOvxr4m34nUc0BL7c5xAaQz0NQ+mL77zPv3NL/8e3S3sTQk7+JnNe4xLMXdCfNs090MF+n49gC9o8Jpmlw7eD3xmZ5eu3SuFAey7kJHRweUHN1TLJtAwhfzxBdrQ+gYkAHiidPozBHBR/gi+nMTBFCPgNinWTqM1DKRtV4yC8wLAXh0rII6GCkevabd2ttlvdG3jkzeXZWDHMom8YAlCOQS/ILoMyMe8+bpC3CoGUVOGwvHk8ub537wsrv7b9P94/NkyYwAynwL0mVHiZaE8SrN5YKrd8yKQy0FJbdBui6XbQV87QOZiXipEl87jxB7MVSHbB1Gf7GNxq3JNvplXyYMZzU3XOtOacA8oM70iyyfI+T3MqllO246bFvrWaw/0d773t+kTr+suMmnliS6g0gDyRtiUFuc9gm9Cg3mvTTpTjNJCYNd0IDwIyhXBtLwnwE/xbT4jqwMQLIvIrSGQuN2rDtiFU11xcAh5WsYPtQ1g0hcW9Xhil04ArF2tHbgZtGtegSfXQFa5BEHbW4iAUrtuPu9II2vmdZnRm8fXdAGIjZ4v5haJ3J4JAuPcWpQcsAvUZQs/Qp+lX6Uv12fL3GILl4SXZ+TO7SE3NHZZlc6nt2sJjyb8jj8m3zdQ3zT1u4c5jzfjZeQ2gJPTeFWBgnvUvtNwZ5ovbgZGB+9xvoRMrQVv6NEKvOERfgvAlaTtz6HPJmVzYh5ydLPG1rb/le/5Hfr2N9spbXiQV3NV7KAj4osawI5mm1beTgNY1Kz7t1HRnDKAHSe4B3YGoEHw08Vdfw4N7W6ZS3hb0Ot2Po2QHl+w01zZ8UjdG8i9jRDscsVF2y6UtsX3ZWxSUl6Xtknpaa9ff8PaP+4TmtLXjQlHrWnd5OK833v+RU0cNXatPwV6Ma+Vadp1xBusg74FLO7ZWtJXoeZt9H4MS/iNNM2Qo84ifqTHz9BunP0mfY9p7lLNvhNhxuirDjPO3KJlBfXxo8nk7foah1ni4LlX88s+aWjKzO2tl8PwXFElC+pXyVxkF+b3zf1QKrwdHx67FKwTxq79wzHUeU3lWl1vK3tq/rlE/+S3/Qn92Ke+MaZ5izdTh04gjbfnRAoAe+w4gsOEQyu7s1+dZoadQ01YjO7tbaEmGPNgwXqxA/hVwOSR9BUDFgVTRQAD9mXU3dHAVXUFfl1o1QdioDgyPwd+RzsQ8NH0zRrYjRZqpHlDUwy21OqfLiG/B2gHGeF5ZSfPQiLTxGfedh/xJlKf1Qt5stZGQZC9buzZJy8GmvsjLV2Kq3z3MsE385ngG5IoGDRd57XnKM/1b+xiTmVsQL592P61Z+3aFZuz3MS8oDoDtFd0k4z0Z+Wd4SPMOwUUi5PjLpC6n7I8NVSWozm5xws9Rmgc2+5h0nF3uOc2Ub70iffpb2x2dt1FtZNRjd2mnzeNECg9HdQkeF2ALWyH0aFVA9CO8gDYpaUfY0IaSBEAu7Rmgt2nra9Uy2cip7Hb20GrG/Xyec0CaxSwt5HFm529A4x+yJp6O+lhYEpj2336AMJjaLV4r0zeFcBO6Zqp0ti94QYhD/VarzErKPulVgsKxkQqInB0GTXzLBDgxsNrttE7JSK5QLa2iaPZ7h9G7SwGNUuPhJJ4lmxz92b6jyZoOcYkX0/tAEtcU+JCGFFE5hgUDNqk3zxedtPLSvMvIp0E9gqIcJ4zjMWXOb43BT5+dPuu1i4UOyAydJjY45bmcM3itnC7Z40YUHHffH3589alM//ViznmnfsVGtoWKxnL669L7du1LT9KdNC3yX1gA+zhKgDaDdJqC7YO6McfLL9XgWDBbphfZPCXqz92W1hz6FsGCpst/4rn5xAsDhPh3gZDDaiHxu1fUoJ7B2dC3of2zqUhYopv0QL5CveHAOztd0nAHv9TAEkvMJQOp/IYgJ3IVgMY+CFHU9x11NczsGvqAiXIxIflBrgYedYgVBhS3786MMdGJmLHSh3qxkGScpA3NJZkXlp85+dgkXIr5u6igWzml82ejg3IRCdqEvgC2RJrwOMPuQOxHhVCPvzwMd4/JvjFvB6nv0kQvdqT9wXfxqoq7POSc5wn0pr2ku4rX/hD+rY34GsowwuFwnnkqJORLaD2meUmljPFmFnHmTdXNg245xkaO4UxK+bvPgAOdpDu5HYtvsOZAJioBo5CQ2LdoCnXzS/eFhbxc3y4oUkFkWrsexjfHrjEPQRbPyFM4qJiBHY85VFB1uDaB2sPTyP6sleTyANyNPGoZh8BM+Y3LvAtAZ9zqh/mjHSPUA3FlMaZ5T2n5kCv5W4+h/ePn/4VYxQqjyHLF4op2WJMAvUH4p+cQ0QBDMCNSS1y0843QN/ML+ojzYFjogo3JBbjeHfgF0AhCzB6XJgAe5v013s1rbHg/OmPbOL0qAgSmuKGOpwSOK4TmAqlqpcOtKrOu8T94MXG/kuf/0MbcWAvqjxj9vvVNqYYaTTFeHDOJhJKYKva8+IGik/LCH7Sga4L2d3GTpSBKAE7Dy08fnBjbK4iL2CcEBjafKC5Xa5Aa3M2eqEsmCnF+DOo9z0+28jD4x+MOPIdyyWCeKGMAoOL6eWBXnMiLXH8Ze1eHLVsPqJAi6Y8+CCAiUJec9eyvbd7NiPhnDg+8hfIVPdHeaapGFNJkR8gZQyuWPKcA+nvn7ihRcPuLbs2ML+7rPTfbZrHQt6soK/UOgdhgROYHL7gwx1S4yTX9wScufSjHhQnQQCzg/xEs6R9YF3TfLsG4GKYCF0Ar7lsJk8fnKeB/92l1giXeQ7XBkZanRhCb7/2QL/+HX9Ab3CfzPh5O+EE7PvPGvywBvjZfZzA9ReOVFoq4EJfoidNEgJapgH92s01aqO32dM1bsFGUJ6oaCAFcBBabnFEBi/2/dM+l7Z5oB8S2bT35+TH9sLjO6kVcHv+jH/jjt1MpwSYOj7siAZxuRHYsXTM62nbuTAC5eBfIRplZnt9FkQZ2MXF1mAvwAUCuVC9LiWjThgnwG/j7n58UKDz5nf54WuPry6NGM8iYQ4uMANziFBOcU505HTe37qtpbVBfrfKbm65eyC/lboPZgnkd+mo81DdDMXfjywL+Yl9xP5RGqnB61ALj82nNlGuaMeypSB2PRy6avqUFKeg42uJE51giSTm4ZpGVSS1nt0WTn/9S1+lL25uj0AyLqC2SABdpaD7DcRlp2GD7WBdAzvROJS+01SQbHlte7pjXNFSshBAXjTtVsJYuFWXu5WHA4B7I4lukETErt4yQMB9/3R8TamnfVi6y6OQWx8A/1xDi8bXqBuhnT13ZO0Zg+NI9eS4HoLALpTdDzFt5I9Cmpa/0bS3DB48VnkMkm0zFqVSZHIdQXkLejYWvi2Y26Z/Q0JhgDTu336vbafetM4XFyPNuu3au4zC1SkSEzSaTdzxPDSGxCpfR8K5/VXjg/SXthB6t5q5hQWaG+ltYYVt9hU7Nv7n4Uo1RqMXmm76kMZJmvvcGkZ7zVNrBvtw6Agjk/Izbyo59JeOTSpVdvc8S/ohzPiATknsKDSw/YHPvEs//zn/RaUG7N1/A4CttSWBIOHRZg4InJ2d86Lm8FZBICnMP/p8rYZ1j5FlnMuewLoLAVltgbd1b+9ngXGgLo+Ddm9yB8YdqFfU2LtL5jhuuD1vwE5DIDChuSICaQ7ZtDH7RJ5dC+T17ZWBW9vCA38ThWbSWKg6l50B2M18RCWwK5DnOigNP5l9WfFaCC3tQhJiNG6Z0Fihzoa799vfHds22/ML7mOLd7DfQO+hA9/DomNDhpZPrgAdgaAVjbJQYlPMaHPHRZJNHo8x+zX359vA37b/7+aWVQc34YgA44KksaP46M++oNnYzCHNTqAdgPuMLbxoDCMRy2LyQieaQUY+mdbHQF2c3BOHRlKy2Pfz+zQKkDC+ddyMZFzQeoXhsxdt/Te/4/dJzRhqwyYKL9cObJVRG2yye1MqcAaXOtTYdcCMgaPCUIUJwkN/LhEQlU4D9jFZgw/9SAfaVxQ2HtgJJVej6vJ2YBezHTeNHZ91Xh7EBhzzZKLEzsU21bCE1HyQV2uEwF4AUE/nvVCsvTEfF2VhnKR4Svmj547dVS6Ps2s0u3BIo28AsQ45iMtBI9e9A1foi0373X29+y7tzVdW7cztiIlNAEjT8i/a/so8zuO3UmFA0QxdCOzLLsuQVTt4i2nl7bepW+N1VTUMqIsTQqv5q6/Fgvwh7Aa6fFAHlyekOQwSO48nbMjgp9r8s6d7rF3cWPEspLr0B0su3Gx/lOc0TdrvlYQGPHwZIP/SF75K3/KkG4UB2CsN2GRYn0DoEsgGdi2fv7fQB5AgsDPseIV0A4TDIp4Q2M/DxioJ5awaeTcWQYc9fggc5Unz9c5QPjnyTV3J6UA/lKSe96k018fNnLbyWJuyLo6uX/jr48W1fjUaMtAtJbjFvAtArR98ElJEO7sXRJ6yhBJnwJ592ecaOwGwYws9kDgu1tGJ5vJoq0oG/hW/9+lMbrh2Hhg7wLfbHeO3Z9tqObPb46ICYPt0mebDsJZyUSdNb16hoYHb4DZeBn/UeNzLuLP0un/F1Wd5CYc9oDWqus9GBQeZ5wV+8bU4jUueSWbt9vb0SAs3UicAHZr+6nk2i6/8kbdQZubw9lFh2toX4t/9zlP6iU+/S+20RyaqTBvQAU0OwgCWMHELz5h2jxKfugknCAEdpEQOZJPb7tp1rj5o1w6yjFkp0IGW3KFvLOCKATKankicy+Me7T6R1wVPFyx24Bg1jf3BaNn7i9bZw7X3WME3FzwMrFqQrH7jEqqBr0Ejm+ID995HXXmbCSDMF97wyPpTXF3IpTkCdgvOZcTFr8CbODq14ofCQe8x3f0pD4zMn5ulaNIY5648zDJfn95xS7SOU7copWkL9z2xDWXXg84JvR6/Qjg3y7aRK4YWiVl7p/C1TIJF0DjH+eSBYgl8cf7FYpZOFz1UhjTXpAW9o/sPKYCCCWhrkR+7LLL8y1/+fXp9EQfS7uzyDmRbzIoANrasd3KSX9+9hw0PMG7jwHzGdzqCnhiNPjsg1V8EYLB5Dz7I0gL/TfC0fNUHN5ppx9rBATuzvd1pHdYOXisCOTUb+wsFk1ZXhFoCbj34YWgDDd0ja2DHHF0oOyBjqsDf33ORlsi/ZRChJxNyiWsINNLrUQaxrImpOdUFr/eR5/jS2sUtXW3ZPe9uRHONubxkLLr9Yx2N+isJw80Qj8gAwRH9xV3epSJIsb/qwDmfa5oz9YNJV4F1m4McipUzBH0ebjnnuY6EMxtYD3p98Ks2rm8+ZNpXy3fE66sPZWlM8xbDQ626bPq1iznmi289dZrqEjRvbct19fcktoC6fbe+HwbfHxl4WZ5OcAXtAMw2QwhAXAJ2ITeO1i59ONnZeXyIevRPB/RFQhvt5YAGP+LhcrteFxB2RPr5wAbs/foFOyGJ/iA0QIrHs2pBtaWNwE4FUCI4txBO+wlprAyADFe+gXw8GqAK0f+eCU0e4uhi3bYnd3RkZ/exypM1PgKzuCecrA3eTo8LqTk8DtwplUjj9WuCQ6W/eA/uYzomFH3o4+ywg/hc3M07N6WK6gwd8gTf5SRxfuKPsYWnMEZdZ4KLNt7HowGhDaJZf9zYNi8RXEmzdjzTDpckX3rnA/qZzTtmgPmSdmh61b9N+nEvrU9lZCg0cbHpaDPQAzFjf4y4uLtSn/Pga9RSmlUYP4I97PGjSRpwLwDMQ0uXDrqqyfdxOqaVkK1PRWG0wuTbQP4ZOb7RxNKK1sOQhLyPeRyACI3XTDFKeYFyWoyKFgr50YpPUJLPZ8GMSuzA0UOPCS4peEQPIU7ADn3l4q2lsE093GsrLyWwayp2Aqy2ILwacGcdYI0FjcNPc6K7K6MAO6B5Kw+tnlZ+m6hX8onv0nHlxhATakFqImrzpipApvczUL8O5lzTZ/gPA6YT9clvbdOXDBG8U9xIKJMH7MeJFG3AbYj/l774B/REz4EvFjPHMkPUoIXAXs5OWKq85L4oO1js57KY/b2lHy/0QmaTd0LB2Jah3dvi5RLeAFRjZ3hzWEm9daxerYAlfHCjXwevGjXPDIjpZ7C3b83SEBDbZ/K0naSXHa2XdhcX7rTTFsCE2hSD0G+pYhneV97DsMUZHWuvTCta09HOHgErLhIvvbb45pBdKolyG63AlYy/ZmePU9Mf42te9NfRxjDgUeAucTLCxB1mvTXAEfQ/jr1zBZLv0xlPRI8QCn1gy+KyYz32+yV0FyNzt4Wb3hxQ5Rq+4uyfd9v/8MvmkPcjDAJ8HdbypEaOH0HYKmjamw2on/qWP6EfuGjurNv0BU0HMjTX/RN5wKACvi2EElGYnCggkDGDJhpXBuw9Ru3hWt7IzkPQILhpwQ7sAOjXAeTILw0BQo4bsjgVXt0TaLyN9J2XEpWt5x7YsZ4Izth2NHgObT/SKiBKoMcjXwtR016ANnLBZOI181mbYjhcG0gvPY/4nicJk8loypR2HC5YYxNLJlK2sIJA5EDHPGM8dW9nxzaX28C9jSshVEjahHHKjqV/GYBJY0Bg/UwH9jmAFD+WeqQ32CMgRvu5uG/d3B6cZ4oWxsZboj1YY/cDBDOfE94/7DAGuf/qOT4kMwmF/hrSUyZ0Cepeb97YwmffeEZ//WJr3zf9kND4Zinpmed9UgavECTmJwiB6ySbZtzB2qSDmW2WJBRaGRG4nX7WaW9iaxmLoJBeulaN/G5p+/EI0eXRPsnX+VitPJ277XAypXVHPA4B67/9gxtKRXXKCDaUAHl7tgy4jQLA2+NR/0fPhwieLa0JEPwvRAWwIxCrsSi2n+cBn6KN3gt9O+jMePZWctXDffAw7IF9JTTtCFCCI3ygPePHQI4+R6pWt3vkRGx0OYAdpsGwiNlsgZSAfeR/mcAKjNih50F9GOjRxRDrFiI4LSz2sMSuOShyxttElPO1Q7HE0sbnH1VAwVc+Q0lVJprEMw79SSMc8tUa5i987mv06df0I7Z4fC+AqXRsg6lsghU8T8iAnZ25LnaA0gBg0qmDc36k7+UIOV92hUROgoFIxL+q72ag1Rb9bK62CYpj1NVd547gAuoyTKOyAr/PG609h5sj2X+7hSX8MvBnbScpn+bBemO+TDP/EhnIRrPQzHUB+q5fozeOB+AodKzc3Baz8WqQz8WTipqnjD750L8k0/Lw2b2sPiGaTMYAmPHO5D+mPCuzp21p8iBJJhVX2/AsBBw4CSRCuxv5YqliYFTl850LL4EctVSTRzAXCjpHjcb0kYWERRgX3Q5jfCTEdXQLlZvTLaEvdF0G57e+8ZR+9fN/3MwtRGGTUgPRXRMCLxNVSDyw+4FixwWA5jIWK/2kXxzAN6Bpron+ld6AXTVv2KRE5BZk27EC5HheVli4BVD3vuztWVp8XRdbF+imIgR23namb3u+HgBsJToFmk3cTyx1IYW6OkD07UUDjBWEzQs9jiabQkh7Je+Bszje/LtDLB+BPXvjcFq0ZZKiDTB42MV4oQiIKvAeqN4nsI/VRMfvzpQpYtjSqj6/d2MjgOtN/uJEUajm4qVqGrpeRh+Yla2+1gponyVm75RB5lq4bvZpwDJhtAGg8xmHXzLzksWFRv+IwikwT5mu89jamKcgf1vowxWKbRuSL/bEC5L/rS9+te9dw8kolpUIPEDILYKOJGIAuoUlnB+jdAnvxdvDG+BK6EIwJQ3A7S/3nVYE9saHB6Px8WkM+zrRYhSANgcvm7adnGGqcQd8qxcCu0EqtqnlpQTs5O7RY9t6A8c4tn88QA3bDs0tmtd48CYhGnSWcJ8noYqSWKYH/gzk87cBg2cM0SKudnMbg3h8b1RMUVvnkqLnAXNouC/9xa9NSgSEUtO1Z3Zd4FnKoD88GN7HX2W+iJmK/ado1zoKGciLPC5KzwlWMD+gVxXv4l49qEfgnoJ2ZSuPhKbClOhwoFzdcJUFfTzETIr1hRaz0I9+8hv0Q594v6UX0LSHVksk4ic4d9VIaWha05oBrEdhPD4O3VMNsweT16Sd9wwZH3b64h3576SSDytqMLrQWaTd4toZIGSdvPjzkcDdcbyt6MLrygbuzwg8alQD9ot6MmpnIJRnFkI5gjPwmAC38mVH05NeEeFCrbele5qjbwk7Ed8UjCbWb6F6bCOwUgLgPMZRECGdFaCZA3e+rZCWtf4c2Fu6ygZ/vKDKiYr9qnKqu92uhPER+3RGLlH6nrAbDDRhYnaPZV4XOpbY4lsuAPBGDNgBiYsa2xHbdOLZI4ME+tMWiWCO7YAIiv7ywklYuMISB1ck9+R+H7xs155fG+TNYVDo17/wh3TH4OoI5Usi3zyiWBUFAGRfGw6zbukLqMqYd9cjCeVI0PwEYATs4kvBswKxA3ZIa2XkDk5WTbF0/q1Axteh9sbYFlBf5LaIgKYwFxdFrWUwL0KXB/JMOfuyG5hZekvry8e1gGqTOQdelQefFt8xoP3DfR6vHOgq9QazK9k4UY2doPZWvygwiOJy6RmNvQr3KW0RZKbVnQkrNMKoS1Uhaudj7ONufbTnRy1oekdV4Aujgcd3N8kAbnTipMIfAlhXYQ6wRVfI2c6BwF3j5Bx/vZIehFvx/siE+oCyPGlq2pZum3a//O1/RJ9/8kDOmwC8Q8xvvftMgJ3ZNil0HvrATOey71WIE57NXi+m1NiJkcgzweKpHt9rnjGC9jn1McfJLlvaDnRjjC4G7hIAtdcD19AG6PejgeUB+HvRtXZBAFUfbrL6Qn1c3QA+8S5u00eNG8th56qIIIcgvuVeyumKtLOpJtJSnr3GrnF+UdbeXryoQB7q+WBeLxJmhJW1hXVAuBeFqqmvoYQjYF+pxqYt5j7xKXJ1upWUdFAkcOidGlvV+COVc2cOxTodGC90wgQVh40/40U7CPh9VTzdEGoRVTBzZGqpCO715Fp4MiYciek6l5JYULZW1+Y4CLATzoTGy7e8+Zz+4ue+3slw6lIFU2MRJ3QXXhJ3lTL0PZPXjrEMGUCK4GxgAGGNfeUBboDaNuRX8nqdFMcmCJ7RAUFiXONfurDQujVg7/15sa/zMzZPGVgUbVzbb5gsPd7+orZtcZTyESkoGmUpxxemrRYzYxkcZmzf4evcZ20BkwI97nk0r5AXQ8idAH9YYgsr5DLNf4Vd6hLaSWuPQsoEA1MN21irGbA3Cvczk8oRpuUcfuBuYekD1mz6293qwMfb649AhJzJ5DhlwZqG9PWfMDP4Sv4PIQCGBFs914mvaeUz4TzAla/UiYt70C1m44WvkClfnIGnq6GNyH/x839Mn3v9BWVDfJu8a/AUGWA8BLw+61wJvrZ3YA8f3OAuEM1dsrcJuDW6ia/mlf6rn8lbgC8FdloRJGnXvBdhV69R12hnH2V1HqTfg28/E76RSD9WwAO7167XwQ/a2LUMDtfi7owXH9j9ZQfIHP7H9L1u5LVrpZPLQRUIzWgeULWG3pc9lkkFfRqcV9dWAwNzjTOvU4+VuNjqRQi+jfg6zjV268374ulgaGYacQN5vwwgSfHMdJzIkO2aTXyCb+Mh+5hOFNJiY2Fn+atJNV9ZiIrV/BlO2isgrmHHjaManK3dbLhirEzGxC0teBbMW4k6wLch9u1vf0A/+5l3m7ZLBBo19yUEAAnR4RGBcOYZA0V2qu1Z42HYyVdLxAEAxifxdmaQdj9YQIC8ArGW1Z8hsAvysxbAiQuh4/heE068gp1dae2eMXrL/S8Cdd5YlK97maMd5nlMddMdsZpmBuyaT6Ac/zsHdnbXCOwI/PicRp2Pgf3YFIOQ2gKKSK+9az5PQ9yYEqBdlRkpWLwM8Jf+sQ7CcWaSfw4vXQvHmAOvmZT7NHAxoK8Yf24c9IkxXB9rTfxoSeJVhqhYjbiU8GQbBEK1hnx7LVp/SYor014lj8L7VmHCcC9FeesOWPd3ctHa/4TuLzYM241piaNnzD5s1GY90h14xnSAxQ6MZ9Tg5M+nPALdTnvt9OI7SyuLnSAR4GkAp9IKvuz7s3VxAs5s8Y38DuxbAnVx3AB+s7G/yCDM5MeoQr7pwNGlDqGXiYnLMa7garCFeQ2kXbu4ay6uKQgjzLeLx1R2TMuOh5m7YGwRXy/79bUTiFVxIsAPUQXs7aoSDjEI4UzxdLzPD29+7kzDdskUXLhnXXZbsJ2mFUNEQ3JG/3EU8NowlY95tOt/BCFxwQfPorkFJuGMcK4LE/HxoEtEDuNk9LnSyljFB/T0+a2NblMDJ4cnI6mWP/iJ9+jPfeo9Gl4nyqzkybIvIPYxg8BujV5ofkNf6WmDVr0nASCN2r4utmpYO3/D1Q/yeiECC4NCVh9RV8sA7AJCQM1D3e1RBRwPV0coc/eM8eCiLREmGlWgiqabObB7cMbFSj+SWpzdG11OQMouXQZ2DN4/nkGgYN9jmTl4U0j2P8ewurbUq1XXEEOO+fG9vp2l4AnTxxQy+PTi5r4pCPCV0UcC5FWXyOKZ0/QBwG0kSH1ueyZOH3YAJcvfp4RXeOn2V9zw4QJfq3A1tAs6rkgYrHH+prKRlhe+50Pm59ZxhbVcLjaRX/381+gJE7kNO0q7t6fmU41WBkijlo1nxgBzgrlNkx7QMiqgrryL43Qc9Ut2/MzsLHkcTMNbB73KFPxWn155Gnn3wrpypouiWpcV6qYuj3s2q6sHXKSbwd1aguFJ9oxpV3dA2YuPUTdHv7ch+cFpoxAHj1BcB2gh9AekMds3B3qm2eP9LHh5jme9eEMKrilI500OKNYGY59OeqraAoF2fd0Ytu9QfTlgPHqV56h+IYC3VPv9lIcbAeGxQU6UfTuY++GcHo2LWyuJ1FZgQQw7xITkPuXKdp+FW3iSOqY8DMz0qdmzCTH6gU++R9/99lNKGmYwjTSttnlKCOQnst9luDAajbiAapt+lI0OaGPxFcBBZBxfIGLCpPpeq4FuF+6xnIFm/atNUIexWKpJUEno+fazZ6Jc3UD9OeQVdj3sWz6Cpr/HYwXY5VVARQ8VTUkhbQZ29NNpecU9I1cqQRka4zfKZDdLz5PyAaOAhPw2pjqvH6sdvcbdOmoiIQ8Fvr0ooIK2T9+ezYDdl6HtdvJUyNM2cmh77t9Qjc8cgzZ6P9LgSuQrHDzCNp41lOupM6DKnHLh0jkAviE6kdMo4Bk9RqD48sfdDYqB9wi4EnQ1njcHp5X+2kVrZ60feIKgNm6AjXWzRU1uDGc7OdBwwB7TONs+BDX5DNqSNPZhsnE7QaXJ4+jiWHysQ+s7ilRaom8YjY99zelBBj+7IHG+7Nsvns2CFbyD8mZjJJ6JQkTT38ZHbfaJYCwpzofqA9kR7M3c4mHa0qKAESjd+LX0GGRyZ9oyijJNpSBbhbwA62cGh7REc5dHrYmpT43WWoO7zHyndYLF9k/mlZ3IMAnSDEseizE3hBIiXdsJnTsQS7XhqpErYLk1eDkvfdYmVvZiCkEwAD0mPro/YIWj/kEBE4X4Cr0SyCVMJq7y6YXQT3/2Xfrym11rxybarwEQhDzoBIDl6CRQ2L6JGI4ygMRiQGqhgef+JkCgfQqHSvQh4z7rx87BDO3x7aiBxcqlIJxGGV2rVWAfdAxk7YMb1i4N5pYBBBpnLFfjeAEVJJptfL0EUi4ujimDrJkxNA/yhSc3prZ319mN0c98oXj+kAdWH6S4lvCXgTLGIEi7IQRl5vKkiDODTw3sWIYEWm2wBT/32Ciko4rchyI4MzcNJ/HkVQU3vinUxkZ6yHTAvyYJO1Z9qBeDJly4e2z/vfVh3sS65PzezkiOUnVd0fBxwoGPMG2Mqg3mq6EDUMsYQF0wGabhXWv/L3/hj+g+fDTAPGN6PkFLMBXAXrk8MqHtvAGo+cXrkPdlGXCra99uApI2oVjg4xdQJwYBIr2wZUVa1E9rxGN5Adhx6KltHtYJ9jJXbKPL/2cXnsJhYNsO7PEGNJ4sCdSrxVMtqe7t3EZ8Fdj9dSzrCNgF6GMZGTwVIP0RBFmYUHnvn4mLUZhXy7vGzjR2b66pd7AaneZAGYHbgu6Ijhx6allzR48MvhHIHR165UGOyhGxNHtfI8LLnBDPHs0qwFdi50DeWPHgNh9Mx6VkPo4avJL8Ms3iLQ88oSY1w7XsK8wZmAEI7UDe4n7qM+/Sp+7XIOWYHJgMm7f2vQd4BpAcYQ2LorpwGrR7Sdo9WXoxYGnpJ8DuPmxNw4RCFNwy3SKvDY588qQJgJ3rtY8ppbv9bi86LzyAMS1pDYHK3+gfwi5FTOuFglJXmzc+9xq/ChSjzr7dXBwKiC3EowIyD5Ro5N/ZfMszWFJthCrwRwFCY6NRFDoe2LMY0GPG1nLe1veVht+OH4hH1JJJ8G9WSCXzFfCLX/xxftBaPw+s6AJaEAyclImoOo0SQ+pAHn88TyNkiyFkvCH0Ul9iwXza//qFoIaIOV8Ew+LW8oI2BMPwzfsH+tVv+7ppzx28JJRjIEslaEbANWBX0GRIS20zEIwPRg6lpW9dqIDchETex4fATp0v6Ro6DOaNBmOc8iXkPqzdgd159qBnjP4+ZfNt7werISA5/gBwzQxgAIpiS8GYAg2PFc3kQy5tzuPdI2uN3fgzSK2BzTT2KHCyMNGa5J0HMplftXbMA4K1bNx9im2tQs6/pxytP82fYBotC+9j6Ef+fvNAvCpdytgA3hg/jJIFnb116467fiytEhjUjLu4qBn5Ib6y4MiPfIZBW0puy+YooBCUk2ww5A6JZnS4FoKVcN3A7ic//R594cmzdh57B9Dxyjs0V+r3OKntbwL2kU5NMebpwgRDazU64lwPxZWpHizRgdRs5wB+G79949GwnY+0Adi3K2dKkiS49s/t7YAuNr4fFr/7dDDElN0HI9xoLn22f/4EcnHxa8COXuXWFjmtlYcgCzwDP1KII6OzuN5WPoQQ7AnKFyhTSsyZTx+sTTOYrAVKSfi1Oq1w8kwYK6EcGfXIYSW0w9scXCcK5qM+kP2YcARzCXvLBU05IMxUC4Qe+GpERXR6L3JUmpB9GnCe6jwvgbZesb93SfjaUJWCpISOUCCUcSn4yF0APcYDlIpiYp4oCy73b9490K9/yx+TTfLFAaVZDr0HxE61Ayvr4gEwwCsnPgYQiNFsAjpMUqW532zA2sBvwfzU4bEAdivRtD+3+IqFucXXzojAoqaaZh6M6mZf5+4pM9Jx58VqQSr09Eha9H/xIKxQ6jXgHGRyVwF7u9ZjyjA9wudS0GHyH6+2umCdDf7xzBgTWq2kPLs9L/gERQaNOyHTySOfsU4mBkxj9yXEnBViCKT2+Wt82WJfKbiXxej4jbs0XcaaweMy2P34QTQLR4ArVB9Lm9N5/mdAHifLUajK1YGFJfEVKgLFnWxTt0tMioVU7qSg5VlGeXsqPhqQGLiMjdX6pc99jT7zWvsYmTj3xS6ABAa5PhOTa+yeUcuzBpAScm6IgjNSkCkugL2DVH8TQO3ebOo9eb9fhuY9pIC5c+Igg0/sjWerecns2v+2gLuGPM/YgT33togNzf0NyESbt1ujySRuUoq0FOS8VwyRadXeK8cAMe9O1efRKGkQbmBtIoqADpkiMHJnE9EM2KuRGeuO+1FVgMioxRLyaA4TO3NDjJp5arBGl8d1zMstZqVaJC2vDtxdZ8zw55ZDsSSDpdyofaO2wpMnFiMDN3Lg4n7G/zFPo3jOw2hWtukU7Gkc5QtmitJ9UyIxpny8gXQcjNY97vGmzWCWeTMc9XvL+NZFa/+ZT7+787J/GxWAVj1aIiCQqwVnsuGNZJg2iMjs5p7eqAgs2I78BIu44gWG82UXMFaItdPm6rhIngYCC7s6JtsCqgFbEyahbtsCKp7Vvr/AV55UUQv3boFHu0+pvK5C3Oil5a7kFz5BABJq3OTyeejF3kcTjD1DPvxQzB/5jkLEh70zA59E5MBVHM8S0k3HJPBAkHYG7JIowliiWZDz4A5zzMcdZrqawhEaZbC7uCEU2vc+Pw+awM1pHGKxyxZP9ICHnK53nauSnKCFHSqZ7DwTjZfb5CsfJupYZJbxfVLxqlAqrp70kqNuCg0cf/pia/9TT14EjR2uBYABNG8uzCDmy960UaUzNikB4Kq7olsMFl2Q5EFr7VqA5kfe3REFGvqO1DEVN2BfcQGYBpjrbtV1+/PQ6z3s/9xo4bkxDx3Y1QQlqrvmnaINCP3uUHGwqqmZMlAihBHkXQrYJaIEiCpsWj+Io0NWv1Bmo7iEtBxGnfEcy+fAL7l89TURwrfZuB8I1yNMZ9aPiXirt9fYiTyiUFGelPFM2RRFJEA/51lGuYfgLpWyuN8UhPELDTMiPGngq+epHAXfNAxgjnPPhwKU0vPHohTDWT1RNSMge5K+dAB2i26qeso0i5URymH7QpKAMGQOpl7lt6QrdYIbQ3T922ztv7gf6RuAXVOI9XY81bGBrU2pAbYI1lsqCZpqt53LIFa42XUa2j4LMWW3RQah2kgtq9ZTXJrcaujOCfMIPXm2NnkQJxB2d0dNKh7QogD2/uJeY1fNWt05CSDbXxu8GGWFv0r58aVG273BH977OEvPk1mZvX7IlYJ10LoeB57ESniW+W4toWN0Se0cg4w8+Ynm1THf+sdKqPjz5dxH5cOXcMPkVV/b0cn9U3luB8bZ7fg2RNvRtFgM8OT7bALmOCQi6C50O4h7YWILm34SlMEJy5NtuwOCaeEup5oA4hoGbonsbGXtROw5URgY8dmNwan+kca8fX7lW79OX3zyHAAZ9Ccx4xBHzxEpbLhCANZCImFhbdjuFxMECHZCzs6+6nR1jdGfr17wNlu5vVWQ48toDievEKcuj8qDt833srYzY9y57DTaSu3m2IbeZo0GGCJvZ2ffjlhPYndlQI8wj/kk0JDEDxpWqOCJgOYCaWSIXj4UCsYjhavjca3PVvLLp7Zpif3Bm64kD+jZX72NRfxotqfEjp6MPOspYFeq9+1NDmb/tc+0NVr1Y44VuDUI/No14nkCcKYbwsu/IUjEQJEB8HyFGXN/Kx5eqYc4DxzMI2Ruhn2idBcJqdpI5tw9OqDfuGPufOc8ubyF/MQn3gXo4UGa0SaOQ4QoaPBsQO0GZNf6MK3Tpv3gHsDulBUqDgPDsiy/mleceWjjYAXBMioRBKB0BUZCXUAvkQuw83PuQptjLR3NCJzexg48E2rAni/jTyAd8s+FUJCUl9KiIwJ7LBOP742e6VKUSZS1aw652NVkHlSJEppp3l5IaKlrKtmEbaZfB3b5rN1kmmsWd1+s6lAVZKoNz4rJ2ltO4+OibTwLDCw3+nbeBiZV+fvVLZt+uOrko2K65sZrYlXGYVmh3bq2zgDUc7MTmCUgLvL86IBmD5ismei1sWHppNfnz33qXfrCk4c+6bwfutnYWx87UwwVC6JuHN3tz9sZMATziokKACe3eWgZx/fWH/dgOOWRuhsm114q0hf0QECwvjVonZSWaJ4Ofg9A6tnliZpjwE3Ja7DKk/cyMXjjyN0ByOK8EvLgvf3eUW3RjmPAa+EthgEYl5QWgU6pIs/zxWFNP8OgY2DXf36TkvkGZZDdyn4AXhWYr5VCiS8VK5ZCy5/sE0l7BYy3+xHDVUaqH0wbp2rEDPjzY4Jj+qPAoYxbUCtAMrs74hO0nBYe2b6WXV+z+SBP2PIo+Hu6qmfbcpbdM5ntqre0+9zW+dqlrn/pM9/oz5cE3jU1ovQ1JMHdpzzqAGvGRjvZv22xVWmN6TzMJlA6gnEXKAz5xxBfu4lljwwdPoBdTMignX3Loh/a3m42bf2BvUAgHH4M1I9s7JjK3PrqYEDpjxVo/HIS8pLye5OFFw+ur9z14ij78eZ5RROPxc3HZpyqMihn3o2WT+vD8S71WNpK9XeWPCphm6xly1Z9hpTv9wTTj1SfmbgyvRdZEymbi9hJ0RY+n9SJoLuWQx7lRHU4dOiZHHY+vlTF+o4al/N2G3cMZRRp5uB6lndLnrU+/C0ypGv2MZOs+KFzBbif+uz79F1vbYeO60q/UDznxX+TlHNn7lo0tAcAqm7CRq1bBKCjp2WgLd3GzwDsAjzHb5ru0BeBXfwbQRNcrW6MfEjT4KUf67AD+9qzaDkbsL8gCKq7YjsY+OGY8w573j7rQYPLX9VYvYlhCULB2sEv1La0HsiZZrZjqwn0DyFYozAynMAaSahDNVrzvYmgtfPc4tZRVuY4mm5aivUAh2rPdBUautFJY7Lt3ZAga+yx3PsaJGnKnLsToRmQuPWpMIQyKMVyz/BRAZ44j44sqvgK1dtBcSCZkDelYlnBe0Y7sBI2XDZTbK+Rmm5lt11ca/9r4RyQt6K0rPDN3d7ab1wQ8Zc/87XhldxcAg0o2gUPtrnfc7/H9sfJ3qiZjzny3pYkmCiVyWPgxvwOMFbTLgdfDuz7YNBOFoiHUYi2dfN26fxtz9QN8mKGkWex3Oyfrvmjj7mHP3at81iN3ZerNO/IL2EiQDNZi+L4W9w9mpFM1Ic5DhZ4L94WqgxE1XVVWzOVMNCHaR6CUMQMM8fwqfRYOoU2xtIxFZV9Vgmt+zlwbCG/bsiYYXRl088RmC+TPGdCHzZ87VUo6+DnbOJEBSI4ut7EO0NocWRdMUMSSMnChDk6HYZN3sDO9wFfoX0jeDvwmvCTPsvV/v4LH/+AvvzmC1It1rsEaip22vAAdmTS+bm3vAbMYg270th6r6y5vMTgC1+UM4adrQss1Tkww8vF2nzvgV4nA3Ymd3zvA4HGzru2LurLTiaUsqjQMrDPEUhVaPl7S0dwzaO6TFElMiHkgdDgsfJNJ+JgY6/4M7oI355HWw8Rqrx+KJStdGIQ8nCqXiqxriCMIa+BOMMzrB27strQqbhgoEihdDwZMi5Gk8tX1fXe33YWR3tWxV0LfGN8FcT/vSWrozIB0UMA7a/O7gMk4lEX58VoWh7tVXgC5vDIOsUgSQtH4lzEzZkROk5er5UklKXQQL7pQHA+WZh+6XPv0vAld6SARu9DjsAumC8COydgZ1nIA6IBin87KN7xxAubnbI0molvBe3RJp0nCe3obPndFLNdqgDZAP6FOGCPPSsFgLeg4BeBHcHXw6i5TxpsotDDcYWgjW3qd7Za/sx59HZhgHEEaw5piQg26szCMbAjH1aSHNDy9BrsVjRyGUfAPqN/7Mtj/e3paF4N9wboIJcYmQtsnDpJEfNeCzI8VOSGXAWVENEnWUVw+Ic3wSERuFMA4D4UDED3BMe3BpFbBCcOmfw8kZI+FDmWWfG5TsojG5Yc4IHzRPjSW8/oT79lfu0caRANbTgDO8ELgWlzCoGWVgF0CfetFuN8GOqLsaI8b0cfWPuZ3zto7PhR6725OwghaIstZrrxvXrfdfWyEfyw9TMZx/dKP2IYakA4a6L3yEq6dzKmm+3tMPDW74nqcimCkOVcgCbSMFrGmZor4hjAMlu+xQkTSnVD6za7sgC/JsCXg403SU/awqcvW4r8Zoqh8unRciuHa5mUQ64MhvqukMKPDKH7dTr/mXxnSfH8TKiarV91LS5aBWma40xZocFACxeMx+cYRQLy1uLlkAU/3V4qCE00gGtlT8nVKVV5dJMCM0hBYYnZG92G3kQhTsoNCi28drG1/+XPfn1zVNyBi1edKERhwYaY0OxBJgzGW1nTOsd56ZiWOigK8thf/Ye23hc0EVzw9asD76jKAHoP4jvd6Mu+z27TNNXlUUDDH547K9DaLFUvcJxS2MSDwQO7tpi4K9OBy3kwmjaJoZCayWOD9RsTARDWuaMAIOCuWhyOQisDe8YH4+UomGkl6snqCBlpmJBaQ9p5GesYn/EJ5meXg6Y5fBt5oZH79T5qVPNwDCKz/Ed+4wnSAVhsbvCkCNMQoTDPQQId8XnYEexzKNoSIzzOZPTjgsT6lHSPBWtNIrcrwrjQtTKUBk71nmbxi4JS5E/bJxxYE33f20/ppy729j3oNn1M0YWcgrXet7li/uEKvjGtFwBqZ29CgIScy6OVFXnvADy8cNRXnWu/9wDsY4cptNV+5jqk2Z+uPbF0Gi8YPGN63WDo+RG5UDSh2DPUaK0vfVrsXYW6uGBKCWSJzOhjzzXYOTKRowzMKowQ4JBfoSgYMrB74WQ0ZkEOn4i79wJEYMXmGrALEdVauPeCQQEpBzyhfd/P37zovAVYUNX/twRx7CWwvEKvbBo+SKPaDqnQkBmyjdwuWnduFjmqLjji60wY3/bkCARnCXthIrP0bOVV+TC3y4SIhvEcB17IfTxzysCATHeXuf/zn36PUAsTBVIE9g7OOAFiiF9S2vMO4BbSj00bwBLhxzF0zSIKkWaHF1vYVH+etQB2tLuPZwF0ermiPAPwD/PMdrPthXmOc7JfCRf9n09ujOBpd5zi7NrAAQFEAbpdHeGD8YYAX43CRuGOVDj0Xh7PbQSbGyXWNc9ZD+w2nmbBaramcv3ypIR80TVDpiWohl8DOzm+tb3XSfotmOjz7w0tf0QIDffXUatXlHPmOvCEilSROY/0P6GHJI3LONhEZ4HFyDF7Ydc5MjAJM7nK6bHTIORaGx+VwOWly5MqOvOmDYJtOzzMtacME8vUzfWa/2aNwa7gzz15QT/58aeEQG79Ca+pgvDPJtzF0nNPx2JDpxFdaJzJAxPJf8NUhnzLwE7DnGLtQZQ+tq38rB4oeD+JDYRA94pxLo8b3Qdom+ebt4x6YxnoLgDQCJ7k2s1s+4NngIYMKgrcfiEzLnLGMlpO1O4pCATjTtwkRhrWpwbt8S0Df73rpwc0rY1v/zp4CI8DVdJfCulj2uslzPLYgiwfALvHOD8jM58x3NNhYrmO/YkhuSGxHojVctpfhq/ZEI2Z29PhkDksb4zjrhXFFe4b62YuhpDZfamCJwwkQpnOtSxUgfg1JAWgUdDUR2NnT+BJrvTf1cXivjDJoWf6yZ/b36985j26H2jMhFJWFz1tBykITtG0HZSEnNnDCrSdngICwIDIwEgXap2QGWBtNPa/azgMDOzmLUnnSZ9R4fI4ygjAvptjaD83RtuByQPaaMpiUxClugmA5mxcsovjAJo2zxSECMqxVBJo4tI4pjGxwq4MKviaabi1L/vRRBZXE42RBJp7p0NZPOKlhNUYrHYzYBfHj/VTzTUTFTwKlCeBcgz3IxsDFb3kAbV0LYgDCghHYLU/rwZar8SyTvNV3h7TsuJ5LYccsb+G1+vsdkazdj0sYc/L5QO7HZoz8jMrjD0JrpPYEJ80VpjZZ1vNkWDNUefatPaf/9T7BuykYMUO2FUPNcYW3xdqThkpDEDsPBp0+6MuMFoO/QiIAaBYUV4qtYPLJKRFYLeKd42dPC1hW7fvAknw5WoD+f1LSjLqotxFIDI7+nSwk1Gp7PGaVzVv3KREkDb+938rwFRg9+VYH/s6MC1AR+sUbfu+ptG27NumDvm5pPvY6bhBDHmWadtrm89dHtFOv3W4mqaKvUQgXDhweQx0PtynBc9yzl9BMBzk8cx2tS9yHDzSR7ofJK7Esg44eIroxwaRMFCWCfErqEw4NEKKiNNMWVN2dnOmGaj79vFyvmxN8U9KDd0xXYj0qI3f3Ohy0drfpbcvQltw/QQkidmhATSH2aXXUsfUAPr2h/uztEg9tIH2f+2CYRkmHinTSie+29k7jwPYgQ8TOAyLsv2ZfklJALxW7Y9uq99OXsBzaqiC0C7gwrjEqS7OM2aZjBpLjaBjJVk7RejOfm3eHs9pnuAYJkej2qQUgZ1m8whozZ7FlFqW1llNWAbsrX0lcNtSY53mZUgZi2XYOoJM5jUG7Kl1WlpNYzuC7/4UizgmyqADj2o7NoM2wZpe50Xw3DhV1kuEuNBFyGxV8DGAOYHAGE/phSED+fhDdb04eRvtw537lOna/f7hjdjwwz7wyMChbhr56CD0yfsH+qlPfACLg6Og3l59gudZTII2ZgEogTmSDhIjNrCWAtjJtzqri+IQIpJ3qoL7Ik79bomCcoXGQqtY3fZZ+sCGeRuwg8ujwWs0p9wBvwZEDECLVndvYvGAieDGcK9pctmc/sZRy9OxYtjgvWcQYInQpOTz1/fHwO6FWPuLZ7Fb+8wWUH3bHWGOavQZO7Obowx6Unq/RxNXlTIL3RiUm/vMEoS1awJLQW5MItYy+682hkC8jDyCNG7H0tuCxOrPABwypA4KRyUcZC+PLHYX1SuYku2TRk1h2m5JHhRxFRo6lSfW2yHR4EAe3fjeVlmFje+fuphjPnv/0Fo5AHkJ7ML5SF2dnDqkhrDGBUbqTSdEQ5tWe7gCfTPNcC/H1ng62KmtXAWE8kMN2DchwWpSBI19v107sO/8LaN+zRWSTfZum5Re5L0DNVAa7Ofdp96sUQM7EYFmj31lCOAXWBH0vRCIHjRH4wbTCvC3EoJZ1NgF/kY7+/lxWgO7xgmMW4F6y/hrPK3lEeMyBXaCviHywD4/vjcKsGiKOTYLbbH4AZB7qdOODPtDnLt4Mc5QgYqNxbtMzBXDjqAr8aaAuwjTw1vBinf+VemVKyTm2/FnHY1Pug/DUtPym2jEk4KSQtSMU5dK+NZ2uRaWayVuGyroFy7gLv2hmjmIDDiAQbJ6e4DdNzsxmiOY7LwZA8FWjmqKS9986s+BGflH3navwJ61+yYYFEbN3i5Ah0b8vqFJwO4Pgmp8SWnPymN+eBBFwMNfTUdEriUY4CTmU5iYpTWfHL9sl/uWHehTUab1g8U1WhzSeUFkvWdjggOaRACsggdVKfL4MqMLpbg6HOFKDewG5kz6Fa8oSGP62GYE25msVazUzFGs1zjPfdg9sR3QRyywsv9lqrhsRApbvtSJbwqSbNK5UeoyCmk3y7LJMxFX9TmnUpQRPAtUCLrvzK4D6I6DTKvGs3UOp6ER1UdG3N5eLpW6Bgba+llE1AO2Af2Ln36XvtQ/fG0l8ahHA18Iq+/nAajahJq+27Nt4C9gItkS3Y3nyY1RByV6xkRg1/GsppjR3b2P4bsrtuuURj2XrrG3BdSuuV3KWx56ueNYAV0AxXoL2RiHMgH8vEZMdORlYrXOwE4UAQaXO9n1hWnBtiibBYnfCMXFhiYPWMqHvZNkz5gsCOpgwL4WT8wzZkmtLYdYEukT1cCOHCDvM5fHpeBcwwL3RzXGxdzWtveCABnr5HZydiLX6n6tXW4IXplNzB08AxrVMz4qUyAvhtr04FmsJXi1Pf/VBC9E5WSbXKUZQoT7DOxiHKi8YY1Z6I0Ljz/ftfZtqK4dVPepKt4LhtwipwfjcNgm+eNiNX+nOWi1jeTlsQTIep8DiwN6q55tfLK8jL7typva7Xdy7UgEddncw+X58gHbrlwxvTZrqDA3aSECIIfeIDN1zPrctMasiaOnjBciFl/Bij9+zPJYvyE9hjQET6OAIbI1A9u6z1DOjB//ROE7zlU1xxhn6NwkoYZ8YEI5PgzMc4KeNjH9EsqMu1TEcX+dl9b+2997nDFyBg+uphE6HcbsWVxDnKMdIafHVlgukIOJ5r7cMqU7Bia3dLq0UAF3NrEQXW0X1RTZleaeS2aJorAJmSbxBYAHntl/ldzA+pJsGaak/sLJNNE0WiP92Y89pe988rCDne6038FBNeGLbUrWdkiTdUFfQNQFzF4dXNhkfQ5gPDREeBvgpN333wfTagW8WYgoaPdqqoFNTQR+5GqfR1/2tX28Q1awx29rWO8L0CBoJYNuK9m8K/xTAzsGLVe1UZ8/puUEM7FdIsRZX9q1mWawPKKosWuPSJhXHNJ4Ec3ha6S+reYHcaGVOs8LtY4z5XUOr7FL50EcF/pmMwd2M6fZO8NC9eJp9mYy+72POwor4ecArf92cD8GdJTNV8DpTBAJzVWi1UEoQAn6Y6cYgLxdm/RsD858f9ULvDGJEPMGvVcR+rBW/hXN3ONr7VPTrIKEp4zoPVJEGg3k10BeNF/as9AWHX/uorXfuWdimixRN+VwM1PsxFRjb/dL4GjQcYPXBICaOcxFrz1vfDYhuejxujAhOU4GXUAlM4d07cCn7WWm44ZRBdvq9lSAZw/WKC4ikGpabNcIjEWPpqGJtnKCtrFyaHKFoM8hXg7vl3IM4luGvn1pPhVS9dg9M91mdnYtR6DeHo9iDnE8e1o5dUvFoT1vA4iaduwhSxt7XeDq8BuqRzJyGpxZww82hwYOvCogCRXlSVKx1JKiZkKJC1IqHVRzk8CLBOL4kO1HUA+J4FwHKZ/zJFM94OhKypFc+pPU510nWpg8+zLcsWcCsD2qB/O3PXlOf+6ddtSAvsGYiQSYWBeXddisO4g3Qdo1xeH3DrwrqIttUNrBxXVb129Wc5l0G6dEm8boMXxLVYUDHjAm3Q9eC2kKRgf3MSAv99sZaeOo6WV47ujYQ9u0b+sMmH6Dln+LCKNuQNlC0YNGS/YmFKUc54i1H5YQxyi7uGxwyOYaGrUzISYTHMhTzws8/RsXJ5uWnbxCSFyuKBhXd9/+P0ys5kZhDbyoqIlpq/wxvr3LrjRDgTV93cz/3g/eXya4XZwalnn6KGrY35bpXBYpWkhCpqq5+uDBnbccgLxq+cMgo0hjNwxiVo0hPn9MiNN3cJGaa7SEEOwVE3gIgphhaIy5N+MzTm5ra7PmNFD5lc+820AoLIQnl0fnGdOBRgz6CEBYFICBFVGBAXb4/BHs7v44IniUz6FmbhyhDHN5pS/SAnBqmQ/WT5sGb3semhnHgD2DMfqF+6dazkpxx6eff72Ny36yHAaCi5fngRa6PMY0FrypgxMe1Hb3Y2DnBFh1EBDA7ErMR+6ab72ZYjzg5/W1ZqdfKa6LIEUqntV29mr+e5s5rl/UoSpJedY+us9ZeEopF8Xhl04z07JxXZzMCsSOyhLbxfJ1LqKQEEcoDMVYwAhMszlkPDDN22hK+CDAYJy4SbrUTZ0sgKvKVPEjRXoZZ9a04IFoA9lvf/KCfvYTm9berYLOl11ouBWinafHLQLgPcb9khbZhwYsrUy05yPn0tNwtNH3/07L3p6vEeAINPQ+yVcQHjudBWj1B08vcS8KfokcEI/6k1UbYQqbYhk2+Gr++Xh8N/AAzS4tu3IsbYQMb8u2o31H/Qi3KrF77mcfnvLoy8I2KHGDKNBv12vK20DZj8ujYPX2uDID6daO7s1uxM8WUInMzNJqv4b5dc3O/uCcK7UvMS9X4E5EEgsiug14AjkjNU9TLnAeg57E56x/9tnTro7bKIVBwpWvQQdwfBViSq6Gj2+uG0LvGTevVQ+ygZmbIB6rsB7Ql+TqWPeLBwod8j/3yffpySZUREEGBKHas1efX8azVlRaQMWyRa8NUnZjRVIOuilljXwi2Ecpb+VKF0Sjrn0BVeCoX/clJc2/ae8PNg0FYHXQctcZlK1dvChIi8PhWs0xvmb5vi6fHC/1m6YH7sYjk1cJpMhD5IG9TisnJpGQvXvI5HnWvBBgq7Gt8eoKujrxgOsWPk7LMLFS88yulaKZx1Ou8tMotZqL9raim5hGeLy5wOYRTx5AlMTqVIPAGD8WEFBdLso4cp85GQaG7OFlTCpV6ANOZZQccaEDT0LeqDMw5KnoWF7jgun6fOIr90b9yaWZfuEC7uoGOBYZCbSj1QPK0KThvoEp+3sA9/1K7tp0ErWxa1l9Mu3AjjzLDszLcEfUsbKALzsA7TAbkXnGaGW3zwmud+3oAgfslwZ4pmlUY1eTQG77WsfjkGr7uxwAu4HXkrRlvPceTRxKJUKvmOwqaQAVwdreE9bBq6Zi4APFwOIADTXP4+Foviu1y+NKFVQKiasL5qnKMEHgAxpuVvBSUn/zzDsnNWp1YoILbiM3ZmfXNhV4xiH3lfPcxTE3TTEh4W3ZkZbQvEl7mm6rVlc7jmSOyhtFFXFSadriy35UiGXN6QwPEU0pCHxKy9NLHjSpjIPGCWms6KO6VmAuQKlfF6du/uwF2D++rAMIJNjUd5dKJrew2YC9w8MaeJZg9lnJBIYMnG3PxPg1jd3KcSyP36UttJIrhmR4xjS+dcCPz+mty35qJAqE3f1xeMZAmWVbR68YIg9UumDaDg2b97DCqlBl78ayuOSGHfAbP0wCioVRR3AWKB9p84ByTMuOn2o8xzeMGGyuRmBv8eJEl9nYc1qjJ2XcWnKhAs9DrZbLBSVsb+/yKCPuKEjgJdclO1wWB4dhYCpoEMKP3khyoaPJPQzcKa4oAPHYBDJihR6PvaPcepId5KBzgUtxmKFP3AFqLrf7CtL18uqSrP1upxGD+MXWwyC71Hj77oF+/hPv7zQXCfRhsRQXRR2wj+LQRq80mNDvfQCENB1zjQJeXZjAHp/t7Ev2vtlDA26NUwAfH9xY+yR357Jf4t+r9DatKrwRUDR7xnwKjUtaWvV5ENjNPBVB2sr0ftEEAsTgCf3TY8nm0aMLwIu71/r5+mZgn7XS9VBp4DK54hRLRUqj27TxWXptN+9fLlM/mi14oRaBnahWdvFu7e1cpaOSz80sgzGVyGGi6YFY7qY6lJIHwHiAOwddV4+l3RPFrfYVOL6MNDjP61ZXDnF76RzoMeU3EL5m7rk+NOdgflR/9lNhoCYjYToXGmL+9Mee0pefvCBvThmPndZs08O0Yud9pe6PIAiog+wAXELXyp5MmPBzesrLsuK9DnAiPGLYtHvpPNJ4ZnOr8/cgXQnpz59ieyxkUGkujJ16AKfY/7Y4trjnnNKNuQbgbc9mikwUKIvjyY9kBTC/7iEhpTepeNdLr88ef3BjPuNklNP+4cHBPJ7oqFKa6yHNtained+Qq4OVTxTFikw4VrHHwDuW5/X4mgZMmB3m7+AZBYpgc899L97/WMYfqhlYEvn9L5M7ipYr/3GP+C8RsJlxAvlnL0t7py8KgGH4q4vbAMeU1b8x8PWyei7C+rycNi5pUjmTSkPIkfYUqBfawc998gN6bQAupuVxQqOBBQdzSh8v4PLIDtjZAfsO/V1ouCGOwN6z+q8BSqBH45fhWoYa523xu+cMxm9hs7E/QD6pgL0C5xw8yAYBTEwI0B5EcQOQB2NysXHOmIljGQDnx5H6wmDZ2QRkT+yusutTynE+RK3fgNMEAB+i1hGUrkVOExkIyEtPPzuiwC8c2/oApmGacdOGnjguZkaflt7vqr2vPVW0QClI6HMKdlvfIG2eoiZVlJO0ep3lnV4ER4oaQWKpugkUjp5TsoXHe8stiTYvHFwTY0rtavzFZ7EUmZxLM+MfB3m7Uj7SEKqAu+AdyZTlhVn9A28/pe+9aO1eTjCgrwemPI88TXZprD3xw9aJp6GqqRCQfcHTm306DwHYXTmC/Ngv6xkKcNTAfsojnMuOwxenXwQ9u9a0Nj5MMFBKF0fhMu6xfbM9X0ZsdN3T0nB8YlkKZlWZlg415jrEkXgMwshh+ytQR4I4cbW7TkuKWJkKAkllad/IpASE9Ja6sm1YCXZl6ItvEFwgDk3GxhZW+8xeC4U/KtesD0byCC5SzuBIJs+0MhnwpEp6OuTEEzliOQa6gF83Ywc4aleEDOaIApKKtBUtLtPubZVO4uygykeDIKRv5DwQy/FUATboL+22diGRAA5Ijwi8aIJMAY29JQQAZbgnqg8D680gCOxSAHuhsY96D16l+7Kr1k7m8vjQ8203z/r1yKfceNOLDNu5B3izx6LfeBTIVf8r9cXdVelVXHCiwW5EcuJP4/QN3RuJDAkidnAqJ89ppnMjy4B9fsqjpuEAkDNqFHhD2Ma0Wre2JrGSPxqBK0wJz1dHWVyaShfXsDoR4c3Pa0KezPu9WwC50UVwJ5oWsPxtqnx5cmJMky6qkk+kOc5p7MCQVDBnS62LTStIMzk1LH0a2/TDNAfveC+BmhRZZpIVBxQXrCEfPCFzUE8F2+5f/6Unz+kH337uSxtuhAq2YGMPz5tzVOR1Q1I75XGYatyiamem29OHZtfrOHa6qiTv9vhq6DaXUHYuj+jt4hZit7B9+3TFsls6tbRiWAAclU+zZJuN3Xp+Bui2oIm6dk5rAIsaedYGGVLksSJQAyITEbXgYaifh8EjYJ+PMhv12TOm0titjpUJQyZlCFEB7FuwxdDa/LI92VxxHyBPBfhWY/uL4I0zHhdr87yfCacW9AAEpvvNlOCYOKulzUJqz2qgXAO2xxSE9As2wLwyhjRbfWVOkgZg8FFpRZNzTcv/xmvxbTSOXVYwlKKAK+0nRasgKJ4N1Yam3eDdrv/yp9+ld3hNi5MsuWzGG2paqwQ+VbvXuDGNJxq722hE0l9a8NhgaW6KnTePLrYeME6AVM8Y6V4oCuzd1r7P5xc06NTg0Gia9qv8mRaNtlx9cuzLrk9rX/a5osAUAVh/TS/kskwZ3EbqXJYjILSq+X4O2PX5zJddr9jRlJBC+ZnTp4nLo5VpZ8b4hW8D4fqURyIEbk68Gfeepl3dBZpEWUhKmeb+EMyNqxoMbtLCMYIPCiS6BjgK1G1xk12O+kUvLnSaRJSpXQkrb8+jne2x/uIOwB3aSZENgJ3DPTIhBQ/HUmseZvYi9gOL+jT+9Gsv6Gc+9oFl7eDpT39kM5EIgrM0X/FBU6vKjQ5Wf3x1CXjAedxdHrfxsTTSwbVy6XHQvwD0dnwvWaHEtvv0gQyvNmBfDVgQsiPoeTDD91nNjyBVtb2NWerleNiMQLqUZem4q10yY4iHijHxdCzZeThR+6+9hPTZUcCTYQrFIkEluXZ082sSIrALmfjM1JeUF8sUdxeGZcltxUv93Qil7Gcfp8VfIXNfvaejwOFalsxNcj18BJD4Qhz5FusHy+yscUo5aeJLz9P0lCZnH1oAvjylo8FbJDN3QqV9/JAmpoH7NiLopdqdfbsrl4OmI50F1Zb9r37yfXq9m2fGgqbAAAUN2Oj09ANsl1H00KKpXa/CpY1+p5vOILY3Breoi2VqNHYFmG0GDbLrYW7dPGI2O/ua20J/bewq2JmXSRzP0JKUXQhRA26Nw6EMKxvakOo1KyIEy9mxAviLag07DojwfQN50pR+96m/OoLc9lRhUEqQ02+wmgHMg6e25Uxnr59xyUl+gkIWlz1Vk6/LFaJJrxFlYEfY5iJnhPqW1spofu5CtaJWj8GTB2IpAaLbgIcnDPgqmgLbu9QfsgJ5jviacHAIZjGOS+pNeZWaeGVaiVo4EpuVfVyNuuz5w0bwalfl6fDW8kA/+rGnbVALmD1GFoWzdjqkdEDfp0ayfQOo9rz25SafLrPTISXJKSZ0odzxm7S6fVKMGaammA4PejywLqBu8++p0uz8EvBLqPEpuEVzic0bASD0E1hhM5+2GAWAARm7cjgBtEDZ8SkX/Fm6bP/Fe3L5GfjHcM6X3ZdS5TkysTAhUsgBAigMRh6VCnewzmfLS0HHymcyMxKm8jkjMua3HZ9/LcrIND2f9zwWq0yFGcnjxpqrEz+G6xmcq+EwswCAk/LVX0I6c0lpgtd30nxABeOObeExVNoNmhCs3QYd9jXIRR0IjGgLviVUNnGkTfXt8QOhCtDH04uN/RcvWvvnL2aZMTydJt1s6cOMIDacG9lwkFkAdm3HBbPo89UAdn/cTSoKLv4j40EYDBu7lYteMa1buZliVrE0TmNXEJABxWgW0LgW8jgy7gzoja7/9eYGDAy0TKBwmZ4TeNXjFGlmEeE2lVElchl4ppSuGk1SQHJlnopnxugVuid6KppyGfT1adIBOgUZ5VTtjenzRG0oZdSIokD0Le65wXazd7YsPCjVrVF4cLzcb067Qn5jwsuGyjc8egJorLeFN6DMrzXWPFMWJ54+17Vw/6zxvgS+MauX2/083X6rzT4pB8FEb2q70RGVHCphUZz3clxKPdTn+RrtJ5ey/8on32sLclv0ipol75HDH7oCU+VBzATTEnP/6MYSPrjRg9t2yN3lEY/c3U7y6t4d4cwYfFNoXSbkvru6laonPgrwu1I4ChhhEkPWpG2q6r2l9HXj6e8SQNeXk2YW9KwXHkzZXm8jwWznVoql0fx4b6LbctSLfHVYB1UroXZ5zIeBNe06lhVL94awhykndvhXFeSwjMgZFbSkoKmeMSaSZ7m34G3slqfi+F5KzdQX0MJ54K92UXq53YcntydrMRCI8mkax0GK8qeSYHLfwFr6rxuSN9vEmbKvXXh+EPgw4owmPqNfDUmheZvQlM5WvR/92Pv0ubvVLZYODShuHBKEuAIMhtnEIGXp7Dkg6YLB8dj0gsA/mwDpx1RISkft2S4UeO9D1nPaxZpHXlzin3EQ0EzVSM/ATgH8iAwiibzGLi5NVIrEpWlam13rk4UiwEoq08rJwG48W7lKCwFwCUJJUrkZsHJgooJXH8RBmHoYeQNIFpRKXYXr3CdGroz/miefart+AF7W6dzS/NL5ooJSJbisn1vQ77PWO2SPF1Q7QUkxylyOi0+GuyFnViVRqZrLp9Yuvb4N/zoYC9t3z3NYr+avswLoXBvVVeBQ56SBX6s3+fxl7z2GMaKoR9xdkPcr7zxtoLjiFDW7ObeMpECkR/JK6HZOvuzwwQ7g3Y7v1UlL+47RRdDlkUhdGVsTLJAfgBM8Y+wwMG7H9+qzLW5fQOWhxXuYs5Gp8OKBndPkVU03A7vRQbp2KJfGmgCxZmwTnQP4Uihb54/FLc7/3uoWgXK+oGqtUJ0Zc2606ehZoa5KewVzgxARmiv8MMqlo9PoTGMXsjOAZjZ2cfhDRar8BsEgWHKZMnnjiALeqOESs5li6vm8xdzXhGLKwswisGMzsYgCYOlzxHQGlMCaKt+HhmI/QOHJ5NrzY4+Bu6sLjEhmInjK8XJiOF8TTq7NroUjAOcJcTmgESY2x3xNC/7yGy/o+954Vp7LvgM2UoYNQQh2JgSkecR0jSfCxrhwnkHSzEBAu/0uelo0lKugSHbfnwv0pfmy97iLxi7PjIkMfhEI4hip5xe7SZ/TyaAWfdk98JtW2rjKcyqmtZIykCyubuTSIR2Ccv09uZxIYxaQzyqPp6kjZPYBjRganXUCf9b3DPWRko62gZQ9ms+E5BLNeKT1PbrCrJBREtYPU+P9Wtasg3uYyNBh/tCvoRK1q4WmDWqprONnqXbWr7rqzAAKUvPx2W8HWeesucQLkZykv2fjY+JcAfKZcCQcbwt+stIJFjqIS6ve3/j01+2AsP7c+7KLLaCKf+VXBgyYm2lk/+zBzJcdz2XvcUsA9v3o3x2g2TUL0wLg39LtwN5psu5a1XNjNvrbR7tfSFhAVcD1E86tMxBDWjZ++5heXFrybevKwbbdQtbETWQxea28OuVRU/uTComuCZM4D5fAxVxjPx5SBmP1JqUhzaGefgZofkQn/4bRnmR4932wlrq4h9hYroYK2H3pFIDecyngMsqpjLkxSQ6AfQv3yI5jjAm89NYxv2JqGuwIXMfqWNGMC5CHoRpUlCoyPsDJZ2hqRsl5IphLKimH6NaI8SluenMQZqDNV9LM8hG4jJ7th4LuJdt3XrT2H37jBQzjDjDdM0aBXRQwBEbHPlRA8xOcjDiF4cpthuqxyRTTAVvCuOnD0+lGLh2R82XXiX8Bdn5A3rZgH2og4BeBwjj35gUi5MHHkMtvhps857igFPvR+DBgz/SJoH9GWh8a9Pg1hFhWBeyaMo9EjxPHi5cr3PuPeDe+1DSB3LC7rswfvgxri/q5tVkVqlPcDfn8ism6/4tUOeXx/PvStL3nM9zy3TNDI/fWSxKKaxI5aPPzzkjWyPkKndiQ8FtmPQFQJfYt82dlOChjl4KR3ys8eWbC7w1lh+dyU9ZrC+mzslopf+Xj79GdBFutesaI0u8gJWgfpAbsXVNWYMdNSm0oWt+yc3lUwOZx1O/gDgEbf0FwN818Mc2+m4LSutTDpSbPsN5ormBoC++tEs00DFrtzMSCQW3lThCltMF9VOsG9yhwI43Wygvw12hmFwaz7VsZXgBI4r8edCjwYshau0cgIdsDsAJnlpZTWYpB9VKjLRjPwN+rpDWYJpwkE/XmBeOf+vnu8SvSy3wtBTbGvEbz3iVN7c4loQqIOC4E0gxZ+OCZAB8nkBeOH5iQoyGtHhum2/Crm0M0JZoOkYrWeaYBuyaBixzHsv8obD7tP/bWhnxgJlg95LjP6uF46MVuH80Y+Cu+VMfZ6vtP0zpgRy8bTEvk9LixC3ZUv5tINp/LFYTBs02g9Nx9F7BOWSbcdRldiPMyJC7EKR/+1671pbxaqKV07WsnBVg0jpCOASW5MpYg6hGEqCibqB4jHqhomtpasHZ5xDRLqmler6iCTIDd2lkI2w2fa19rWkrPiWamHhkUMrAvDvrnwB7bv32jVYDrHDKf93kA1fLIFX3LQiTQTVJndijWadMNZWR7DJDPzpc5yUKZdxoXiZ8tRAXf0aTCAX9LH12bKD781Mee0sd2s0rzJVctaKeEw6dfoxa5e3RsGvY+pJb9s3i7Fbhv/Rd0cazOZRei6gz37ZN3OFF3qrCZqplclmFvb/viANh7+fsmpRcmJHQBOGuKEdg98NkRubjHlKe/MgBhcffitHjjgZP2bvVGjj3EqLVf5/Od48KP1iXQziYmn54PZ0CEfYW3DHDoy76EoYR6+9wWvVGsgX0BOkxC892nato4Msf4MpmMTxX8RnMdPXNH+q4QF2krPmzNQWgmrtAZFMP9EQDlDUBnAQM9VCZsp80/PU6Eapu4nzw3LW4mVvkg/jag8+0Xh/9EaJRxnGMZadzCD1Pm5SjwhE6m8S2vP9Bffuf9Nti6eSsfv0s07N+DG2kaMNrJxwpnT+Ns4J6enhDpj+/tebsbptnuqbkzkkFcPBd+52NL8wBlPmc45TH3o/fmiHZobHO7Xqhyj4zeQKo/ZyHNCSiq8ZXvzblPRoylMXdJr7Mb/9HeKwX1mqfZyLYnHqYaZSEhgTEXdQQivwQ5C0IIsEafiN0qybVjBWa4KOWTOHeXlN56VnoPLIXZptHKppeFZsB+ZAa750NNMN7Pwcp8xmPWo8FYpGGGiTgD2hPA7rTxPsi51iM89QmPqcF5SqFghmyIks8/zZo9I84HCWXP0jBl4UTwZtY0Oxlfjxb6ysc+oE/cWZ3xMK+2OLpnCIBGMCs2Wn3TENE45XE1bcCO1B1ASb37FNgzHRqav6XjfljZzodq7QwCYvDGHehpfLhbW2Yh1VoRcD1YU7iWca1A5edP1Lqz1wqROBs4luGBwp7Zm4v/sDUKGyLceMTj7YIGjRlQ5dI1lTfozAWC8Tz3jDHOIrBHajMEMFqe3xaje0FnuGI81vQ5Pc0aO9LBI4FRgLU8zffenxojoQUb3Qeq+cTx4eO3cO8ZrypTE9XzXiwpU3kg1rVQbb/HiX4tHJXD+mfemddLiKAe468Lr9EBPGWSjofrybYMIHAc2tDwwh00DgYg7ax98n7dj/XVowYGLPU0ziwixtGeUvqdAACCYMDU6RsAA7DFL5jisQGY34FAK3O49a4d8FcTRM3OLv0NgAKw+wlkwN5SyCiFU/nNm2PeH+gpgaPUIIPD01xGfJ7dLHl6zUXdkK88lpYAwksCc7yuICeCUQXss09iVOXEEipY1nhvypkLpVlYi02Yy2G5cfm5BfOeadc6b7zGjoJOCiFZ84wU7usuULqhma9p4TOgxcnrC6Bzzaq0D9LOii42YHnGzoInQ56KTp8Uh6SWE/Qjb3p9C3AjDSiBcYIsvTv4MJs1u9BPvPmUPrtcdI2+SUiB3VqRgW0AiFGNDuyqWe+ZAWSaqjPy7TQ7sPPITwOQ1QuHwFTjPrY9/iOg6c7UzuJW3nYMfTfX4KYW3xR6H8HSA7vdzdwHGfKJ8QSTmYdt2AcbqRx4sroZV5hOYYhTWkuzQP0I0sYyKeSzEvDXz5YV/lZj2AwmeuVzaD0rK7mVk+3gvsw1cWd5lT7exzR5NnJfIZAyLVLDtyzT4LUneN89qynaTuO2brNp7TUyZNNZrPu9sDEwDWe0cJkUIXVSnmeal8sF/SsM4Tns/jenrWn7AVFrYuyzuDSSaTmSszqcAXOZZ/UXLfXZtylos4bTQu9c4r5ysbWvw1Ch2jdwq77iGgM2ddWw1+5FM44hwAJXtEe3scPgxTKAfPizd42nN7EDdtI0NAC+fXBDzDNm+91PeRwNtP9UGjtNrg3Y2cFzHVC4GhSLGyN6jyaSud+77U1V0GB47ulovN9dW81G7eFYlgD/VF5ryB+RMDqYzwDV5og48cSQtg4VsDceUOudbVIiKG2GDvnI3Xlqghph/7WcCOxKy/eAAjuTTN5hfJt6TrA+bUH1lg1Akdq4P09jjtEvD+bX424BzDicecLTEc0I9HIF1M/wBdQ5T/ibSacyDCB00P3I20/pO17rgw0WMy3rZI0AxsU6TlwUv3iqoE264Um19l66BN6EKfJJ7nhfEwJ6nMAwV+h82YD9ObUPbwxaGdDwWQTgvCjKVGn83ruFA2xR7j8oqz2Lb3wIznH8CWVPl0ajPUG6QrFexh85QMrtQUDHXwshwElZBwN245dHfNbYJZWcn3n61p9C2FY5xOMuPJ0jl8rqXuuE7axlS8qF7YApJKVliD3eo6K5jg8OOwJsoccFt3ga5ebZEOUUxqUC6Qwt1wkzYZPub+U7gtK1EOgXm8JUSd1TS4QNoLSbp5QmH5TFPurSR29c1Ox/8aK1b0NqScDOY/OQtaT6kis4czhvJpSx3a8GVKqhO0cr9HbBeyGz55OaXBYrT48V2JI8QHnq8kh9WnEr2RZbEfg8SPoaMKEGrCIK25kdwKoWHnsXNXM/TmyEZ4D1tAycMackPmZlGggZsCMHNZjjtYGtwXsMBl7tuPFrKBDLiaAvk5zGyTXPGJpuZMoAzoezZ/52U3nFM5wzoy29jLaJJVT8EFFZuy3dvS2E5oFDN2PXAWjxUeRRcx0WOLlGGlkAuAGX1hEO6pBob2GlDABHgQv+LJ651qLOkD7af3C87lDxRQ01L/l+8qK1f89rDw5Qx4KpM8VswQNrm7UGLps5xvnlqv273w+PD6e1M1WKhteIaQC7q490IptQ0K7aXB4fKKej4i3I9evRWGEHi7bUhvxIomJpKyBBKLFfg17bFIPPvfuknSPDFHVBNAEp7SP48i5+MeSzxonmGjueyKquj9VZKZFjJjxvpl7I5DDz55quFPfaThXga6/Pd7XWfUkFpWi64vF2JRQPF1sn+JLRzdrlXs+5dk9vCckuLmVFzgeZXJ+j41/gOGSZ5b+FP/L0qQJHz9EhiTj4h5dKn8LXDiC7GvjKfaAX3FK376L+4lsfhIXKPqQEdn0q7f052JP7hzKW6H4IaR1QrlwcBqa/7EG434904xx2hvRsm6F2YL/w+tymhIzS9b4CdeMZ1wRwD2NcQOVEq5qIHNL69OwAnRw//igDzOeBXjVdds8tP27GkrJMcvfnIEKmsQjspmqZVdq3kZQ8eFqxDIZrpJb5YBCN8Xn1jQk17c121aJg8DxEoVrf49xY6K4D/HpYj8gDcnM/tvAfHYBVbSpSrnImuh7ODZE6nx/Ao2vYT4yaDz+1Mm0s40w9iK6CJbDmJvsV8tfPq+90UhdXPBT11jNx4uYwmGTbn+978oy+7/UH3zwd2Mc10bCL23Jde+aAPbK6ekDbbePDo0alSfeKCV40m2M8E3yoInji7GfPbIJFgX1Lsh0PvFVlpQGoHtiVPh6WpUz7nbgUhABOTG2J6t73GD5DUOXUhhGADZaMBnc+CeqCGntNk0b6DK8xfYyl5C2ihqd6JCKwexBe+0Iivl8cGVPmwI4tMwdEfWuRok7Vue9LxBvy9fLLwLgnWTdMWerV0ZrhDY8x+MJpJ0qFCt79p0uazX3qny4E7XUe7zSvG8qz4XGeWpmvsEPX13QQf3PlIF8kjXRsJ+BIvTfJNcsdHfB3VN+QlvU+p29YzA7cndJO+wd26StvN7/2Hc8BYKN9uLkYIhv9M3mFjd6A3eJw8xECOxEnP3gEMVNU2B3f28Acy71MlW0B9YVObAN2b5oQ8lq4CRAekwHMR+Q19ioIZciux6lyZPk86BNVbW95/NiLphg0Y6GAiesLUvBf1SnObIPLDFYIZNEu7YHY5soMmo80dg+YVW5fbk5zDqes7rWDp6FfpGee8b4F6zLaqTILrZAec/K4x15ucffHx9NyETcL1ZCQiuhB/jggOuvMJ2lUNPF3ZnvjEzRCDq4mApekksY6LaMu6/oz5YlqnhAgDsgINvUl/PAbT+nPv/EsFN81aTgYzK46cG+DsQPuHRUTSXRI4lEEDJ/PkwHs+5nqMDaaEOg7K6UzJrBZSBdQV5jk287TC7DLC98+VlWvackUeDU/wtFsWiPYMHEQClXwTzg9U2FSlePL9ELCIACfW72910/mafZsC3aErbiyMQ8+QR200pyvzYC4Zd96wtolLuJquQQpavrR6u9FjhTp/T3mrBd7zdyDJdW4hKahrd9XkhLYsXwzHG5mmZtB+yieJ9dX8jLnNd09LJA+T8njgOnPCJZZXr1c3LPGEZey0T5yQu7X08fJWQmvtYjbbuftIKfbhub7zTr9zdb+a++83wbQaH71jEGgEHd07/5K3u3wmlen//jKURcADbyj2QaBHYGe3E7V/fm+UNqBXQi+vkTkTpN8xvvRApqFBvcMvangi/2Bx/Xqc/2UHY+cedz7N7b8Su/LQA6MJlEG42j+mQP74ujE+iHtqlwK5dYgjwuCc42dSJcO8dgvCRCFZpLZKJbwq/mF0H+cp/n0ukKuNXCkMDl3g/SU0CREo5wI/ijeNCwF7dlirh4XUZWhLc0j95VvqMbmvBUkfR5xtxG04sCQonwvG4/DeeESPxc4OkrXIoqduSII0DShN2sPnjwz3tTmHt3By8GQZWV6boIG+pIts7VwS/jdrz+nP/3ac8eAecawJm6gN8Cd+0KwfebO9dweB9o6kfumKY6z4b7YNy/pGTSWVxqtrWJrFyZd8AgexfGUhy+7h9Y43tTcoWnR4BJBVgGqCh7Y88JnHEuqaSEEIx/Gmx81EdwtbqnGJNkplRpjo/d4LlXALgDxxq+ng7tMPQ0hBU+bKTU0R/FR8caTO19u1ujtuae8DZ87F8PQU5JqVPMlLrd6v7CD5lpjn71ZKK27nd7DsN1r60R0vK/ktU+CvxSeScEY52QpLEcPJ8/OAvy8YSxbda6Eol9MW/PI/ZzvOT95sCfAZ7yH8gEUz2wOi+veiScmm0Y2HsA/HDiVJgB+4533/AeqI7ADwI/7rtEPzxrggcdhYOQqaYAthBq7a9qxeAuhHwTWS7RP5OGO1u1cdvBlHydMO+A0Hv10VNoI1rpgHDVo/DWeKJXjQTgCbJxRKFqYDBTJlbQUtGoh4IHdrwFU5eb4FtYwvqQY5wbfFbBnIVHP2oUoOQViuUbBzeEiCBHNxEM0xSzQ2xyeraEsKcvBZU19q4giIeODFO2FdCOX9r6CLW2tcnjkbx2021oRUFoRagFAaZBeC3xD+s4Z40BGOlSSOj6Dxuh6cJ7VL08x/9gDuWNIgfFK1jPPbNqYvmAAl4P2yvc/eUY/sGnt4whm9nyq+2yPEwD+7BnT8woChrjje1FAoMY+YtG1UX/FAHt/7j64cZmeLy56zYusGeGGIhANFF0ghTxA25MZWBMhwGYBkg84yxMd20iBfYEyY3l+cZTJGzwsNvN85PJ4FCKsyzSdPdEdoAj5qEcf0RBaE9bENREDtkppO6I/e+YF5YxWBeyeClP1PaYWzvM647HZ4bGtvRi8PwYig4d6UROH+2xQzGAEm/Z4O+1hlfVLOWwDvmEJ0y3Bm1L8ROspwm98hvXpNLhKl4G85oeyRUgzRUwcm4SwnNxTlGJzeO2Clr/18YvWzl3gyVKAgxAC7RgBM2DH3add3XZp9/SLmX3wjWH1QoH0oxzSzSZy185uX6ExNzfJ54sJHzLA9VpX5e2S2852OC5Ue8agAN1S3I3YFuKbqlD19po186rttQfwIDACUwwuQHvPGm9kYiLKgmAGXkIROlaS0l6sbWCpkFrcG1B/cIOhxHq8mqAgQoFcpZtNMxQbGZi1dBNhK+WZTmSt7TV2Gi0hB4unx28u18Ge3VKrD/exOiPzKXAUelyowPO2spgXMxPoPO5/2k/vOOYrtGbNd40/pQ9ThBF1w2AT5H1OE18F/bdKhLIG1/sLbm9tVQxb3s2v/bu7rd3Oag+ABouaiqk6vURgU84AdshL2wKqt7tTt9FLmDUC9XGgv3Yvj7WD39qFjW5Yekpj9S4CI1CnBRZGs6IyakTqVnhG4PMkDScgMrfESKdeFPWc+/KigLAnElJaORk45cq1lE/rdBvltczrz42hCSUhmi5mWjvZ7nChXPejgO4KXuBTQWUGnyZk1hLYzRyjTypkCcP+MEgZs42V+90OjynuvUmXw/VZqMCuiDTOhJ43aOFO8+FcYj2P+GDI5smIXTHKqoYWmlJ2sp7HprmGLETzLQTazfohDLZ41IJH3qSd293ZVtZSG/t5mGw1/+sff29sJErAIQImkrC9HZpQem638Wh42ARgH7tMmZzpZhsHegyv0u5n2LTy2AP7Frby9lMevYbOCdjadEAw8MBu9dC0FPJjTduVvgeEcav1d+VQAnYBkFKOgzpDfk6yG7FEGcjF5ZXwa5/0IDrW2LewJuj27SCunLy5KQLm0QKphLz2zPpJgI9IG7malyGuPIRdPGRhHeXC1Af6nICdJ8CuT2t+HhOHJbSF1vsLvD8Mricf66hIH4VbAD0OHR4nG+5V3+d4HwC4/xxA31ELbofH5V3nj4OroYQe1Y9UjGsenE8I+uGH8WOIcc3tLaB9PkjnKUvLH3zzOX3//Yu95HxmTAdhUls5t++fSvcrEeDd5QXokX7UrwP2/n/slm1oPs6l6fftMLAu/IcvO3UZ3EHlOYGesHTPHQS6CJAmoPw7Ey6peT97Ky2CLH7r1MOsL5soA7QBHlH84IYvm6w1e9oY7hxoZyBmgDUKV1UZ2bQy4wUVIjmkP1sglSmwK51WimnsszAHdgk+7yZu3dAEnqq2QoDPJcR4prg4e80ck/nOpaC41ud3+7EFm8B5sYH7MiGDWa7ZxFsFcn6MJ9j4EyQsQ4kC0yYhdoY+5mtCaUZDqDou1zp14O8htUMI7qaU0uOl1MRvA/RVGQxNzW56H1PUl/Mnd0L/9U98o0HU6HoAIekwJd2vGH3ZycOZz99NNfsHPjpIdzpuh+yqGr2Ec9lbnrGou//vwmMc33uJes7DM4YGsBMArod4bztHx8MFWi5q0Ko1op/7Sv44X6EM3kTeZ77de9DIG4o8sKOmrxTYpYw9j5qtzU4P9BRKi9cI7M13hco8R1oy1mqWTjmbn85o7e1px7Rz0KxMK7jwvQYakQefz9elvQmu8MaCk/K8xn4Ur8889ah0aOxrlZ/7LXDjp3UGcu2UoAUfBHbfPq3Ky2XVccVQdaYVDq59c0qzYGvMOEkpVfQWwL4llG8EI6YuNebQdD/2xlP61uXBwJP864TtHuUB3MNODqUSplNoBc+YMR3EnudNShBW/7Ulhs1R7TntGjs/177lQmPHVolg7cFOxt96MdO/tAupKyKPe4b7PJdM2Ah5U0xl1sGAggc/bK0a7+wTe/5vRXUW0AuDgmiqqMzAGYXUUXlzG/sSaMd+szBrv1qoGE/WB9onYU4HWkTV6kbj8ginojko81nfK3WZUK3m+2QT00zbDalg45FYZLsXesWoFgkWNv5peX6wx+rguWjZQ6VP2SFzYrPSVGqxnGuAhpUCN3SiLnDNkZ7J75w7D7bXL1G/8db7zdYu7IbtAFzR+w4kYc0hnbdONGzli9j93paqiTs+2AmroZnv5fctJSvZ15RU69+sSNsmJSZCcxBqMVj7yjOGXDoe7RSB3XuemKDxYBCB3cAC1zBQ460FhLaJz8MjjgAmcPHV8sZJHwWdlPGqxXpgt7bzoIe+IMofEXqixMXOHIRoksYEnwAfFe8caFX0LQ2HOvhYr5FX/OYS1tEaWO+5QD0D7Md5GK5MccKWuj9XRGeYleFO7Ai7TuGaDovlCgHfNenx4xloKTuoG7AboM8G0e2lHJRP7SQ6Jo61JD5Vgufuep7entzA8ifeekpfvH/IXjFEw+98H6xjt6gJcAQcW0Bdhsuj+b33MYTADqDfmh3SdvfJZmcHrRY3Q3WtfQiewX0G7tqXHQE3TkyCtMiu5UMwUBoZ2BH02NFBgcLkwdl6kUebIlhjmZTy+rTkFo+xLjSJM0jlAnAxxxrgFw1DmCNr5RxKlAk/DJCl9zlPnKcY74UeTfKYIFkpoQ2UGOuG/KDJiF0uTyWHWdwx4ON4Nd40j9vEpAdPjczD3GB+u/ZFn7PhGosxLQV+4tMMQOO5+DxxI1BlRmkJOZSlLoAYc3sQznoFiikDCrLXbK5yIFdV4Ct8TNJfHnzyfqW//bH3yZlJqEu1rh1vi8bN5VF2N8bdQ0BgYAEYYxn5+N4G7M2cw54bBeimNlLyjBHypzxuG5SeQb4enb9/6ge8AbkBLj5bhumDUn0qARJ1PCmuPRzG50vh8oggrUBhrpN+HpBLm4GcA/VaY8flOTuUV1I5Ho69ey4TBRjOQB/58MAdn3mOSPewTGjOgT2mmLdBrjE+y+WuTiQQocC12vBIewbYZfKbA7a59DIs3OOiYpsnDNRyNXm6K5NCfF4AsjQwIYY6xqk4N8lmre54s6nM/d7RO8jPJ+NuCqqJch5iUS+jKV+3c3FsDQJQvdhL/upbH9Bn9kPO4QArsWm1T4RxlG5Ls4q18r5DtDDFmEeRAbva6N33U8XGmwyXm8UArQsTeSAbA7vLYxco3GgwQIEUoIzXprFnAHZjrmy3qD03fmMaGgukAuWS+7XJWZXjeSaikDY/t3R2H2kjaFJ4RjSb2TG1zeGVvIYqIRX+tqDjbB15aEpdjT7YfnW4DuxER379es+TZzGouL2WEmfSGWA/8xzfHNEUE8O9HB75e6ZYG7wzmedIsxUicO1/e06p2ap3bmIa6yL3etTpoW5WD/QcYN9OYOy6xDgCaJk8L+3mk5EnbJTOheYp9NYF3H/pzQ/IfNY7GVw4lbBsK4Ed1zAtT/6SUp+cotoc8DuAnUldHtt/6QKByb0n76YY7sDeoXO7HGsAcSzatbd6Z8+WeUDgY0Lbu/71oJsBWtx9u14og2/F8+KeS5F2C0viuaatQGMAgV4iXZw7AYQULC1Ttuf7MVuBDt7XnjHs7nRNws+4uUChgh9yY66VkfmawWxcPqVBSVxOnAcxP5eLxTO+sYdrpPJlCdWC6uBUyCMA41R0zlcjsBvkVxYc1RZexdMYhhrZqsjiN5z46XR0dS3I0BL3C7ZuzyWdD7N8XrMkmlTkMHJ+Vk6Dp1+7aO0fCwNywJ+YlrcDdquw8YOuiYRujMUmJeK0Y1Q3LQ1Zuf9vZht1h3S+7NJ/n/HQ2IetPgFABknf0hm0cj7/axblI0AmSI9CxIJtvA9CLvCaBcIRsJOjRMR0BKpVGn8uuy5vR4GAdcB7cXPB4jDYm8wxICMFJtP0Z+CbacRxkHeymnCLdupcCieKRgOPEVuoXkCdHbFwPXinTw48MNFBW27hnk40sw9cpsmfkovpgbqEPOG+ops59ANs77rT3iky5bFaDsIa+68V4RPfAY8J8nLZ02FpyhEOeLXvfvm1F/RzT96nLqVa+cTJM6YNW32uv+qzboAkoot4EirCu9lGtIKdPEOZjcEuUPr1ODdeTT7b72aaedC2YlK3x4WiFq6TjciDpgGph8kIrERVX2Z7PlsdxvUCd54WArtOzTb5KWjnNr6t7d1IJ//2UAmuPIerESpAW+H86GPM/l4BUo8UMHo1ggjNzAho4TeebjPF5KdeQOI8iG8dFaoZ8ItLa/ytjnbFAb4V8UFapO3TeIFpvM/a0cJ93d00j0t9Hgf89VB/Gc+6tmPAIdqlKXgDMmrSIQyYpo1k0+RINz9fNtJ+FInQeB5EYryV6OGN6Tfffp8+i6ZidS3UCaHALpTNY+ixsiflHezTrtYN8BHYt5+Vwgc32uWw1Q+gJwB2GscKDB6cOaiqcdUS6M7HdP34Xlyo1YO6TEDoE8sjjqeZ2ceW0RGYM80aDGYCBuu+uvKiBo6U8gc3qsPAMH189kA4N+Z65Hyfq4GakJlM8kdMrgWko32nPY3ASS5dDeyWTsJ97ufa28/nvWaaxV8f2NEQigKSpzmPP9aRzlPBGzowmcyCeHrlU9RpPuTA8dJKfZVlh2YLT+qSuJaARo+u87hPJ+hCBdk/8+QZ/fhrz4wCAivxWARdpOBhvIn2FusCIR1Vo9q30h8UtMzu1dF3phJ4xuy+9PolpS1+Y/UBQbLVxsCPgXoF1hr8Mb9+WkRhMSpCnEwDXP5Gv3T9u46rBUa3AM+elnEYp+1CWYhFd8410aJUI8trZSGwzvNU8ez4mKeZnwCpwXv6GODXNON9BHYiL3K95ns+eOFwzshydNCYvlW2NrH49hvTN2HtN62tcB3by+jdt50hMyBhKkvElFwxn0k5jaHYwek1ituhdYiDhDKVVjuj/3KQPgfxWAYOveyGeYbCFlYK6/U8p6Bp7i9q92+8+b7Fd427DZQGqHt+iR3HBrb9Xjc4+eMCiMx2bul11+h+VIASXn2a5gNP7Wx2pbWfFxOBT9z94I/YAb2l17T+TBKhCqQ1nxDCtYW8cGlXJniqhV3rKxQGvnwEdt+TlaDysVElkvAbgz1fqV7Un/0qVBr8Ykyc3dnUiWWgzq8Qeps5RigCW/0MF3qPaHqDB6faWsD+tdxxj6pP39JE/y6iql46/hbHkRdkVObdct3jOe1Tv/Ai2KFZyAwNDCjzjGJzOIb7E6EhEh2D49Hza3l7qlP4b5243zHG6bV3QT1Dtp2RVbR5iBAOCYCdX7gsov7QdqRvv+fhGdP+b0NoAe8W5bf5mSNgyQTY2UafDghlQu1tHdBF0/dqmS97Z3jT1p/bgEKg7hxARbHNTTOK4Kn/TCwugYYH62tmG5yCXmhgH3OxLoDzAN8oyMFdFBCWnqA8DFb/alx5oLLcFWBWv0hFayFFC9mdHGixuKCZwZQOBM4srloEVlp4No4Ba6RVAb8MzuxpbYqJqSIdPx69SPNpc15yvGPbxTIa/fsZrJhHijLcUzIA1pi8moqm7ovx+ijI+ACnqqJeWqK16TzVa2l5wgvdSN+mAy5wGkFyAhAhqYTtQ1lVTV0mtwcfknziXug333q/+7EvA2Q9PyFTfxj7tR0kFuqn9GBRVvvRm3yYbNG0g+h2/SCWdwN23aTEXJoAdUErL55iP1zT7olQaOCruwf26MvOI32UpUiXiMkDIJe/QmYq0nsEfEnA7jknqKOEFPFaUszxILd8Elq2Ei457xzYW8l4YG45B8q7THt2rXyuYSRkULTryI9Ma+Jp1HVVLlCQ8TR9S01ElAVFBPacz545m7s/W0Vg0uPfSCrGvIqg4LRNdjs0yF5W2aejs8P0SqmPycxeuHmAqdK7Hxpte6ZsuZYgEB+ysQ3l33jrPfp0b1MvcJZhnhkti0iwBkAT6lq7dJt7B3BanLY/5Xs3x7AOMUpfYNrW6J6xQyM0VLRpFtvZ31cjsxRcKa2myqaB6KGi9lOrZheawB9q7ELIbX4j8KMagX0WuAC8eiB5kMIYLtMqrzHfLW59ekpijicHc3G+zAHybLm1IJjdi8tnULy659heHGhp29S8EAhqzBN7Asuq7BvVeZizdtniDdy72u2371eaoSU/E6QcRF6u5gBxLDDMPV3vAHaFI1evHHc+sN/Ee2VyYHf6b7JQNp/UxR3cqxDMws6lurThl+5e0C+8/pRAYg+CKxzfu6dHgMZrIthsNGrR0/X/oW+3Q76GFrILim6P3+J5aW6Se3zPsgkSOJddtXYe/e0363utNjaWpl0CYGN7WV67iwLAtGssxwO7locrAp4fWyQ1PrJW51Oby2+0sTN5+EX+fECAzkBVpWthnVIyDRHHekxZg13kWa/VriwHpdZ8SnrKg3Y0Xxy1kBS94TV2pjPAXo8jX8rxdK8x5UycUZFth6qMlHkwVpluCwZg4j/AcCZvGEyeE76Sl+bFHIDhkZfK9dhGc1DnY8l6TLHIuczLnAfeF1H/qx97l97aWlT7udvV166F7zAoATaHNm2DenyQWkArcYeBsWOr9bkCeM+3xfNifTjQhJ3LIy7wqj4tDjq9iQUFPoLIEC6ErKGXCbYWA0sMMZXfPNEMIBdaEh3jv9H0y7scuOAkwqIgioI08oDXR8DO5IEyg6mBHBflICUz3RzDlzd9IAfnwtG8whEiRSvW+TywY50j7z4PLoxSGIOxbcj997SqErx4if1U10PH/jbvH2GLGIPk8EMZOmQ5RiGFnMZRuALgt7Pe6LKVMJuc1lk+5epSER2yKJUQYXJrCKOA0H6PrFvmQeivvPkB/cD9Qwfbps2KoTMMaCjcuTyazVu/pGTAbhJM7en78A6aNwK7KhL7kTao8uyblDq9/nqkundePEVgX9JEsppF0wYHYGfKGpuVQYSC4o5k2Pl9OUQEVNpdfqMQUu1+LfNi3fK1lelrS8SHkx49zDH3kKmQN4POSiaQIjDXoaKjpWdNmKY05QRdcX+ZhI7UripOKJtiUPQsB2Uet3uc/XLYcjLamSCfAXtto/fCxL+jHPu5T4IOssr+NgPkSgu/Fb9qMK8AFJ6WLj/zknly7RrWCakztThIs9CHFFqZn1xW+uU3PiD3/VNSgOd8DswAbKhbB/BxLrvG6Q26KroZmO8HsK/k7fqbjf1FFwDEVDR2qJsHRy6fKXmFsiUBu+XKQiDT02mmd42mz9frTVVYoDTLi/mIzHRjcXHRdjbH8nUFB3P+ckoZ+2c133wpjwZ0iyvLeGZ4KiQ3I0DFH1FUxOy5uLRUPK9MMfMcFnjShmfwL/eTuFbBZ/N+1PIIKIiLuZfAAh2S8Ld8KCXnNnFs0KNwTjPvtCbmFEkxFiqboH09M2SqZs6M/zEve2Pzman04YS/fTHHfCuDL7tqzxct1GvhRAq+3eeScFMJfnBjBPVL73n32jpgly4YlnFcL6vL5eYZwx00NmAHjZ0latcY7uCa0ygz0JB+fC8KtKaJDfbHk8Xd5xNNueDGrvImJQzRy2Yh84wRKAMntZapOREgfbgGkAJcaj2ydpgBH2GPHGhUAe3vecZJUVbmISpT5Ep3cxJoqeize9Nij4IE3xnNH1fGYpsol36xNZbte9TaxnPg6VJ66tuf6BjemaLJ7H7vlpG/M8dSZs/Fzzuczz5jomsyMutFRHRwKNb8roVyxZ/1WRWaljUvDocth0KPa/dhhn/htWf0s689JQJf9tGaYfYMYF6DxihmYhmn917AenFHDZhLowYDdnsL8J/I6/Hbueyb4R8aXtg8dzJQIjgwIbd2wkkDWrkCSEQSKAjk96/47MZ7/NUcnX+g4ufJUtYHzR7mIqj8UaLm62BlElEBRjG2apOZJq8taqCV+bd0NUiZ8Jpr0rOeMqCOwO6fVv2R09t9bd5oFJZpvtyfNQZ6YD+mdQzslvMIRaTMvy+o9oIc3nIg7PUjTXVTuArik2xMNPNLxkZgOuJITBn10cdxsBuzuWXygTbOt7bIhxY2Pt5ZHui/9va7doSAcP/gBu0f3Ghxph1EYFcBsGjcGKXdvW80PoDRAH8iPKtG/dybKUYIT4rk55fR9aD92mgwZdNEvG/lxgXU9mwhnkx4GyWNVdTYDWCxuj4vQX60i/sPbvCgLalM1NjRstti7QtKs3UBDVZ+HdYBqyvwSYQDfJ3MbAUHhKkahqzOsw9bW1n2dy502V0J5W38MqGPeWjCp8GpF3Z+yTKXg1Q88KJ4YYpwghq730Cl/V+VcA4nsczq2Rbufacbw3jNh4X4XI/1FT+S3NeHAjTKGRNI8OhwN6764gviuRx+VeHsa2WVD/N85Y1n9Pml7/Uffu3ijn6otcAOSs7Vp9PWjUtryDMAm+D4XvNlb+Uu7Y1wnBlDu2eMPCCAY397l0cpIAintYI1tgLCE9ba0sZ2MzpxoiNnUXAYp5VWh+0ahCdZvXGpM4JWBexEGcwy0FbCz9KamyWFZz5/BnZ8i10LYJddUFlrNJiOb7/XTScyBS9tASmf5rapRYDv+0gnpzlKl5EU46KPukxsBJFvojnayJW4e0/2tuAxsmIrB7SNrzA5iGjazKHUlvcWdg/89V2BtzfBKw+3gjrm06n840+e0m88eX/Yt7ew9rPWxwAcWjbDMb8LxJG5PEqbmA3YVavvepB+UGO/VrC/g68q8a797x+1xlMe9w9ueFA1PdofIGUmFp3W3l4tIxUR2pSzsLCez0fpqr3cBKEAnTiFNZ1/iWf4j9CGOrjXFL35h4FrSu2gpRxN6nj24koocOY0pLiqgR3DOtnUtJDWA+3YXhAdASal9HhfgWikFsuyuuho4cMNVp6jo7ckLmhI6AWCO6aZKSb+zupRlSuQRp/f5C1zrJXX1fcLnbHJjim5RrgGvKXbYc830+b/OQDzlw3u5exSn49d6vpbb3xATzSC8HunPQ9o5GZOMc3bnRmz/eel7yJV8Ma0fcCi94xoGrZP8OGbwNN+vRo4Zy1c75ah66hmTlC33Apx8GfBzpMFVHEn7xkIUEHBNLBcXsu9ONqcIEk3PPn54c0xVbnVpG/BA7sKp6gtewDzoL5C6x4BOxpZqOAzXs819sq0UNvE8doDpNBc/8a8GdilSCeEnutCplDkHLmMGOq+kgkNdleSaF3jQVwZA9wfY06JHiradH6yHuQnHVIaIfPEkWjVm4xUi+evMhyNpldCPncvxysmmO5tCv2NN9+jLywvqAGuAvmSD/hSUB+LEQwfyvBp26fuPLDvQ82BvVDbeco948UO3W3s4/jebbw8J1eukNdX/bT3vuxRPzOwq859wV8b+AvlUx0b95insndz+h85QhdTApqL44PICyZ/j5rZTMOrpoEEUYWLy5gW8x8DqBwC2dxkYi6FAqYYzVPRoqJcKdJ40aWlHU9AFbMotubAru85DKBu6ewIlK7QQH6m3C5V+8qBy0YUtViHI2Cfte39dVAvQGaijVu18wBKbDPeByZmZpTYmhiW2VD8kMIrBnUJLeY1VDpRHtOPvv6U/vKTp+1WAZUEFlUtLQ3NuZfWZ0x1fK+6Jg7A2U08d5a3Azt14eBoPiidS/wmc575UcJp4Go8B7giKM+POQ/OuV208nmC4DkwllYneKE5jLzZzh5Hv9XDl4nP7d7PgsocEwUEPpMAQX7NIOZZU5wtWx5r7AupC2F+bvl4lLGksmMez6M44I4Aqrxry1aUIii2PD42BgRWThT92CMyzR+R8Tqw160qZVof4rpQzl+JmcnHOhS8jdz5nTZa9Hrat5uPel8Z6hfyykH1owxVNccU5xhzA91Lls9ctPW/c9HaX997W498PdLYbfCOz+nFDU34PVSBs03gO7Xq/dK08z74x7nsmqjnVK19LLahlwFOq8rbJQKnDBGQ07rW6TmjD/oSyvLlk5tQeGbMMvRzA2bl3gsLplqvjKYIA3YGjvF5PSYQUBrNSie1oIBkfHjQmWuH5vI419itRxBMM/hg6Zh/rrH7e2ut+btFlbuVKVfBhlyLtHsadxHQz2nsc2BvdI2vKJw49ZjPK6GtkcI4z72Wg/8FdX/2rMuW3IdhmbW/faZ7u2/P3eiBaHRjIEQAIkAMhGmJEqQIWxJohfQg2aEgw1QQVjjsCDvoCD/YL/0X2CG/+9H/gF4c9oNDYZuCAQqACFIUCIAAGj3Pt+94zt77q3RVrcqVvxxWfd+53RClde/ZX9UaMnNNv8zKtWpVLUzFZh4VlXrCHbOD5uRBmX+BwTrYw4UG7LQ6RujCJ6sOg7cCiR4vCP63F2D/FLcHx7aWuS+KugI7z7Tlkc110EeNWuITUferexh2Wx77KY+qPMT6fqUBh4FF+aO/3B6Ho9WEhxFkP7lRnwgnJhOCp1A1STwND94E8uVeuwTsqHxMLWjZOH0zMPAgniha7EqTCnpCxdQEK/waO7j+CAUDjXpb4VGwJ0IKMFXXG1vV04k0Yx4elMmc5cCYjbW7hEraTyM6Iyo63uJc8XlkyHMNp3rA1uSUVX/iH4ULNd4ax/DlvRP6FxFkl8qj5p4UKhOscc4JVwQY5Ilnu14/mffLp/v+yTsbGpQtdncEQctqH+fYM+tiqBigd76OXgNwAc3Oet8t+eXfC+mfyYvgl8EVFHsIY6sL806QV21wtMS5c7cJZE8Cnh4CTHSxGOh7Fw7yxDER2j1wtDzi0quQgV3v8uJp9duu/eKpcpodHZVnPgQp/wxgYE006jOcCUz5Yx7eKakSjIA9U2ea05umVZkK2H2YofeJaEBFkpvG0o587K3MXMQfhbovuMcCuCPRgSa4wvgehuJArJeBtv/OhWDg+iShH45FTlc+sTD9zOmOfuPx23S750QXS/pwipC9HUrtWl9SatsdGyDr9kgJItg2f1t8tbdN9y2Pa2Z88elewvdPibIKwt8p5aCQr3pUzSArQYEI0M3AWfvGI7ALRXk50GQaeYOjzN4RFeffyMc+Hg31uKtABx0IlwBTwq9PYwfl87a5eSr4eDnV3TCifaSUMA8X6RXojZWSBD71Uw/y07ZE5eXNH/s7kvvo3ks+ViaZRs556rrlZTBJsEAG7/L6Bw2o6v5bDKN16i3uPQK5VG33kqTWDn5lKfMfL+6YV7en/QawzRVTdMIMQEy8b2PcaUE8uX3vLX6bjIIgtmqJidRlw2Leb3srdfl/WUzlbrHjLnT96+3raluhyWBgisCAuTzQ510xuZERoC1O6ePWw6pc+42LsrSDly2K+jWESJGLCX8M7Ga1jyfFCBRGFqiCUX79Xmj09qmksmOLHdNQoYzBDtWGL9PuY34LTcnwsK4zZXXqqWqdLu1SqWHVtmpWIDzq04r+8X1FC+9P4lQRkz+ONjRhH9M/ODi9dPgLoi80YtcaxqzxlxegY2aag0LvPbRHn5uFxN959hZ9ejpT+5ISmdwSOKRx1sCZY7xgPc26xzPd9cMa/aMdSm6PV3rrgwDf4WZBIYRlm0wZ2KWE1QaY7ETmQIvI7ChUH0SVwvAhTuxKmdRlkIONGiGiqIi0riZhHgn1OKuA3bcFBflz2XZtrzUpgBnnKVEZ+7Y5SHRssWegGgG71U5C/jFNVQQCgMypfpgTR81M2WK3pwvtR0ryjGdxmnAu5b2GvHhKhxxPhkCaC4A7vn4/JP3fjxAHZoeUKw8hu5o+KsF2opbd98xXtmF6l6DJ/G88fkG/dnNnYLpOzX4NgmygqzSaNbm6Tzjmlf2rSBBpw7rR2lw+my993w2zHvA175Ma30BdFk/5QcHfL0b6nSkVWHPn7Mtyr6fljeXI5fY+dgrlsX5ZSaB8PuxtSBPIVgMAU/UEkj3tWKIC5QzsGFsBk7UghVTrEXvakr1ePp9QBWCmvIyflbpuHlVAJAfpR3ktzqRtPvecU8orP3asVZnksBXrMFIo+JsD0yVMfS+q5NQBaOMBTF4O1/6Fh7obfOiTii3mvfAZ0whNLBfuY7jKzTPRTy2Lp//Rk3faABQCF4vYm6KrXJslHcAZjiRwWx7Fds40SrS/vNTksp0x8JQw62fydrpr0RXUz+x2xvjp40MF1mh5Ifxm5Rx32aCl7cHPT2IOlE0Oo4dgjQrH8202a+0CQtnyWfJxtPBFQLO4MxFNF/JgvEKOAC8h4zMVlEa0UEWYGhkDGJfljQMfAvuIakUz57YejDWqlRNe+96TED9ay6iAPSuMmlcsh9IfjQ2iWj2cbL/cqNi/uHDdYo9Z4b7wD0c7CdLbWlBGOULg4zxXy2fQtlL5IM/095+8Sc92krpDZurXRPjGqNFov3kvO9czSuOZjBa8DLVBqO6M0fgV2O/Yff9U31ZtxbxVHOsoFF9PQjCqLCjNh8CO4yXzwLx10PbkAAW+LcXdZaButbEjCCJPP1l5QCeCSuyoDJxrTH5JyVu1Pg1P2WE6thB1rhFsory0gBppeEcQqgchoryoKReoxTxHdcAWmQYpNGyr0a+WGYF0pCuDdLtHtXk5v+bDMbT2z3v6EtN7CX5gXzMIfLX8+rrSJMvzHsBcspBECSAg91DsSm8CIFyUjS+kNVqvLf71/9XTN+lDi/9lOy+mH9rl821h1u7egXMF5HAuOx7J28S3sn2gwJunAnvZecYFVNo/uLETn+DjHMRF6+SPYbQ7D8A2ajywVkCb+dTAjlQNCPDsd7T8j/nioh0F6n5vu+deDaNxHO7GqKYxObA8E6WZJk4ya1uf03zWVIJUVAoZqKjXnKkGrTqOh+lySKMG9jGf0RuzRocTLQ6yCF0jB+aLOGYxYxTkxJdKnv7e8+AfArjHNhlm89P1Erk8ZUIlf6Athwq61wypxv2oKxqKvYw8aqlSmjKJ7p5rhZ+/8+Rt+qvruTF6WiOB3dW3MhJFi72fGYN16Weqs+PnPcK75a0+diksdlHFwXDUgJbW2mH7VS6M2C4CKTxoF9zPPnmZi9GTrxF8udPkBM5clGnXHOQlV1+iCBBVXS7tjJmBkkrpH+9xFHgOrcvwsFkB2lPIZ9JIKWPlyplJj/IVJ5vxQ5iq93N7iz3yP4YXVGt4yqPK5keQrSPkNq9ceZ7D0Sydwz3yQDi3mBEtdnl8mWvKY/wPDu4vibHx4WU4DblKfVlegep7Po9d0epl5alAwWjyFXKsOW6X4v/u47foX7l5vtFqJ+VGF4sBsAP3FXj3LZIt387TuVmMjtssNe/ATty3SzKex76H6X5Jf/B1zvYlUwTe6iUe3J3gtxBGHzj1vJPj4+Wo+aFlbtb71OkiDQN+pdF4ehmMri8blY6fsJEfuXsprpDa2bVGNarNoNLtgRHYZ1IQlgNOKq2+HMRBTp+zCvMwxcP3mHss5d07s6PgaWr+6jA1zDuqx/h5hsLLUuQo4Aghyu01CkfAflRey+mo+wt3y0SALb2nf2FWuOWqAx+nMw46tS+OZPXgle2v60Nzm7cp9zdv36X/8PZ5m5z7PvRuFYPo9kbpTmPdgz4Hi53AEu+MCBZMidoCassnIH6nf4Y6Puz/OgDGSaV8b1xs3omCFjsTJ6AkqqxpD8gI3ahM0J9vYI7lpgJoBbjo/UrlZq9T3Lse5UOIkUS9HkcI59KpiKOPtu5MXNJAOPILuRlIj4Ad23Xucmi+8Wv6rRTuxkH5EFCn0OYSZBsBOyouzzWWqGXA/Cav5q/yesqZpuVFSnEX0qiMjbfad1C3ZZbRxsmJqG7Alw1V+W0oDT5c/d5oc0HmPUp+cM58mX3oTohwcCxP3bmVQlg4LgrrX719Qb+xuGN0ZwwVH9xQi9q/fapKgMBiX8H7plnxW5RtfezQ5oBduttmOu/366IpN6BfQV7u0e5rAU+A8TET3CN4RqcD133uhr4MLW0EJKXLDtjM5692uKejJTjQUWD3iibKK26Kj/3AQrUpIFRNeOM2g72t5f2hYHOvgeaKp8gI6Sv9GdgF2oB6qrlfPMRFZe7hLZo14v4eK7hLwB4t9tieFlvNO59bBikySEfaPt6k9sqYhuOA+hit0oxXhS5HYH86ynAU8rLJPk1fHrsTDb0WfcvmpfaH103UdupdL1zlMtAUKpv5iJanYV3NfROODw0M/+rpgf7247fB/YILnYFmPwOmnfLYfONZju6eESPEsLBqgL5b8RudqZFGBFmAnV8QbL1sHLwrReVDYGXIxQCiTf4pAL2ng3wiINcWrE0brwiO3T2mdMhJwMBLqFImBOpiPPFqUGlNjJDRXudXldfym2pDWtEL7/mtwe9q8QAmoZ6UFAdSqrZhWll2PHDgIChXLilLpZSGsnslHznnkD3iOB4zH6ZjBaNUPMVpOG5GQcKVV9dVn19Dz3KdxpkImOTQ8JYP81wKWhUprXC4fo8v/OyR8HdYkOKQyl1/LEM9oTw4Mbzvz4dacKa/vAD7//7p9+l2A+OpTQ9nie/0wS++TRo9DsBY7RcT+N65p/XBJPsg0kPE9jMptr3sa3RfQKXNepcXVkcEH5t2TGbVIvDtzFy6QnwEdsuHIMoUJ90U6B/LhOU8ney+QPdOBENTHBT4GqDGFaYx4CNlLOlBBO3WrEQlgU41LtWh4zliHm0ncW0lg5Mnla4pd1xinF26ArsUZS6FmfAT017Z+/HiU3y4lB55UsgvqU9bvo5mdMlij88Y4v5KEUeDfrQZkZUNq+U+sMIx7gfeN75TQ3OSyfmIKaruAzpdtpfepYK/yBi15+VQWZcSrrxoljoG9uaj+9R0T//JsoB6u/PZuCRg30ni0QAqTwL2vT8FVFXrDHJvke70BE6OzJY+t+N7Q6h2G2T3CrtUrbEHdktDYNcKW17qMvqAy6sM0iFQtzi/EMtwjTJHql7hIF8J5erH9nqirgF3xgip3c4Jtu1px9PIAMmURyWWEYrWYkwziWhIB6Wqg1e6cZTU1LI8VR4u+USQZBpJfcQ7lhKghyMS5cjjp+Ib5Xw5hWNUON1hrU99CoIlzlDgZQP66WgAbhYV4iLoMVR8MzMzOORwSWYcXselq4nurDyuh1ZUldeGFTd//OaO/o+Lxf5+3Gao7hgJmSXUVdqn7UwaIX37dCUkWm7/bVf7xzqklbe97Mu/M9mZMWvyuji7fv+0v33aQMbsZvuQtVpoXbRi6rdcESj9gK2VgIajl5RMqmoB1ehIKKd0cHshp7K+fhPUEOvhRgtVwQAbr4Ti1EXTgxPYelsZ6frFYLuSBFOm/Lxt6tt7NK5xwU+cZL4/BWqhOWLIdRPgEZWDv9JQtYakmFhmJm2ReZAfx4K2exwfyHGkyH3qGC0qtJILeZX3CUH9ZUJiwEVKUlycS27jmAONRJQun/9S685x3FEqkxfP5D4aUGN61wShj/JM/+vFYn+N2kSbxXPCCYcf3NgmzaYELGN3sfTe5k5g8xDuyZ1wVwL7PR7fu8etPnbdy57BysCSEwjovuMp5AX5+7WPV7DJwB7zGt3cR5Pjwa5FDZAVojElLv1qbJTD4KqNlerRXSnFYLlnoJFdFZIUWAR2LjkgQET49cHA1xS00aCB7AR1lwH8ttrFshW9ir6lXZpbMsghhyU8hsgVZSvl6PPLVXRG6aN2v4wtNgsvbIUMlXUulWYNDu97QYcgPj9RP5LkGjmO7Oprun4EDGj1RGsc7b3LDfvewjoM/qXbe/r7j9+gD27NaC4WjscFtAL7H92Dvh4Gpp/EU4t9B4Kwl32jOZMa8w7Y9Yyz1c++RYst19EdBYViMBmB3AO1Qqb/SIXGjZ9ydOzNhNYyprNTCt7PjqDbflt7KRUsp/nFAbXmqlxLQqh8CP5WrpEjEItqQJwE9tEJoekA+LQ927V+cMMUAHKSgSzV+oCW1vi89dF2xQhlhRdltXFTzaic34NntaE45qtqeHQvSbrLH89QBcjEgzxyhQzXwvT4PsahK2qVrF5Q5SNymiSDew5l99+B5c3pTijDPfrZAz25XlNLko323Sq1bCM6P4yAHpWfvDnT/24B9vdv5wPc0Fl26CoXUInSEbxw5osDng709tUlQlqgBNT909PPe7us93e0Hy3QyimIIqQAV8q+c+Npo0SB3ahJKNOA/ebA3+33pHDigwDPRMPJaGmoSir5jV5Mr8bQsa9aCPd+1NDF1Ox5D+NaOlIV8usK5JYgR6PZ6EhXghJSqzK12WYz1V97QMTeRC4j0POAWy/CjoA9unUq2mMEoERRR2xOsb9VqSNXlO9ZT6WNgcwX20wI0bPlOUl1NvvFwE7s7b6TkQ0xj5ZXMh32tPq18Ui0JHcspYp7v3i8ei81Pwpy5QjZlk25vUj0bz56Tv/hbXPFsNzs1vNkx/ciGCOQE/f96EYXBBGffxtc5QmRxkNfUpIz0NleUmIH7JTAT+3q6IdWqZgi4Jq8VZrRmIjCoFbwUneEleeShv1OFBUEuTwC9ahkpB34VLYY/DgaAzvCKHXOWk87VkEKPn7iz65dBMDZB3P3ZEA0Z9S888sQU1nsJs8coMirW1M4HtbfG7BjOSIi250ztpYrCxsVpH3+uy6P9/6zezO9zEtKdJjmrxCs/ZzLeYy3l6X53IdbDfmK6JAnfXCbDwpbtx7L4XMrHW8jsHs4iFJcpnech4/u+SKZoGTa9a8/fncD9idiwLh10d5zbpJsI8tAT8HZlMA+FFaw75+50+FB7dgABKm+YLu3lAK/+tjX2xXUX5BrC4S5CiDx2lsrlj4lF4BrKejReOIguoEMZDnxJceTSzkjWHOAdnuqqIDdW6Fcjk2T3V8bcEuom5+qa1x0EaBXXPOZa4SIkzLAF5p8mAE6xK2JXB9QkrreTEdW6wgMuUy3lrpEB2s2MjPHfEbYUAP7kYsFl4MvBZPZ7kdBqc2EhoHxbOB+BKhXgBZO9Ray1eDDgJ/EW6QbNmqyxsa/fwFBcTJEd8leaitmK7VucfyPn7xJf/PmBT3aeciswD7tQycUm9Hqph3Y9wkje6b9rdQINN7ap/7x6g7s8+4WUdcL73nugca+psIJHFExWf4M7Gq/oU8epxaCaNuD40eW3+2CMuB2NAMUy2c7ORhoIVgbn8oF1OgisBONn0t9fB7tUoxqX2aGt0H9LDCwMNNGwJqc9vK9E8OERxnWGtzs+dv58JZPaR+DffSzi6NPFJXrESB7ShnoyFHSPt2nBtUBkQFVEI6iik8FsOJG0Fy2zUjBvIxiuxRym3HhVmq5Tj36pdDxyBqf6Vrh6vJCBKDA70W8HzAcuVd4T+frVoI93aXAx6Yz/d3Hb9IvTnfgJtktQWmgMwMY+9E3kdpgaaFVgX0H/sZPAb/Rwo91OItdyO9lXy329R98cGP9E8FaQdj7oP2ExiNvvdsmWtPe5VMBOycF4kE2Kw2iicYuH6uL2s0oB0KVL8tBBgxycC0B2P3EJ8LpX4POHKAdg98WisdkZToTedDzMhAdA4+EXyp5mIKvLFsEzSrtOuCT97gDp6aVjCJChYordtNFeuJ6KPdC5DUPKdVlcKSopK3dTKGfrgMoP2GOu/WIhhcL7Y/tLnyr9C8a0K/xkXfLHPqKiV5euKX8j53u6X+5APvnpof+yr9uMdczYyQB+/6rraSfuttpakUYANuAl30lA7Bbudm7cu6ANgxyP0TXu7glMDbKBGDW8ufx4ieAgSylfB68eUDDb3lEOM0ATyBdBDjz9tfGRy0j5orXFjcHef0+B9wZgwDpXUFeWWBuVL85BycQ97tiUAHnICVfnzoHGY9o1RTsmodlXx7YVW4bH9piMhgnykfb3VvsMuBq45RgDEpIp86vGitHAceGuHHut4ycquZTaPCsXtYi9xPCBuZm9jZLkBE6frCw418XJE7HFOmi+LIIfAX/It8a/3j5+2uLf/1/evs2vW9tCbWWVblJoeMDsG89sl7PYQfNDtC45bFvYUxum/BijtKfJyt/F/miWkaInwBGMN5KeNt0ChOIKE4kbz1XIMpAux47COxelrwITF2yDPZaRx/n5RA3YU2uLI+P1ycQdvRmR6ddI7Dn13Jklx5lmAO0+jLYT/Wy5suAS3U/Q7testrjVUQc7Onot6/yj/kQeZMSx+e43gjJuc6X2osPSo9i6xpJupY0zitup4pMPUzpUEBJcIo7VeKS1hVgeimEdui3inFHRX/AoxSQT51Bh/VE75/u6TeevEX/g+mFpYla7NKP7/UHgYkfWXt6nzaucrslvuEDAJcEdTHr26c74K4+/pmAr7SdMeepV9DgtfDjUwQ072OPPX8E7DpVp4t5zRXDpRwc6FTBQ1+dlymDub+uPOcxaPwMMKz+9LhK0OhwkILJoIwcX3HtR6nFKv+u9OW3qh7TxRk/l8AT447nVgWnx3xNUSg/oQrwMh+iCIZGD+nPRZp0XgLxx+6Y2OJ5HGPO2P51GLd4LC8p/4lemrgR9ukezN9L0M0dh7hZi5HCDwrgiR+P0znk3ZaqFjP7Z0/v0v/s0dv0+QXgN7wWAyEPiOIZ4H7zHaj1gEzF/ZZvsvekBewccMVIcuOAb34Gfuv1Pfc8+teAHe1M7zvnBH5qaeUDvXw+MyeiP92gLSqBeoKh79yGOcM/K+udP+wm8EiRZZmplCPLhTNkDrQEFj/1wd8H3NHiaWcgGgG7xvl2oQCTl+dLXUcbyfGpQ+i6oPW+lP+ytTwqZzMt04qt0uLmg3a5rm6ouCNPcr80uEcqxzWvU091NiONu1bwNXwNtrvgBwfT0fc2om/8hwXcRzzeS1D3yi3P9HcW3/r/+PadNnCX+Kmftrgen9ust0nwrVLu19xn+H58r8ACahd4gp0xWlZ6XHsakL1ik31JiRr97StL2md3y/XD1Il7uKkGaa8xedWm1t/6cH4DefCXgKYBavSPe2BnQoVDIS/KA6MV6mKKRmBxtgoeOHXLo9W1csWMgoeAmWynvbpbjCeCS1XetjtKACKkkIHdbIKJzLccYSYq1gxKUsqmkkwl33GQK/OpbLbceAkQJcnIJIPexjaI7xfoHKrKHPPUFqx6lEK/S+jHMV0byUcq1oeTDCqwCcK+2ysSlzsH846abE+PIL7GAYMfhjuFCz4/SEBSN8vNz96+oP9g8a3/1LTvI4QtiyvwbsNUpvqLfw7YGd4aVfDWfHZcgA+wq6Rb7Nx3wjD66/XpYBWzv6SUAcvATgEYwZoT75YStzFmy964MUyGRoedHGZlcpoKSIs7fGEchzwaS4FSppe3PMpg/HMRh7k5HK+LC6TKNYJG9LMLZT+rwbSENvSy1BajtTfC9AjYpahf/jveHYP0ctxRkKtTRgBZT3dtMU7jwY81pHXZYq/7wcYljoRrgd0/ZfBVsqxp5W6ZHyL2JcqlBh1Z5tIUzHsRSBq7Ov4HCCMb4DPTmX798dv0r988N+8lnNdCYJ3jKY9iJOCZfH9Jacu7J+NLSkLwTVTuvJzC2P7tFpU0mq2MtAXUNXL9XN49mfLYaalHWFy9LT0COzqXaiVAoZwN0+zSqSctuzSz5lta/kC2TdAscys1HSoUP8HrLY8eLP31meKzg6+l1aOqq6bbRs5K6RoQ1UHTkdMIEHlY3kO3r0UcI3HceGitXSBVzhyOt3P4IK5M3GEUA65+RB870pRDXjkfjnN9A1hALjrst1yXvFPqUtm/mG+oMtWsod16E/DYkqeXAPUfpjXeWB8T1GH6/gUxf+nR+qbp2/Shxew2gGX7GMYu3CxUnxezJZrFyPvjBc9osRscmlKAxuxKgPbRM8Ge9/0UyJ5vp3Xe07kpD+Vrchn4CQV5Q0vVwI6thXur2cGs8jD6Hha9714cHaIIFNLlIAfOLSYv2qIcUTFEGSnxjRMRAZdhopuMQngYGFGcK3FfzETeSmvU8SlYSioZAPzC4XghmBwvcqVwHKifnIc8azDiJI/v2bHcxufoXoF07HqTwFff45Uib319RNP6ZZ/3RK7/+Qp6kTLD2Lz26ecHBnfUU0NQ1zzwTbn3gsU/bADHwC8h0VrHpwuK/+rtu/QfLL71j+j2M2mUbGcL9xk/A5d8wqO3GNe3VfVcdvuoxnqjWxaF0v71QK+/pET7AuqqWfDzeevmnQe438vioGyl/cs+aOk4lqQWdHSNKLC3a1NRo90ZDP8ktA2RKQne7zhQju4U3Pfu5TVlRE6+zBPryoFGvPYUJHCXAV1f3vpOaKxAKKVanjnxzeCf+ZLjO7vceY3AStY8jM8xGPn1EylrFcfcKAjIyge8UIFre/pxE0vEWE+jTm9X1o8yzDuqif7ji22cw2k1NfvBUQeCYuin+/I4T8v33tC4FPaHCOwvC+T4+3hpr1+4fU5/+/H36RPcFjv9giiRHbe7xkx9R8QkHqw64Q7wCuKcheg7aAzYu0++86VNAQi+kCS6sLrT0mMFHtiR78rItU11fG8WTUGyHnpc3HvwSm2yU+YBLYMCD5g+Fzsqpl68HPHeSmTuxwuo2d60SakWnH5L1Le9lo71iICA6aPWroDdb2Gsjw6Oj/zeWs7AjmNGhvCiJXKMOOrKQy4cJVCDfkWbw1jyaUbRr33wkG7FMxsyVn52eap+tBDrFvMajXkoSxVO/5vP/yH959/+GP3jN16jefaDd2QpbwynHx7aCuDcD0r1GuC2zsnxo8Z6spjS/8biellfRvosP2yg3ixp/6KLveq/W6di8Qy+9C12JSFmqfavLgmFxVImfEkJy1u6EC6y8k6rzXZYVL3j/fuou5wmeQA6D3U6+ZgYUmNrx7zoimmUoj/f+OYtjgiMEoDc769RidSPXlv3KKeBo6d/vNg6Dt7KFQeGEWY0TkI8ubogKNuhXhK4UaKNwHA09cdh5AaRFMtFPB3yj3MM81zyq2v9+IDvNRhi7Z+dRQJ//VUdsoHi+1eA4jXYJknOkVq7TOf0r3/0G/SvfeSb9J0Xj+kffPcj9J99/ZP0/ftH9EA3Bh4vhbjjalxyq7wMm6yZrwP1ekJZzHoE8uafXsB8PUn8QwuQ/3uP36JfWfzqH5SZ/HG6flJ2Hzs1oJnF7Js1o9s7K9w/Qr1x3sGZK1Dvs2t/3OyKZee7pe33uw+d53YvuIF4WUCVB5CXIkSz423Ajt8oAp47gJsSUGCt+kfpaD60nK2sDmi05jwAM9lzAtYDgV05CE2EX39CvpYXz78xPhTaItcmW1rSc+pJ9DrBVYGpBDMhwKOqo708cpzslYSDHeEIVqr6jsc75tWnikizvvZuAuyjmNNCpTR07FxSRJL4Ypq1ebXzhUJebffqpSxUuiPlceneDIdGUXliflPXsV1be8x96yzRfKDMR3Erz1MDFKGPPHpB/+7Hv0a/tgD9V5+/Qr/1+ofoH77+QfrKu89oDpPeLxFE4ioe/3D2jtM1RLiQgy4MlxyEG2w8mc70k7d39D9aLPWfPb2gV9b6iA3ctFNlB2/GR5A9TOIHm+b1/cUuLx4tEM9ld9e0DyIF+T1v3z/fX3CiBv4vjF8EdgVOIp3sMaBV7tvbKwHMbxPRO244/KuDU5ydJtRb2y0AuykAlNnDgwyAnV4S2P21Qd1E/nwYpDMnwKk5C0xwvR8DOx0Ce10Gl7Ynyqc8iqM/4pufTUb5fEAFLodyHt/jeMY8lfycaJiSuuSWOWoDTunmjok8caR6Oq0EKqnjdj9O49/59/++dHCAAbgCzXo64XfvH9P/e7Ho/8mb76evPH9K37x7TLNrySbGzEfT9LrAPwCFl9kqpd0hLFs9198PLJb6X16A/K8vi6R/dfGpv4/EgfU2YSRck6XLfvAXbe22w1k/DAxZM/lz2RWQ92QAdpbJnfLY0rm/rboNm3587y4bT+0lpfVzTv28GG5HC+y8bJOgDiA70Ks65dG626xec4xgXgrX5p7xlp6WbW0QlYC31O3XnhLEyUedzt6mHV6p0/V5OdUFyzKUqUHcwMPicC+KfyHGJroP0dJuVKTIw0RhrzyG+SId68cqVIuYXmHxRbATGkP0qO6jNARKKWgd0624xDImLWIOno1OF/iOgvT2krI8WuwmD4W/OFcibUp02dGy8XwSsW07W8YdvBqICX1oAbx/72NfpV//yNfpG3eP6J+/8z76/QXov/jiGf3xcq1MeccSLpg2iTbk6fft8r2B+XxYvSto7ivCH7yZ6SeX+v3UzQv6lQXUP7Gg4tRN9Mk3mgAoJWA3XzvtvxN+2q6LyuS3Gu4qtVvs+9CC82eC4OAqY38k7x7Hel7Mpm33PA/UFQraanpv7RYnMYJfBPIMfEi3xZnbRu+tXZki4HKg5yVBNcNU93NcF4gUqJDPK6IWT+736DrGeLCIU9naqQL2OvjH+sz5soIwSnQA8Jevx/llCGYjnqus1deTsGwNzEaXSro1CEbq0VI/oln1t+2ByU8No/KjfIa/Ecs8jcpfgjJEDttWyP4RLslWqfoyb5d/n350R5++/S79q699dwOfN84n+sdvvY+++PwZ/dniyvnS4rf/9mLpP8gEQstOCpbAOE5jdnfjjqFB0+C1BIq8sTstlfvYzZk+v4D557Z/9/TTN8/pZkYaO/iqyEIeyGcDqJbXAF/Lb9q/HyugdeJ+omOLUD+5+YTjyY3iXDy62EqWV61wAYWyHwbWR8H6iHXHDtiJdKEzAju2oYEn1k3zRg+8pcUF1JHvnNy1l8JcMK6taeSXZUi35wnjY7x83uPH8BGcmgVmV0q7j2+SrtjieB4BO8Yh/Oi015goi31Azyw344R9TImP5pqpNpBQdoQzL0MNpUpt9EQ9AnajG7kwRYUhh2VymrfYcW1mTGOkJq3VlYZ0mY4s7Ci3v6/Ho8lcyyJOLsPAUyWyUdW3IXFS2BR57eaB/sb7v7f8e32LeX6e6JsLuH9tsfD//MXTDfT/+fLvW4sr50xq+TFQ8Z32g4SN4v5C1NptzxYT9qeWdYS/tFrmi5vl0wuwf5DP9HT3W7ajAFQeInH140ScHdhgmoHrvC90qmJwQ6dXknsvlz72NWGe4J4csLsKgz9+6jtj9vQV0J9TsNjj2rspJyED9No+sLyVQo2fxMswqwoft1d6iIt5szxZLgQxBmkwj9UPVYjmOT4XpbqOMOxNibBwXgRf6wwgjUbsqSyjHEJTtvdxePgSCCpMUUqUlcry18erZHSYHu8vAzv19PF2SnOSMV0T5MK9xplMDDzq8tqbx+0pRZnrZMTWPfVEt196InHTpFlPCjJdO+ygr1bm4wVQP/Po+fLvBf3SK290pfCwgNW3Hm4XS/+G3no40ZvnW/re8m+N+/pi7b9Y6D9fQOiuvyJP9NZ68BTMoUeLU/oJN8Fvlr+vLLweL37yj58e6FM39/T+BbhfWQD8Q0vcB5br9y/pti1wAgRtMs2760MBXeBNTu0x3P/frr1Fvu1I2TtUXTPTni7Ai2dTANpevFv9HtiZ/PdPd1FAMaQzY6gB+/aSEm6XfI404uKi+dg13YI/H5wB2Cfy6zLZIvbATkU+HPpekbKbELgzRmMyyPs3PNGeQtASB+RWM6IKNBHoKF3PoQZRqWmtpKQR62zxdTjys5Oj5EFgKmSXBJCU8jTK4tZdqjxY13HIqqaNpfnKMlrO+jH3iY0kgjz5qcw/nViwJ4w4Do7l8hIajlCXC8c4trnJNheUopSokK5xNmHpk7I2UALbbGspAH0VGoEH/s1UWVbNJfKJ0x39yGkp/Yg6mDYerfT9vFrSpkQe+gs4jdIKuidotlulLwqA6urYcpsEwmmyE/rIIb67PfofougjJ9k7ShcYnG88LpxxGpH6QhFLbqvu7i9eUtL7/mIS7QoC9rL3sLligC61QTKFYYag3H6nIJENFh70LZXxOtjz0EZYjLQEuJLLXfGLX0qKoIwWu1HjJGsdKhDxH6s24M2KghONMZ8MKi1mDOwCf23M1fkMvGL5Y6koKSAfKxdKS0HrsjqoaF1rZ2OL4FgY+fVN2bysTMrL1HgcewjKFMZzBnYEbt++4uStZPB3vqVO7EDWprK+FKNnlPSXYhj1zw70gp/WavfcFxQnex1f9kpIHjq360tRMnfQfKI5dgDd1kDntrOF9m+NIgAbIKMywt0qBuxU+NndbpVON3z6Tiw/a91Ij+9t7THjE8JMhMpBwdm5Y7Tdhd29qTEy5TGrMrP+6YeBaX3ul7a5t2FHOx11itigmSgCu7cr0Sr2FjIVwNxot6173srgwC+Msz7x/a9360Se/hyayclQTVVTNt7S9sFkoJQHv15qwICT0U/1TLv2w0pxL4WZ5NNNfUW6HkjG4IZBd7hLanNP09dVyjwoJxd8jsKI7yV5Yl4OcozOmZGXksNmh6+9V+xMY7k1REVrvehb7ajfohKhon4nA799AooCh3dB6CKoBzoFFuXU3AYMQCpQUwmuEQRLBT9z++zJsJNEepm9GbR8D8FtIpS3IQrw3/N2CkJucG+NLuElmN0vzvuJi7Kfq+7bYucj7ORiEAatfZKgVHp56nLqFmdr/13xoDtm/djGCuwMCoM8nCp9G4RM/sUjIf8iECoA+83D0HbG2ICberwAwBIAOFE9Ga4BdnQ3eQhTdxlB3uOJM1pAXWPnATArX3xCafljXpyCarllcBSQpLbUPB0PMmvIu6fjDotK8WAvzIN2MBlq2ZjIycMl9WO6197zgDemNVCvX9ePowBlHblnBGaHV2TeoKjkHCsRCTxtLB+1V54n1ViSdSukxgBox+163VK1Ctk95g2WEYBslHbavsncgF11S+MjlGViZ31HC5dwwXcvPOke8S7M5FwVjQ4TPrnoU8X25EG+vB4noLRkL69W/HBnjILQXj+CvO4FJVAQrDT2+1ZJ+Nj0fh68zFD3dbvjQ1QqVOxs0QHhlZYpAL+LwIMBA4XeMl0JMBk0RRAmRwN9xTmtvQBUb/zSMky6BoDx5MCeQaHgBB752StAkXLqmnJCaK8k9uVr4ERFMXIUzI47PoFpWTxPn8pTDiOwC/xWFjuV+WvYEfjHKf56sNJ73URaKUvLF6Hau8h0bHBBn/Y0VKkVSGIrzr1MlGFEP8dLyoNPhEQ06IcRbUktbrFtt4y0yc47sPWXa6h4uYaaC2NGn7GiM9kuDwfsLjQgm3kKNUVw2PN1WqZ4xNEM1uTunpicH5yoP410uIrATu4JBM+E6XXv7cAgh1d6vb7wktIWZvLbGLtMBupOVoK86mOfTQkZsGs67R+2tjZq0sdphlsgWw4b4AqEGq8TPvRHCAaho4VWjEP49S4iVBH1o6Z3xRhV32/UJSeyl5Kg36kG9lwvnxs5mgqzqVW7dDKwV26UMbzEPFGtavAWe9sNKymfgPzIpwFohH4q5DxyrOTyRLm+Pm0cJrrsxlH6JoGtP+BIs7z6F8eQyl3X3X6r9sltTFRb7FLk8WMLR1Qd4tjy3JBPa4mT+tXNZWC+2EkBDsFUtLAHAgLQsl0ce1RPi+eQGHD7D01oHFrsy8X2ko7aR2rxN9vUlBEPWoahLrslTSbfZpmv9GUCHzbK1kBW5a8/uIFgbS6icmdM/0eEigxl0rYQeJLaPmy9XuLIX0953F9ayiBgC4+pz1rLEYeBzr38CKQZytbA7ieXDt/g4nJPCROZgscyKpGWoySfQI0l1aUCQ70/AnZyUzdO7aOJG8uj+ynLoPWfBwAyems188P0cThyMdXAdCl4QPWgM6ZT1zW3vU8f8fcjusqjUlaWPA/bzEs5kdHPNrOUZUb9XinCcRhLV9Nd63Ryuw7A900A7DbZDIQM0AAIxcDDdn6AIAygpQu1eyQrKZOy797p5SUC+z6AOrBPIC/1PDwjELD36+8gyeoiwsVJAZDaedgWSqIM7OR6Qb9p6rogWexaB/JPOc5lQ9a+HfT3ND2+V/XfTtMmqQ05348M3LfWIwLorIEvAiWHqcJwlfeqi5PJ+sMrDE8L0+M49NZLfMrgXX3wYHIdX89OEiFxCo1p7k6Y7Of2kjFMuJqneV0rsEM50GmDbWIlxqfPKEUO9MnRJ6qASYbUfHlMezkVM6LlAV8uUjtWJkTZmpcB8DJFdYVIaD74476t7qvw8hZ7TjfpWmhoODMApSYUk01oX9i0ewSrDqa0TwUEdlAeWlaPt3WWn+BjO5PrZkFg3/PsBdMHpNe41R0yo1LChUMiB7Co0Dp/gq2I3M7UEbMZfdtgG+5KQhdb0U2F7QBPGQwgrn526WDe3j7dBJiDnA/7vUwAuNh+GjdRBlq916/9MHEa/v4OoW5KAAP9OyxLRR57oPb5LF2VrP7nIS9OWu5/hSofJvLPQVzrzIT61LuNMijFRc9cHys37/RrGTKtymL3gMoHMFzLoTJXuaM0x8Hb7vMVJZA6ftWJgeORZFkJ0aB+GjjFS5m3AvZLZS7HWdqxYrtMp83teVBer09pqx4Z0OCAXkF4lsg4QMEG2PtAdMAOHB3QEQC1SSnE5Lcv2rUqEAqT2fOkvm3QCLQXmRq4Kp19OHWfPMio7bDdm6tG3wdA3tUuHFVcxou93AJTDs9X30b61BdrGy3aX16C6qzfP72zthHoDd9NFQDjw6lt5zSYFcjraUXgsrzxREibKOxood/fYLlyvfgtmFzwjHWL5ZmOfOzVhIgLqNZa3FNbt2aLvZq01hIGFpZr/BJ+BnZrB6wzWvLHtjJSbvnnMIOjp7rxPFI+NfWXeUlJ4yKo+7xe3eaS1wFuTI/jPK5EjGjmp+E4bxrFaq+OHMoxkjXLpTH1G8etTHsvCHaGTMECbsC+W62E4IR72Zn0hZutg4QdhQ58APjm894bBfzZukfdNIzK1AC6D4O+KBqBXZdjYG+1aG18K5hfH3zklIG9gX2vkQ02IbcLR10xE6mlpbnZA/0uAz4ZbFw2pTT1Ua7tL2fjsX379AWQBbl8YHJ9RnbqoePZgX1yAOKn3Qh07T7zsz5u+f1v40hhSvi/eZumlc1rCFNRHkMV54HAA4o4jtJjrS3sXPYMxhGsPM+XOb73CADw+YKGeTwwMfm99EKmfjRGZTyWz8YT0yWYOgLgUW/JABDNLKhbkYkOZbFcRhOVyOWyvraXn37q+l9yxxwBe52f+t+TNZOQd81kt0RLU+tX77mDFPeyMEx2WubPl5zXuTPWK1sktcGmE8YO1kpPCULA1/JtsQIDF5RM3O7oWwvcFZFXB3Y/RViPUNjk1wTuQC3Iy/HW+k5O8fTvn2obrsB+Z2Wlw20Ezl1G8v2H8RFU430EdtrrZ3m5oGsAwuFeKWje8QRUntxzYl4hm9goqz69UDHp4xpCnmjoPUWVzCGdk+x++nmowza1Lte9KbkF0PI9BnbrkWNgjyBkfy0VofIY2GNpo3AMPCO4FcfTx7XrY5g+Av86P45dbA0co7kMXRGXeWCcFHnkAo2XA/Z4ddq6ZZYEfDgoZwA0VAJxt0di3H3Lu3BJCVihFgdAqdb/5iLZd2uHdQEEwk5FNMNkDASARjCvByd2MjeTeKMkVVlye9k1jt2Hrff6hTWJrYTGM5OeF7PJONOuACdzxwgA+wujYa4mXcXHusRz2ZswfsWAe04pFwZxuu+Kh+gQkK2UQFycbvZkgwqE0j2RAamlYW20HcRx5zQxMEhxjZNDgRee87YFVOm0NaefUpi/nuANNLFXPPhL+QJUFdqi7jFA0BW0VE6GPGNXUSVH+3t8ymPlHjN6K42ZrpM3po/dEkcBDQLNbaPsBw0/DGC3EJXQpfwWTgjOjmQEYeIOOo0iw5ZHIQXvODEbfX1Dk4CmdCBt/nxOVbIF1Ajsu0XrXDSTAWkHcna7VaQDP7dzzzNHUmDvTwoJ2An47O2y/sz1KY/N8uZdTFCKZKK7XUq0Q5+270w9jR+CnPvHRvSwJ41XcHLy9RRtU1uIzNa+/0Wb1YMR2qlTUV55+7T6JSUP7FrOA7vVA+WgkFpZPMjFXyNAzE4SdKpFYB/Ry1NR74yS0hHCl27wJRm1hEf18Jwo3aFM0n+z7FFZylABVPTtfB2+ADzHwC5JXh7IIQMal59eYhlxVO1ZqSrjr2tFVV0rdUoyyFUympl0qX0rTrvJ48CP7KzyfdMGKUiPDrtCYOrUBIC9EwrADyAc47SsAawNxLy9cIqtAm4bqFuXB33LkAEWPbsSISkWUAnq0+qangyUlhTADm1hWxunnr8rrtn48eqKOUe+7Y8En3e1aOj90xZ7DOxKgWlyfTeRh9gMaZGW7Lym8HqKgNwe2HF/j+crLn8Mlyc55sLJASNsv2I4Uya3KUqG19kdwwCDXklZfvsmogK7Bw0/d6r1gFzHpjJqyM7jZPyUUFvW3PsD68OhT6NM1OVGdee50UAOW2fxQH0tsEsZS1TJUfWz0OhIAy9PLddRG2O5ival/FKUOU07eCCI2371Pa6XbuCDC6bbVQnsAN77S1I9LywoiviJivu9daG1geBu0bgnCpBti7jZaZhV2uu207TzZnABlYnilkeyt3MJ2+KME6wpwWk22Xv9ta36va/bdo/nxehuHDE3jebZgB2ODRbCpUPtC7T4DAxxGdQcHN7l0OsWrhXUzMGFtFq/tqtmiTOk5oHXoF0cLw91OOZsm2XkqfWttn5SqlOccHg9QypD/EQMGyCrCSYuzq2l0GhCi+MdqYnrvwzsaC+qKmA6mvjW6hm0/Lg5csUQHfHQXkWAwzcC6CLN3D9McuHd1DgmRq4Zn58Ix7VJa7SOaMxFzplqVTRST1GOKg3b46h/a7o+/8kiFJDwfi8guJC2pxZum64c9ntzoeC95fYWO7XX9LUsGZip2OmbpIKWtQK7pbVSBC02BZpE7vAx2BXkvlOqMs5KTF1TAsC9dwcAOyHvvc2sbYS6tb6NErZz388mD593oJ9NTvsbraQjq5bD0Mpgjtc21PAe01F5W5tIoj+52BysHgy/Rlep5m+7IsVsx06UgaMCE4FWbHRnN+m5kNjcAOxAxk9FIT2RUMraC3lYrRclYe2IrrXYzb1UgwMq+zEMI8BEWMK4GWQ7ook0atkuKRl0EHqa43vkGl1bFOLGNI4UnF3FuWMpvjwn+hTytPF0iWduZ+yDkzbWBt+zB7PmY292lNufLvp45BuuA2f3h0/9CIN+dktXCgBE0lwL3AcJAS3qE94rEyJ7ithvOzDv1cNW7Ucf9FagvjVwB3HeGZdHGEjjZ23T7ien3Pb6MYEbaK9VsZe913X1nc/727XgepHFYuezKQxth06HEIBqIPKgD+1IQW64Nts+fiYubnlscTbhzTpvg1N5om3HJc8+Bnu6pHQCOWwq5TrL4eRHteUnOAe54qTUdqkBFekqsMc8+R5VhFA1Wa1OSJMTvbb1VxJtghJGB/usCgJUfbw9YyBt3zYZ8qS4tpwyaFOlbmWkSMd7gRatx3irlYQRUHPnYUoul5Va3ZPxaO0qLx22h11XvEzBnKgDNinOQraR5bIXVwCO4K7TTvGcDNi3H/F8RCOJ0qJsB3a3gLoniDVYlwyfKPoIUgt/SjwZZN8M6HjUsdYLDgOzdwLI59X6wRu/nYZm2VwuwGP7N8Hiacu/uXBmgs/kGSUbxDWoa8d7H6gNKG8BV7/VwJ7gt5qyROh2wSeIDAYU+OV76feV8qGDiVFPSCyHADl3lYJ29GjccziWgKmyumzoSQF3MU/sUw1TQXMEHD6/UJz2ZkhkOTKlioeNDB7437ko5ZVQBHbNPeoxpHhs0yMPnC/Yl1p+TmU8Hbkor43NSgIvv7g7vJLEL/M4oj4eC3p/0hMIGrjBJN/izBotPw1HmmevBpuF73fGEDmLfYuDx3jYFYMt2rsGdub0QrMHNtwZI0CG9k/sOXARdoeBNZKcZe4gi8Auff85ufpNbs+7ikkzPKpCm9r7AVPbuYPvtDws8et5MWciBMh6sPhfhNqYNtplIql8POBNrXMFEAR6oydu2FqOyzJPzmI3y0bHBfLw0yROvMgf09ZyZ4jxIMwA8NnlEy12A3amkZ99BOyz42KulkgD+R97ocdlsV+9VRvmBI3bz7tbYn5Th6N219cJj8pHfkR+Cbvq5yx3/fRgdzPkqes+VlMapgMJcuwYlNvaQjU2spETS9f8LLTyJ2OkpfdHLAfsmisAO+VDxxpgRb1mgGYgLQCyxpv6gNc8U66d89U3i7zzBMXQ8zsZaquvff80Ki4P7F5OCjtjkKApoW7NismuwK71d8C+8nMvKSGkcY+xOmFtsn9begq0qUsHBdljvLVv+YS8a8bkyoCi5bI8uCQsYSrlwe7zY8g8vWSYzwBSAI7t1S87CIxJCiDXunjYqYFdU6og5MEo56zryeE3187ujniiCqPQyyNQq4AdU4ku+6T9KMCSozLaNscWe5TTyuI2gLqPRvcxbp3D84DWWEUdS9pav2qB2EoxYE/GMeFx4kRz9N0KbD0k8LNHJro4ORG+fTqJTg5uqAWHdaHLRf35KK6l7VOsn/KoCmRqljAH8BcYgGLy9c/6wYTRHTRNLu5gvz1ySwBO95JSoz3NwW2D++uDr14VZHcpqftFWtx2fO96v+2DX2p0nsDnvv4YWEcLm8NjuwI7J7BWm9TXBdubCIeF7oCxGLPiVS5cRmQnl20oRGVgIOaP/W1yT5CudWHH54aEJFh/vq09gPl4S8+qBIHraHragbzYDpLy4AjKMIBLnfuYuwA88wGc1DA/yotKyQcO5X0dcAcPB7pWPpcjd26m3mPZ2gViq0MRSseKC5+1Ypswkdv7lMfNiGbLPVYwEq4QaKNR48vN5Vseue/8tuFMhd2sNgXU2vzkgL3v/gDrkoxrPOc8/9rZJenoXLGJn605NtdMr6EHKKXBKtvGwxTHdg8+a92n72gJFe4Uo48KLr59ii9wJX98b6u99nucWpyy74YR4GNKRhtoSX8h4GNXSFZlidMntuHozBhTBVbZalG0xRt42ZSL1pCfjnboGJH1r1cIBtz25aQIN/hUMUE6ESqPanIS+VpiK+lHK6JUtver3cfPnMUgrj1inN5rejVNMY/PiXyxbZjq02esNSVxqrmqUuUutxzKF9U/WpkxvwROnhY6MPAXxyq70n70iZNBCv6YrjFeLSHgIm2iur1iT5tCrhSb74F69CDtLCVS8texhSTIhbGeotbz5IC9Xxuw+7cuIb1LsgMvsT9/RUwUPE1SAVrLqC8egb08DIw4bVvM8ll556Pf68+gFGQH1OgLbPvgDYRl5zU5sBdCN5TFt3a0p5yp7xrSmaqf23MLqCut9ViBOQ95H2wHSwZ2gzA75RHBGfMigLZ+nygOlKBc++RDPkIRmPJR0Sa5+eTNn86Br01x4xtBI1KuJilaRko/go0HEny6QTpRDfn98Vp2htrV8lgOA0yEiTw5Y4jAjnnr/B7Yx9JF+1Dgb72uMQooi9CRbJgn1963Tf30gk8V5MprPdu/+MQQr0fBtzKWkyEVe8LhAc0c5oxCcC8lDYFc8QU5bZtTt0p3oI0+6S2zAzD4FVwU3bsl5JW+P9uf9dK7cysUbQV2ljUeINbiWuNtu1UErGWKYKvyiDs2oWWaTCIoY4ueCuzkXzxCJTh7RSMyG3Bq4X3hN+6ooRnorMcKnLVjoivGA513MxlY9MbqgMiEi34GzvbeZwuTs8eRLgGQ761ITBHYvcsnT0KERaLxQpaBHsYI1LKCvWqa6TWCsFnqOHVsAVXIK5pcj5ZjdlML7fQxXOgynp+AnkYuk4PZ0AzAVklrTzm+rjlUAIaKfHQu5Ki2CEdcpJEDbWvXEVVr80gHa1cBqVfDnnMdfN747MsXqVVjRsu2MKUcc5gBeR5q25xdHnGtmRd5V54nAmDXyL6HmyJYs0WAxT7aEqjp/VF79j7hfKaKKRjkSrs8bQP5Ds09z0QU9lXGhz47n35K5aOLxZSblS2/fxqBfcsbFhtnqI/s9vHK42z0N4v9nl25KQ3WCLYI8NAOHarQYj8qo5RxcNRuG5PKKxi0RulQbqOJcK+0srwI7CYFufs8qRHsBa7QP4n0BOQRoIu8NN1b7E0+W4alIXhKpzr23xJQHlHSFkBgn4cgw0GGEdep5ClUKWqiI5cOqj2kWEGiShR7JVI/WpMwuf3Yk73kPKBZhQrYJclR1cjHVGOSBqUu3bc4/IwJKjbrZ29iGP/mlnEv5yjAeBIbkQ6QMPmGwK6KYOo6lGHSmoj7laDyQHn2fAwWIyoPgepuvekBDD+mrVY3W8tZ3db02cDOtjxi/Vpb5U8IEsWjkf2xCTuHGYB9Lbu+fXpfAXd+tMt+xQqqoC5QsqVm94bCmrfuM0ALRaiNv+EFMUizPmcyu59gOHJJV8jXPg/8OJmxbrU96tOly5VpZGCXkGaP33YVg73pii96UcEJJ++Rd9nH1Dkj0F1SJ0jfAPcSsI8o8kF6fj7EMU0p7dJis+aseMxFrlqmLKMfmyOeksrF/OzGc1RL7HhUPQnIO+xv5Ga92MLJ72Vvl+bH1mxq8bIDrWovu1J3e9nFFtO6eO7D1uiKAXAMPdQWRPeJIgQ+em9FKnh2dw5u5xQi5/ZRWt19tCsBoWLxlZNPvssqOx9VPjMA+yrzGeisedZ97Pd5YE7lgPKuDxtcnNKnlFevuP81YI9uG3K0JZRVGf0LNlw8FOKWzJGSsro0jpbXTxN/gmScdHHK5DhfIrpiNH8FXOwmjMV6q1YcX4YY462Ak8EKwXQewo8AfZvoGZg47SmXAxiWIL0aANVbqSMqlkepZqBqNGP7ejUgL83Pj1s5KMt0XRAnSxxj+a9Pz/m9Te3T/UaEGPIKiI0V6tSpGLNGgfezZdwCKqW97ByAXTNE33j7Zb/4uqfJLpAuvHa+xOPX/QPoMMUhQeT2nOtLViTFC02cZd6VgPvgxs53wieQrQJTVxgwiwkXn0Xz9zUFsZeUsIdW//qZ4bwYtI7jYMC2YaqsZg9GtXLQ/PpGZuMjBV27ryeFd59UVl4Edu+6wTxeKQenHWlf1m0RAcFPbIQurK8bh0QFQFKX1UM08iGXUkkXF2Kjb9VGpRCO0KotUaYoQ6SJUh9BpE8VN6R9vtzOR8G3T/xrvI7DuJ9rClLmG5ev8tTPX5XquRzQBceBi5/fcVQIjQ4vloR92Z3Y4pTCCcGJg7/bA3sjZ9YoI18ya3m/JliQBABgyLulOHAGQAVB+imPwmkLI1r8AoAre/7Natjjpl4OZMC3T7XZ3ZqBULkzZq+rc9so771NG7DrkwDUbXXNPEA1yDy/4pSZB1KbftFKiKovArXm9WVdv1ActmhBG/giD9sZo0DNTiIihHkciJWsTNFmpyAPhmq6WdwMkpuMEqQZTXou2jffC1EJxUTmsImP46O6WKtIouZlQiXmlWCubwyjkyQVFCogvwTF1qLWIqZeCCT0LcZpXF4ffB207cTxj0BIg/sYl6/loGSteAzYMReT1bSy2GtlLJAWDaksmd+2eTKfcLQcYEKL3bPA6nbvLc0DL6jsgMauejvogzJhpdMi9kVI6x78nJ5KIQNlxArqmzyN1yzQnILgQuTfdG333F0v5OLSEwpx6Y/3b5+yvaSkZdcF1LPnWwE7OWDHgMqI9lJT6HjpebSMDg5TGgYp3uJnN2E9sFv7eWD3vez/4URmoJDdMxi8xYO8KeQjkAMnuYS61lM1xvPVvKqJKDTDPIqAZtLZvb6klF1bvqQBVx4VGZD9+SmbgbNfSZBXA6Zz4FXxsRp4+aiXZ5cnniof233Eo77PyjEqjpHCYKLUBkI8AM48o7Is/t6UZB6/MzHVYTyeIt2YFqlg2Nwy5fdBicuzz932QQD2vvXPLWjqgGGKH/rohzW5JwBUJAqU7Mh5IBUnW6sLWAR73vjR70Yo82p70Cm0Eoe8VueNjA4Xfds0yoFvojyf4HATD+wY12Usd65oqiqtqQQQs+TFAZ0HmNgunH79gEHlEMvk+7aGMLn7rLhgO+2A5mjCI9jiNRERPslY6nQ4SaN1HPNIuIpU9HG4eVMnkuRp1qcb/XKWtQLu7Miqt5ap5cd6NikwGG1OJZEjqvJR/at7lD3mM+CXi/RGPPy4qMpc92lCoeOQ65AVEaqGY0Xn2xSddJEi9l00gZBKHPMoq385UEif0U59UdQx28ETWK3gV31L1GtpA1qbKOwk2wSOFvuWxs4HbVszqeftMUKhGUwZKQjLLv8ELhbC8tHfvQG7kAOeVc7ZW9AC+bpgYi6oLefcPk7SP0Sy/uhLSmz5Ddg5TApvSfvh7SdiTmuKszcrmRJp9wZ0/lflkCATOzoxF6VfAxz/QhND3Xz+VoLJ+qOeilJce5tcyI8am2ijyV2Dlv3FiRYt9jaxbDr5Hom14ARvuI0S+cWaGv2KHqe8SM/HYC5tFz++rAy5uHjf6l73SZZdCuk95ox4chGH1Ov+G9/nNC7yVsBu8ZUc4ye+lpp7VEerLe1LSdPzxFUVzFs9KZwSyG6gtkfg+Ssa1WfVXpkOfrqXHQXkDrYmrveTd1rdCkfA1d0uhqO0Kw5x2zeJONxv3A6P75Wed0sRcve2j9/qSkT5yUBPp9w/tNE/bH2GKbbujHmg2NC9a629GiSKy+E7DWHnkgVt1l/cqhj24zvrGXlGmlPhPvD8FSw4lVWZNK/fl68hui0MxAnyNAqzmyYIB42ePwws18Zb+RV/AzK7Q+ka59mdPKO8MW88vtfXy1Odu0zSY2KLM0kB2DjFjW5UqvYoiel2T4Gu/UZzQ0J6VXo+oDmKkavKHMdfkzaHXBGi680JOfh1HXtJkEnIzqGs5FFcjG1qrSoup8kkUJbSVaN2iguoHYz7lkfKbhvZxRc/yMy6xoaxLY/1sQIqtTWK7qhRYDe+uH0SZOmKRwGZ6zdmrUdJv9xEoBhKP7tYk00CZ2YLUdzLPo2UyR33dpXeKgqCBBBMMOFGwE6mIKkCYQUzpKrx1RQ1PiMryZRyBW+tNkgToT1PEA53RgMhB6/qyS4pp58IQrke1KdapSzGj/MCVxX4I4BeZ03WwOM/0K0K7FIQklRfryL9HpqaRl236p7DvaQ8epZnHjHXtA2R9VNNX3PUwdd9PH6YuORn80cOaXsZszxNjfo6+H6ak4wCo3HM137zuDVj5mSRF4BdGXYg9Na3B0J2UsTvpJqUO+hBuvEkD+xkAIm1bBXkrnDaBzc4AftGF85u0ReapgrYafJrCmuA0zM7sIcF1K2Zz2Rt1L9/uvMkgz+owi4RToZobSpvXCCFdgk0vBLAiRsB3axny20KRjp9W5gkNwFUeXCoC9ZNoDyHHHEy5TrVwIgWDa4+2MKdOBlxunAor/dMY6BByXAyq6U2ky2kYZiKCT9SIRJkjIChfYXKhFIunQOxNzwI1C4dGt75PpVBPmzTup7XB6aRK03gL8Z6QPRj0Je2uiutGlBtLta0joCdKDp0pKTDlMdXHkce/rV9M7D7sbGD+5RBlsi2LW7gKZ2+LbSyY9+JO9dFA6XmDxcy4I/Arvng0TJtjQTw21tAd8b0XTGV9UwR2PdmLIA9Hn+whdn4bI2588btj1NYUF0XThkPA2Nyu37qnTE2mLwlsdVs/1tNzL1eYUhXO1J8nL43zIG7ycaujAdltM/R5Wb12/uUKMmR5a4HPwZJ6dl+Z8KdH165RUsQaxmXPo3X7Lhlt8tM7PqPkjxG7xjwFLi1DhEclA+XciKw+9ppPXz7saN9JBfSx/pISm9Sjk6zpAtx8QCsUagXcF9OmYgrxaFN4wg5GpMS2tNG2zigYvG0Yt3juGGqlHWLMTOthVMHbrTA4NgAu9+JbguF4BuXPUWi8HAn3Du+EeQA2ER6fO+kwO0mfAaY3iVCZFuZMuB1fv1e60F+Z4wqGVQCO4JvvnsmAPb1ZvLKjoDWSsMB+36cgbIK4JZ/sYsNOJo/PpaNg0FbBkHcFk9990+OTyudj+/1gxHhn3dgtDukRR1cI5hbeT/Es7uEQu3MKvWSKD/bscKBKweqDJSk5Bvhwp5e1uAtdp+7+jh35X+OnFRxUAJt/2yDd1ZSHF0EAfxmaDVmcmmkKUQX+oWgHhlkPQTxMA+OMuzhEUe0nC2uLoGtJaHHamDPZXO8jXHPg8M7Bdi2E9U9ZTTjqNO5jxJmi52SLCcSP4l7x+4XEnp2BmDHfAr0eWvibrkFPzm5bYwtrR/m1QmY7xtdPVuKuo7I3CR+LzsBEO+/3PLq8b3RYm959vuN+tRbv3LF6Of22peUhPqBYi+4mxeyF1bI9rtO8vG9fijBi1VhQlKpIBRuDbionxLEARwqBWLAzgDqEsACx4stWXIv28pUrhhPo5qAcbBr/BpmV+MIdzbs89OClhcorbQzqEVu0aKaAXoMKKiko6mj0xVRTmxtrJfmjHYd8h4B0HzVAmoGmwjqsT0l5OcuYwU6KM8xeOI49eNTYHxwsW++DnLhGufKywG71pcojlq7i/IZQHta1fqC+f3lIBeRjiJPT9UIufwKWkR5y2P8Rih+0LkLT4SlPB0iEo01YN+83OgikVZad6CYdb8DDwK2+s57unF39dqy+k5ASd0bpBpmTNc0kKkvuooph9XH3veyT64tcIpZm7HLy4SK1oA92qH+FyEYfXY+3fPF+wwnxhHlObqnMNArZZSnbRVw+AvIb5yJJEwhc2NMxfQhGivJSipJgKOxc0qJTxtZNeEHuT04496YllIpgRl6QuC/UdCX2oxLNR70dwyQciA3QZpKNYeR5WWq+3xcC8zja4sfYFEaNi7qeuT6XsN5JI+nKyClp4oGTywd5bMRKr2Un2scuDDQ9mOwzYbdLaMHg9FggZHcoqgeKOYssB3w+smLsgON6xXe+Rg4bRT3PAjs+om8rn92+Vi0C6fNz94UQ6idAvAMwLODr3v7VBUIVcBuMurbtn0rZt//LvvbpnveM5RjJj0n36iODtQqdSzhpPcWsK9rfDy0YY5ljB+6TwTksUdG3LmCVCOQo4XMwJUdbwHOVAxGrB8TUQXseq3HiPm64JStXDu+hda/88Ekw1IjYM/uhewW1PRsr6UBC7yjTLUir6kQKImX2/IYZdHf5nyq0xBcfdtU/XvsrqnuMT4qlKM6+FFbpduIFRfjaRwFfK6LCt4H7L/qkyixPlzOgRY3h7J+w0CTawZUERu8vKN02ssedsbwDt5arm1R9C4F2w8O4ikNfVlIjAcBsCfQ20lM/URIdkqg+7y1wh3Y9+K7opkkdPoO1NgzArJumL7+2c9l1x0xrPvk56AM9DCwSWla3fEBfAovDvV23LsKO9QPUg7XHAY9WuX1260SyvvB1/jHky/syr/4xDvPyQFsnFaVzD6usj6Mt1c/yNc/pDLJkIaBHh3k0SuvJCtwGcvLBc2qXaQoMQKY+pE9jw4rhwpqHI6UxOgcGiytFK45mlcu3I+5XM7JRV6hXC9vW9d9eynMFN2DR1IxVbPomO/Rs0U9bzw9my32JSbxlrYtlGZfOnfiQaTduufdd90VAoL4es+aD3mISUnk9tQ3nDRgt8/2qZUCFV5p4mFgu6+mOgem0ZZ+b08Oa4H9IyD9gxs7sOtunO4yonZ0753JvgrU4LU+fXGGa1SYLS9DzaLPmhwdW3a6Ie+D9u4xIgMYDz7S4VzVjsF05OsXZTmoEquLPm3Z4PbAegwEMvzFPeAMsS1mLsFTSv550hPknlxvNfCaCVvQYA3r3YL/QISHHek5VKpG60x5GktoOwUmvLewj80u2xxkiCCQ+fn02jucOWrbvFyQi/ce4HiQL5ZHR0aUanYogbhxaTz6fo8fOM9uOOTZctGwjbyDBRVOFbiQ1s/n2bVV+xKTBI+Y3vfe3ZkiSEJe9GVP+GbndjGVdNY/Uxqo6KM38MQti/gEMUmouhA8MZjl6o8gMGDHJwCcOH049U/k7VC7vX3K+0c9dmWwumLud1qE4GzgZjRxohkYGgjiN05xWGsrMXGYrEzxBPhpwM9f2fAkd00FsEerl8kfSOapT6Fs5u5lMLrk7v0qQW7HcVmjkPPool8NMLkFsiogOgKE0VRWG1dz1SCNVKIitt9aFSiwnxOdSIMGdHlQh9yO0mcMEZFXOsg9bzG9LqDhMn4iu5ZmPm4Z8Okg1MBOLg6p6tNOHNuepi+D41ouyDJ6YtQVj0jn5GwwbEXnitmBsw8B7nki0Djm2+4RS9U4PFbA/N8TFIRhhoCssVjeakhUfMQ672VvCkrmsPgrttdfOmHjqztjdBG3W7d3xldIP5URgQzrpNcmq/TffQ1hpxXLRgtUIcAG6gS/nncF7FoKoSyWik6RDK1EEdDJTX0m3PVDBacIMKNBbgpT/9uPx0g0o7kQeXlPvSQ+BuoSjgOQgewaoldVd7lEaGhgUQN7tAbV6pydbJrbOHm3RAb2qg+wT6NDqlKCWhPcGVONd/8keaxYMMyh7+x6PC4o5PH9U+1IoivGo5c9H05mvwxlvItxHvJo95XBM67lHHpLaY6Af9IjASKwIrCLmszC1BesdCviXq6fqeJk8z5aPcyLuxQI2I0pnhnjf02mBOwO/Lnz0gVUDN3ihoTuW9fisOWxf25vbha7nPd8swd2G+JmwRpwRvCLMk1AI8JnVUZVclQAxdNHoIUuF9llm8iDPwGI4nk/KJ9NkFhvDtfZRTRuhxbwzJgGbRLoEtQCQ5NqHoBODcqjTYr1vvQMWHxAiWGS2wP9TNd8kkFpeqjJoCRkfSVAg4PUNT8e8K1LSM85UhTH5etgSlMGfXQcd5m2jQe8xzy5FI51LxWOeC751VRH8kU5L5fRPm+j3asuCyfu4L0nCoq9gxt8mHojvisEc8cooMKUWy3hWcFhLyPBgoS3V9Gv3+UQA+15lysf38twPrrSpf6SUtrL3uUzOvHQMdv3rjLt6TPQWoH9AUHS27Y22bjDbgvZqjbPt9ITyIdtbJbMlAYe8jG5XHuT1ceXsjw+zT+Joa+7ym/XnnO2KD2V0T11ia0t5t6m08D9YW2jYYbpneWp1ifyslkEr7jDqZqWs4Mt3+ZRSXCQxSYuKhFsaRu/fmdMBTmeY273a4C90RGSwwVU5XQNSOPIPjquwNM/HjfYqlHJVwA6qqflR3dLS4vt6J8AmbIkx6EaP1LSMKWibj6d81X+k16gxYd+7e0Xz0bpwN7iOAH9ynNfjCRv1fZq764NBfG+f32fmjAnGrkdcCfi8GTAwe3DvWbx/HiVlVzdyHa+0GS7bHaZSOu7WuzI544GdUOwM0sXgR0foXDLIROHwUE9D4X47K9VtYC+cF8CA4KMTRafO75gNeH4cNOSCJUPET4ixpeyYt1oIJfe4aA9UgoxxucdA/tYDg/EusWMKco5WirTl2w4QIPK4NWjTtC8YFqPCc0RlQRT1ddHda4WBGVYo/zR6uvBdiTTsa/5KGA/xVBvdb0M7FH2WTHpaimvy3epjUZl0GTRMTAKp5tXF3x/49wG3AaKYD3su2gM2Nv1Bp4Eg0njN54K3AA0QmEvu3aL7ZNWCFE3iA77WRRqqAb2aHVTtVd/on7muuq93ceOfPsHNxSq9funsEYlC7Czbnncn2gaSQR26vWLu11wsRSBy0+SrJg07xTXNcjeKvUlPB3pdEyxmAWA4Gz8FJzjN0iZamD34GR/kaaXJ/76/PbXloz8kciak0tXTCvDRMSJ+hgU0M7nUGciCvSkpNFSVMVWCsArsAniTDEQab9GQGVoEaWRgT3uBpGBFBhG9nMF7C2eAs+obDKg+vZscsR1hLgVM6vIcR/q3MMWuFap13LKYbmWxonKJT6j8eOfsdr48Moex8aY/vTRv/sT9L5/5WN0+tBjco0sZK/4i/edt/TmImGBSVtYxrLTMWu/hfZqv+RFW+fv3qE3tcDOxwG7bHH10QIU8k+2DZOiK4Z3l04DcMG9bS+WtHu2J5mdBydgV394BAQbMgiyk5ucOKSNLpNO6mMlEK13/8tdunrazUFm259jEmRg18ljTylTku3SgI4hTkYpJpgcTDqtjc87pkGkoKrLhdm9QOQn1Hhi1rxyYKpcIlFCX4LLWmRgF+IL8JfrJoP2FRq/9OXv/XUeYVTwxBdvmuw+v41/ux/tSDJZdewyCV0ecXLlvRT8xqVqPn6EeFqeXvSra80z14rmSd64p9f+xsfotb/2EXrjH36b3vqnb9D9d144P3RzXuOZMQjW4jmQt6TTUQaya8OuCDRv20OOw7QdNSDAF2ozZ0uKgVbLZztguphiVXKjBZRJXweYoU6r9X425YUAKwUo5xd1CIBR80Z/fG0Nd5nCPRFO9qgUkJ+n7a1rBWOhuABOhF52SXSMBoEKkARH9aRGulnVmBWLp9fwEJC8xY5181NB3Agj16bxDUDPy8ZmBB8viwf2yno1ueLajLpyTGH6Uigr/h0rUqJKzmgUWDtGKSs5iMi1+ctCHI6UEZDXYFr1C3UZ8JeL8tfcr2EOskTZcw+Mro75WJoM88tB6UvtfPMfff+XvnD3rTu6ed+JXvnpD9CrP/MBuv3IYzq/M9P57TO575jCfu/c6gp8u9W27wnnnq6ZDSA7gO3lt//UJaMWNHHgxf5ogJ3+9mk7YioPA1O+eoUvWemTwsw9re1lFyu7gvq6l72vPfAOiWjVQv3cP/Sz26Q2kM3yVfSmEMcOiJUPghwHgJuIiYnL4erlHlv4U6hvpFlZol4JEOQ8HpxM3i+b6Xh15tO98sArAyQPTnNJB/lLwZeAnxzc+zCRhPp5WevWYZcP64OKTcI9FdexjzI4G7AfAWIeu6M6VzSq7YV5Pvn0a0GyevK6BIYxD9MlWMV5fh3No7gYLwfcx+VtXJ/mO6F3/uvv07t/8CY9/Yn30ft/8cP07CdfW65fo3f+4A1683e/R/dfe0Hz3MBwUqu2U1MQXWO8n73vcXDA7sFdLfZOi3g/MwZAuAvO7hRKRehpnjyfvi1z57cPG/PnU3bFsD1puN1D6wjE43vDXgzfyGpdQ/0o7hzR4Rt3w4R6AW38AK4fTBNVYIXAfjxYmz94csBuoE4UJ7IQHgnMgVaE26MBOA7ezkY6ceAjsGMrjnbR+BaKgEpUKz4P6iP6yIXoEghR4qkn69f+eXZKysYMF3Sjde8pjSSuVMIROHIaW0zVG585Ri322MtHZcZxlmYqSY2mmcajcEQfTYFs3GAdPCXjfhzmQu5j15zh16WZ03LbeDr1AXwWeve/eZPe/aM36fYTT+nVn/8wPfncq/Tkx99HL77ynN76L79Hz7/4zvYt0Azs640BNMJ8c4M0EGb3YlSrhgdr2j+6wTT69J1XDDTIRxTdIttfB+zkrtXP3i32uclH58ntyGnwpsDArlGxS3r9HODinXaVLZB6JRBh1uodebfh4bfReasqun8sPQJ7nuLIl11Zm5SVH5gKOhg3mgpMowOSKpoc5BWX7mHOqwAi9fciHQ9oeeJV1mZ2xVwOQlHBCMUjFFAuHXtyFfVs+WN7YMtHCFGelzjV/XEJ2O2thTpf7Y46atPKmaQ0jkdlpJOBvVJsHHj7+XyZB4Xyl2VDqa6tS8t76hN1X9zk+4lefOk53X35K3T66BN69a99iJ7++Kv04f/JJxeQf5fe/t3v0/M/eZvkQcj7zRs4zmQgatLsgOv2wROZ9d2uFdjjXvZuseOBY9QWT8XXaqenPLRuweLfLHP/tLB15ra9mXs2fjHBThmvtHxAv7vlVeDDurRBMB0oARvo3nLg4h8B1fyb3SsoRQ3U2YdfATs6L24gn7j6VwAQ3QYaZhKKBymIUzoYby2U6eOdwlzOpzwNlnw/eSl4OLG8Rd04Whkp+dodguiIPzlpVaIqFQHJlK6BAiprPx4IUtqznDgpo9RVu1ctR0W+OthT0WU6Fl/D40zV3hW6Wq7RmkfLm5/kohIYxePYFMrGlC/DFEfzeGyQo6xo0va5i4RTHtvi4v03XtDr//dv0Fsf+R69+i9/YHHXvEqP/+1P0Isvv7u4ct6g53/4Ds33CrhmHfsvEzUwtSODW9wmgiCwt9/+wQ4AY54BsMn47KmkR/JuafMOtEAH31LteQVAP47+NX0BdXlocXHaZnDKQJuBvfJ3R785Tt/q83Q5xMnm85tX3ysIzalPDfi5bk2VkN/TV7u/ArfjCeVrpbwm8pNJBrSq6Zy6z11xKQ3aQXkyMwn04Bo72p1hEniQGwGD0jTrOMoowJedtJ6q7/PKpRQVxxRkl1RCwcuXlAM+I+uz7rc8lmyEcfly1LFCVblHzpdqrNGQB1rslQERAbqix2TjAE0gD/RHziJtFR97TYjjdD84rInVQHG3lsBKvv/GHb3+//gmvfV7b9DTzy4um1/+ED35zDO6+7nFXfNP36J3fv9NA0mtHgJlAObNH7+C8I7BMgB2s9hV9MkWX1VmET/6OgGvBFo0k1n/mt72uG9HC9DemevFvdKzFxgUKn1jo98bbW0mP3TjIMygI8SJivEg8mDrlUi0yoU8iHh5hPLLUZXC4nTNw/xaB//r46qB61XnCNQ1b5xylW6ueNnENSdIDiiD0a8/oOG5CpTPcmta+80TfTShxQHN0aQfAYCkv3VZfcLx/GKezH/M1/dUVQ/unAniRxS9XDJsZ+Q5poVl/FzJ5fxz2GWaKMM1uYxnnj3XcYtUWzlzy+iboWFC99f4aQX55/Sw/Hv+p8/pyU+9Sq/+zGv0gX/tCT1dfPNv/6M36MWfvbtkCtZFlE4a4LZ1TgAMB+ztfkvFLY+iVwrQMFj2F5XIvSkLbLXtZnixCN03ym/bGSPuSAOEUT8RcVF0CsBngxqHMlKMebUtaiXAga7fgYN5JNHBPEIeaKL7p5bL6BJh3chRruNVXhqmWp76yUjTiDxgR4ARl7em4oGngTeCzhRKVHIaIOL9cd2UoykWXx/scQ5nylwDFEdyetio1Li1QwYWHU+e9rHFHgFWXJzlEaAX5aYkJ6e8LxOOxqW2c6Q9u1w1HWzTKl818v2MHC/Rx3KjgGNYx/iJZAf2HaA2YjvA8g6WNmkbCN4t7pq7r99vFvuzBeRf+fnX6NFnPkF3X3tOby/W/Ys/erv5qvetg26EAaD2g8TiXvgusQfR7fE97Yzh3fomcs0cnhba6N0tdiE76AzP3dEtjw/Uy66NdoP1J/J0KVrEHnzMIogWM5YlAGQitK658/V8sisG31xFF5CQB2qjIyGnSdVi8AhTIq+CKuumCji149D3E97aLk8enzfTz7EcQLoB5kxxyyOlesBQpXoim42L1GvQiXBpIDIGMK88jtq1ktzzrYAcpfGAW1Ot4up29zQ1b/PiZ6C3Nva2MVM9BiK4j9wemAflwDCH1kGFWuWvaMZ8cpA2CkeK6qidc56sKPm3f/X/JOsOEf0YhS402oettQQDpR0g9h0s0ys39Mpf/yA9+4lXiB7fLMD/gt78z7+7WPl3JOsbnSzN903+pSKdZv4MeO5ATIS8qH+Ew215XH9mlJ0pH3fQ8ooupO5v125pZ5Vn+fdCwGLHj1KAbCgT5bwZrHHxFBUATireqaClrYBq/l8/3adUPm+zpB7PQW602I2Oz2M8cbpOh8AeB3ucLtpOuICqLyrNxKUKkC4JDuCcL/L3Ms5pZ4xN5okuy46P7P6Khjyr9NaetRddP/zs+da0BUDSKz9VYXgQ3ZGcc5FDnARZaVxSBEpvDulMlOSONGrKuc1QQVDBG0vH+3jGO8pWt5WkPHyBh1xMP95UW5W7RN+Np3/2f/i/yZu//V06v/FA6fheKMz93BU8uZEBRJlOr53o2S+8Rs9++tUNNO8WcH/rt75PL770gtqTABHuZdenA1Qifbvkdn/TfhbzGs9b72GeyD0J7L8MCmkW2o8S0KcEor4PXnfCrLRXV8wdDmKF6ujauAbYhewFn0aLShoI9Qq6CDgcyghFX7l7qqLKDicnq4ILUdw/X9UNr4ko5ce66T3+Co32LWQfOBG2if4itJOLp0TP87OAFnujFIFlohGwK6w0Oj51/BIOlekUwEgKgPEq4/hJJdJBNxOOqwiikfqZ8rnjloeH/KigqcGONeZEx3hkOvHIiPgkkGnEuGNFpu2joSlUn16VwjaremgmdrMjjiFPrepnXzb+olk4oi/kufGf/1//M5lfzPTWf/U6vfNPvt8OxiIiXafsC5JbC5hlvN0V+8Y3q/iVW3rfr6wvQi2W/E3bWvnWb71B9199sefXp4MGRnNfQeXw9qls91Nf5FULnYmKN2dx33vLL7sCoL4zhufd8jxD2dUVc4d89/oFAK2A3YeJvA0VXTBEFJSA+cax+9jRjOVMRi/flLZYZqCWTlPSy1Gc6OKBVlH5xIXBfC0pxQezGCcHHPiIjq25hrMb4kTXWOziPJLVoplZ7jVgGC0sOeZZpfnD16LFLnvd1PauDkgz9cUDgMmuLjwtyKhYG1TwMsMokARZWaYsY+x7b+MKVW69PIZaPUfn7dfATnTcL7plFOOOaNKgjaryFY1cJ2x3KWmNZ0zmgX0Ty9383Vd+7QuPPv6UnvzYq/Tkk8/o/o37xYq/3yvDsEfc9oVv03z/xY9E8/6hbLkTevHFd+nFV+5oejTRkx9d6T+h6bVbOr++0H8u9bns/SbvQXc129w7GTg5WvEO2Hkrs32+tbuYeD+XvdGQXmv7SwNgjyf5GUAxmcODnXwor07DKaVNjmYFzv4pgaFUtrIZ6KDS4gDslGRGihHYjW8MRwPUW5g6ROs3B4wGuo6ky8FOngxhWj4CO8phoZ7sntZMfiq9bMBF0iOQrADRgD0CZcupKqGFadA3SNfoxXjpd6OnrhiyVAZeXCxQXwbEY5gb0RiXUGBfw+RqhadPXtOnsXe8Oq3zEpS5lk+kgzLnXos0m7F48z9/9mtfeOcP39pA7tGnntArf+U1uv3IU3r43h3Nz2UrZZMeLW6C3SrUgFPgIWp1iSyunud//C49/5N36fSBW3r8+Wf07F96labHTA/fXx4GXwgcI8w7KKufuoGxPR0A6Lj1ATbw7hWTBuy9nMpEcPjX8rNcb6c8QlmEZuuOmwPgs8Y0Cm1Ye3eNtaENCIZJZO1L4V7VQLSubRrisQeWxp0GKq581G8lx7Z4DfX19ssYDIWIeDB8lZt9W8naLdKgLq/G4VLo6KkhyiUUFYqXbCKhY2BHoLoEIGuYA30E00pab4VLGGdeDs2Rj3VTkOJBPWkgA45LAw6T4bKLg4hCH3kDo/bXHwc+HBPVmJMyHvPPod2P6B3Fsit/tJd9JMv4SYSGZfKI8LXBcWY4cfMbn/y3vsAPi6X9jed0/7XndHr/Y3r8qWf0+JNPt8znb98TflLPHea1x+uhX7b82Fwimu/89kL/T1/Q+Xv3dLP45Z987ik9+ktPNlr3C/11QZRnA5pNoQgX57Iz/LPHXBsM6oppNPpRxauSWON0984aHpZSL3aajNMq+tgn8iAUJ59P0xPQ7Q7zozqILyllix0B2XhRkIPDZGD4a+fAIE+UBwen8Q1tShTqOw6+7TTOXpOaqVYSms9z4h6PdCX95SR39bG9DAo+Ladnma4BO6yB8pkPSnpoqoGdKQJl3OlC6X4URiCLVuglIEZFZ23ILqYC6cuyXKdQYm65QJ9DC1aAeW2wuiPmVTxrWUf04nXmZ3zjmhwTGmr79f/vl/7PMslume0W+eO/9Cq98gsfXKztR9tC6xu/+R26+8oL0g+rc3/jlKjvWHG+bgIXyeoaWW213Qq/YXr6k0/p6c++QjcfvKX71x/ond96i+7+7MW2s0Zpud0upIBOhL72JvPUF2q1Dm2bZTsvflUaGzifoXXWz+PdRVpo+WDwrhEb/nZvMTWQR+sILSzjgWWq82a48zNAm8hesUI+4mg2OpMDy0pWBXiUPG7/HA3E+eKU9IunWreKBgcQnwOoWZpusvOchPyH9TxII20Do/pAJwEpcHJ5YM1gOFGuc2wfDr7tMRxUbYWWfJY7UjEeXk5fxluhR/3pfddCCnRzoqP1u+48+NxGGDuSexTqunrwPYLbI6Bt1zif6LDMJYu9KqclTCHphtLc55WqWiz3f/sL3TWy5WQ6f/9+WQR9l1YH9eNPPaXHn3mFpicnevj6832HibdA/WFgCHQq5NQVx7qv/P7bD9sLT6uQjz+90P/sUzp9aFEk31388e9KstjTThne/4A7pr9du++fp13BsNjC7JZv3i32sIfeAy4CJId/piUJWiGCsM+ng7R6OvC0c/l2Zf7mWEYogjSBhW7A7gc1anirg/ez50HkJ61POwrcwVJSfTMN7Yf+FFjSFEfb2kp3xpgFOp7G/okAKeP0jiDBbvxnwDBFXAM7E1MNnxzkitLXcuYnHJ8nyunT5SrJIk2rZ/wwSLbXueR7Cdgt33sJVV2bkrk+WG/knqHDsVlJc8wpP5nV+eq1Lq5z//Yv/qfOda6+agXSmw8+old/4QObNX9+64He/i+/Ry/++B1yR+Yq4/3cFgPJaQNz3RWzRgkKuqSd1nPkf+l99GTxx6/77d/5nbcWP/3i73/9Yd+x01w2ekxAt7x28EZa7lz2brELOat/9bHfa0Nh0xLVrhcDTAMR85tr+Qj2kQ4+WvuOQ6u9Ok4XfexGr97GiDRtIEyEr5CgXNz5ZcgKfQXUPV/zhefUbHVJMSEQAL01iOXyVRzUc7l46jl4HzzT0SmPqooqoPB8UR5TwvGNTx0tZ9cq7KRkigpnZLHbeOUubQ4+PwFfIlRAOi6jFcqJHvW5Tf39BK8gYn4q6FbxWfb6WsvJQbkqbaZLMCvwt0rBa6ZLLjullp/Q5bBM/RQ8FaNGR0zmuv7e/L0f+be+0OM6WNvAmt+Z6W5ZED2/c6ann31lseKf0fTqYsV/c/GV3wtFIFMQJ7DotypJ8BfPu1W9WNEv/mTx9y/0Th+5XUB+seQ/94Qevnum8+vqt8/AmY7vDbJv1r6+oKTl1vt7A2vqEqNFaXVBYPeQ64GUyzLGQzqfuPtlKsoQResvL7TmCRTpS3giQerVU4am6NVIcdQTjqmeEgzTZaIMFRWlmpfFjdpAArDnh+VIrzpi1xwXLwvsa0BXWC5pAOpjjW+kxUOgsT4/Bjou25wTnUqGCtjj3Uym0Mb9e0Tncp4K2I/KSRFHdB3fNTCN+OrfqYivZMF20ecGw0w5KJVj2d15SalIW1J/66/9p9udzG23ixug0vayy17m5rXbzYq/XQCe7md66zcXK/6Lz7fTE+2t0BVkp/2DG1PynW8/s4Kz+fqn9eCuE9OzxRf/5C8vbppXp+2Ig7d+8x16+NaDB2p1qQjsjNGXn0gtffJHC7y7f+wa5PAWuzZ69n9HH6vm4zSooxLy2w8lpKn16MuqLBPwMlBDp5ekcibz3hIgs+U1vljGADjD4pG1nafCvsLSr6W3gIGhtqkBEztKOEnRoePbxGhUJwpangzvui0Ogz8MzMtWTUUPJExoT9U+ZoRiDxKSPKw2oSX8xfYau2IkUEa6WRGOPnCCfTI+GZNTfi+r5ZRUtuZbXdv99Va7fxt4HIQkjb9ItwVO1GRA7zLo+/KtzFTkj9cSZNE4GN8LAG67ZdrLQ0vl2CxJBXYsJ88XK34B8/mtM91+9DE9/vFn9Gj5ffG1xfy+2wVWnzfpbhdxi60G7O1ejxTYYOvM9PC1xd//R8tq5zPetmY+XhZfp8fTEv/Q3yhtX2gyXzp+CpD3hVT3ktLD/m8T8QhwqadYnIKObjGaINcI2K1sG154qNg0zCuOl7h4slZyJXGHkt5n2bAunp7nmSdGllXThEagZzkQGr2C8MCuMRlEMrxyKOEXYlH5HTuTpiQt7dTWtrjkm60AYOU4B9lQ1nqnUKSSn+YyJa3jkcXeaFd9qE8QWflXNI6AnRydWKNjC/sIapEOAtkYpIWORuJoFBu1I2D3Oa+LO64dpxJtfhwDu8ZwGj+GNcZh+e+3fv7/srcZAMS+ENmLw5eI1PUxPZno1V/9EN3+yOPtrda3fvv1DfjlQYF9n94B2M11wt1vj0f9bgNvbuB2+uQtvfLL76PTh0/LIu+Z3vov3qbzl+9pPu8VgZeUNg77ve7q2RTJedpcPyqDNYUHwxYQeEdvnxqIZKs7tOPWXRE0p4I+gixOOL1ucpnnPMuGdHC/ixS8av4xMExSH478uwb53roY7+qI8RU4eCWAk3UOkGmAU5euLPZWpi3E8gbsTHmKcsgvqT46RoRqx5BBE1p/rWVs94l/W5aBfpToGDobxZm8mkEfu7XHEaUjYBfiov+UD4ZqN1JFM19bK4zH3THI6owZPXlcAvaRoh+12lyODTNyYpo4LKl54NgxmhxyiqO7g7sHXPywdd+xsoEukbcqeHHRPKFXf/EDND29ofsvP6e3lgXR8/cfyH+lqS22buDr+FD/YEfPGnbG8M1iwf/0k81dw4+WB4Qv3tM7v/cuPXz7vJ9DY08D7TN5ZOVXUH9AK9UDO7nGZvdPXD4mBKLpArAb2Jg1mnl4ut761jTLd+kcGHSz6F8JNRYaKa5M2w8qCzKYlqOtkPMuuX9ZSEL7+omoeewqT4jojmEATAmDPMpT18cg24NM7mfZKVnggewElD1Q1znXMNEIYEzOMbAo1Up5xnaXC9Rin5jKQ6iplLMkGijDWG7/S6HcGExrOpd3xqAxMuI7jq/z1rVlGrk2iRD6qcyHo8fKZkot6Ebgk72ItOIh7y8pkQf27mohz2RJv/+z5/T9b397sbA/sLlRXvvAo8WKf4Puv/SiC70B+Tz10vrVJfv6k9KbwsmPy0BffPvPf39ZcP3zB3rlV5YF3c8+opsPP6J3/uHby0LvokQe1q2TU67jduSwB26zj707hh14Rw2qIGt7E7xbAx+TbPra9kOE98lR8tZ6BHbjf7wzBu+5O3T8sPL180OFXV6TwQdxObFOQuNPo0WlkicpTugIeUy2c1rhxJ6aqteUkGIFMhUQEfzlUCaPh7pteLeTM3gZsNvfrK487WgRR4CJ8CEDChHYiTzIXALaiq/VhwGOMD3X/2XCJWD3yoZd/12i03rXdvlk8yLTELquDiM5Gt9RmdhPviX1KrrPPNjPBd0ldWK6+U8+/be+oBZ5r66QA5f2geudmIBVuyuGeXHL3C0gf37jTI9/5Mnmi+cnN3T+zj180cgDYNuqSBQ/gC1AF8+Vl+eygPkLOr+5uGs+fktPfvIxTR9YeHx78cW/u1e2q2xuB4Ht5XEw9DptsXH3Clq/cWLHOCZsNY0Tl5cgb73jxT8doEztX7UQ24LfGcPwn4XjxWEq6iNUA/ymlB2tFvynrD1dcfklTUwsicDAPT+73Oan9xDS/NlElGK1zriAHIFckmxVuxBVE5hJ1xIisCvw+NyjYGMutg+eZ8nkJ3itRqgE9qrdj4LvK5/CEBtlwlAtnld8qmu7R1VyGWiPATnOf3ZlKjrXBBy7FpfHQi4TMYZgBsR/Md3uNDSvtLTkm+X/v//v/50v3H/rbvGb79pMFLgb0PQ96luYNqDvwL7veNFjds/fO9OLxTVz8/4FfBd3ze1nntL5uw80v32mDkYrfYnArmkMimBvFtzyuIh4/s6Z7v90sdgfMz3+0WVR9/NPto91n78927Pri30bJNtQtCVNBMeqIYWwQe0ufmmJwrVa8RNNKZ0TLyGmCtixc/NEnJLsZsuym2hW3tc3Anu2VOvgH2AxzkNAdnNp3sriGk0ija0HP9LJ1ts+JreQF4nJgW4F7DjpuJDIt1cFbBWw44TMrYxjItPAkYmyoMQjYPdcTG0ehdF+8CMlcWSxvxywa43jNV2Q2gM70zWBYQRkOkSXeVa5cl3zGJ6L8YVXeTUD5yARjt3N8JqA74m3fzf/27/1t7/waHFzPLy+LFS+e24dseWZMtjqNbzdOYMSWMN6GNiLP3++CffoE4/p0Y8+3VwyK/Cvu114+2YrAIAe7BXcPngEQX8TdXuRaZHvBW8AP7810+0nTpurZrPiX1+G5feJ2pPGXo7Q6oO6pF0JUxi4aIXHHS4ZwBBkfb74T2lmYMcynAZ4pSCMVpv8MuTnBwt3ytS51JNIXDoOQX8UkxAqLK8YPRiZis0ghby4iEdPcqxDVWdJoHEJ2IlqheJbCNu/msz4RBO/+VPLLIm2uP71wF612hTGt8kmRFRZj1UY9wk5eeiCPBmIPC3NkyEMlXXkcxzM2XIpr46FLPk1fDDvqDcsVMaJbxdOda7GH9LD3tjzrGC5NsAG7LStcd78xsf/nS88Wo8Y+Euv0HkBy/Mbd42dbimMFm53mdjjaDwuYH1L9OEb99uHtbctk599StP7FvD91v3yhNBAe+sI9ffDvvVeGYEJvNVl6lsedSH2/N3lSeEP77cvQa0Af/uXHtH8zmLFf0vIuY8oA2MFmPbXACZb6/HXtGxUCkYNJ/EY2MWVoaGcmFefJzzPXN8RMBktvY5BaLzThZwsTR6kY5PIuDMdBRnGS/km5HH+GNAVQ668KaKJqODjy/jz5zNvclTHsMoU1yPMHdPCFOoZW54ozlFy9GwOVOWz3HOS0FLjSJoP6m41z8AuZKYQliHHi4Ncl+FaW4KJLgJuBeIxbqzkqv1QNR9fVoLFjnNxpmpu1hL4MO+wzNyAXbPd/N3p3/zC+hbq7ccXX/mnn225Nit7DloE9pIjgKXP8dG+tXGl87bQ/Vde0HTL2ymQt598vL3pKm+AjhUiUxr7oJjNAnTHHHQrv739uu6LX7c5PvzZYsUvbqWbj53o0Y8/Jn51WpTL8hSyHzNwGSx1OBgAW0m0erEcubx+EiIP/4SQgT3ynMgrJEoyo+Lxw4cp1zFvg8yWQA4Sfi0+e7z1lwdlLNXnGQNWNSkyIFeuAQUUKekYZ59etYFAfs3jJ5+klsTH/Gx5Ys48HizMRGkEtPiqVl4m41UpQilksH8jvrX1X0MQ9k0Nnhm4Iy+loOnzBV56XY/kUZlK6dAg1dp0NC8sX1aoljZqWaLRWIw9Lthlk/2uC6hy2vNLw+Obv/fxX//CvLhkXnzlXbr5wO3iRnlG0/tPdP76Xd/62D9VpyAsu5bUc2QA2ElMgvW/dbH1ft2bviiQR4sf/tGnFvBdwP68WPY0Fy9sxLNq9i9A9YaRfR/Kvmd+a8SFx/krM90vIH/zwRu6/fxqxd8uSmrJ9OZMAq1hIG2TAuO8FYqAlBu/KzjK1jOl66ks6yd6PAaYUnlUPLULSFyZuIAaaV8e0FzERZ4Z2D00spNuBOwjfpXFHl0V3OOkcIQYsPjpndWjlwWDtX8FJNtYpwj3E7QClrjp/LF/Gg2jh3Wcy9bJwB7lN+vYWqmCQX9CpdGIbrDYz5EfKtgjmWqZsbW46PsxqOL4uhSOn7auL1PliHWM7elLaIgGIKaz53GzZ/f7LvqypRJdjfib/8XH/p0vbOC8WL73i9tkPTfm9hNP6fSRx9v56+tbqWsBVh88tcWAZrEXwA7+ePwc38OysLqeR3P60O0G8KsrJR0rAHvjJSzYbjLsH++Q2cpsvvm7BvbyLm0AvxZZwf32x24b8H93hpYMrUIIPdasE/kPOfQ6ugkVgZ0oTyAuy9d0eEBncrIzTDUbTOpOMHWeH3+9LCNgH00nb5GOlF2epJpLdomOwCiGGfbBaEsrJFpNvIQZ2MVNPSFsC74wcbGvojWvORDYkU89fiSUraj6+KgcLIxAFcdT/RQjjoaNI58LVfeo3zB9rCy170bpOPJR7rFCoQvx14bx2PdtYyHOYyqA3de1fokr4444euD+UQDHl9e11AaRYob1/m/xuf/6Fxow87an/OHrzef++FOLG+UTT+hh/XD223NnNOPbq65VVhqSKj7BRzjWXTP3X76j6ckNPfqxp3T7I+tC7uKmeWc2wYjgMLDJju+l/aPWAi21fklJj+/VYwUWZfHw5YflyeC8APzipvn88qTw4Ruavzpv58X7zsHBqJNuIi62SNrA9QuvY0COAO73uCOw77VLkEF7OcxvbpspTAcvs4S6ZXDIoKzXUqR4gJwoWr0VsKtkBuwe8CpQw0lRPbSKqxMFWh70Iw3lZW1zDJgR2KsnAnMDIXUsj2GiI57t4IN9rgCwS8qZwdbL4QHS1CsVLT4CbUnArb84bimlS0HLZMJ7CmWw3S/52DX/JeCPfDLvUf2ruozmt//4Ol4jXKEcLcSneYZ0nF/SwPuGvShryg0Au8Y/TFvem7+3WO6d0AqkKzh+c3HJvDjT6eNPtheTVlCe31j+CWyni8A+q7Cw5XE2JdBwnzeAffjK/XZ/++lHy0Lu481l8/D67Pe5r8Cu586IHvol1I8kXtNWsD5zb5g+iFc63yd68ccPi4tpWng8otOPnbYXoVYfff6uI0N3xEmvVNcyNy6+3vKI5VWx+b85PQIWB5pmQ00pLfPESan3dX3zNLeJazDoPd4ZoKoJgy1KndoxsFtgl8fXgV06PjfVpzy2FLumQHMEdNju9cFafvIaTEiR04CASkpZbRCNpXsvrhgEbAoSe95CaP9n5Z/5jqHVFAwX5fVZzp5IVZFGGvE6zpRLAesa46ngIUNO2iJan7bNuxu/0MZSzj0dI/EtcQzKaz9S+WYpM3HKgj52YNCUAK8f61jBXSbzqe8lHxaXzPrxjEefeLZY2E83wHz4zj25D3t0Lhq3d84CwtOstih8OFqaO2d1q6wumYeF/u0nHm0gz9O0xfHi4Bfw77edMfskw101z6ndb5t6tCn9Z+TW76M+/Pl5a4DbTy3uoM+dFuWyFPsODnIP7NnazRPEA7LlzWXHIN3aZCJOwx7L6i6aCaQdPSlIL8OBJwY5mA7SyyGISAlWcdJ7GkQcalYBu5Wwx1izQI+AMnOtgB0h3VQV0hiBZVaWWTUw0Gx3TCPwngJPbAukge0lJKkP6z5tdUU4rsAp342AWoAOBTlzfixZhwzsUa3Eelf0I83LeTy3rDC01/zc50HbxfncRh2Odz/GqrmmuaeBnH5sbNcL+Ek+LST52B2dncTNb3z0b31BoVFLbufArMf2rrtdvvYunT72lB598ilNpwUsv3Vv31Fd/50RYKwsd1rKjffffTIv1/ObZ7r70gLwH1/8/MsTwulDN3T/1fP+STxUBgyvuy3Xi1u9nxmjZ9C4xUi2Rly3ZS4umYdvnunRZxc3zWcfb50yf6NpRZsSvuMcjb6Ypnz8w5fP6wcrUwR2/Z1AYh7wtcE3UZxw0XWkcqJM0a8eJxmmmZWqYS6mtPfC+vLG234jhezCmFLZEbBzAire5bSyyMemtbVjBnZKXCjQqx7mbSLiqS9S0PL9gMCJEhKkW18QVXJW0hApwEhSQ7E1R0BtJfJ6TFbHWW5KZbyLzdAIS049veKTaV4H7J5bpOFfbvOAHOcjpfuWx39SkCirf6I82i6f/LjfrV6OaW4LqDH/TSPsv7K0lwRRt5kleLTADs4q4MObM739m99drPg7evLZV+jZz73WGK/lZl+Z/iUmUQC3NPdN1fV+U0pLnoX+O/+fd7Y98KePPaJnv/wqTc/gHPh+Bvsu/bq98Q4UEXloRnkQSs9fFXr7/3lH52+f6cnPPaYnf+PJ4hfC1/aJ8sTOE9x3Fod/GicFsPswFRLXb1aiReHtnShrPelzCUtHa6mC4ApeGcpVwVomW0u5FTSvAtN8wX9JhZR0GK82ta6lWLzlxzgfHydwlW8sSzavIrAjRaTlR40/5KHi60e7yViryTpIaAmiETjOYcxkkEFgV4r6NCLdELH+wLdiq5lRy3s5XcqWnkMevZYA7nFuG4UY5j7O8BnA6LYwHUjaWmAb5wv4zTdzttiJzE6WXPt1O+T2bwPX3XLvBQUASXg/4GuZFOvZMV99QdP7TvT4k0+In07b7pf10C7tJNk/Rj3tZTtrmXZ3CpPtiiFTM9zear37s/vNNXP7mceLm+a2HSfwzqZ5+smRG6jruezE0A2cBjX3QUR9mK27ae7+dOHz/mVB9zO3dPoEb6C/fmykAvTYudliRwBHIGfKFrvKOAIZ/fU7Y/yxCVo3f0wBgqTex2k62sKnh81isEmBuawFMD2Crh/WHCbOGhNf1sAXd0aWYFayJlNMpwLYmcaqIPIxWNVjeLOKmhynMWV7MjSw4wQ3mNevImgt65MiEdbF9a7VoQZeKuK8fEfBuNT+8QjsuN+pCpUCiUG/istuLh0HSaCOpofFanvPDthHYSZck7D6kus3VI7tV+duptVNvanhYWmt807zhoYW+wbqGnfTPNa9NAK7nQi5J98LvftfvUEvvvKc1jdan/7s+zYwbokzlIfOga2N7Vc2wQR24uvbp2vvvfuPn9PzP3yXpkcTPfulZ9uedV7BfO3ZeQzsxgAnE5PZXdBh9xO9+C9eLIutdzR9+Iae/s3HNL1aaVQEjLkPLP94j/dEqFgIqx3oZij1FruBQR1wgGYg5uJ+JE/NJU+Kqe/5F6gFA0BHaw4nLA54fCzF/hvvjvBQ5/lmubOrgHsa5kE5KZSI1py39Kr2str4fxkIhfz3nuyfWrUo2UzHQOPrIwPJ8C7Cl3TOFvR6HnAcy5KB/ZKiUBmO0ynQjOqgkgOfEHDs1v13HbDjcxIqCF+Ggxy5PIbwDC8jMyGA/raJZf+3KYVd0Uzt3wr0m+VuH5vm/qGOrYvUdy57Uy6+8PtvLBb8q7eLn/wx3Ty7oYfXH7atN/EIgs7FnU+D/mpz42yWydx2xKxbGLczY7YF0Mf08MbyoP7mku8F99FmNgb3e+2YiaozWrTj9vjVD/+VedsDf/OZafHDL/X47tLsb2MH64CwMxfFNbWfxHlgREWjIBmHZQXsCqcG4DVPcyvpvbgprIOcwhDzvxjmMKXxKSTmr+iYf1vvEWz9qzII7JYPFQhBnFcRlSwS7i2vJFmIasUrqZ/1l11NjKeEPLGPKjmtX31L5RpE5ezpYL04UfN5RwHmY8H9KIyfV9Dw0Kv4hIdKjahuvwzI1ygCdXB4biNjQ8f8eJuqGi++3+s+8cAu5PsPjc42y1fr2Qzu1R0zkGCPb1+jY4WTtpNmby7ed8k0yNVDMsKpjNsUhJMbDaRoW8x893ff2D6afVpcNM9+/v3ZlYSgjrtwjNh+33g2hSCb9lkVy/0XH+id33mX5qUiT//6YsF/9NSeIG64V0wAfC0cDQ7vK15h8e6fLQu6v7NU6OaGnv31x3T66E3orOpRtZ68MgB2jIvALk4RYbkJ8kSeBto+TAFofJ48sTy0NOidQy5OEwLp2QCuvLWxrk1GUxW2K8Zb+zWoGWBIsW+4mvRxQh8Du5B3N0XrEJWF8Wx1im2Fo8Nb1n6iM9Q+qlQPdpgirs29DASyXw7xu60emGJe3zZVewphP2FLtV923KjfeTvYU8s1qUHVSunowlaRNEKxf8ag7rlKKp3zGLc4jlov8+6dJ7JP/uhLSHPA0S3+hmwBdc18A/9UlNUw5tCqvB4D019IMkBg2YFITOxth8y+i2XVHu/+07fpxZfWIwtu6MnPvEJ8O3V3C5v6BEm53/fF2O1t0xa/vuy07WU/r/9k28L4zv/3re2s9md/81U6/cRtb9zmddZgb2RGMA1NRfaGp719ev+nZ3r+m3ebTE/+h4/o9NlT7xT1eEvgxQls2U1tSZOT+1QminYDyt/ip+HAHg3GiaSwuEctMbvpoIBZcStcbYOA9ojSJDfA6+A/kldR88riCHQsTmWeKU7sisa1ikCceyYaFUipClxQ5YIWysoDOtUhahWtSBHjanCu2/i4L2NPeWWF86RWIJ6nQJx38VRB+Wp+CTLMJMP6nwmPJolUDZBVMRMxVcchS1GyXXORY72bqH0+riWtHow5wJeEzXAAxS1daPsI9jZHT9LzCOSZGCjMuq+8atBeagethfvzf/QO3X/1rn3I+qeftccLMevaTRrkSi2f+7rTBvSy5dtcRMv1+ctnevc33yF5MdPjX36yvXG6NfNOC3WxlzguWNrjEG6YVGVx/uoC8P/wbjsH5/HP3dLNx6pnIwQZnEx47y1vpT8Nhii2vQ4g79uuHvPj9TSQj0A+KrljkJAWVVDMK+FK+UarTgYS6LSpZPFyjEGlChGgrymHrphRO1ACdi6krWjE0ppDBvFjGq2UP2o5Kr+aS4zHHtTPgcyUd8Ect1+mzwnorytn8aN0P+YoXPk8l/irrNdIeWmEYhqWqBUznB+weCHkVIuixwyIHLe94SzhuYrtXprTh9pr/gpTvGsT4Dpjyd2Hu+2OWVzhv/c2nb9+v30o+/HPvdL8PrJz25n0T+fRvgNnngzwdzDfGuUMQLXujFnuz9+Y6d3/1wLwby8uml96So9+8nb7HCBax0rb7n2X2N1E4qwISz9/nej5P2hHEj/+lUebInGNmEAWvfF5QHqL3ehI2DePdOMeDKI4qPSpg4ArhclYDSqDBdsT7iewPVcwZeVF6VrhWcOcnmrQlzolaXABy5wW7OqqNZYOO1WtJEhjNRlZ4D4m5pfO1+SolGUNDkrJ1hHag3iV70x51MQ1i0g3Azv3knHcE1UAmGHSfrEPqWi/Gli1J4Uuq1JVI5R4aw1t3mResb1sJNtuLukjZtTjNg9q6WJrEtGAGgXJpEuAsRTuthrurM434blNDwZb8+jumcBo1jc7SfqnK4gAmaT1xNR2r+yNKh4MtwKzlvZgzbuvfHWrvPN7b20vNz1aP7H3k0835n1qd2KNzlp2a4L92IDt+6dnaS9D6RkJ6/E2D7tSWeLP3xR69x8sPvhFM9z+4uKD/9ETUQEEdo0AHPNYU5iCaPby/PpMz3/7bttL/+hnHtHNJ2/IgDTSj4cPeAWAMEeFFAjU0qnFNfioUDj8zWsOGJCrTRqc3Ohnz88XFfT4/1r+2a0RRMjNoXYBjR+fRy8pSZropmZNteQxTZ1ePJ+nAnFfplYwUV1amAe5M7wqlRzyU0idD/PX7gPzscf1jOrD4WP6rRSWlwtlxnQwjOrlDbbY5vOwTM3Te/+FRr3tyxwHrXt0eVLnZ7NWdp/3VgbElOiaocx3O0aLGuhvx/wSgbXu58REfWfMfniVA2MOO3N2ASFus1AeFvBdLfjvPNCjzzylxz/2bPH3sDtGQHQxdXe5bB/jbt+GIrf4qtt7hJryOLdqrm+UPv8Hz4nfnunJzz+hm0/dkk5Qk83DrZBZf9lPrrayNuRuZX1XFh/8asELPfr5xYL/VHx2ikoidgL3AWSeeCY/oRBwuBhiPp32roohQluEiiyfJLCmRINDDe0vSqotkYHd2rJSNjj4PUBX7qXawsJSOrkj1SpvlGemPLXHO4Mm1x7kyvjgaUigw6Cs6vGaA4MSZqratrZ0qYgTGFftKXIu+snfC8mg9nEMjoL2k8qaIdAURFbc1WdXPM3Iy9NWKtkgsJw6Zv14EKrbE0vaIW9MXhGppNq3M+1+bzqfyBZMFyiTaK8WjDY+e/mtDduLSQ0n+5eSjOukwM6iyL8n9cPA2r3sQD/pdsS91rxveVzPbHnnd9+i8+sLwP/4Uzp9+nGTVfbhtAE2LrruPHWGrc8X68tEz9n1GNrB56+tlvXzrcCTX31MJwDeCtCsJE6GPBUVrhTA5u/P9OJ3lgq9O9PtXz4Rf/AmlLUJFn3ijW9bCY9W9URRGcWtjNSl9pM4riFMNAL2GGqAyTtjcHhL8S9TURdTzbGWZWTR80He6+Jb2lyATdWWeVue0TgCN1Na9tyC5ey/GeJMaq+4vNr15f19BPZR/UdWrAZzCWqYSypREkup+Y77xCjSoPclpbOjm0H3GmBHOlj2ZUI9FsbzoZKg11iHnoLwCim3bFM7MJPAdJ7EwU+DXVundGW5b39HTaM7Z2hvOZsMm8KYd2ARqBC8QbqeuPju779N82Jd337+CZ0+vO9wUXfP3huoTJpgrfx2tMB+j1Y3yr4C/N3v3m2K4PZnHtP0PnyFHa8YalQBewRUheR2N3+P2jbJRZYnP3tL02P9wALRCJwU6KeCr58oWL8sRQZRb6tKOYA01Q+zmUY2F/L0KkYcHVRas6Ph+SqXGoDqXQtZsY3oKw9xdWv8bAxPuwptjktV2hEUK9pMEWq9LJaLgadP11bsVprLxwHErJXHFjvWeQzsla3r0+1XingMI+u26juhMR0qeDJx0e6c2s/a+TLNozhMyy8pSZnzUvtUaULVU1qc4208rBb7vDod+tpkz96BPo6+GY70dVsed8tdrfkevV9P68tISSXM0MCy09jLi57ZLl19wOLrUvStxa3x++9sNB7/zCt089rtfvAXd87s9sDv4W6nydapU5qY7fr+i4sFv1jW09OFx68+IX7/ROQGhYIsk5SDBPPq1Mmdfv6+0N0/edgem25/4WbjhwpESxqImIJAQJBeAzyAzM6wxMnLTkZbPGVXNwvVYEQQyX50hG4vazVh6nj/IZNju82D8kg9YhgvnuZgpgkPUo9kwfhcTttwJK0QAquEMkxRoYq7ine1KquUk6VaGFnsR31bcTyi8V7SYtvEUL+z0AK7fqjzEB2Pv7pt4/sclreiH+OiLHglVXkmwzx9eCJyu2FG5VrhVnbzsSv0RvxUOjDspseff0anV04mmlrX6MkUA3rNprtqUJLGcNE0i2vmxT97d3P6PP7pp9s3VLcSc/t4x/oo0U5+3GmvZ9Q8KDuFTw5N5gH4/KUz3f/BPfEzpkf/8uICOml+hFp28qWGIANZAS6Wd1oWc5cnhf/6TPyI6fav3KwtnGSk9Ot5clfLavUZrIuThChuq0SwjxZ7DWhWt3zlnx5QbZSDq9/rLgKVgxxNGpTV+HzeuckeaR1ZoCpvrbCnizRGMlraCO6OAUBb0XaCaP1krz+TJMnY9Qw+O0lPH40rlO8Y2EbxI1VyHQ0+bEvPQ/ss9/UMeauSliaDVC/PSAbrQ73T67ngUNcrqgNfehC243plc6ms/1YjkU7sfeRHNFabeNrnqX6oA3/UNYP/oPjmljl97lkDrRlfgb/pO2NWd08vpECPZ6sTER5hsIaHr97R3Z+82D5W/fivPNseQ3SHTdc42wc3lt+7qQP7dgAZGSxaVfzi5Bru//CeHv78gU4fXIB3cZ3ol7/9y0ec6GSL3SsBhsm5/p6/PtPD8rSwuoAe/bS5Z5B+O/iAKYInDYEM6zeFdFUCBoYVyFRAszVrOUmz/TwqL+7XQ9BMWelmoDCe/jFfLdFxGPlRcfGTyJR3niIcFli1fAYvm/zYZxY3qhe53JZXUktqLqEINQbg9otgWC+61v04u/TjvqXB/csB+1ipRP4WH1P4QE4zfaSgjTSz+q34Eh33nudBBU8u4uu7/Yl7sba3/SJ65su6cHqC/EIlP091N2VWJaEWu8q0HwLg8uPul3WDzPqW6en9j+jx517ZMcbAmuBcdpMCrh2wW3pbfJ0WcL9bfORnOn10/Z7po+Z1wj5etzzecwd2g1q1zjzoIhhu6evxMP9oAfgFfG+WxdXbz94SJ6CMQQEYXR3S6VrZNe2GFGgfvrQA/JdnOn1k/QD3aa9Ctn4NmKPVNbm8jY/KgfVDix2VjK8DdRrkrutJmicjuzJUlFkDWjaxP8Y2O1o2nuYY2NGS8/FGE+8zUIv75YJGDNyBigtpfPkRAOgY8mBs40mogoas7K8JI+AZpVflazfITNEFUvG6JPdRWVuPIDp+3jgaI/orh/lNjnrezIAvksrUPMfzBRXtPhY2i3oHxfXsmNWrcMupiCBhpMi0HzkgDW7j26pcyNl3y3BTKEue6f7LLxbf8j2dPrEsgH7wUVMqu1yT5ILcVQh3Cd3i0vZe7C7hmen5Hz2n+Z0z3X76yXZUgegLUdtLStSVmEGIgRxOEqwd+o1X986L378neWNpv8/d0s1H/G6AeCVuqGVgp8BfdAish6b96QLw31sUyScmunF+/jzc/GTgUAt2VzRUYvHXD8I8sRGoLCZClQQ5kVY9wD2wi6NtCtLDvbgaVQut4v7LQcGokinmIzJfPbv7cen2iTQqZBrzmbtUFjfKb+974kmQfKHM0S4QKfmO6MngOgc1UgKKwC+7+ZP5HMkQZ4d3q9UjGpW0b3GCecsFrxZmGpk51VJ4dVffOym5zkfRomaio0G17VLUXS/N8Nckd91BvWsFNa6Lnp5W/H6Y6cUfv7P5vR999tniW74xACf0s3P7KhLQ6cf37sy6y2XfRrndv70ssP7e4n+/3/3v7+Pmijnv+dgEbSvBDAMZXSSQz10v+Z8LvfgndzQvdXn004v//Qn1/JJaHS1tbE2mCOxE5JTNeu773X8z03wndPtTywLrq2qLoL/UTwbja/IYuJofPlvtY/mJ0vihetpVsfG8nFhjhNQM7EjZS3atZZZLVcBgbRQVkyoU87HHlj4CT6QvJThEkCEiB80qlcD7jEijtVcEaE48apnqls41kvBb0SLH86iNjetUzDc0Uuoxdqxc7Ampbt3Mp66r3Y97d9z3caTIYRmN42Eei1HjZXPFbPvVIfdqteu5jArigdaKe/qBDfxAB29HEOzcFGa3QwUAL8SkUatd828vMc1vnenuz9/ZzlF/9OnHpGdQmsUOu2IUwPdq9cq3k2zIbWPklnd+Q+j+z+5pemWi2x9/DNt5zIUx7RJ60FnT65eUcPfIlu+7Qg9/tDxwLe7925++pdoSRxjmRBMBVhzo2rEF86IE7/9g3hr+9rMT6YdrvYsFP6YxOeDzdfOLZkII3dNwMuZrKSZMPr431nku6NUTD/kcwVMtiwxUEaf8VqoCHrqKp8XVebGOCCg1sHMqmx/pMd3kuVbBIW067HO9v+ZV+Gv4YdCTZfDTihKuZbAr/hr6NGizOAflAuhimXrU133v38nwiublgX2PF4NDPdmx4/rK7pbyABrQ6sCOYC425hQTeuYt3kbCDrU9244gjer9V+4Wl8PD9qm7mw/e2kc6CJ89WpWbxU7uDHhK11N7A3V98l1dGn++0P/Gw/aBjJvPtdezlKQ1Inb0RBIsCO9CiYuXC4+vPGxfWlpdM6efuHHpvsOYRv64HMMAaE2O85vLg86fLVevLErpE2j192YmIfTtC1FZF4G6msLK6aYE4kDz9oOF+vhe72Mkdy3kX1ofTUahWjHqlImy1VNDrbnxSzd58lWuHaJK0QnRFXSplNMUvKbpQa0V70zd2jMqipFUx9sYtXe9XOPAVMszjpuL0WA8adiiIyVT9UdsCT93x+pQDu65HH95NnhXZQDEwMGPt1G/WflNhhUCFkjj1WpfT2hcvdunPVdlsWPVd1QW3YUnu2XOej3t1nio6/790a5ctixivnTaMX7VOGve+y++uxF8/KNPF0HbcizDcQAdkIn7N1FFN8LrKY+y84jO0vVTfb//fDvC99Hn168fqQAcOoAoTyIm85bZgPPLk03Whz+Z6fzO4jb5zIluXj0RWsS25TECFIIqkT1LVDK11PtvLsD0baHTj/CylmAKyVvr00CZiMsrVC9VYu4qiMtrueZUXmtlwzvT4hSDcfiKtXQ6nmfc8ohKlQrq1eIevotJREXtfBh/wakKtYtJwmy7xHOUJoOUy3RGoH2sHGrQNq/yfFBGW2FOuWx+6e+4rtfFq6GDlGwuj2teKQlMq/5heUrU/Z0tgnueCKWj3uyguh78tR/wRYzty+ahkECLPcNefg2LctjweN1SzuO5o4Dev5k6sXuRfUcY7tB/fnterN/nxI8X6/pTj720ClACVkRv1QnyNpDdtBWuV6372N9afv7gfmN7+/NPwKVhgdMVgh9OPoR2AOfFbfLwuw8Lb6bbn3nUNOreZb6hInC3yvjlFrPWcWfMVmKp3/2X5q1ep09OS1X8EQFS1iWvIUhIvxZQ5kFdqskqhyBbgdJoy2M1fQxURo/Jnp8cAoY+/qO8eZKTg4k46Ud8Z7eAOifa19yP4uzkeHkpOlXukQXrx8o4XAvIMuBAwOdY7mP+OqN8wPFv9I7pZ6Vr/+RwbEeYrsbUiHfdC6YARHdw49TXo3p3SDk6tnej5ZpjM/NRQ9Rh/3qT+2Zq7M0V69W9su3cmZv75Pz9B7r9+JPF8sVPgLQS/agBFWKe9tMhd+CXvRNwH/yLaTvlcd0ps24nfPjqw/ax7dsfvyVcTGxAjhazHi0QLesWVy32bXuE1/XbPz5vC6u3iwuovY5uOex5YQq8a9DFN16dSrhb6vNF2h7Dbj6pCmLaKdvbqPakQCQFP6+gfG0kTDIEBKNrMbE8tluEZrv3C6izk1upzuTVFfd9/ef+qn2WAnclqcTzgSxTaBurt6pa42KfWsiWYZ5Sja6FicZqZjzBj4AdS+FT0ssCpJksZgzIhXJygXZO12cnP+5wTNVH815XHyYPwvX4jtRHspuyr7dyVqMb+UngwQ5TCOjqCDl0lW0WOzebdn+5qHm395qyx8hhm20vHu2e8e2FJ62numlC/i1fPGcU5oXgDJybs1cXAZqHZaa7Lz/fkm8+84R6A4m5YixOLXazahm3EKz/1nO+9G3UvdXu//Bu++D26dO3yyKrNTBCRwYk80Obu4O8PHB9Xvz767dXbz5xs+3QQQBtAy8uuApMJAGe1OtmDbeG5qI6v76A29cXah9c2uuDqIwMOgyCpiQvyiVhAFYDIte7mna+/RTWMCeV1wbqXo3JldPSeBNZC1xnWXtAIBoBdJ7MFV0vfVZkR7JguaN7laVSKtfQzj5jKmFqTrloGHNNvYiSndevRgvYVd9U8r6MHAbM43ZTZWMKIsrFBV0OIw55sOMbZ9Bx2HGA20FeusNlC/qO0D78JReFa2kvNYVP46kiqIMfCYJ0AZabYmjpU/+w9fanAfX8+pkevn23+axvPnJyPaUu9m6x72m8n0mzuWJ0L/u63XHz2TfO2qjy1uLS+L0X28b+25950htGfEuB3PmVf7/Y6nNvoq7f7f6DxT3zYrHbf+K0rSFIKqu5hXzre4teqQvwseuJHr6+VHHhc/rYonRudMKrtGbxG/zFnTFxuuVJH6WNFnve12uKbA3RCWEDXFO86ymD/pTKnik+O8S2tX3b1yy+xTdLfW28wsQ2mg+XZSOtyU3umE/o2FdNSV52AINtMZLKXrs/nsoS8o7cNbEMHcR5KhxS2ZVhGAuXd+igIueDHsGx5ynOBc0jWqM20RnKFJVHNvHmMJp6PXnAcz34azuFxIB9A+pZ+sJp82KEZzk93ncH9XyiaosTXUCFanXLPtiwAgeKbTVdLOv29ACbhd1Xl/bzIs+L62TdA39aDxYLFruBugFus/5h2KytdM9BxRjczN9dHua/uTgA3r+A38dvQiUl3QsMNw/sMa/xmt9eAOgrzT0z/chNh1oD7qgYvJtHKU8J7Dwwr7/rB0XWjps+EP3qWsYUVwZ2LurgZWjX+ihNgXYGqrkoX92PQ1fFKQXVCsZFi/1oghuHCoDwOteN4Xqm+JSR6eNdVaOoUHiQHsNg/ic5Y3wVV/2zxeVx/SoaMd1+7VkyB3Z5RztlagWC4+DSulE9ro7a5b0GrG18QojXrtxEwzBfIfcWVuzfd71I+Gqnd7mAqutwIjuASgPwlSuT+45G56wKZivDHYPXvxO+pIRvns5vPdDDVxbr/dkN3X6yAfymkWZ2Z8g0i522j1r3D22sFvximG/umP5ikt/Itlr49//8ri18fu7xfjAOWpvxTdN2esvYYgdFQ2ZNPXx5UVJvLGU/uZ7qOMGg0is8cAqBvdH0wI7yeSUwf3+i+TuLG+jDS5lHmnsKysgvuhqQ25Q6Bnatpw37/KHkqauwPOF1wnpbenY+7uxOisE/JXg3hyRudRBXax9PrkbeX+/Ly1X07Y4LYMpljgAAgVf7Lu4TGkl1yfrVEM2LmeZDGf34x5KWmscBPplyKtPu5aK8rVXtv+vriE9emaaOvzHoywW5/FMluyfwvJ7gNgEPKjHfNlcM60YQtahX7EsDet+FOEVlgBgwt0N4t9eI1ndndklEOm0l2remb/AaaRL103R1GyV1ZNstbHwdarVGvz1vb31uH4yeFKSmrgD0XPZ+3IASfyFuQVXITlZxE+eNxbL+k/vFsp4WHrcgqgH3XjVSBYGBIY2sGWAwN84PXzy3A9A+PhFa6OwoXQL2mBfpNFrzt5rimz6cFwSJ4oCsnlAwr7+uhnJlRRyBC1E1gfNipFKvytV7ousnnmtk4Cvyaxlx10el8s4ooYmOrMURiGTKXmmIk2pcl0t9onNkDf50SbooY2wPKfPUiDVqxyMbH+lS4CsDWvibaeT74zFxecR4OvG9hZcMK6CuWxQlWM8OcRWllZ94N8qaTcKLVNzmn+18EUweixPSNiVS5Jt0oTSeGbMd/vVi3twzfHvTwHc/1VF210235vGUx3cB2PcPWU8AhPFV//NXF8/tO/P2YtN6rK4HThXSwB5/K+D0tn7b7bMurJ6/ed5eblrPt9F83jJVmk2++IVUP61te6Fy2naZrDsjF+udni3lH6tfbSL8KLaVH/eeHN6jNYewYB/rbulE3grXCY5WIConv6WQgk+QySY8nq+iZ7ujxXgNKMzhl6iq98tb7ERZ6Vk5f2/5rwNfr2BwxPnxGsse0c91a1dxAV9Sbiw3BvaYbuNQSGdAbhsp2yvS1udYGxd14GK8C437RA7qcdlix3cyGndM8zGXx+qa+by+mLSeanvTXCxbmamB/UZs3et+M2//2vbuCOwrVk7AWC3zaTvxURcu1UZWx0hSDivnDUJZDw3YP5bNWWxm2+eOH9xoX1dqlXj42v3mQrn52IlUubQXodhb7Ovi6XrK46yDkvcPhfhB2qiaa0PW71H/+Xl7u+vm06eew5ol7jDBX5xUuKPF2+Qr7/NX5+1FrfWNUgUvAywsJ6RPGL7To2JS6Rikmuj8Om1n55w+SP3xzA+z+liBMcDluyMLqJZbSkrH1jbCmIEUJdpUxo4nqKmjGG/ccn7jdjy56xe0aEjlGtBF1T4CnXrb4DEU1QB6VIIvlo9hDi3oFdVIWVym6xXK0aJn3Q4ylPcyv6MQFZOABNhP2A6uPIffU2Kw72Un6i6Q3VXTPlgNkor9IFCbxb5n4EH7uTLS3wtyWQKw4776afOPB9l1RWHzoc3ri00vFvC9accS7F9pajtmQPL13aTZAzCT34JIEGu+p0WEZdFTns/btkWCM4/z26ucaFlF8i4PnZBb/CLf+uENfsJ0eu0G6E5wzZS3WVKgaHntiQSG1LoY/a0ldvG7TzcmwXgiMY1ga3wGuZSSjSdGnox+94vmQG86tjGClzpyzBWDE+cILBHYJXC3ejD5pw3cM+5NhIrHiC+ORiL/pHENHX8Ojxzm93ZxFSrjAV0xsLOszJeBKUok8NfH4npLnPu5D2VYA68oxkFbP8bkXOOxI4l3Ffzo5YtjpeR3o+WpgzgDqG7HCuzWcxJDdrpgA8bad/kmLzeFfNvdrPAqpXWO9KxQYzr3GY4Hgc3cpdTDwB6+NW9vfp4++aht2t8WVoHBvezbHhsNL6oCG3f4lATSQg9fOm8NdvMjt3uZMZAT0PVuH3FlPI1FUX1dtn3304em9vhBUXmgna3BPzlIt79VcqGodNaXqNYF5ek1fF0inofjQ7IgiilmSsRi64FrPSCBBtYB8+a2k4LHeAoeuVewNF+d1yAZ7zUU86poQ3Jj0QDTYI6KMqO42P4aR1fIQhdK5eldU7GZlMvavd9h5udRLnMsq++r+BrLy25THPUT0aWxfBznlRKX61EmN9NIQehLzOt2x/MK9DvY98PBaBwkfMtUy2372lekXhdMFxfOvkexpV94g7V1XRgVbHOzyj7v2ya7j2B19uvhNlt0o7I1BN0tbo3vLLW+XXzW77shPPRAHpZmejAANAo4KRV888KbTuH5m23r4s1Hp+2zfN4K51hbmPwGmuLyxi2PvMm6Kipav0vyClrsjU79JSUhtTVxHzhRtYsGAP7Nhdrid+dHVtfYDdWiq0EQ1qWeLLgrqNpxYC1sfTAni92okVNy3nq0Mqh4W/o1Wx7j1kwPPl6WyFfoElTSIVg2hSJX0anoHimgawEJQ91XbQxi74/mSpQJFZfeH8NQBLd8fHGtGO0+G0FILYPPqC2PlISUpS+BvTegujHJsLbE++gr8H1zR+sulf0Rc+QDxzArPbNX4URz2fj38tvBi1IAuwF+k0+IYh6W4zG5yTDteNYbAawk9xHslrq+8bn6rG8+fqsSb/vY11fw0fe+PbEksI3Wg3FTO3h9Mjivu1oWQFzdMzZ4sEXNXm4pto3RD1g/cO1qGcTfXf4uct983L8YVfPD+4k8nOaWQ0U2r98IX633ZxE2/RCtOslvfFPJfQls20pxxJyNrlcWkUsM9XOCr821e9krgPASc+CpSusYKo/BlzpNjLv2JaURDS8nJdq5dplefX9UG6QrRQlbK6oe8y8rNjlIy/fH/c7w95hOFW9xVXvEJ5BofOR+AoLtZ7/mQZW3g7xu2I5NV4A/CtFid4d4NZQXkXr8DTbWd/ePkIH9QYiG1uRB3BSFqNW+n/Yo7yxF3563D1Jvu1rWvZ0P1HsZdWVlBWIaWiH6CLVV+vvztsDKH9YdGBmspYBypM3p7VKTZSuxFv7e8rPUYVUkWrZ2ZehTAQeeDPJr/zPUb6/j27Q9iq0+uym1EYVBiZ3j6xv3sgvyKOhYK+EkHwygwTStrdIjuSoalTrQNG2rDLzI4xr6VbxK6xXFcf5RXAaM6+nEMnKQH3utansdIyP67df86eTy53mp6fOQFg3lOe6ZKPM4f7UuIfA30sMwh/aSq+jLSFSDwgnkXu9v6iItQwZdbD9iA/YWJ5tl3f7tsrE35+xYA02H68jeXfvTrybM0d86nSfSYwM2WNhm3TIIvnK/MZk+sFjvL/aWIGxAFMAANgI/giR1e4M3v/28uk0W4J1ei7tkbJHXtu75NKIIoEL4tCC7rOun8tYF1tOHJzLY9coo7tJBZRInDO62EZBqXs/VueP27fEuXe4klDbWAoPKr8u+4wFNgRqXoNl+p1S2Or7XFIr+R1eBGcM9leUY8kuKv0R/FF+lT4P8L0e/VnuX2gJ/mWpgH5XNT3J2pzETcbLYJY0EGpavORyNryoe/yMajROtU+7zaoSMlRJRbltLZ6qPM4hhNzBv139LntWNeivN126v9ARCYq4T8byda2Z3xegpkUZrf5Nhf1kJy3Knwf3RQvZvsY5aZqNYWPXgc6euqgQXWM9TfzP1/Oa8LBYu+uEDy1B6NLWjfalJhJDtARbF4CSeKJ89ffWJ82K933woq0sDT4QMdtUhSBm9zTqvOuq7y7+n3A7YTwMo+sPNcSNEVA02q1Hk1cCdyaxto2vXczndhaRor+snq+epVO2XUzzBxKSr+dTpOBxH+XVE2PdP+Sr+VYyHtqxQjmQe0a8cU5fLUCozSqcr4jFNAl1OuXAx9Zh+dmkc5x/FWWD377g8X90fmUZ82jgwBLiacUz2Jucix2lH1e6O4TFp6TDprfo9HoEdy8pAr6AyaP5+jRc4qPE4iG4OQX60gTu8XLN9So+3lHa8gW553NMX0J2/s4Dv08Un/v7JXkoVBT4cbnlPuP1q5ysEw+PEutNkcZvwa+uCpH09Xifq5B42mGpgxhiz2C2siqrVs51Kqc0Rafk6+F01WB97icjidqrrMQzrE9BNnorKdTQRPbDYQmYDwyo/EVEEIw6wTWRHvWLgMGm03XFhtbbEqgmtrdIsKDucrAo1mMph3qzELB5lMNlr8Br9s1JUULYYXYj00oxDBnoZcvJ5bcRX9cMjCszQ8kYIJ77jcO1OolGey8ZBNeYvc6jkzta/znwdk3Y4NP6bF1CfH1H/RB7poX9CVI9z2Y8UoNi0BtLbtLHFUzQHMzX77ccNABy1+Dirc91HbrX94DDpb5waR7bRq9xXt8l3zhuY33y4vaqVh1BVlZxDRbbzVyzvw3fOWwp/qLlNDNj5gCYD3Qz4mqYQO98v0+Et2dw/NhGEopKwEx39JJEAaCMY2Cb/uk303FJqiEBlYRO+CseuhQhPjRYnunmobW3i5PGU8c5aiMlLjvnw9ZmxFVcfxHQJGGJuSbJlmkd0yLVRLIPT4PpQP2V5he15cQFAlMpTQdHX/hJwR0Coxm8ucxzquuZ/NKR/HbC33xb0uwO1q3Yvs2WOoE7utPK2cEnbhhFyHCjRqozpzoKMprpuZvW1VwNzn8x9VzZ7PKuAXeCiyb4rMskzdmrA3pxL/fhedTadgdDqyniQ7bje+W5p1vct1vtk1qqUg7IapNYBto2RIP9C6+2Fz8Jj/XxdX3PoO2N8Xn+NGtsPcjz6oMPRO3sjPNZSePYMBVjXHsjfdiX3N/v/z1LvrJUOvUzigCoC3mjbJE4cP73mUFcD9QwaGWSF4rZVJj9J2dUb5VZpRkcsV/Jb3YcTq0yplTfKcwRU7OQ3mlK28mV5Yq9V6b4/8sSN8o/pRy6xn6u8RNVTQs6T446CBNpHyqV+IrjEQfP5foqmxVBhbS8cyfZJvHnzp7dr3YNON2dXcDRmhqdFbpNDgcrP021tbDz8XdHIkWnc9quPfe4jat8X04nK9q/HOnfMdiY7UNr2svOmBNYti/LteXuEmT44kd/3HHe4cFEVBUxctGxp/RFmdQ99b7k+Tc0F1GGWepN5ehGQvUzIQ7dprvnmdTfLuuD59Ia8pcXkF1AtLtfH/80+cq8a6MIEGAG7tRymkaOIZSLVetrapMyvz6OC9JYeU97lsga0/C/VTWg8qaOaOW4vbFsfP9ryKJTbEQHKYo/50oE880F+KduID2Sq+Zkr5gA9ghStTWy++NS6vY4p+vWSUa/i0/mxehnzUUpVfbHvBGK2N95XJ8NqrW+LpHtOZxcoMIsH2g0XpS+ejuSSvawertjcOpcMGrJNMrul7wLToB13GsEqiaix/mvHDwhY0pvfXSz3sqC67YyZjer8xrktsr6KcBMHTL63DmBiyhY7WmDz67Q9JvErUXgelskD1rYN2lkyUGaty/NFovZSLKFFbl7+qCT0ekoNOpqs6++ZbEOlp2vQNac9LQyUPOzYQJ4d6HuLG+1pVJEC/yE4+m10GiqQVIDHl4NajD8RU1zPQf+6+kjI5zlVsUoD77FW1dSSQKnylyNfoRrsjvZ4S8HnZYA91mtEvwJ2N7Z3Omf411Za+GrVP5bC56mfgHyeeDQA8r0UzuTPhInBTtEkcobOLpTuNukrlvPkJRb7cWGrGGeLXQF1IzG1N/71XBmZbXcL73nEl7GZL7aNUi1+Fhqd8qisz9tiq+70Q3lnwm2VU7dS8fjefQGVN2AXT1nW/eiyAf70yg3pivPIX+gt6RYzhfvejlBOFtBdF1f5fRPZ2wRT4KWnLqLXzRQI1LrwVbflvvlN2h7T1rdiW+zUQdjDDULGBJJTqB9RVDIe3upuq3eNm3KayzSE9Ajs5ADD/+Lk8jZ5tNgzV3bXCOtc8DJaBDzFpY3CGHQ8fHJBZz6gFUdHpjuuv0EMttVIzgz0OcQRMRofKJkH9ihrBFPLiRTGXKu6VAGXcCuaRjcaRqgO6iDAY+RP1/RyDK1Z910wHWSV9hTyhfQtj1rsHXxBMMzPeaMqx8ZUHhRqzdAOMlL85N5kNXlMrpac22DCryoJmmjrB62fC+FednVn8P3+wtG6lfDRVAjkX9nx4JaB3fKoImgVmt+Yt62KdgAXFbwkDFyzqoVQ8WBJpcfts4Dv8vYZPobDzFBmjbM0cXX18vAApNuvHmSAU2juQ5igDaZyghlIent6TsAukG/euZx3GDjve9nnLoEqLwEplJ+1Igfa0oFVdhlMRmtr/8yAdTgOl9KRpn8qqOkwlPGWXh5dR20fgSnSp0HZavKiFNXbuBLyyJCT3V8CWQQZ7I+XCTK4jnlsfMU5nJ8HNT8eB00H/IZHSgCwu/3fK8bpIt7qnpmOntsGZphB4p4RaFJWJNhNvJenSu6DwaNbM89bXRSnYC4WZVvONa2fxw4SPlBfYMWtRd1C/P683U2v3ZDXxrZ9kcjKavm6Bt4K6pze2j+i9hR31DQeuUZc0vTfL/VlOui/oO3bp+Y20YaPfCYSispEDmTIkxdPV7SUCBa1leJp+vw0AHacCJjWpNUWmC7y87Vkmvv0RGgjl6sGyGtgYez6QJBCmiOQivEVQPvSTJfPg2dXEtPjPRd0lIY3ckY8BepX5fFqaezSabyOLPZrQuORYVkGPLljAo74eUh71IfX5u3Avso5CXQVgDDLmE7HPCm3pul57o2O3/KY6MSyezfHUyU3lsVLSmixn7keHxuRwaejTpvvZt6BfGWw+KN4PVbgYe+Y/bt88fjddTHyJA14//+9fe2O5bhuLemquTcIkvd/zfwJck5mykzbMsW1KFLePQGiRte29UFSErVIS7IsyysFGdiPOZHBg3NshYy4MRzc7z//ofL1a/pH/1Xu6RNdQCziLGyV4NusBjmFBhNMefw5Dru8LKRvXeI6mPAirsgnYIYD+ZySjfo5MDK4Z3n5uvJTTLCdeR5bnpLrTpgDoMzNlVK5U9gMMnWutyTqa5xATVV2H7R23l3o2rhumzDF8Yyxo20bINEUI1taFT0G9ggdIO+l7fUDTYU7Y6seyEZfK1kq1yXXceRCzVvfgH4znBsZNHC5NWI+FYPrhoaAbM+iahP0oZ27O3ngN1Y4OKc3TWemJPM95X/7i4xh0syxq8Zqm5YOnIo0oH/x/YYPgdxz7fdBYH890qnA8EAF//X7z/M+6lf/PQA81w4Vy5myEBnU1tPULyNy/Bt+zYjLGhiFKZvYpBSKFml4f3P+0XuH0N2Yhg2JdcOZeH0dCDnEDhMvz3Pmd12l9vwZZHGOL0/FrABmy4BGYBf5ZI6+AzM3DJZi16so+wbstomvwHtfBoHGXvh2ACsbwO9puSGzGcNlMW9NYx9iXK6G38rcOeadBwYtyqzGMJysyMMYUgX7jfhWbvCGb+/69NxjinMMZ1u89oV+dTgXAPWUAYB9G0D1xhRKagl974WxCJvHqXvsKS+QPe45Z2+xvxzYn4574mOeHNXnS87/OO8G1T9wjt29Ygf28JK5tpg2yuYzH++0azfL9YTwL4egqihQQJ7jDk+LdJrsgcfelTElcf55gMQKShS0dUqZPVPdDvRz/uJstS00qoCydIufTtG5+GeK1w8veKt5qxuVN8lLdXgGSFU3pfr0g9HmtZR5cOrh90NV7iQN4XoiTwG+PQBWZmonB6/zRIl1XaTi+XY8sVGrCvUb0gkngqXOD/Fd/XfpWE+dvK6AwB4bD7re3U+/8e9wxpu28bNgLi/6/vSnPSj/APvhz6K60edmakWFPPP5gWyxdY49ObljVuShnL6kZLvje02ec9nzlnF5DAII9+S/dUfjf5S636JE5j5bhiCSfi/P/QL//6fC874O7RkGM52Vm6Xc5z9/VfDnpDNgeKhl+dBEKNUiT63ozCfPW7qx372WHEswaAhwxetcH2tyd+D+DqwdKDFnE3xaYEMc5aJMvSkS6We+9VPHSRyr9jKCiM947Q1GB1JDSl3apivR9W47IBuOwRcp9fDdtcUoF+b5CtW3s5CftRpX0e3keQs4Lj6n8GkbGpApyxygx3d32sw75refUhsvuZxaSfzt4WVP/o8rsAKhfHJ8b6/bJvnMnEr273uh4Ze3rv6K/NUol6esGh/3vgm4Z3tMQLX/egzk9Um5//R8AfTVzhiVAOSw/lk9YAfO/Wbs9XSQB2EGN9yVEap6zpwHlGM48YHgZoC3eGVjElcZkFEeliNKXU3sS9Cn8KDHYeqlauBW4hNdns9yRLlwuHOfhOfXD1LmxXOBtgH2LEUOuFBuqR5RMgw2UjkbihlE+zA+Rla38aDl+dDx+B1QijZimWrDofLusWuhZ4gdOM6skGflKtID+K4M3j9bH4DrqPX5G3QzfZTtxxdHf1Lea7HsW+5pVfOXkOzZ1HEDy8Pp/jRR0br29Af6pTA8CDSP0Pv+rVOclHtifl2o1k4UlbymhH2ePRsDv2gXVoe3jsnftwW6gN2nYxYNRpjhgWDPy03XlMn5vKbjZQ7RBiTYjOn9AI108RHkAfkfe05WxEHHfopMg8EGQBsA9iFgEy59l0+8w1order9RDfuVyiwpQa68DEorYskud6yAOIKHNEuKvVQxtjeoCBscH4p83dDtw5WXAk91lcGq+KL99VA4P54B8ChE9j7Fd9d+Ez2T4A9x3nQ5ep3gL3n+Qmwx8tRWZZwYd7pVvTRtJZW4gKzeypGYBfLM0ZQOSfIF/wc8PJ+iSQLzZWb9NZQwh28DyQ7f+Hb88FUe5nv93PcR3vuvuUsC525uAuFvvUf+ryxFUrMO2O8JrFAOoleUyb/bY9Xfcy8hyg3dIg/f23C/Armcf3k/69fv/96Vfx8LK0AHX1yo8wiOCAR/JmnJRoj/oS8MnOy8lI7UL6AZoasmCnlD2vzQNRES1Nd1yE7JEYeLLND8ko5+KPsFW8EjZzPiLoVdLK0WZLYmdP7+jgN0wFs7KbegboJy8IG2qbWK+RFyeseWHmN1Q9+MutK1DKvaTrvs8bEE6qXEdLCvwvs/uQh8gbsWLuqN5nujqcWfEKKcwLt5bVPvfOvxz3z1EMMm1MyLc+vQgiR+aLTTXVuebT28DAsPpMvT/w4lkRrCkwdTo3w1lcnVJfAXeZxvQjdd1YRAjQl4Lyh4XrR6Npdcy9mXFsqT1kBXRIdEX4RWsWoSfLQP+6jhuVf5DbT9LbWLJGVj40SU8P78N/vBWJBwza8+chnS7kqWHkVw5ENZO05BkAxzxrsTtEF0rAto5WqaSRs+fpQJ6EWYWk1AcpqLKSQCmmfUDbCOlWi8ubZ8i/KlCl15aNN1/bbQ4TIKoNKZQrsb9ANWSTJ5/dIm0uwFn3GCct8Buwj56oJNe1d/Gr4LVHXG9yvI0Pm1sI7Yzo863ipacXwuacNMA7sD3CuwK5E8M6qUbbM2sSNsVb1rUjeGePxZw9FYxQFyAkA7iChAMJexKW64/98AFF/pnAG1DKEuA3maZvgLCnursCvp4Pre62YZkku6o8Zr1BNfNBBsFXhF6806jblYMjOA8bja08FFV0FPf4wqZXsSKP+khLSybzb17IlXqaylH/NxzJUdXb+lmq6C16uVtcaAGwTX73C0UnT918G3o4j05GCzqCSd8b4ONOpvcy342M0MmJVhXPVZVdgV5HXPspt1wG7LPXrTdXa35xWXQ+dTvMlKvOh/uZpls7c0gf1a5rylLnHQGEA/PjfyWt61eOZu5J+WRxdh/B2Z4zLw4eZfdJPhewQvvE8YPQqUco8JYHX9o9f////yHdI9co873nNdAxpLa0CfP95HdDjKhIgfCS6ttCPbZOrDDjMghf6wZU/hMNfgJMkDjXAKG035KEraXi4crtECjliqKzfWA3q2fg5FRxou9f1vQQO3lVOBK/gswtrajEiCl7Wptd3XchmnvUmNOCdX51yNvmR7/mRrGFUT6IS+vC7xrBu5UhHR6syI3m7rCWpKs625RchxlautT3ArgO/T9Z7O56a3QuvJjEj0TDcNcKdDro8X2x8OAKNOa60q59RvjJP8UQw829eUnoLz/EDAgDn3V/tdmEYvMOfDyOtzmOJe2/mY74QxAYDvW1Wjwdifs6xj3XGaqnaPId6QF04F4bKT9NCxm5XiLUDzBo+0cY5Ha9saQtbKNsC7NFHWpQy4M481xDPb1yDagDvnhS4tEg9/Pt4N2VW5K2nkjoqawi6SpR7WaSlHe2sFO9BIf38Leo7cOx0Msv0+2GvG9rk//vA7pR9jn3J4Z+u0+fMGPdwdZSbwH7f9mPS1ldVgE5cj1PQ+Wl7CceDn+Bz3pxv+2KvRmQL7POuQoB9/1wyPLvHYyugJ8WWRxEEXfc2Pd4/x3e/jivoh2Z/VJM/gM8/GcwLb/b0VN5BgcCr6T6oIY9srJBT1JEff60dsEI0beZeQdc7BDdAYqc511UeDA47aNi8T2xKymbPBKcBdvVAzk7TRGB2tTqdEqX+FOD57gDdwrw1XJjsDQGWV9EPwCW3+e8DVMVrLTNWdT57SzdG5Npm2kzPdMbkPbjucMmcx2u5gt3OY69BNt3r43BTr4Mc1+XXiOaPQccYvks8k9DWzLm3HrYbiIuKv6Tkp0JqkncaFegjuL7bBw2F9HWNkQVM8kmUQAdbJS+gBq/x95sBMToXFd/EfULM97zef539ci5dMct6bpXVMETAPehjayTLoeNs99vk/ghPirnhEKnOf1kVPMoEjzw5gj5rPdeGgzrXvJqKwVL7geR51gVQlyz2xmAJJakiNxqcPqA0SjLGdtHKqO1hKmgHTYy9wpF6g2vxO8BuBXW+4/Y8pQd/K+nUsgjQ2ed/B/agXAF7pO7l4VC5DTnw4mhNp6Pxu8BehQuo7qeow1YP4sI9PzPmYGCnLSAXsH/1z0Rntx0Srnyaer7U1A3TW2YHdpF1q6Ql2lhOopwTN2EjoqsGY8zdTF2HPrIcKnlhM6Yy0CquHu+4vl9+ug4W+47zVxZrKrglLA/l9LouKRiYBcNjfFGhVvlcBj7OQASP7cUy/DqTS2Up79rAVqScxdkv7MnXwwPhNwN7xJ8zZz6qzWZLB2+uWyf7KhXWszcJPA+/Pq1wWAe6lTJxS+Ci+R54rIHAqt2vmHOhFbXZPoYXnNereh3jM2APWbMxZKP7Jg22Z+dC4DX3oC2yW6lLfwfYe4NdA7u7oHOn3DOXMceIT8c0UzFSfUnpYWrO4/59DAiu0GpXBwOZkmb7hzqkD+7pT5TSfVuOMmtcJZnX65u9XzyhcfwPrxYVHrcxygD4KSMrgIpK9oo9n6W4CqCdzgVnhxzNHnqU70rNH90WmU8aiYdCejRtPccrm/srnIVmGlHFM2/8DT5cJnNjUAE7/1ZgjBMzuTyWqYCHPXZMyVeZZ6P9qRzz5C2zXJeoid+jVxyLedHfeeCufcPtkRcmR/wqRRWMSsZdXkBd++cd2C2VzDJUu4Iw76emQ2TVBZxqifcF3Ov/PwL2Qkj7Q58tjxlAH3nUgV1aZudDa0lWZyLju6oSwP62YDnbQ+efh2Uti799egU/vrd0vN6OJWiMhmVZ9Not41clwBoNv7yVyxtjfOQDWaInuW55lBagRXhgy6Qhsu6xlkTDF1CV8iBAcRkE9lxjE6x3yINwsHSqYP158HNqLhFDKYPM+HumGD8mwaBPTqgjAh9T2w+6qKEtaXjP4LsLK+xyu2EPGUhRSRPvYvB0E3OwgnIlj7byIoV1FUTavrWW3lsr1UDuxx5EurVlEZD7nGu5uKKd5CBHDezVncd8Uled103bXBm+BrCfC7B7HosDwUwKQH5oFzsYfSFTU91FN2MELN6c71Zci3SuVX2GcOMlpWN47ob8GqPgsoqUc+xQS6/QzAP+Nr+kFDCHyiUA7+B33dxxOmfEd4eOKVDKaUJpHJ931GCaD3mWwg0M9m4uf4U4h48BhlVVKQZh3tJgV+GHaKyLFPIPOc/SWJwgiSWJkW41NAXo9QNPSa6Ra90p43R+D9iZp2tNbFdAWqyDoF8Su3H2wO75sx7JQ6MzWrrcvw1W16x9C7iU9poj2kaalt8ZD67xu0yVZq8ymfBTYJRkh2NN3fPTt/wXnPzhQGWU2eh4RkC7QkwHxlIefbTj+UbqmF3ZGJrnV53tDcYJCYoniNhG+bTp86Qx5+v9r3KPeBrG8rSMRdw9naRgKEb4dqnrrYme5qocQIq/18c9TvO8nsJGAQ2IEd2DBvFCW7RUL54qQmOgwt5bfkpgw9QNmDhgmDshdacwsId0wb+ib4I15vYX4XlsLXhwyRGOonxIk0HA00VW7yX/Rv69l8p5K1Vl+XTDL/SIFyr3hgVrqwst5uqawi0Se43W9pIZ/8nOGHQZ+sC6GvRH2B9WZlL10Xsw4XpIS6fakCBtnXbAXoVy6fMCqW+ZDc/bE58x7FMxQ8SmbewBPop8DIZEWbg+VyLlgLl//Phez7NZQPX4+ByftnInVq1xmj2TZYTrbzrDhcDZOx2h8brDnSyPkv8ILELEZqkQnueakR+3nS5VEAkwN8nnxYRk9b53XX5DoatWC0NWeS1WXq0QFl5Nfh6sjQB77LLQrgeTCvvQbExx4Me8aqYQBiyDyA7Y6xzS8o/pBU18GdwQUD3PKQhBuQzyxHxsKFfZRVYDwK3djGvJhhPTurzvAYGd4zo6nDfiPgnR4lqW652VF/Bq4un66dgBdinDdf9H3BL4j6MV2TuuANKeGlQvkwKY36z1pV6FZY859X3/TBI6sKQ9DGzzwY3d0QIzHxk/Tv9eQVLoHodb++LROVoZIXtVUqd3LCkMqpH/ENyG5+CtqRwCOwZNvwfIjDxDeQ1KZJA1ycM974xhT7R7ZEcwOyVPN4gEVPmsawYyFTa9sa6hwKEDHq7nWqeqPrKAfwfsNuu1o7nKhm0VRtVf9lGiX/HMLY4DLz/JBec3EF5LccsxjU+He86Tgd1SnL1Q6XqwDmjoz4JGABGPCR8FO5pbOcGiz3olYL/l8N3OE34eOfwFJt8DeFg7vkpv99qujYeEwYczzuf8949C/uDGse8hm08EhaOolVn9ZKrPjQz0UfJE7s/sRQwDOQIue7rr7/Xlk+NP8OQnzcp88k6JGCh8IiQbGZaOB5YW/fIlrLL4AI51C/qxwhCcbMqLQ1HpHqX8FFQ5RltgX9VG4a9A3Zz/O6igfOtUUG6VeOJC89rRtbIvgg73HQNlmCmd9YhnwMhvVFukurpZ/GJYBva1HxHwsp5ZKicibVu/vX1qoF+sN3tgj1SltM/AgPOFSWRgN1nf+Rhpdd/bhh9dW7RvWcZPePyL9fjau346KDsYHj3XZSrGU/Bwxny2esp/v7dzsFb5qZCVCSddgV0xV3CPnaXspH/Ggsp7yMAOorl+fa9Ai0PYvedIz+EGw38cv6zfmWA4PGWeEycJoXlk5sv70y3JiANDU16R8PAFaPMcPQccsNWLGjbrOu5+iu7hfdNrO63QJCBPDKrugxtC/RBwiPTR4wpuLAOCa4biziCd0sO2pV888WaE+u3TjqcJ1kVA2vHLc/BsipiOv+J/gDyoZ5KeCoJSvraCT2V2OW8dsjGp6Hd0XK8/eS5gnnU7a5IrgMiSpvbA/iYJlvan1PvTce7KJxbn13Nz/1gA+wXoD7Ma/OxlyyMAoTZt7KwPHh9T+/Qhf4ly1MYV2V87xHUWGuG1vfQlff7VKY8bBNzBc4XvGC4MzUON8hEEQdjj7rufSikqlUAl7oA9A7DClSYqKt4NEcNTQuivh9HBjuEByz591Cdqb4JtwI9R2eR4LD644twydpUKb3m0VEYXGtn7+xTYc2wNI7HusD6tcGtoihvhgLqH/NFCmlole+zc1jiJxiaF+9Pn97unHvTYKyPuvRftitrA2i9L+U9PjGGdY/nqHpGixCehA3a+z6c8KrQ46+WOThWvcDF3jhhrrfjbp+oZB/pOMP7ys0ea1vddLtWWR0nCuFftaJiSGVvQIECf7cAavqR006jyNjtj3ubYPef4rmqUC9m5fb553jW28OEHJSQBCw5+nQeB/VBaANAXsFWgEb88JYJD132VYw53P738IB4+/EXYGK1rCNZAHNZv5Dmnx+pSGA1fBnIrKNUxyfrOOJ54YHlwWmnEyQ2O42npTFp9yjuwr8Yk8/Ryp3Re+5nKGnFyGvk5TGdZr6+mOF1kiSmbs3ywRy0+fmmin8xvxNuSfgmkVloeZiUPojWYvEEy118EN7kKSVmX55QdL9nk64BdocZoVDs+u3WVKu4kQBdxN/P+fvWN508L5Vf64V39zqu9ZemAnTpVpyEo94tr0oPbdzDBvexTdunrWk1urSMyl3kPPs+uLqsby2fRNp8fT3PuDDr5UGP3kjyv59MJo0Z5vKxDzVrWuUXe9T7P92uqbtDMKQpUPM/6aJ6D0RBTwbnmMw1Qn06JkJ8KVhCSaSqUpPdQHcwlwr4sGsvMofv6zSpTDLZqwLPRtEWe6EFNrZChma9c8YNSZYzs9VpILzLo4tNoBvZ6mGVtWJ/ZOD+GT7Y8Zi7cXqiXa8DBTyDzEuz13qaeuyxxH89RnSxv/CJ/keJH915TIPc+c51o/Pzw8b3duTDXHuyjYXwkfgL9/Zwdk18McuCMt2IZR2wH7A/NdmqlOb63+5IS51uNzA3q93n27M073WfOPUBJYUkxqsu/ofQxiKp5cQZHH2A+3SPTGKw8kWOcB6MSg1QkP1Vg1fKC7C4vNwh25VXG3wQNygcN5tUj04IqGouQ3QBC2Hh4Hu4ug0FnUDeXvAL2M1EQ6gP00ULaPN/NMq3wmNW9G/zycA64zV6sLJTDc66MkCwtxEYvONWy1GCJAHam+ErGHbA7fTTEJ6Vc4WgndCzJWY2TTC147PO4DkXfR44OwnZ9W4X7OeueY7ey9P3ZujNqR+DmQNoe+GX98b24gHpoHCuQsuN8fHjmbmeURLaXveyiyVlYwDqPHI7pgV0msF+Er6cggvIF2M13y8Sn5NCvBBHh2lXrmLAcwJnzcVmEFUs8VoX1/CgbenwBaGFoPBxiUBvuDoO41LBUE55t9IU3nxbIslYhT1E4D5MKaqz0XrE0y5zbVxoZgtbqgRpRi/g82AWkyFCfDUremZL5rTqRaWa+Rvcuc+y+wTJdvyJN7pEO2G1JrWBuGMJ2qFO+qv1yjrp0ff1JcOekMmI5jmXMsIN5Ol58HTprz2mukOOZY6eSKnGCyQceu6C1S+G8i42y82NEzkmbeiwg9DBw8H8BdvySklaPEs1n8lTe2hVyOn1lYC+Y3SW/Y+hff7+AUQZ2Z+Z5GUQxBfPz+es+MHWm4cIN8uL5+WgCvNKHRsh8UAoHh+sOFB1geWkvqCFA8wJh5iEphRddQ+mD3moc0Qh4fQ3oMddsYGPwCtSI+3FVqbNtm9WAq0haf8BTQTsaspQ4C9l5KsimdPzCHQM3gpPHaYrzO5N+VxQOpixBzvvJ8qkmOnl87fx+7sM9CGSv3Ui/kGb9tIbpHbDv5Myy8MrISYn3fvN737k9mZ7eugp+8MGNu0S7z/2p11V2vkUKvfrYjBzoGN5737sCsdU1wXAq9hO8KT4L1MD+FtwY3bqYmJvLuJQJI3OgUKh4UZ34HzGoanmwrYMvaKxnvHDw+3zssNyGh4E+ZOKywZkbEXf+fK6+/Ki60lUqO75OyuW1mZPFp45joZYljbiqQ/c1sWUoV/XUhQbKhHFuqLk1OlhArkzVxOSUatdKBlgDKkI0PFbL/tdWpm6gMoU+fALs+WnC2quqbO5D/pVNuVHzvHPMA0+rVmV7uvt4qusDSkv4enT82dqo/tHS6cvZJGQNw1h8TUnrUBrz0Z6G+dqGBNBU7oe2D7Sksk2/DMJud8yo3+ipcrqmKTvqpvf/b5F1++D4u3a8AztbKcwXB46ZxJkxCPo2qfM99G7B8xCeMInpmuCLJb/ENsNgBT6c/Tap5oVxMTV7Y0LcBsD7NtJ1moMlO9OGQD+xXVMLjLy5Hr33EvxEomXy/gyPZY8X5VkNWkzFqPDZ9RXEdj7PAHZJtAX6IdpLGiDip4cclKhbKielnKNcNZi1zNuHeB5mgOCa1XTqN0ejdBf4KOO1n939UFkNdqaA6Z8Au3OdTw0Zfa/EX8B+ee3zqBINAzyzbt4+vbNhWgZsp6MKHrgIHgN/F4OGpTZWAHavh9b19PDzfGVk9dhNqg9uePBt+2dnGG581k1/r+Mh1iZG2qEJVKMz1wGvjdW3hZkSsPM2xQOgHcs7DffIFf45+CrRFuLhIZluAQUiXviAyiV8pj0MkMP+IXmKJejkZ4ezAd7gacvQMkHTgUaGoSZic+h223TAXk3pRDlZyqy+6GgXWeiuoIrlugVUA4nrGgpRclkNKODCc+TYgZQVNDMn5rCXi3vNSnl7Tv67A/Ku3O7eDc6ax8oeMdm1WX3fts3XdKXJVvMCak3bI806Z0aJhm8TnPJ75xcoHcAuEm99hvHZhcinxHtfBv5rlw4904F/uh4GlQWYp0L6byQpFV7B2EHYw1g0UQLo2BkjCZJR0WueCvcsHw/ZqjyqbQ1S6EEhlR8JE7LCQ9H4lJr5+Dyxx+E+iWwicJf/uqsG+yjXceXLMndQGfCsRQ58gqnyuJzeT9wmY7EVHYJBBY/dxbl1NJC5zat6nmXLxz3WTYjnSstTrIwPGv+7LY+V7q+yhNz7vFU5acpge7GemvD6xlru03jukxT8JaXEaY5NP+Xx3vfeyWKxAwYaiHBEn4XNx1U/AbxLVXoKW3o56m6TYr4fjxY4n/R7sfgZAvbQ0iQZ1fkF/IfBCWPRiIzZn7PhdSnwnUGD/abr9yCww7yx+zoUxdMNfmNp6yjBeb0+EmRUQI8yjzLsie9aMQ8Hgfry4Br3x1b912ktBEB+YzKDTrQRLqA6INV1qSBmHVwqWM81/37BUKC/cTviCPhhkJWCLjGWdIVLrcbykz7MOsm6YcRbKB6ldsl2Wx4N8u6ClfesTdVCLvL4NDjVaEOfCqzyRj+KrCb878qCMmw9dvemoeKGpzw6oFc7YywB+6hICHBE5KkhEbf6rg7GNEVKYM9sLUVOjb3r1TwFgS3rP7qh7SahTi87i/Eti/jsPQfIOum8+EctLNKAbwD7Cp3s3a4l64C7dXLpNSYrtJdFUxaHRqGZ6IHdJHus3dD6664/vpXpRi/88ovWKSJ5pwiaOTZfArmCRp3O9+tzQwRduPDgjVaq+iamsJDioHnOu6hJ9RS0G5ZoxCzVaaWDbSOFcXkHdoG8vxPYrCrEvYNpr9GcB8uV2+9E5pNSP3trH8T0aV2dbnbXbhV/SUmSEc7AXtAugR2TJxQZzLmvYF2WvYtZTBc5v2NTe9Xw2HGO3f9q3GEaAruka4qDhGV3jKz3w2OvjxW/5usLzz0GygoWDNxRyWoOXSFPDfjZ846/SEOK/Pn43vUskR2wM60Ri+eGB+gyYCjRMKl8YxMp2+KckxS31gv65mjIqk6MtHUY5ZeUVLJfioH70xKHlWfw5RI1sEd+lmcAsiwtj9MCBjJLOYc/wrm0cOgrtiabXZSOW6bSk9zXn53yOKivbXvM61XylX8nN6aLoN71tNhxwHr3nD4FdqzneTzOKpIEj53i5yeQIt6aR5n5oWmTZdcffmQjzouJ/G0AWTIuOrDv2v9NE6r8+zKQrp9QxYSqQIzXziZC+2uKEVkHlwmCuVCZQ2oj4dR1CoTXkkpEqIDcUuXqAW7Q3DjI83yky80ers1/I+9BNc3AFaWE9pTgsIuBF6CJXrPJkbivtDlkeat07ItqcGMvrS0oBbCHFy6pJzTVlL12z4UlsjQYVmBfp1xWKXaA2E1NRet8ehQYO0f+F0G1K6VE4Q2XOnrrvS309yXy3nTOWWnBAG+bsxBzKgE20d0ADdtV5rnsF5UTrnNwwyDvwH6XzguoSOgGfBwZj7B0GFg3Ika498DpWENcvParAbq3aNfhwukgrz35Sdb5Zm1GokzYJDpixMOCKu9jZ6DFfSsy8/pxwKsCKQ1dBnW+NqDJap7zYqoufKCKM6yv3tszAx7D5CzLZ68dPcy8j902CiEtJOeFSBMGhRW01mDNdaei3SRIzad++7SrK5ZFj30FBtYMlinPSAc4nkVtje4WVZ/6XHHf1WVdY6hDZdJtqe0OsvWDpwLm8Bmwyxy1rG/2yudNFm/Tu0/SRy5uGpfH/mAfecYO7HdlHipHbF/IjGwHlsgPZWtAlM5Yf2hje7bA/JS7dTQrl/ZlDeTZnRczABkSS0fcHdVwI9t9+ulwtW9JICPCm/EQWEec74rxvwJpStfsqVVgHQuuX5I9SjTPzqMyACH3Ovwl0XSDFKqOFCpg95pUD+eWwCJTsxJADdojXqyKQ814d1EYWKSxB8yIwb6zdjEPaerkmaVuHvJEkrxRwvsW4/A3rv3/On/IWzVXJwIl4KusHVy+0xW/P8vNmiwZUhbJ21D3BgJ1kuPQOLLGryWk1clqy6OVJVZ92tG/R78+wO4ZsKG/WA55jh6YHjvsTLFKGw0AbE2KMJ8AOmAf7z8javj+c359v9adwSLkJP3RTuMKmTuDI6mPFvsW7YRl8tw8HOK+0DiioPvqWgAW/hfRBPgM7JGnMzAI7Nfveoa7P9cdwm+rMpBXfuiqqCsUXv9/Egxw+e6JwBqqKxT+lDUfe8KVAB2V3VJb9qc85qmoLiXo+JWkckp1MUED5CV3w18E5ff74CmUZlRfTF1HgQP7CTyiJ3KbYbksGZ/caE1ev7dtXSWND6fvKdimPbBXWhkUcJxJ4rGWWePcparbVT6gU4XpOlj0IYXnA2j3AqqKrCD+1PqeS7dSENMNsE9/R2kBtW1n9PL94DKt26M1blMefc3raZ/sdR8GL+S85ZuLwYGvTDeAPBEreX4/bAS9xvDKkVDcGyjxCnFhIlyBddJFGiIB7Nj5Xv6QeDVdU/kc+tbMBiDo8XuA9SCw5S/PI2f+tgzanSzj9y8JQ5br15upaGER7AfsA+cZbyUiCLPMSIfv162aWB+MxcXRDtg1bQvVNFGG4YQ2l1lCZH2yqgHdSxjQOYlSFVawWKHMKP58yS2LPJyzkz2Xk20ajreVUqeZb+ey59qU00gXGD0TvGMb4aPPD1jfFOZ2x834eBZEZfFiIw7TOw/fU8l+PEcM49PQ+/G9gUU8vp6rFWOjlVX4vJokW2DaCAprB/WZMcoNMUNtCa+6ffuQ9GyhAhlwGXqNSuEiJnrsuJs7G4oKXhRo8wM9G4Z18K31q33BATzxohIvIl1XB3FdZ3t7f8zbrsrBpqFK5YOxOj6onLnHGJSrvpTXtmNK+lofv+5M0soPKXbDnHWC41VWOQNkq7GOO3Z2wQ3hWp7z4NPtWeTct1lNdy9X109rnmpMdW39BuxrfjRHJjC4Rzn3ck+k8yRq39c3GF3/8mkmMqsA188IugGsJSe0teCBDpfHQB7jQlRmfk2papFdfZBvkmvSOjDOM3TAHsj7xmPGhT1V4ekY9CLxFMcM5EJMeWk1wPhIwG5F7lwdAY4iWiit39cLdw6PCJKcruk3VAK9+izJbsjuBrVNiYLjCQ/zI+1HuqmDGLwqtW+J4XxqcUptIoJGDcQm/RCPHLwLSEqaEW9wN2Rk36WinYFcgYKRpPVxBtL0fZWvN9uYD3+r1J0OVGUr3a36Xjbp/hvjE9NraXfrLxg0y6EcaX/84jffljmeg8C8sI3/12fyno9xVNLcMtbYlfaHT5edf3PISzdwyqTCfddO1RPBbkR4u4yz6+U9aJoG3uzNH3y155vj5iK33S8GyzrPnv35UWH203DnjFNBK4NCKP2q5AdtBH6/PqY3JpR3pZttq6WBj193Rc+r+hyd8x736ybGNbx5azyt4c8C1fSAikPyquk7uKgHDC+p5f7l2Pw8wS+VdYt62aMdbVqF6CGWdV2kXc2RrQDTcOBSqAdvbfn7Wx6DPjst/XNdf68lh/dyHlMDNXjYKeympuq2gXrhJvKr+37Ns1/fUD7nB6yf9tHn+oh9kh2wty8pEbAfsjsCmMo83RLihFHoduHMxVN9ecJrzmU/gU0p15RPKR/3UtbT61/dOOURwFc4YqwdDOzOIFv/4X/L/NWUJjArlUM+yEvLClXTNhGrkoFg3anj1z7E3OZpysOer5XnkNuyW6IDdq/HfuHTWwn9w52aBsV6eHbPMSOMY8/wqYDLmeB7pvm9gn56yVJaNlJ1GzDNWKCtX1TqwIwhPl9Jw3fU0Ap6mOuTnTGW+FZy7p7apPit8ma++/S1NdDk79pnx9+Wa9dfCPew+aU9f62AOYHnK8yO2WdGz5nTIubzNitu0ClpPXIo0WjyfhD/OMAfatwHvHSL/0sZ21n5HG6IpA2T8h1lMgiP69GtAbze0fHYjP+tKOeyIVDjQEWvHg2LASSKcBO/A7vzd0/ZJID+h+pnwMF/34CdwakDdrx2eUyspSiCHzZxytwmAjmq/jbaqppVlU3NWHPAPLF9LFovy8j3h6DHvnoe+V43Wyqrw8DQ+cgAWwWDfLiAWpX5BNhXGbKxHLXaQWkF8G8ht2ctO75lorI3P13sSl+JR5XjyXQB7lfS9Sc+jhV4WkYb3QBPm2hMPrjFz2Ze6yoxPXbWJZNNuSf8uHH4zeN7dyHjgCTAzscMj+h1WqhtH3v+zG/EPk6hzlrkj2HH25l51tsS4PvGPvSUdKqcA1McPibCEFNZsmNS4Q9sOP+4Tg0iPbCjcULoYLkPKb2UJURDnuWwAIWaUvPQW8Mhy7wfXeHETg/stpVXqLb1zv16esESHZEYl93xvVyWrzLtfBa5lFIwSFoZH9LtgL2Lk00+5sk61eWvjl3oQq55aEAlU5544zQpy8jH8W48Sql/Tebal97HDuDHISboOLDbpo1N+E1Tj1ahYeR55r56MfoZZaKtdHgcsi5M7nv7dV/9h2XWdJuwml8+qrDGZE+32g8fnxJ8xu+zy+e79pJ4d4oTQfBjjzIoVACHsWyq87x+pmXwK/LmsevzF8+nMQmP+ZxNgLIh73Npi3qgKHFcJclwFm3YgbKAnLKUvobZl/AzTaahYmU6tp80fPCUx8pjNzHSA50a8lPKkuvvfOupmOyxR68zeKbhLXkMnA3fPCedwXMXrLkW6ftTBXWvL9/xQ72s0ncf3PjfnsuOPEZI9L7ABD0VvRZR50cn5v4/aa3Zdi/7ffHLGTwiz3wF/74fkf6M6QlObhwRMFz0mEdn/WFZZJ79vh4rULdc1sMtyMNcPohPaSyPJQsXXK3ao/9kndjAbaTgJTuZSto4i9v77ai4UK+6Zx9bJy2l49OCq3TIgR7vrgWNpPCy3eCKLuOY1RDlgJ5zDw78hMIAlZXFykXFFY7HZNIplTdnoi9TQ+u8c4bBzmP3NCnS7CNgX1u7zq/ALYwJBoAV0YYe52RtRJ5vwJ4951jBeA/Yvp+V4KD9ZEjRB31aR+Mtvp2o6s5lLwbNszkmRdoA0rVSI0w4OGf5bu+7G5OsCwofzhjpte7R+S3dgLc6yj+RtztA8l2/Krq2yV8YApH5dHD9+0nl/wc5Rn0fEx85fwAAAABJRU5ErkJggg==\",\n 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\",\n 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\",\n \"type\": \"image\",\n \"filename\": \"card_background_image.png\"\n }\n },\n \"total_slots\": 8,\n \"reward_positions\": [\n 2,\n 1\n ],\n \"outcomes\": [\n {\n \"id\": 1191,\n \"campaign_id\": 290,\n \"modularizable_type\": \"StoredValue::Campaign\",\n \"modularizable_id\": 103,\n \"created_at\": \"2021-03-02T14:09:12.793Z\",\n \"updated_at\": \"2021-11-16T08:43:10.412Z\",\n \"ordering\": 1,\n \"referee_required_for_reward\": null,\n \"total_reward_limit\": null,\n \"total_user_limit\": 0,\n \"award_to_referral\": null,\n \"award_to_referee\": null,\n \"total_referree_limit\": null,\n \"position\": 2,\n \"total_referree_reward_limit\": null,\n \"probability\": null,\n \"deleted_at\": null,\n \"points_count\": 10,\n \"campaign_type\": \"Campaign\",\n \"campaign_options\": null,\n \"modularizable_options\": null,\n \"expires_at\": null\n },\n {\n \"id\": 281,\n \"campaign_id\": 290,\n \"modularizable_type\": \"StoredValue::Campaign\",\n \"modularizable_id\": 1,\n \"created_at\": \"2020-08-25T04:23:07.452Z\",\n \"updated_at\": \"2021-01-29T09:23:05.700Z\",\n \"ordering\": 0,\n \"referee_required_for_reward\": 0,\n \"total_reward_limit\": 0,\n \"total_user_limit\": 0,\n \"award_to_referral\": false,\n \"award_to_referee\": false,\n \"total_referree_limit\": 0,\n \"position\": 1,\n \"total_referree_reward_limit\": null,\n \"probability\": null,\n \"deleted_at\": null,\n \"points_count\": 10,\n \"campaign_type\": \"Campaign\",\n \"campaign_options\": null,\n \"modularizable_options\": null,\n \"expires_at\": null\n }\n ]\n },\n \"card_number\": 1,\n \"stamps\": [\n {\n \"id\": 245,\n \"user_account_id\": 4,\n \"state\": \"redeemed\",\n \"campaign_id\": 290,\n \"vouchers\": [],\n \"outcomes\": [\n {\n \"id\": 1127,\n \"actual_outcome_id\": 526195,\n \"actual_outcome_type\": \"StoredValue::Transaction\",\n \"campaign_prize_id\": 1,\n \"campaign_prize_type\": \"StoredValue::Campaign\",\n \"stamp_card_id\": 147,\n \"stamp_number\": 1,\n \"stamp_transaction_id\": 245,\n \"state\": \"success\"\n }\n ]\n },\n {\n \"id\": 246,\n \"user_account_id\": 4,\n \"state\": \"redeemed\",\n \"campaign_id\": 290,\n \"vouchers\": [],\n \"outcomes\": [\n {\n \"id\": 1128,\n \"actual_outcome_id\": null,\n \"actual_outcome_type\": null,\n \"campaign_prize_id\": 103,\n \"campaign_prize_type\": \"StoredValue::Campaign\",\n \"stamp_card_id\": 147,\n \"stamp_number\": 2,\n \"stamp_transaction_id\": 246,\n \"state\": \"failed\"\n }\n ]\n },\n {\n \"id\": 247,\n \"user_account_id\": 4,\n \"state\": \"in_progress\",\n \"campaign_id\": 290,\n \"vouchers\": [],\n \"outcomes\": []\n },\n {\n \"id\": 248,\n \"user_account_id\": 4,\n \"state\": \"in_progress\",\n \"campaign_id\": 290,\n \"vouchers\": [],\n \"outcomes\": []\n }\n ],\n \"expires_at\": null\n }\n}"}],"_postman_id":"5a6b59e0-8c9d-4541-9adc-33f548adcd0e"}],"id":"e5c1fbb5-a991-466c-9d7e-408ffe2cedda","description":"The Stamps API allows you to retrieve and display the specifics of a Stamp Campaign that have been set up on the Dashboard. You may choose to use Perx’s stamp page templates to display the campaign, or use the Stamps API to present your own interface within a website or mobile app.
\nBefore making any requests to the Stamps endpoint, ensure that you have set up some Stamp Campaigns on the Dashboard to receive a meaningful response.
\nA stamp campaign is a campaign type used to incentivise recurring purchases and behaviour which issues stamp cards. It's made up of several concepts:
\nAdmins can define the number of stamps on a stamp card, rules to issue stamps to users and tiers to issue outcomes from the dashboard. From the users perspective they will have an active stamp card, which then have 1 or several stamps automatically issued when transactions rules are triggered.
\n","_postman_id":"e5c1fbb5-a991-466c-9d7e-408ffe2cedda","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Referral Campaigns","item":[{"name":"Campaign Object Data (Referral Campaign)","item":[],"id":"c61b894a-9b3b-4f74-8c4c-8e791faab784","description":"","_postman_id":"c61b894a-9b3b-4f74-8c4c-8e791faab784","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Retrieve details of a referral campaign (and Referral Code)","id":"39e5521f-9b8b-4df3-8e6d-959cac0eaa5e","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/campaigns/:id","description":"This API is used to retrieve the details of the specified Referral Campaign in the system, along with the referral code of the User.
\nReturns the Campaign Object Data (Referral Campaign).
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","campaigns",":id"],"host":["{{host}}"],"query":[],"variable":[{"type":"any","value":"","key":"id"}]}},"response":[{"id":"331accaf-4509-4eda-b961-82738cccb20f","name":"Referral Campaign (and Referral Code)","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/campaigns/:id","host":["{{host}}"],"path":["v4","campaigns",":id"],"variable":[{"key":"id","value":"2631"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 16 Aug 2022 12:35:27 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"2a8f2ed0d73906bf1ce32040cfc5a559\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"33f5be54-98e7-4f79-921a-bad2e78e7332"},{"key":"x-runtime","value":"0.208946"},{"key":"x-envoy-upstream-service-time","value":"215"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"id\": 2631,\n \"name\": \"Hit and Win\",\n \"description\": null,\n \"terms_and_conditions\": null,\n \"begins_at\": \"2022-03-03T01:57:59.403Z\",\n \"ends_at\": null,\n \"enrolled\": true,\n \"campaign_type\": \"game\",\n \"campaign_referral_type\": \"user\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 1,\n \"first_result_id\": 80\n }\n },\n \"images\": [],\n \"favourite\": false,\n \"custom_fields\": {},\n \"category_tags\": [],\n \"active_at\": null,\n \"game_type\": \"hit_the_pinata\",\n \"operating_now\": true,\n \"operating_hour\": null,\n \"team_size\": null,\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"rewards\": [\n {\n \"id\": 80,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"Victory's reward April 14 - 01\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-04-14T09:39:56.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2022-07-31T16:00:00.000Z\",\n \"valid_to\": \"2022-09-10T15:59:59Z\"\n }\n ],\n \"display_properties\": {\n \"header\": {\n \"type\": \"text\",\n \"value\": {\n \"title\": \"Hit the Piñata and Win!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"header_colour\": \"#000000\",\n \"subheader_colour\": \"#000000\"\n },\n \"outcome\": {\n \"type\": \"image\",\n \"title\": \"Congratulations!\",\n \"value\": {\n \"filename\": \"outcome.png\",\n \"image_id\": 2654,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2654/outcome-1dfb950b-2270-45b3-8bde-94549e1a9fa3.png\"\n },\n \"button_text\": \"View My Wallet\",\n \"description\": \"You just won a reward!\"\n },\n \"nooutcome\": {\n \"title\": \"The Piñata is empty\",\n \"button_text\": \"Try Again\",\n \"description\": \"Better luck next time\"\n },\n \"still_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_initial.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_initial.png\"\n }\n },\n \"opened_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_broken.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_broken.png\"\n }\n },\n \"cracking_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_cracked.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_cracked.png\"\n }\n },\n \"number_of_taps\": 5,\n \"background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"pinata_background.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/pinata_background.png\"\n }\n },\n \"play_button_text\": \"Start Playing\",\n \"play_button_colour\": \"#fee800\",\n \"play_button_text_colour\": \"#000000\"\n },\n \"enrollable_until\": null,\n \"tags\": []\n },\n \"meta\": {\n \"size\": null,\n \"page\": null,\n \"sort_by\": null,\n \"order\": null,\n \"count\": 1\n }\n}"}],"_postman_id":"39e5521f-9b8b-4df3-8e6d-959cac0eaa5e"},{"name":"Refer a campaign to a user","id":"4c4976d2-d4c5-41ef-a858-8fc265f076e9","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[],"url":"{{host}}/v4/campaigns/:campaign_id/referral","description":"This API is used to post a referral to a User. The request should have the referee’s bearer token, as the referee is making the action to acknowledge that a referral is being made (e.g. upon the referee completing signup / registration).
\nThe Referral API allows you to send a referral to Perx, enabling the system to issue any Rewards that may be associated to the Referral Campaign based on the campaign setup on the Dashboard.
\nIf you’re using Perx’s microsite templates, a referral code input field is available on the standard registration screen. If you’re using your own signup / registration page or form, you will need to have a referral code input field, and send the referral code to Perx (via API) when a referral should be acknowledged.
\nUser’s referral codes are system-generated by default, but you may use the alternate_id attribute of a User as a referral code.
Perx supports two types of Referral Campaigns:
\nBefore making any requests to the referral campaigns endpoint, ensure that you have set up a Referral Campaigns on the Dashboard to receive a meaningful response.
\n","_postman_id":"1fd00d18-7073-4e8f-a051-d2b305561de2","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Rewards","item":[{"name":"List all rewards","id":"22ab5a24-866b-405b-9ed1-9995c22274c4","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/rewards","description":"This API is used to retrieve a list of active Rewards in the system. This may be used to display the following:
\nThe response will contain the Rewards Object Data.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","rewards"],"host":["{{host}}"],"query":[{"disabled":true,"key":"page","value":"1"},{"disabled":true,"key":"size","value":"10"},{"disabled":true,"description":{"content":"Options: asc, desc
Options: id, name, ends_at, begins_at
Specify the latitude of the location
\n","type":"text/plain"},"key":"lat","value":"1.0"},{"disabled":true,"description":{"content":"Specify the longitude of the location
\n","type":"text/plain"},"key":"lng","value":"1.0"},{"disabled":true,"key":"radius","value":"5000"},{"disabled":true,"key":"filter_for_catalogs","value":"1"},{"disabled":true,"key":"filter_for_merchants","value":"1"},{"disabled":true,"description":{"content":"Show rewards the user can afford by points
\n","type":"text/plain"},"key":"filter_by_points_balance","value":"true"},{"disabled":true,"key":"campaign","value":"1"},{"disabled":true,"key":"categories","value":"1"},{"disabled":true,"description":{"content":"Options: true, false
Options: true, false
Filter by merchant slug on merchant properties field
\n","type":"text/plain"},"key":"merchant_slug","value":""},{"disabled":true,"description":{"content":"Filter by reward tags
\n","type":"text/plain"},"key":"tags[]","value":""}],"variable":[]}},"response":[{"id":"f3a6f123-8f94-4c99-908b-ff5cdebcbda4","name":"Reward List","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/rewards","host":["{{host}}"],"path":["v4","rewards"],"query":[{"key":"page","type":"text","value":"1","disabled":true},{"key":"size","type":"text","value":"10","disabled":true},{"description":"Options: `asc`, `desc`","key":"sort_by","type":"text","value":"asc","disabled":true},{"description":"Options: `id`, `name`, `ends_at`, `begins_at`","key":"order_by","type":"text","value":"name","disabled":true},{"key":"lat","type":"text","value":"1.0","disabled":true},{"key":"lng","type":"text","value":"1.0","disabled":true},{"key":"radius","type":"text","value":"5000","disabled":true},{"key":"filter_for_catalogs","type":"text","value":"1","disabled":true},{"key":"filter_for_merchants","type":"text","value":"1","disabled":true},{"description":"Show rewards the user can afford by points","key":"filter_by_points_balance","type":"text","value":"true","disabled":true},{"key":"campaign","type":"text","value":"1","disabled":true},{"key":"categories","type":"text","value":"1","disabled":true},{"description":"Options: `true`, `false`","key":"favorite_merchant","type":"text","value":"true","disabled":true},{"description":"Options: `true`, `false`","key":"favorite","type":"text","value":"true","disabled":true},{"key":"tag_ids","type":"text","value":"1","disabled":true},{"description":"Filter by merchant slug on merchant properties field","key":"merchant_slug","type":"text","value":"","disabled":true},{"description":"Filter by reward tags","key":"tags[]","type":"text","value":"","disabled":true}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 11 Aug 2022 00:33:05 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"4d44720b8fabc592b31c1cc04c41edea\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"dcc1a043-f310-496c-aa74-d8190a8b065c"},{"key":"x-runtime","value":"0.303801"},{"key":"x-envoy-upstream-service-time","value":"316"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 2,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/2/download-3-5ac6cdb5-28e8-4f65-a83c-7accd244bdcf.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 4,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Burger & Lobster\",\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"1 for 1 Lobster Roll at Burger & Lobster\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [\n {\n \"id\": 1,\n \"currency_code\": \"SGD\",\n \"identifier\": null,\n \"loyalty_program_id\": 1,\n \"points\": 500,\n \"price\": \"50.0\",\n \"reward_amount\": \"50.0\",\n \"reward_campaign_id\": 2,\n \"reward_currency\": \"SGD\"\n }\n ],\n \"selling_from\": \"2019-11-19T04:43:24.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": 1,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 0,\n \"limit_error_klass\": {\n \"code\": 4103,\n \"message\": \"No rewards available for the specified user due to account lifetime limit\"\n },\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 498,\n \"reward_total_limit\": 500\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2019-11-19T04:43:24.000Z\",\n \"valid_to\": \"2021-12-31T00:00:00Z\"\n },\n {\n \"id\": 744,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"Test<div id=\\\"eg-subscript-superscript\\\" class=\\\"text-small\\\">
\\n<table style=\\\"width:100%\\\">
\\n <tr>
\\n <th>Firstname</th>
\\n <th>Lastname</th>
\\n <th>Age</th>
\\n </tr>
\\n <tr>
\\n <td>Jill</td>
\\n <td>Smith</td>
\\n <td>50</td>
\\n </tr>
\\n <tr>
\\n <td>Eve</td>
\\n <td>Jackson</td>
\\n <td>94</td>
\\n </tr>
\\n</table>
Get a cash rebate for 50 HKD when you conduct a single transaction over 5000 HKD in your securities account in a single month
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/1400/50hkd-8e0fbb5f-4627-4562-86c8-4faf2ad1570f.jpeg\"\n },\n {\n \"type\": \"reward_thumbnail\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/1400/50hkd-4faea22d-ae25-4dc8-8656-d24267808ff9.jpeg\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"50 HKD Cash Rebate\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2022-02-24T01:01:12.184Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": \"Conduct one securities transaction over 5000 HKD to win rebate\",\n \"tags\": [\n {\n \"description\": \"featured updated\",\n \"id\": 1,\n \"name\": \"featured\"\n }\n ],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 9982,\n \"reward_total_limit\": 10000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2022-02-24T01:01:12.184Z\",\n \"valid_to\": \"2023-02-24T00:00:00Z\"\n },\n {\n \"id\": 1378,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"second line
do all the things here
satisfy these requirements.
Recurring reward test 1 description
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"aaaaaa\",\n \"operating_hour\": {\n \"closes_at\": \"10:00:00\",\n \"days\": [\n 0\n ],\n \"formatted_offset\": \"+08:00\",\n \"opens_at\": \"03:00:00\"\n },\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2021-06-16T02:55:48.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2021-06-16T02:55:48.000Z\",\n \"valid_to\": \"2021-06-23T00:00:00Z\"\n },\n {\n \"id\": 1338,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"af\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2022-02-02T03:24:26.738Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2022-02-02T03:24:26.738Z\",\n \"valid_to\": \"2022-02-24T00:00:00Z\"\n },\n {\n \"id\": 621,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"AI-236\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [\n {\n \"id\": 617,\n \"currency_code\": \"USD\",\n \"identifier\": \"t1\",\n \"loyalty_program_id\": 34,\n \"points\": 200,\n \"price\": null,\n \"reward_amount\": \"0.0\",\n \"reward_campaign_id\": 621,\n \"reward_currency\": \"USD\"\n }\n ],\n \"selling_from\": \"2021-02-25T03:59:34.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2021-02-25T03:59:34.000Z\",\n \"valid_to\": null\n },\n {\n \"id\": 697,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"Approved State Test\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2021-03-18T13:31:00.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": 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\"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": false,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": false,\n \"merchant_id\": 445,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"4 Skills ICON Fl. 5\",\n \"merchant_properties\": {},\n \"merchant_website\": \"\",\n \"name\": \"asdsadas\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2022-04-27T08:14:30.623Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n 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\"description\": null,\n \"ecommerce_only\": false,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"reward_thumbnail\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/1190/jeshoots-com-ecktzgjc-iu-unsplash-ac838e40-1fb2-4580-96c9-b8148ce40a44.jpg\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 445,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"4 Skills ICON Fl. 5\",\n \"merchant_properties\": {},\n \"merchant_website\": \"\",\n \"name\": \"A very nice reward\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [\n {\n \"id\": 1001,\n \"currency_code\": \"AUD\",\n \"identifier\": null,\n \"loyalty_program_id\": null,\n \"points\": 0,\n \"price\": \"500.0\",\n \"reward_amount\": \"500.0\",\n \"reward_campaign_id\": 1177,\n \"reward_currency\": \"AUD\"\n }\n ],\n \"selling_from\": \"2021-10-25T12:09:11.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": \"bestt\",\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2021-10-25T12:09:11.000Z\",\n \"valid_to\": \"2022-10-25T00:00:00Z\"\n },\n {\n \"id\": 717,\n \"alt_merchant_name\": \"alt name\",\n \"alt_merchant_text\": \"alt description\",\n \"alt_merchant_website\": \"alt website\",\n \"brands\": [],\n \"category_tags\": [\n {\n \"id\": 7,\n \"description\": \"getaway\",\n \"parent\": null,\n \"title\": \"Getaway\"\n }\n ],\n \"custom_fields\": {},\n \"description\": \"reward description\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"BANANAAS\",\n \"operating_hour\": null,\n \"redemption_url\": \"https://google.com\",\n \"reward_price\": [],\n \"selling_from\": \"2120-10-22T00:00:00.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": \"reward subtitle\",\n \"tags\": [\n {\n \"description\": \"featured updated\",\n \"id\": 1,\n \"name\": \"featured\"\n }\n ],\n \"terms_and_conditions\": \"Write terms and conditions\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": 10,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": 100,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 100,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": 10,\n \"reward_limit_per_user_per_period_balance\": {\n \"limit_type\": \"account_interval\",\n \"available_amount\": null,\n \"limit_error_klass\": {\n \"code\": 4103,\n \"message\": \"No rewards available for the specified user due to account interval limit\"\n }\n },\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 1000000,\n \"reward_total_limit\": 1000000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2022-07-31T18:30:00.000Z\",\n \"valid_to\": \"2022-08-31T18:29:59Z\"\n },\n {\n \"id\": 1572,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {\n \"first_field\": \"conwud\",\n \"third_field\": \"leoanxo\",\n \"fourth_field\": \"qoring\",\n \"second_field\": \"Carlo\"\n },\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"BDO-546 Test\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2022-08-09T01:22:13.212Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2022-08-09T01:22:13.212Z\",\n \"valid_to\": \"2022-08-24T00:00:00Z\"\n },\n {\n \"id\": 1262,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"Get CASH NOW and pay up to 36 months with your BDO Credit Card! This is updated.
Enjoy as low as 0.59% monthly add-on rate and get billed one month later!
![\\\"\\\"](\\\"https://perx-cdn.s3.ap-southeast-1.amazonaws.com/content/starhub/Screenshot+2021-11-23+at+2.04.46+PM.png\\\")
Promo Period
September 1, 2021 to December 31, 2021
Qualified Cards
![\\\"\\\"](\\\"https://www.bdo.com.ph/sites/default/files/images/promos/Avail-1.jpg\\\")
![\\\"\\\"](\\\"https://www.bdo.com.ph/sites/default/files/images/promos/CIE-Icon1.jpg\\\")
![\\\"\\\"](\\\"https://www.bdo.com.ph/sites/default/files/images/promos/CIE-Icon2.jpg\\\")
Sample Cash-It-Easy Amortization Computation
TenorFactor RateSample Cash-It-Easy
![\\\"\\\"](\\\"https://perx-cdn.s3.ap-southeast-1.amazonaws.com/content/starhub/Screenshot+2021-11-23+at+2.04.53+PM.png\\\")
Computation
Cash-It-Easy Amount: P100,000.00
Term: 36 months
Factor Rate: 0.033679504
Cash-It-Easy Amount x Factor Rate = Monthly Amortization
P100,000.00 x 0.033679504 = P3,367.95
Above computations are for illustration purposes only. These do not constitute an approval nor an offer by BDO. Click here to access the amortization calculator.
Promo Mechanics
Log in and avail via BDO Online Banking*
Click More Services > Credit Card Services > Select a Request > Cash-It-Easy, then key in the Promo ID sent to your registered mobile number and/or email address
Call the Cash-It-Easy Hotline 02 8667-1680
8:30am-4:30pm, from Mondays to Fridays, except holidays
Visit any BDO Branch** near you
*BDO Online Banking available tenors are 3, 6, 12, 18 and 24 months only. Approved availments via this channel will automatically be booked with the Cash Now, Pay Later (CNPL) bundle.
**Cardholder must submit a duly-accomplished Cash-It-Easy Application Form and a copy of 2 valid government-issued IDs.
![\\\"\\\"](\\\"https://perx-cdn.s3.ap-southeast-1.amazonaws.com/content/starhub/Screenshot+2021-11-23+at+2.05.11+PM.png\\\")
Per DTI Fair Trade Permit No. FTEB 125367, Series of 2021
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"BDO description debug\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2021-12-15T06:17:05.156Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"Are there any issues here?
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\\n<p>Lorem ipsum dolor sit amet</p>
\\n<p style=\\\"color:red\\\">inline CSS</p>
\\n<table>
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Pagination and sorting
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\nThe API will fallback to random order of rewards with a 0 score if no search string is provided.
\nThe search APIs allow you to build a complete search experience for users on your app to enable the easy discovery of rewards.
\nThis API returns the following objects:
\nTest test test
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Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat.
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This API returns a list of reward names associated with search string.
\nThe search APIs allow you to build a complete search experience for users on your app to enable the easy discovery of rewards.
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\nBefore making any requests to the Rewards endpoint, ensure that you have set up some Rewards on the Dashboard to receive a meaningful response.
\nPassing in geographic properties to a reward allows you to filter rewards by associated locations. This also changes the default sorting to nearest-first.
\nUsers can mark both rewards and merchants as favorites, we allow filtering rewards by both.
\nShow rewards the user can afford by points.
\nFor information on errors, refer to the Errors section.
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\ndisplay_name changes each time.This API is used to retrieve the details of the current user in the system.
\nThe Leaderboard API enables you to retrieve a list of leaderboards for rank-based incentives. Leaderboards is a time-based reward system that will give out outcomes once they end.
\nEach rank uniquely holds a single user. In a scenario of a score tie, such as two users achieving 1000 points, the first user to achieve 1000 points be ranked above the second user.
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\nThis API is used to retrieve the details of the specified Loyalty Program for which the User has enrolled. You can use this API to display following information for the specified Loyalty program:
\nThe response will contain the Loyalty Object Data of the specified Loyalty Program.
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\nThis API is used to retrieve the value of points earned for a User.
\nThis API is used to retrieve the value of points earned for a User.
\nThis API is used to retrieve the value of points used (or burned) by a User to purchase Reward.
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\"Trigger\",\n \"properties\": {\n \"rule_id\": 2246,\n \"rule_name\": \"temp\"\n },\n \"rule_id\": 2246,\n \"rule_name\": \"temp\",\n \"transacted_amount\": null,\n \"transacted_at\": \"2022-08-02T10:35:23.841Z\",\n \"transacted_cents\": 0,\n \"transacted_currency\": null,\n \"transaction_details\": {\n \"type\": \"TransactionRule\",\n \"data\": {\n \"id\": 2246,\n \"name\": \"temp\",\n \"outcome_id\": 68,\n \"outcome_type\": \"StoredValue::Campaign\"\n }\n },\n \"transaction_type\": \"earn\"\n },\n {\n \"id\": 525147,\n \"amount\": 10,\n \"identifier\": \"Awarded Points\",\n \"loyalty_id\": 68,\n \"loyalty_name\": \"LMS Loyalty\",\n \"name\": \"Trigger\",\n \"properties\": {\n \"rule_id\": 2246,\n \"rule_name\": \"temp\"\n },\n \"rule_id\": 2246,\n \"rule_name\": \"temp\",\n \"transacted_amount\": null,\n \"transacted_at\": \"2022-08-02T09:52:53.501Z\",\n \"transacted_cents\": 0,\n \"transacted_currency\": null,\n \"transaction_details\": {\n \"type\": \"TransactionRule\",\n \"data\": {\n \"id\": 2246,\n \"name\": \"temp\",\n \"outcome_id\": 68,\n \"outcome_type\": \"StoredValue::Campaign\"\n }\n },\n \"transaction_type\": \"earn\"\n },\n {\n \"id\": 525145,\n \"amount\": 10,\n \"identifier\": \"Awarded Points\",\n \"loyalty_id\": 68,\n \"loyalty_name\": \"LMS Loyalty\",\n \"name\": \"Trigger\",\n \"properties\": {\n \"rule_id\": 2246,\n \"rule_name\": \"temp\"\n },\n \"rule_id\": 2246,\n \"rule_name\": \"temp\",\n \"transacted_amount\": null,\n \"transacted_at\": \"2022-08-02T09:12:39.944Z\",\n \"transacted_cents\": 0,\n \"transacted_currency\": null,\n \"transaction_details\": {\n \"type\": \"TransactionRule\",\n \"data\": {\n \"id\": 2246,\n \"name\": \"temp\",\n \"outcome_id\": 68,\n \"outcome_type\": \"StoredValue::Campaign\"\n }\n },\n \"transaction_type\": \"earn\"\n },\n {\n \"id\": 525129,\n \"amount\": 10,\n \"identifier\": \"Awarded Points\",\n \"loyalty_id\": 68,\n \"loyalty_name\": \"LMS Loyalty\",\n \"name\": \"Trigger\",\n \"properties\": 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\"transacted_amount\": null,\n \"transacted_at\": \"2022-08-01T00:00:00.000Z\",\n \"transacted_cents\": null,\n \"transacted_currency\": null,\n \"transaction_details\": null,\n \"transaction_type\": \"expiry\"\n },\n {\n \"id\": 524400,\n \"amount\": -10,\n \"identifier\": null,\n \"loyalty_id\": 68,\n \"loyalty_name\": \"LMS Loyalty\",\n \"name\": null,\n \"properties\": {},\n \"rule_id\": null,\n \"rule_name\": null,\n \"transacted_amount\": null,\n \"transacted_at\": \"2022-07-31T15:34:38.577Z\",\n \"transacted_cents\": null,\n \"transacted_currency\": null,\n \"transaction_details\": null,\n \"transaction_type\": \"expiry\"\n },\n {\n \"id\": 524398,\n \"amount\": -10,\n \"identifier\": null,\n \"loyalty_id\": 68,\n \"loyalty_name\": \"LMS Loyalty\",\n \"name\": null,\n \"properties\": {},\n \"rule_id\": null,\n \"rule_name\": null,\n \"transacted_amount\": null,\n \"transacted_at\": \"2022-07-31T14:00:14.576Z\",\n \"transacted_cents\": null,\n \"transacted_currency\": null,\n 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\n\n\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","pos","loyalty_transactions"],"host":["{{host}}"],"query":[],"variable":[]}},"response":[{"id":"fe9c79bf-743f-45fb-b56d-c02ae2ddd3d4","name":"Create Loyalty Points","originalRequest":{"method":"POST","header":[{"key":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"{\n \"user_account\": {\n \"identifier\": \"2199805806714\"\n },\n \"properties\": {},\n \"points\": 100,\n \"loyalty_program_id\": 1\n}","options":{"raw":{"language":"json"}}},"url":"{{host}}/v4/pos/loyalty_transactions"},"status":"Created","code":201,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 09 Jun 2020 03:01:38 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"etag","value":"W/\"5da4a63a5c08aa5c364b8bbddb792e37\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"77569a28-a488-4dd5-a8c6-f0268ce4574a"},{"key":"x-runtime","value":"0.089765"},{"key":"x-cloud-trace-context","value":"f59338b88c9f4fd7c12a4f31212be9d7;o=1"},{"key":"vary","value":"Origin"},{"key":"x-envoy-upstream-service-time","value":"94"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"id\": 1,\n \"transacted_amount\": null,\n \"loyalty_program_id\": 1,\n \"transacted_at\": \"2020-06-09T03:01:38.110Z\",\n \"points\": 100,\n \"properties\": {}\n }\n}"}],"_postman_id":"47889221-4b25-4e08-a344-704b4d2048d4"}],"id":"90d91ab8-1c4e-49c7-8ba1-a92d62c2f84a","description":"IMPORTANT: You must authenticate the application to use this API.
\n
The Loyalty API allows you to retrieve and display a list of Loyalty Programs for which a User is enrolled. It also retrieves details of the membership tiers and point balances.
\nBefore making any requests to the Loyalty endpoint, ensure that you have set up a Loyalty Program on the Dashboard to receive a meaningful response.
\n","_postman_id":"90d91ab8-1c4e-49c7-8ba1-a92d62c2f84a","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Merchants","item":[{"name":"List all merchants","id":"1fb15c7d-5315-4ca2-b986-6a5008ffdc5b","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/merchants","description":"This API is used to retrieve a list of active Merchants in the system. This may be used to display a list of recently added Merchants, showcase featured Merchants, or display a list of Merchants that may have been marked as favourite by the User.
\nmeta object
\nThe meta object returns details of the pageination and object counts in a response for the app to display
\noutlets object
\nimage object
\ntag object
\nGet a list of Merchants with Pagination
Retrieve a list of Merchants with pagination to display 10 Merchants per page.
Get a list of Featured Merchants
Retrieve a list of Merchants which have been marked as featured on the Dashboard.
Get a list of Favourite Merchants
Retrieve a list of Merchants which have been marked as favourite by the User.
This API is used to retrieve the details of the specified Merchant in the system. This is commonly used to display a merchant details page and includes the location information of the specified merchant.
\nThe response will contain Merchant object data. In addition, the data for the Merchant’s location(s) will also be returned in the response.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","merchants",":id"],"host":["{{host}}"],"query":[],"variable":[{"type":"any","value":"","key":"id"}]}},"response":[{"id":"9cf69d90-7ce8-45a1-ba2b-558c322d2993","name":"Merchant Details","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/merchants/:id","host":["{{host}}"],"path":["v4","merchants",":id"],"variable":[{"key":"id","value":"440"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Fri, 12 Aug 2022 13:33:59 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"edeabb659491fc39b6ea87ccf42cf1fa\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"65df36ec-c0d9-4135-bc4b-5acd64531d3f"},{"key":"x-runtime","value":"0.079766"},{"key":"x-envoy-upstream-service-time","value":"84"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"id\": 440,\n \"name\": \"% Arabica SPD Fl. M\",\n \"images\": [],\n \"ecommerce_only\": null,\n \"website\": \"\",\n \"custom_fields\": {},\n \"category_tags\": [],\n \"is_favorite\": false,\n \"is_featured\": true,\n \"outlets\": [],\n \"tags\": []\n },\n \"meta\": {\n \"count\": 0,\n \"size\": 0,\n \"total_pages\": 0,\n \"page\": 1\n }\n}"}],"_postman_id":"7be99bd4-a8f0-4726-a62e-e264b89ade8e"},{"name":"Set a merchant as favorite","id":"51a922f0-f552-4874-a987-f1d26657f4a5","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[],"url":"{{host}}/v4/merchants/:id/favorite","description":"This API is used to mark a Merchant as a User’s favorite. This is commonly used to add Merchants to a page where Users can easily access Rewards based on their selected Merchants.
\nThis API bookmarks a merchant by changing the value of the {favorite} column to {true} to allow users to retrieve a list of merchants set as favorite.
\nRetrieving a list of a User’s favorite Merchant
You can retrieve a list of User’s favorite Merchants using the example request below:
Remove a Merchant as a User’s favourite
To remove a Merchant as a favorite for a User, use the DEL method.
This API is used to remove a merchant from the favourite list by changing value of is_favorite to false.
Merchants are objects created within Perx that are typically associated with Rewards. Merchants in Perx may have data, such as associated images and branch location information.
\nThe Merchants API enables you to display a list of Merchants, which is commonly used as an alternative navigational method to standard Reward listings and categories.
\nBefore making any requests to the Merchants endpoint, ensure that you have set up some Rewards and Merchants on the Dashboard to receive a meaningful response.
\n","_postman_id":"027a67c8-58cc-4954-ac11-b6f0daa77c67","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"POS / Backend APIs","item":[{"name":"Authenticate the application Copy","item":[{"name":"Authenticate the application","event":[{"listen":"test","script":{"id":"6530051a-fcdf-4586-83b5-27860b19707c","exec":["var jsonData = JSON.parse(responseBody);\r","pm.environment.set(\"pos_access_token\", jsonData.access_token);"],"type":"text/javascript"}}],"id":"4ce2dedd-e57e-464f-b459-1a1ae9f2949d","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"auth":{"type":"noauth","isInherited":false},"method":"POST","header":[],"body":{"mode":"urlencoded","urlencoded":[{"key":"client_id","value":"{{client_id}}","type":"text"},{"key":"client_secret","value":"{{client_secret}}","type":"text"},{"key":"grant_type","value":"client_credentials","type":"text"}]},"url":"{{host}}/v4/oauth/token","description":"This API allows you to generate a token for administrative actions, such as user creation and allocating points.
\n","urlObject":{"path":["v4","oauth","token"],"host":["{{host}}"],"query":[],"variable":[]}},"response":[{"id":"a93970cc-61fc-4e37-a22f-974e4011b6a7","name":"OAuth Token for Application","originalRequest":{"method":"POST","header":[],"body":{"mode":"urlencoded","urlencoded":[{"key":"client_id","value":"{{client_id}}","type":"text"},{"key":"client_secret","value":"{{client_secret}}","type":"text"},{"key":"grant_type","value":"client_credentials","type":"text"}]},"url":"{{host}}/v4/oauth/token"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 23 Aug 2022 10:37:34 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"cache-control","value":"no-store"},{"key":"pragma","value":"no-cache"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"1b72c10457194b8a2966fedd7899870d\""},{"key":"x-request-id","value":"5be88849-591e-4394-9d84-07ac48d2fa04"},{"key":"x-runtime","value":"0.236879"},{"key":"x-envoy-upstream-service-time","value":"240"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"access_token\": \"510c78380709c5edc4f7ac8fb6b545e94c15b72400e62b3fc96e14977bd1b81f\",\n \"token_type\": \"Bearer\",\n \"expires_in\": 2629746,\n \"created_at\": 1661251054\n}"}],"_postman_id":"4ce2dedd-e57e-464f-b459-1a1ae9f2949d"}],"id":"2026f5ad-ff08-479d-9774-6d6600ef70c8","_postman_id":"2026f5ad-ff08-479d-9774-6d6600ef70c8","description":"","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}}],"id":"484841d2-8cdd-473e-a46d-f33d8996804b","_postman_id":"484841d2-8cdd-473e-a46d-f33d8996804b","description":"","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Settings","item":[{"name":"Settings","id":"f740a44e-d2de-4493-b5e6-e5226e5c6694","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/settings/:key","description":"This API allows you to get public settings for the tenant.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","settings",":key"],"host":["{{host}}"],"query":[],"variable":[{"id":"0a8654d6-77c7-4273-94c1-cd1c401a6084","type":"any","value":"available_languages","key":"key"}]}},"response":[{"id":"a6de92a2-323e-4d13-9034-3698f1c868ee","name":"Public Settings","originalRequest":{"method":"GET","header":[{"key":"Authorization","value":"Bearer {{access_token}}","type":"text"}],"url":{"raw":"{{host}}/v4/settings/:key","host":["{{host}}"],"path":["v4","settings",":key"],"variable":[{"key":"key","value":"available_languages"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 25 Nov 2019 21:13:01 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"etag","value":"W/\"1af6771237d222ec5794f03eb766e991\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"12d53cf2-4161-4e00-a68b-de114255d93b"},{"key":"x-runtime","value":"0.180527"},{"key":"x-cloud-trace-context","value":"46e9dbc840cc4dbecd108d38bc10139d;o=0"},{"key":"vary","value":"Origin"},{"key":"x-envoy-upstream-service-time","value":"183"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"id\": 1,\n \"key\": \"available_languages\",\n \"string_value\": null,\n \"json_value\": {}\n }\n}"}],"_postman_id":"f740a44e-d2de-4493-b5e6-e5226e5c6694"}],"id":"8e9fc458-4620-4ea8-b691-11631e77df59","_postman_id":"8e9fc458-4620-4ea8-b691-11631e77df59","description":"","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Transactions","item":[{"name":"Object Data","item":[],"id":"5d3e954f-6256-4eaf-832e-142fc0a742d2","description":"Transaction data object
\n","_postman_id":"5d3e954f-6256-4eaf-832e-142fc0a742d2","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Create a transaction","id":"1525da20-03e8-4ec5-bc7d-99737cf7594a","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Authorization","name":"Content-Type","value":"27bd7a52cc462a0d88848e8930f236c720e0057c52bdae956beaafd6faa2a203","type":"text"},{"key":"user-id","value":"818336192-1670312369","type":"text"}],"body":{"mode":"raw","raw":"{\n\t\"user_account\": {\n \"identifier\": \"{{identifier}}\"\n },\n\t\"transaction_data\": {\n \"transaction_type\": \"deposit\",\n \"transaction_reference\": \"mutual_fund_account\", // Receipt ID for SPW\n \"amount\": 2500, \n \"currency\": \"SGD\",\n \"properties\": {\n \"applied_points\": -100 // SPW need to know burnt points\n } \n }\n}","options":{"raw":{"language":"json"}}},"url":"{{host}}/v4/pos/transactions?amount=2500&user_account[identifier]=818336192-1670312369&unique_by=transaction_reference","description":"This API is used to create a transaction in Perx. Perx minimally requires a User identifier to create a transaction associated with the User. The data of the transaction itself may contain a number of optional attributes and key or value pairs for properties, depending on the rules and conditions that have been set up on the Dashboard.
\n\n\nIMPORTANT: Transaction API requests require an application-level authorization token.
\n
This API returns the following objects
\nOptional - used to avoid duplicates by a definable attribute. As a default it checks transactions of the last 365 days.
\n","type":"text/plain"},"key":"unique_by","value":"transaction_reference"}],"variable":[]}},"response":[{"id":"0a868cfa-774f-4ef0-87af-a79d08b733fa","name":"Create Transaction","originalRequest":{"method":"POST","header":[{"key":"Authorization","name":"Content-Type","value":"Bearer cd8d24fd925bb64999a95a376d67acacbcd756ab0be5117c2793a9e38d82ad54","type":"text"}],"body":{"mode":"raw","raw":"{\n\t\"user_account\": {\n \"identifier\": \"{{identifier}}\"\n },\n\t\"transaction_data\": {\n \"transaction_type\": \"TEST01\",\n \"transaction_reference\": \"VIC_TEST\", // Receipt ID for SPW\n \"amount\": 12000, \n \"currency\": \"SGD\",\n \"properties\": {\n \"applied_points\": -100 // SPW need to know burnt points\n } \n }\n}","options":{"raw":{"language":"json"}}},"url":"{{host}}/v4/pos/transactions"},"status":"Created","code":201,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 22 Aug 2022 04:31:36 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"fc124b92d71cc27d0627d3df967a9711\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"7887617b-1b1d-43b9-b111-488bac7d00dc"},{"key":"x-runtime","value":"3.159059"},{"key":"x-envoy-upstream-service-time","value":"3162"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"id\": 61086,\n \"user_account_id\": 4,\n \"updated_at\": \"2022-08-22T04:31:36.739Z\",\n \"transaction_type\": \"TEST01\",\n \"amount\": 12000,\n \"transaction_date\": \"2022-08-22T04:31:33.644Z\",\n \"currency\": \"SGD\",\n \"workflow_id\": null,\n \"created_at\": \"2022-08-22T04:31:33.651Z\",\n \"properties\": {\n \"applied_points\": -100\n },\n \"transaction_reference\": \"VIC_TEST\",\n \"points_earned\": 1132,\n \"merchant_user_account_id\": null\n }\n}"}],"_postman_id":"1525da20-03e8-4ec5-bc7d-99737cf7594a"}],"id":"bd1139c9-472a-481b-82d5-323f17db642b","description":"The Transactions API allows you to create and send Transactions to Perx. The transactions received are processed by Perx and used to issue outcomes such as points (towards a Loyalty Program) or Stamps (towards Stamp Campaigns set up on the Dashboard).
\n\n\nIMPORTANT: Transaction API requests require an application-level authorization token.
\n
Before making any requests to the Transactions endpoint, ensure that you have set up a Loyalty Program and respective earn or burn rules on the Dashboard to receive a meaningful response.
\n","_postman_id":"bd1139c9-472a-481b-82d5-323f17db642b","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Errors","item":[{"name":"Authentication","item":[],"id":"f39dd366-3974-4ef1-b9b9-43d3da86d8aa","description":"","_postman_id":"f39dd366-3974-4ef1-b9b9-43d3da86d8aa","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"User Accounts","item":[],"id":"4882c1f4-df5f-4885-a3d0-231d8027f461","description":"","_postman_id":"4882c1f4-df5f-4885-a3d0-231d8027f461","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Rewards","item":[],"id":"079f933c-5a2f-4d4e-a07d-c3aed4bb9352","description":"Perx will respond with specific error codes when something prevents us from performing an action. It is recommended to display a generic error message when receiving a 4xx response, and mapping specific codes to your own application messaging. Error responses are returned as:
\n{\n code: 4103,\n message: \"No rewards available for the specified user due to reward lifetime limit\"\n}\n\nRefer to game play for more errors.
\n","_postman_id":"8520c2fb-671a-4d6f-82e4-ad830bfe7b56","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Loyalty","item":[],"id":"31dca611-a76c-48f8-bd89-416dcb543152","description":"","_postman_id":"31dca611-a76c-48f8-bd89-416dcb543152","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Catalogs","item":[],"id":"73284364-0aa6-4a47-8006-de0e4555b214","description":"","_postman_id":"73284364-0aa6-4a47-8006-de0e4555b214","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Merchants","item":[],"id":"c1bed93c-a92e-4d3c-bc79-ee7c450d847e","description":"","_postman_id":"c1bed93c-a92e-4d3c-bc79-ee7c450d847e","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Transactions","item":[],"id":"918a28ce-ce0b-46d7-85f5-1e941ee7c7eb","description":"","_postman_id":"918a28ce-ce0b-46d7-85f5-1e941ee7c7eb","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}}],"id":"6a6f56fa-f00c-4ee6-bbe8-4b307b719c05","description":"This section describes errors categorized by the following areas:
\nThis section contains the frequently asked questions.
\n\n\nDo I require authentication token for each API call?
\n
Yes
\n\n\nWhat is the expiry time of an authentication token?
\n
12 hours
\n\n\nIs the authentication token stored for a certain time during a session?
\n
Yes. For 12 hours.
\n\n\nWhat is the difference between endpoints -
\ntransactions&loyalty_transactions****?
Transactions are receipts whereas Loyalty transactions are points. These two fields are independent resources and do not have to relate to each other. A common scenario can be when a loyalty program has been set up and points are issued based on amount spent by user. In this case, when you send a transaction to Perx, rules will be run against the transaction and points will be created.
\n\n\nWhen I reserve a reward via the
\n{{host}}/v4/rewards/:id/reserveendpoint, I see reserved_expires_at in the response. Can I define the duration for this reservation or when the voucher expires?
Yes.
\n\n\nWhat is the difference between the
\nreserved_expires_atandreservation_expires_atendpoints?
Both fields provide same information. The reservation_expires_at field will be deprecated in a future API version.
\n\nWhen I release the reserved voucher (id:32):
\n{{host}}/v4/vouchers/:id/release****, the voucher state is updated as released. However, when I try to issue the same reward, I get the next voucher (id:33). What happened to the original reserved voucher (id:32) that is currently in the released state?
After a voucher is released, it is functionally deleted. In such scenario, the voucher is not issued to the user, but it is retained as a record internally.
\n\n\nAfter a voucher released and functionally deleted, can I make it available for other customers by adding it back manually to the reward balance from the Perx Dashboard?
\n
When a voucher is released, the inventory is returned to the reward automatically. There is no manual step required. However, the original reserved voucher (id:32) will not be available as it has been released.
\n\n\nIf the voucher type is User Upload, will the voucher (id:32) be returned automatically as well?
\n
Yes
\n\n\nWhen I redeem a voucher with the
\nconfirm=falseparameter, the state is updated to redemption_in_progress state. Can I change the state back to issued?
This feature is not available.
\n\n\nWhich fields or search parameters are supported with the
\n{{host}}/v4/searchAPI?
You can use the following field with the Search API:
\n* search_string
\n\nWhen an existing user in organization's old system is first created in Perx, I need to force upgrade the loyalty tier of the user while creating the user in Perx. Which user attribute can be used to upgrade loyalty tier for a user?
\n
Currently, this feature is not available. If the loyalty tier is updated via the Perx Dashboard and API call at the same time, a conflict will result in unexpected behavior. You must update the loyalty tier via the Perx Dashboard.
\n\n\nWhere can I get transaction_type and transaction_reference?
\n
You can get transaction_type and transaction_reference via the GET {{host}}/v4/loyalty/transactions_history endpoint.
\n\nHow can I check if a voucher has already been issued by Perx should there be a timeout error?
\n
You can sort the vouchers by the time they were issued via the /v4/vouchers?sort_by=issued_at API.
Filter rewards by the specified location.
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\n","type":"text/plain"},"key":"lat","value":"1.0"},{"description":{"content":"Specify the longitude of the location
\n","type":"text/plain"},"key":"lng","value":"1.0"},{"description":{"content":"Specify the radius in meters
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\n","type":"text/plain"},"key":"sort_by","value":"{{id}}"},{"key":"size","value":"10"}],"variable":[]}},"response":[{"id":"9d4bd452-f14d-4240-9c02-80acfcf580a4","name":"Pagination and sorting","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/rewards?page=2&sort_by={{id}}&size=10","host":["{{host}}"],"path":["v4","rewards"],"query":[{"key":"page","value":"2"},{"key":"sort_by","value":"{{id}}"},{"key":"size","value":"10","type":"text"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 29 Aug 2022 12:41:18 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"f3563968c47fd9e48f1dee15eb9b3f53\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"630a7a72-00c9-45cb-a374-c4ca2e825b6b"},{"key":"x-runtime","value":"0.243062"},{"key":"x-envoy-upstream-service-time","value":"249"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 75,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"Mô tả:
\\nCảm ơn Quý khách đã tham gia chương trình. Để sử dụng quà, Quý khách vui lòng liên hệ với Chuyên viên tư vấn bảo hiểm hoặc hotline (028) 3810 0888 - Bấm phím 1
\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"Điều khoản và Điều kiện áp dụng:
\\nThis is a super cool reward
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"reward_banner\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/85/reward2_banner-04378165-ed91-425a-b2b6-7b5c52a6a617.png\"\n },\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/85/reward2_large-ee32fd3b-b6b5-4718-9b0e-41a7be554c1f.png\"\n },\n {\n \"type\": \"reward_thumbnail\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/85/reward2_thumb-3fa58964-c9f0-4466-b8b4-9d7afeb8625e.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"Razer Reward 2 - Stay Home Freebie\",\n \"operating_hour\": null,\n \"redemption_url\": \"https://www.razer.com/onlinerewards\",\n \"reward_price\": [],\n \"selling_from\": \"2020-05-06T06:36:13.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"Step 1 Step 2 Step 3
\",\n \"subtitle\": \"Get a FREE mouse mat for every $1000 single receipt transaction at www.razer.com\",\n \"tags\": [],\n \"terms_and_conditions\": \"TERMS AND CONDITIONS
\\nThis section includes the following examples:
\nGet a list of Vouchers with Pagination, sorted by those expiring earliest to latest
\nRetrieve a list of Vouchers issued to a User, with pagination to display 10 rewards per page, sorted from Vouchers that are due to expire earliest to latest.
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charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"672b1daafe68de4376c2a848297f31ee\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"4a1ec113-5709-4548-a619-31b32b185dcc"},{"key":"x-runtime","value":"0.218267"},{"key":"x-envoy-upstream-service-time","value":"227"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 187,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-05-12T05:26:04.385Z\",\n \"merchant_location\": null,\n \"name\": \"Ice Cream Reward 2\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": \"https://www.grace.com\",\n \"timer\": 0,\n \"type\": \"online\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 81,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"reward_banner\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/81/download-c3c3fa83-d050-47b1-9d14-ca7453ad12d8.jpeg\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"Ice Cream Reward 2\",\n \"operating_hour\": null,\n \"redemption_url\": \"https://www.grace.com\",\n \"reward_price\": [],\n \"selling_from\": \"2020-05-06T02:34:02.000Z\",\n \"selling_to\": \"2020-05-30T16:00:00.000Z\",\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": 1000,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 999,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 1000000,\n \"reward_total_limit\": 1000000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2020-05-06T02:34:02.000Z\",\n \"valid_to\": \"2020-05-30T16:00:00Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-05-06T02:34:02.000Z\",\n \"valid_to\": \"2020-05-30T16:00:00.000Z\",\n \"voucher_code\": \"DAAQCABFGCKTN81Q\",\n \"voucher_expires_at\": \"2020-05-30T16:00:00.000Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 478,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-09-02T05:08:52.243Z\",\n \"merchant_location\": null,\n \"name\": \"Baby Toys\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 327,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [\n {\n \"id\": 2,\n \"name\": \"Razerq\"\n }\n ],\n \"category_tags\": [\n {\n \"id\": 113,\n \"description\": \"All\",\n \"parent\": null,\n \"title\": \"All\"\n }\n ],\n \"custom_fields\": {\n \"Input\": \"Text\"\n },\n \"description\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
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\",\n \"subtitle\": \"Subtitle example\",\n \"tags\": [],\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": 14400,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": 1440,\n \"per_user_period_start\": \"2022-08-29T16:00:00Z\",\n \"period_start\": \"2022-08-24T16:00:00Z\",\n \"reward_limit_per_period\": 100,\n \"reward_limit_per_period_balance\": 100,\n \"reward_limit_per_user\": 5,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 1,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": 1,\n \"reward_limit_per_user_per_period_balance\": {\n \"limit_type\": \"account_interval\",\n \"available_amount\": 1,\n \"limit_error_klass\": null\n },\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 992,\n \"reward_total_limit\": 1000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 385,\n \"custom_fields\": {\n \"reward_price\": {\n \"id\": 207,\n \"price\": \"0.0\",\n \"state\": \"active\",\n \"points\": 0,\n \"created_at\": \"2020-07-09T09:29:26.872Z\",\n \"identifier\": null,\n \"updated_at\": \"2020-07-09T09:30:13.139Z\",\n \"currency_code\": \"USD\",\n \"reward_campaign_id\": 258\n }\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-07-20T02:54:48.579Z\",\n \"merchant_location\": null,\n \"name\": \"merchant pin reward\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"pin\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 258,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [\n {\n \"id\": 46,\n \"description\": \"Random stuff\",\n \"parent\": null,\n \"title\": \"Random Stuff\"\n }\n ],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"merchant pin reward\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [\n {\n \"id\": 207,\n \"currency_code\": \"USD\",\n \"identifier\": null,\n \"loyalty_program_id\": null,\n \"points\": 0,\n \"price\": \"0.0\",\n \"reward_amount\": \"0.0\",\n \"reward_campaign_id\": 258,\n \"reward_currency\": \"USD\"\n }\n ],\n \"selling_from\": \"2020-07-09T09:28:35.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"this is how to redeem
\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2020-07-19T16:00:00.000Z\",\n \"valid_to\": \"2020-10-28T15:59:59Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-07-19T16:00:00.000Z\",\n \"valid_to\": \"2020-10-28T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2020-10-28T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 56,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-03-24T08:51:58.105Z\",\n \"merchant_location\": null,\n \"name\": \"Free 2 piece chicken meal\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"pin\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 7,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"reward_thumbnail\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/7/popeyes-18de9c8d-a73b-4228-97f9-5ed5747959f2.png\"\n },\n {\n \"type\": \"reward_banner\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/7/popeyes-0971f461-7b90-424f-8c2b-069357cf3ba9.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"Free 2 piece chicken meal\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-03-17T03:31:04.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": null,\n \"reward_total_limit\": null\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2020-03-17T03:31:04.000Z\",\n \"valid_to\": \"2021-10-30T16:00:00Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-03-17T03:31:04.000Z\",\n \"valid_to\": \"2020-10-30T16:00:00.000Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2020-10-30T16:00:00.000Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 439,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-08-26T09:31:48.485Z\",\n \"merchant_location\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 3,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"Promo period is from January 15 to April 15 2020. Redemption period is until June 15, 2020.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/3/download-2-7f477650-6ba4-456e-ac79-d5653f50e8a7.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2019-11-19T04:45:30.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"HTML Test:
\\n<h1>Header 1</h1>
\\n<p>Lorem ipsum dolor sit amet</p>
\\n<p style=\\\"color:red\\\">inline CSS</p>
\\n<table>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n</table>
Promo period is from January 15 to April 15 2020. Redemption period is until June 15, 2020.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/3/download-2-7f477650-6ba4-456e-ac79-d5653f50e8a7.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2019-11-19T04:45:30.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"HTML Test:
\\n<h1>Header 1</h1>
\\n<p>Lorem ipsum dolor sit amet</p>
\\n<p style=\\\"color:red\\\">inline CSS</p>
\\n<table>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n</table>
Promo period is from January 15 to April 15 2020. Redemption period is until June 15, 2020.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/3/download-2-7f477650-6ba4-456e-ac79-d5653f50e8a7.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2019-11-19T04:45:30.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"HTML Test:
\\n<h1>Header 1</h1>
\\n<p>Lorem ipsum dolor sit amet</p>
\\n<p style=\\\"color:red\\\">inline CSS</p>
\\n<table>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n</table>
Retrieve a list of Vouchers that have been expired.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","vouchers"],"host":["{{host}}"],"query":[{"key":"state","value":"expired"}],"variable":[]}},"response":[{"id":"c4ff15f3-b5b2-4e8a-bc2c-e75a87074f14","name":"Expired Vouchers","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/vouchers?state=expired","host":["{{host}}"],"path":["v4","vouchers"],"query":[{"key":"state","value":"expired"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 30 Aug 2022 14:36:54 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"98ad88051d88aa7c7fc85a048e9f4776\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"0b81f0e2-2720-4bf3-bc25-4ea3d14a1955"},{"key":"x-runtime","value":"0.242874"},{"key":"x-envoy-upstream-service-time","value":"250"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 422,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-08-06T07:50:13.435Z\",\n \"merchant_location\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 3,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"Promo period is from January 15 to April 15 2020. Redemption period is until June 15, 2020.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/3/download-2-7f477650-6ba4-456e-ac79-d5653f50e8a7.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2019-11-19T04:45:30.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"HTML Test:
\\n<h1>Header 1</h1>
\\n<p>Lorem ipsum dolor sit amet</p>
\\n<p style=\\\"color:red\\\">inline CSS</p>
\\n<table>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n</table>
Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/327/teething-toys-1aa5b72e-e934-4c5e-836e-0c46f8b55eb4.png\"\n }\n ],\n \"is_giftable\": false,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Baby Toys\",\n \"operating_hour\": {\n \"closes_at\": \"09:00:00\",\n \"days\": [\n 0,\n 1,\n 2,\n 3,\n 4,\n 5,\n 6\n ],\n \"formatted_offset\": \"+08:00\",\n \"opens_at\": \"00:00:00\"\n },\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-08-25T04:38:14.000Z\",\n \"selling_to\": \"2022-07-01T00:00:00.000Z\",\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"subtitle\": \"Subtitle example\",\n \"tags\": [],\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": 14400,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": 1440,\n \"per_user_period_start\": \"2022-08-29T16:00:00Z\",\n \"period_start\": \"2022-08-24T16:00:00Z\",\n \"reward_limit_per_period\": 100,\n \"reward_limit_per_period_balance\": 100,\n \"reward_limit_per_user\": 5,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 1,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": 1,\n \"reward_limit_per_user_per_period_balance\": {\n \"limit_type\": \"account_interval\",\n \"available_amount\": 1,\n \"limit_error_klass\": null\n },\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 992,\n \"reward_total_limit\": 1000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 476,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-09-02T05:06:50.116Z\",\n \"merchant_location\": null,\n \"name\": \"Baby Toys\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 327,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [\n {\n \"id\": 2,\n \"name\": \"Razerq\"\n }\n ],\n \"category_tags\": [\n {\n \"id\": 113,\n \"description\": \"All\",\n \"parent\": null,\n \"title\": \"All\"\n }\n ],\n \"custom_fields\": {\n \"Input\": \"Text\"\n },\n \"description\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/327/teething-toys-1aa5b72e-e934-4c5e-836e-0c46f8b55eb4.png\"\n }\n ],\n \"is_giftable\": false,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Baby Toys\",\n \"operating_hour\": {\n \"closes_at\": \"09:00:00\",\n \"days\": [\n 0,\n 1,\n 2,\n 3,\n 4,\n 5,\n 6\n ],\n \"formatted_offset\": \"+08:00\",\n \"opens_at\": \"00:00:00\"\n },\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-08-25T04:38:14.000Z\",\n \"selling_to\": \"2022-07-01T00:00:00.000Z\",\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"subtitle\": \"Subtitle example\",\n \"tags\": [],\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": 14400,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": 1440,\n \"per_user_period_start\": \"2022-08-29T16:00:00Z\",\n \"period_start\": \"2022-08-24T16:00:00Z\",\n \"reward_limit_per_period\": 100,\n \"reward_limit_per_period_balance\": 100,\n \"reward_limit_per_user\": 5,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 1,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": 1,\n \"reward_limit_per_user_per_period_balance\": {\n \"limit_type\": \"account_interval\",\n \"available_amount\": 1,\n \"limit_error_klass\": null\n },\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 992,\n \"reward_total_limit\": 1000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 477,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-09-02T05:08:27.117Z\",\n \"merchant_location\": null,\n \"name\": \"Baby Toys\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 327,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [\n {\n \"id\": 2,\n \"name\": \"Razerq\"\n }\n ],\n \"category_tags\": [\n {\n \"id\": 113,\n \"description\": \"All\",\n \"parent\": null,\n \"title\": \"All\"\n }\n ],\n \"custom_fields\": {\n \"Input\": \"Text\"\n },\n \"description\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/327/teething-toys-1aa5b72e-e934-4c5e-836e-0c46f8b55eb4.png\"\n }\n ],\n \"is_giftable\": false,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Baby Toys\",\n \"operating_hour\": {\n \"closes_at\": \"09:00:00\",\n \"days\": [\n 0,\n 1,\n 2,\n 3,\n 4,\n 5,\n 6\n ],\n \"formatted_offset\": \"+08:00\",\n \"opens_at\": \"00:00:00\"\n },\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-08-25T04:38:14.000Z\",\n \"selling_to\": \"2022-07-01T00:00:00.000Z\",\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"subtitle\": \"Subtitle example\",\n \"tags\": [],\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": 14400,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": 1440,\n \"per_user_period_start\": \"2022-08-29T16:00:00Z\",\n \"period_start\": \"2022-08-24T16:00:00Z\",\n \"reward_limit_per_period\": 100,\n \"reward_limit_per_period_balance\": 100,\n \"reward_limit_per_user\": 5,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 1,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": 1,\n \"reward_limit_per_user_per_period_balance\": {\n \"limit_type\": \"account_interval\",\n \"available_amount\": 1,\n \"limit_error_klass\": null\n },\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 992,\n \"reward_total_limit\": 1000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 478,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-09-02T05:08:52.243Z\",\n \"merchant_location\": null,\n \"name\": \"Baby Toys\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 327,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [\n {\n \"id\": 2,\n \"name\": \"Razerq\"\n }\n ],\n \"category_tags\": [\n {\n \"id\": 113,\n \"description\": \"All\",\n \"parent\": null,\n \"title\": \"All\"\n }\n ],\n \"custom_fields\": {\n \"Input\": \"Text\"\n },\n \"description\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/327/teething-toys-1aa5b72e-e934-4c5e-836e-0c46f8b55eb4.png\"\n }\n ],\n \"is_giftable\": false,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Baby Toys\",\n \"operating_hour\": {\n \"closes_at\": \"09:00:00\",\n \"days\": [\n 0,\n 1,\n 2,\n 3,\n 4,\n 5,\n 6\n ],\n \"formatted_offset\": \"+08:00\",\n \"opens_at\": \"00:00:00\"\n },\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-08-25T04:38:14.000Z\",\n \"selling_to\": \"2022-07-01T00:00:00.000Z\",\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"subtitle\": \"Subtitle example\",\n \"tags\": [],\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": 14400,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": 1440,\n \"per_user_period_start\": \"2022-08-29T16:00:00Z\",\n \"period_start\": \"2022-08-24T16:00:00Z\",\n \"reward_limit_per_period\": 100,\n \"reward_limit_per_period_balance\": 100,\n \"reward_limit_per_user\": 5,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 1,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": 1,\n \"reward_limit_per_user_per_period_balance\": {\n \"limit_type\": \"account_interval\",\n \"available_amount\": 1,\n \"limit_error_klass\": null\n },\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 992,\n \"reward_total_limit\": 1000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2020-09-12T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 480,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-09-02T07:48:26.434Z\",\n \"merchant_location\": null,\n \"name\": \"amazing reward\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 155,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/155/151711-apps-feature-high-res-zoom-backgrounds-image1-oqvwaf5qh8-d4552b6e-bc3b-4bbd-a38f-fada38088a78.jpg\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": null,\n \"merchant_logo_url\": null,\n \"merchant_name\": null,\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"amazing reward\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2020-06-04T01:08:08.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": \"testing\",\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": 14400,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": 1440,\n \"per_user_period_start\": \"2022-08-29T16:00:00Z\",\n \"period_start\": \"2022-08-22T16:00:00Z\",\n \"reward_limit_per_period\": 10,\n \"reward_limit_per_period_balance\": 10,\n \"reward_limit_per_user\": 1,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 0,\n \"limit_error_klass\": {\n \"code\": 4103,\n \"message\": \"No rewards available for the specified user due to account lifetime limit\"\n },\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": 1,\n \"reward_limit_per_user_per_period_balance\": {\n \"limit_type\": \"account_interval\",\n \"available_amount\": 1,\n \"limit_error_klass\": null\n },\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 29994,\n \"reward_total_limit\": 30000\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2021-10-07T15:59:59Z\"\n },\n \"state\": \"expired\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2020-09-01T16:00:00.000Z\",\n \"valid_to\": \"2021-10-07T15:59:59.999Z\",\n \"voucher_code\": \"AAABBBCCC\",\n \"voucher_expires_at\": \"2021-10-07T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 439,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2020-08-26T09:31:48.485Z\",\n \"merchant_location\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"redemption_date\": null,\n \"redemption_location\": null,\n \"redemption_type\": {\n \"call_to_action\": null,\n \"timer\": 0,\n \"type\": \"offline\"\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 3,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"Promo period is from January 15 to April 15 2020. Redemption period is until June 15, 2020.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/3/download-2-7f477650-6ba4-456e-ac79-d5653f50e8a7.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2019-11-19T04:45:30.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"HTML Test:
\\n<h1>Header 1</h1>
\\n<p>Lorem ipsum dolor sit amet</p>
\\n<p style=\\\"color:red\\\">inline CSS</p>
\\n<table>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n</table>
Promo period is from January 15 to April 15 2020. Redemption period is until June 15, 2020.
\",\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/3/download-2-7f477650-6ba4-456e-ac79-d5653f50e8a7.png\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 6,\n \"merchant_logo_url\": null,\n \"merchant_name\": \"Anytime Fitness\",\n \"merchant_properties\": {\n \"test\": \"something\",\n \"another \": \"key\"\n },\n \"merchant_website\": null,\n \"name\": \"Free 6-mth Membership Fee\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2019-11-19T04:45:30.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"HTML Test:
\\n<h1>Header 1</h1>
\\n<p>Lorem ipsum dolor sit amet</p>
\\n<p style=\\\"color:red\\\">inline CSS</p>
\\n<table>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n<tr><td>Cell 1</td><td>Cell 2</td></tr>
\\n</table>
Retrieve a list of Vouchers that have been redeemed.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","vouchers"],"host":["{{host}}"],"query":[{"key":"state","value":"redeemed"}],"variable":[]}},"response":[{"id":"330d319a-dc57-4f45-a7f7-6eddf46d5b2a","name":"Redeemed Vouchers","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/vouchers?state=redeemed","host":["{{host}}"],"path":["v4","vouchers"],"query":[{"key":"state","value":"redeemed"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 30 Aug 2022 14:44:32 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"17d0ee104394b6668113737828527c85\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"30a97104-cdc1-46f7-a97c-d598ce152614"},{"key":"x-runtime","value":"0.104163"},{"key":"x-envoy-upstream-service-time","value":"118"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 1065,\n \"custom_fields\": {\n \"reward_price\": {\n \"id\": 242,\n \"price\": \"0.0\",\n \"state\": \"active\",\n \"points\": 0,\n \"created_at\": \"2020-08-03T03:41:49.259Z\",\n \"identifier\": null,\n \"updated_at\": \"2020-08-03T03:50:00.363Z\",\n \"currency_code\": \"USD\",\n \"reward_campaign_id\": 293,\n \"stored_value_campaign_id\": null\n }\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2021-03-03T05:44:30.184Z\",\n \"merchant_location\": null,\n \"name\": \"Test Marker\",\n \"redemption_date\": \"2021-03-09T09:44:15.642Z\",\n \"redemption_location\": null,\n \"redemption_type\": {\n \"type\": \"offline\",\n \"timer\": 0,\n \"call_to_action\": null\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 293,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [\n {\n \"id\": 46,\n \"description\": \"Random stuff\",\n \"parent\": null,\n \"title\": \"Random Stuff\"\n }\n ],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": null,\n \"favourite\": null,\n \"images\": [],\n \"is_giftable\": true,\n \"merchant_id\": 40,\n \"merchant_logo_url\": \"https://cdn.perxtech.io/merchant/account/photo_url/40/beer_and_tea-76290fc2-6404-408e-897d-1e30b6a08f48.png\",\n \"merchant_name\": \"Test Merchant\",\n \"merchant_properties\": {},\n \"merchant_website\": null,\n \"name\": \"Test Marker\",\n \"operating_hour\": null,\n \"redemption_url\": null,\n \"reward_price\": [\n {\n \"id\": 242,\n \"currency_code\": \"USD\",\n \"identifier\": null,\n \"loyalty_program_id\": null,\n \"points\": 0,\n \"price\": \"0.0\",\n \"reward_amount\": \"0.0\",\n \"reward_campaign_id\": 293,\n \"reward_currency\": \"USD\"\n }\n ],\n \"selling_from\": \"2020-08-03T03:40:49.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": 100,\n \"reward_limit_per_user_balance\": {\n \"available_amount\": 98,\n \"limit_error_klass\": null,\n \"limit_type\": \"account_lifetime\"\n },\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 82,\n \"reward_total_limit\": 100\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": true,\n \"valid_from\": \"2021-02-28T16:00:00.000Z\",\n \"valid_to\": \"2021-07-09T15:59:59Z\"\n },\n \"state\": \"redeemed\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2021-02-28T16:00:00.000Z\",\n \"valid_to\": \"2021-07-09T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2021-07-09T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n },\n {\n \"id\": 1592,\n \"custom_fields\": {\n \"reward_price\": {}\n },\n \"given_by\": null,\n \"given_date\": null,\n \"given_to\": null,\n \"issued_date\": \"2021-05-12T03:52:13.034Z\",\n \"merchant_location\": null,\n \"name\": \"Free Eye Checkup\",\n \"redemption_date\": \"2021-05-12T03:52:17.092Z\",\n \"redemption_location\": null,\n \"redemption_type\": {\n \"type\": \"offline\",\n \"timer\": 0,\n \"call_to_action\": null\n },\n \"reservation_expires_at\": null,\n \"reserved_expires_at\": null,\n \"reward\": {\n \"id\": 4,\n \"alt_merchant_name\": null,\n \"alt_merchant_text\": null,\n \"alt_merchant_website\": null,\n \"brands\": [],\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"ecommerce_only\": true,\n \"favourite\": null,\n \"images\": [\n {\n \"type\": \"header\",\n \"url\": \"https://cdn.perxtech.io/reward/item/images/4/download-1-1087f548-81e9-4618-87b2-a8fda97e6891.jpeg\"\n }\n ],\n \"is_giftable\": true,\n \"merchant_id\": 1,\n \"merchant_logo_url\": \"https://cdn.perxtech.io/merchant/account/photo_url/1/1613034476162-f6a3314b-b1f3-4ad1-a833-cd455d8fadac.jpeg\",\n \"merchant_name\": \"Vision Express\",\n \"merchant_properties\": {},\n \"merchant_website\": \"https://www.example.com\",\n \"name\": \"Free Eye Checkup\",\n \"operating_hour\": {\n \"closes_at\": \"13:30:59\",\n \"days\": [\n 3,\n 4,\n 5,\n 1,\n 0,\n 6\n ],\n \"formatted_offset\": \"+08:00\",\n \"opens_at\": \"02:30:00\"\n },\n \"redemption_url\": null,\n \"reward_price\": [],\n \"selling_from\": \"2019-11-19T04:46:59.000Z\",\n \"selling_to\": null,\n \"social_handlers\": {\n \"facebook\": null,\n \"twitter\": null\n },\n \"steps_to_redeem\": \"\",\n \"subtitle\": null,\n \"tags\": [],\n \"terms_and_conditions\": \"\",\n \"voucher_type\": \"code\",\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"eligible\": true,\n \"inventory\": {\n \"minutes_per_period\": null,\n \"minutes_per_user_per_period\": null,\n \"minutes_per_user_period\": null,\n \"per_user_period_start\": null,\n \"period_start\": null,\n \"reward_limit_per_period\": null,\n \"reward_limit_per_period_balance\": null,\n \"reward_limit_per_user\": null,\n \"reward_limit_per_user_balance\": null,\n \"reward_limit_per_user_per_period\": null,\n \"reward_limit_per_user_per_period_balance\": null,\n \"reward_limit_per_user_period_balance\": null,\n \"reward_total_balance\": 1471,\n \"reward_total_limit\": 1500\n },\n \"is_favorite\": false,\n \"loyalty\": [],\n \"operating_now\": false,\n \"valid_from\": \"2021-04-30T16:00:00.000Z\",\n \"valid_to\": \"2021-09-08T15:59:59Z\"\n },\n \"state\": \"redeemed\",\n \"user_account\": {\n \"identifier\": \"4384571-1583979239\"\n },\n \"valid_from\": \"2021-04-30T16:00:00.000Z\",\n \"valid_to\": \"2021-09-08T15:59:59.999Z\",\n \"voucher_code\": null,\n \"voucher_expires_at\": \"2021-09-08T15:59:59.999Z\",\n \"voucher_key\": null,\n \"voucher_type\": \"code\"\n }\n ],\n \"meta\": {\n \"count\": 2,\n \"size\": 10,\n \"page\": 1,\n \"total_pages\": 1,\n \"order\": null,\n \"type\": null\n }\n}"}],"_postman_id":"13fc2b5c-8bc9-4631-92c5-032b6eaa92fc"}],"id":"a3414726-eb49-4af9-9b9e-6ca4cf8ff1d3","description":"This section includes the following examples:
\nRetrieve a list of Stamp Campaigns with pagination to display 10 campaigns per page. Order for which Campaign objects are returned is based on the order of the Campaigns that have been defined on the Dashboard. Campaigns may be ordered accordingly by dragging and dropping each respective Campaign on the Dashboard.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","campaigns"],"host":["{{host}}"],"query":[{"key":"size","value":"10"},{"key":"campaign_type","value":"stamp"}],"variable":[]}},"response":[{"id":"3594276a-fa98-48c5-af05-9bd4c3532f30","name":"Stamp Campaigns with Pagination","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/campaigns?size=10&campaign_type=stamp","host":["{{host}}"],"path":["v4","campaigns"],"query":[{"key":"size","value":"10"},{"key":"campaign_type","value":"stamp"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Tue, 30 Aug 2022 15:01:15 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"3390f0f34c26c7faa7c900dc132cae19\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"e945ccba-a4ce-4332-84ec-fb445ab61791"},{"key":"x-runtime","value":"0.335272"},{"key":"x-envoy-upstream-service-time","value":"344"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 2706,\n \"active_at\": null,\n \"begins_at\": \"2022-03-29T04:40:10.660Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 1,\n \"first_result_id\": 223\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": \"Spend at least 10$ at participating merchants to win 3 month PURE YOGA membership
\",\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 3,\n \"teams\": {\n \"join_page\": {\n \"description\": \"Individuals can only be part of 1 team (whether created or joined)
\"\n },\n \"landing_page\": {\n \"image\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"424-4245571_challenge-friends-and-family-cartoon.png\",\n \"image_id\": 2718,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/2718/424-4245571_challenge-friends-and-family-cartoon-21d8128e-81e2-45b1-8ee4-2971937651ff.png\"\n }\n },\n \"team_complete\": {\n \"button_text\": \"See Your Stamp Cards\"\n },\n \"team_incomplete\": {\n \"button_text\": \"Create A Team\",\n \"button_text_secondary\": \"Join A Team\"\n },\n \"stamps_earn_message\": \"You can create or join 1 team.
\"\n },\n \"invite_message\": {\n \"code_blurb\": \"Use my team code:\",\n \"description\": \"Hi, please join my team to fill out stamp cards and get prizes together!\"\n }\n },\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": false,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [\n {\n \"type\": \"campaign_thumbnail\",\n \"url\": \"https://cdn.perxtech.io/campaign/photo_url/2706/images-bb05857e-31d4-4f4e-b40e-3c3a01d8792c.jpeg\"\n }\n ],\n \"name\": \"Friends and Family Challenge\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": 2,\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur.
Stamp Campaign Test
Stamp Campaign Test
Start Campaign Test
\",\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 2,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": \"Stamp Campaign Test II\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": \"Start Campaign Test
\"\n },\n {\n \"id\": 3040,\n \"active_at\": null,\n \"begins_at\": \"2022-08-16T02:34:24.602Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 2,\n \"first_result_id\": 492\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"teams\": {\n \"join_page\": {\n \"description\": \"Individuals can only be part of 1 team (whether created or joined)
\"\n },\n \"landing_page\": {\n \"image\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"mosburger.jpeg\",\n \"image_id\": 3070,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/3070/mosburger-3158789f-71a1-415a-9367-7d396ca1ef7e.jpeg\"\n }\n },\n \"team_complete\": {\n \"button_text\": \"See Your Stamp Cards\"\n },\n \"team_incomplete\": {\n \"button_text\": \"Create A Team\",\n \"button_text_secondary\": \"Join A Team\"\n },\n \"stamps_earn_message\": \"You can create or join 1 team.
\"\n },\n \"invite_message\": {\n \"code_blurb\": \"Use my team code:\",\n \"description\": \"Hi, please join my team to fill out stamp cards and get prizes together!\"\n }\n },\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"button_external_link\": null,\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": false,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": \"test team stamps\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": 2,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2805,\n \"active_at\": null,\n \"begins_at\": \"2022-06-01T15:09:54.221Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"campaign_landing_page\": {\n \"image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"landingpage_banner.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/quiz_card.png\"\n }\n },\n \"headline\": \"Headline\",\n \"body_text\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit. 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\"\n },\n \"invite_message\": {\n \"code_blurb\": \"Use my team code:\",\n \"description\": \"Hi, please join my team to fill out stamp cards and get prizes together!\"\n }\n },\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": false,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [\n {\n \"type\": \"campaign_thumbnail\",\n \"url\": \"https://cdn.perxtech.io/campaign/photo_url/2706/images-bb05857e-31d4-4f4e-b40e-3c3a01d8792c.jpeg\"\n }\n ],\n \"name\": \"Friends and Family Challenge\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": 2,\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur.
Stamp Campaign Test
Stamp Campaign Test
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\",\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 2,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": \"Stamp Campaign Test II\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": \"Start Campaign Test
\"\n },\n {\n \"id\": 3040,\n \"active_at\": null,\n \"begins_at\": \"2022-08-16T02:34:24.602Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 2,\n \"first_result_id\": 492\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"teams\": {\n \"join_page\": {\n \"description\": \"Individuals can only be part of 1 team (whether created or joined)
\"\n },\n \"landing_page\": {\n \"image\": {\n \"type\": \"image\",\n \"value\": {\n \"section\": \"\",\n \"filename\": \"mosburger.jpeg\",\n \"image_id\": 3070,\n \"image_url\": \"https://cdn.perxtech.io/model_image/source/3070/mosburger-3158789f-71a1-415a-9367-7d396ca1ef7e.jpeg\"\n }\n },\n \"team_complete\": {\n \"button_text\": \"See Your Stamp Cards\"\n },\n \"team_incomplete\": {\n \"button_text\": \"Create A Team\",\n \"button_text_secondary\": \"Join A Team\"\n },\n \"stamps_earn_message\": \"You can create or join 1 team.
\"\n },\n \"invite_message\": {\n \"code_blurb\": \"Use my team code:\",\n \"description\": \"Hi, please join my team to fill out stamp cards and get prizes together!\"\n }\n },\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"button_external_link\": null,\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": false,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": \"test team stamps\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": 2,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2805,\n \"active_at\": null,\n \"begins_at\": \"2022-06-01T15:09:54.221Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"campaign_landing_page\": {\n \"image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"landingpage_banner.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/quiz_card.png\"\n }\n },\n \"headline\": \"Headline\",\n \"body_text\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit. Quisque at dolor vitae sem faucibus congue. Donec nibh tortor, pellentesque a nisl vitae, volutpat feugiat nisl.\",\n \"sub_headline\": \"Sub headline\",\n \"cta_button_text\": \"Start Playing\",\n \"cta_button_colour\": \"#2665ee\",\n \"terms_and_conditions\": \"Lorem ipsum dolor sit amet, consectetur adipiscing elit. Nullam congue.\",\n \"cta_button_text_colour\": \"#ffffff\"\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": \"test\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2810,\n \"active_at\": null,\n \"begins_at\": \"2022-06-06T08:19:39.474Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": \"test\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2828,\n \"active_at\": null,\n \"begins_at\": \"2022-06-15T12:17:25.673Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"button_external_link\": \"https://www.google.com/\",\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": \"june 15\",\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2838,\n \"active_at\": null,\n \"begins_at\": \"2022-06-27T08:26:34.483Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": \"Start collecting stamps!\",\n \"description\": \"Enjoy your membership reward\"\n },\n \"description\": \"Enjoy your membership reward.\"\n },\n \"card_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/background_image.png\"\n }\n },\n \"button_text\": \"Start Collecting!\",\n \"thumbnail_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"thumbnail_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/thumbnail_image.png\"\n }\n },\n \"button_Bg_colour\": \"#fee800\",\n \"gift_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_active.png\"\n }\n },\n \"button_text_colour\": \"#000000\",\n \"stamp_active_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_active.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_active.png\"\n }\n },\n \"display_campaign_as\": \"stamp_card\",\n \"gift_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"gift_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/gift_inactive.png\"\n }\n },\n \"stamp_inactive_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"stamp_inactive.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/stamp_inactive.png\"\n }\n },\n \"card_background_image\": {\n \"type\": \"image\",\n \"value\": {\n \"filename\": \"card_background_image.png\",\n \"image_url\": \"https://cdn.perxtech.net/content/dashboard/stamp/card_background_image.png\"\n }\n }\n },\n \"distance\": {\n \"value\": null,\n \"unit_of_measure\": \"meter\"\n },\n \"ends_at\": null,\n \"enrolled\": true,\n \"favourite\": false,\n \"game_type\": null,\n \"images\": [],\n \"name\": null,\n \"operating_hour\": null,\n \"operating_now\": true,\n \"tags\": [],\n \"team_size\": null,\n \"terms_and_conditions\": null\n },\n {\n \"id\": 2857,\n \"active_at\": null,\n \"begins_at\": \"2022-07-04T07:39:47.719Z\",\n \"campaign_config\": {\n \"campaign_results\": {\n \"count\": 0,\n \"first_result_id\": null\n }\n },\n \"campaign_referral_type\": \"user\",\n \"campaign_type\": \"stamp\",\n \"category_tags\": [],\n \"custom_fields\": {},\n \"description\": null,\n \"display_properties\": {\n \"cols\": 2,\n \"rows\": 4,\n \"header\": {\n \"type\": \"text\",\n \"title\": \"Start collecting stamps!\",\n \"value\": {\n \"title\": 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\n","type":"text/plain"},"key":"pagination","value":"10"}],"variable":[]}},"response":[{"id":"56660869-a1b7-435c-bb74-022906993473","name":"Get a list of Catalogs with Pagination","originalRequest":{"method":"GET","header":[],"url":{"raw":"{{host}}/v4/catalogs?size=2&pagination=10","host":["{{host}}"],"path":["v4","catalogs"],"query":[{"key":"size","value":"2","type":"text"},{"key":"pagination","value":"10","type":"text"}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 29 Aug 2022 12:17:08 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"vary","value":"Accept, Origin"},{"key":"etag","value":"W/\"c809fc3597cbc4ea1c37c85239a0c17e\""},{"key":"cache-control","value":"max-age=0, private, must-revalidate"},{"key":"x-request-id","value":"1b8a035e-ac9e-4e58-ab07-2deacbfe3256"},{"key":"x-runtime","value":"0.155263"},{"key":"x-envoy-upstream-service-time","value":"160"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": [\n {\n \"id\": 137,\n \"name\": \"Catalog Items Test\",\n \"description\": null,\n \"terms_and_conditions\": \"\",\n \"partner\": null,\n \"begins_at\": \"2020-06-29T04:12:41.000Z\",\n \"ends_at\": null,\n \"ordering\": 39,\n \"images\": [],\n \"favourite\": false,\n \"catalog_results\": {\n \"count\": 11,\n \"first_result_id\": 609\n },\n \"custom_fields\": {},\n \"category_tags\": [],\n \"updated_at\": \"2022-04-01T08:16:20.226Z\",\n \"tags\": [\n {\n \"id\": 74,\n \"name\": \"john\",\n \"description\": \"testing label\"\n }\n ]\n },\n {\n \"id\": 684,\n \"name\": \"test\",\n \"description\": null,\n \"terms_and_conditions\": null,\n \"partner\": null,\n \"begins_at\": \"2022-03-16T02:55:14.858Z\",\n \"ends_at\": null,\n \"ordering\": 40,\n \"images\": [],\n \"favourite\": false,\n \"catalog_results\": {\n \"count\": 0,\n \"first_result_id\": null\n },\n \"custom_fields\": {},\n \"category_tags\": [],\n \"updated_at\": \"2022-03-17T06:54:59.611Z\",\n \"tags\": []\n }\n ],\n \"meta\": {\n \"size\": 2,\n \"page\": 1,\n \"current_page\": 1,\n \"per_page\": 2,\n \"prev_page\": null,\n \"next_page\": 2,\n \"total_count\": 6,\n \"count\": 6,\n \"total_pages\": 3\n }\n}"}],"_postman_id":"4df11f99-661d-4489-ab73-d83b57638dbd"},{"name":"Catalogs with specified tag","id":"923b57ba-b00f-44ab-a38f-0efea33df3b9","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/catalogs?tags=john","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","catalogs"],"host":["{{host}}"],"query":[{"description":{"content":"Returns all Catalogs that have been tagged with the associated value
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\nThis section contains examples grouped by following areas:
\n\n","_postman_id":"ec736597-9a60-4f1b-a023-2c8fbeffbc7d","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Customised APIs","item":[{"name":"Customers","item":[{"name":"Create a user","id":"87b1a1a7-8291-45bd-b06a-d6153422d157","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[{"key":"Content-Type","name":"Content-Type","value":"application/json","type":"text"}],"body":{"mode":"raw","raw":"{\n \"identifier\": \"2199805806714\",\n \"joined_at\": \"2018-09-08T10:46:02.669Z\",\n \"properties\": {\n \t\"alternate_id\": \"user_alternate_identifier\"\n },\n \"personal_properties\": {\n \t\"gender\": \"f\",\n \t\"profile_property_key\": \"profile_property_value\"\n },\n \"state\": \"active\"\n}","options":{"raw":{"language":"json"}}},"url":"{{host}}/v4/pos/user_accounts","description":"This API is used to create a new User in Perx. Perx minimally requires a unique identifier to create and manage a User account. However, additional attributes (defined under personal_properties) may be included. These attributes may be further used in the Dashboard to create custom audience segments for reward and campaign targeting.
This API is used to update existing attributes of a User Perx.
\n\n\nNOTE: Any previous attributes and their respective values must be included in the body of the request as the method is using PUT (as opposed to PATCH), making a full update to the User data.
\n
This API allows you to manage the creation and update of User accounts and attributes within Perx. It also enables you to display the core User information on the frontend website or mobile application.
\nUser Accounts may only be set in an active or inactive state. User Accounts cannot be removed or deleted.
\nUser identifiers used should not contain any Personally Identifiable Information (PII), such as mobile numbers or email addresses. If you use such data as identifiers, you should anonymize them and keep a translation table mapping the Perx identifier back to the identifier used in your application.
\n\n\n","auth":{"type":"bearer","bearer":{"token":"{{pos_access_token}}"},"isInherited":false},"event":[{"listen":"prerequest","script":{"id":"97b3612d-50dc-4272-be66-ddb636b78a5d","type":"text/javascript","exec":[""]}},{"listen":"test","script":{"id":"a53a4f56-d093-482a-9c84-676777a8cc6f","type":"text/javascript","exec":[""]}}],"_postman_id":"7c81891f-5207-4c2b-b927-e5e8a44ab772"},{"name":"In-app notifications","item":[{"name":"Create a transaction","id":"ecc999e8-0f08-4bde-bdbc-33a2ae83d575","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"auth":{"type":"bearer","bearer":{"token":"{{pos_access_token}}"},"isInherited":false},"method":"POST","header":[],"url":"{{host}}/v4/pos/transactions","description":"IMPORTANT: You must use Application Authentication to authenticate these API requests.
\n
This API is used to create a transaction in Perx. Perx minimally requires a User identifier to create a transaction associated with the User. The data of the transaction itself may contain a number of optional attributes and key or value pairs for properties, depending on the rules and conditions that have been set up on the Platform.
\n\n\nIMPORTANT: You must authenticate the application to use this API.
\n
For information on parameters, refer to the default out of the box PERX CORE USER API documentation.
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\n\n\nIMPORTANT: You must authenticate the application to use this API.
\n
For information on parameters, refer to the default out of the box PERX CORE USER API documentation.
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\nThe Coins Earned notifications due to Loyalty Earn rule can include:
\nE.g. You have successfully earned {coin} VIZ coins from order no. {xxxxx} into your wallet.
\nThe Coins Earned notifications due to a rule in Rule Builder can include:
\nE.g. You have successfully earned {coin} VIZ coins from spending at {storeid} into your wallet.
\nThe Coins Earned notifications due to outcome configured in a Campaign can include:
\nE.g. You have earned extra {coin} VIZ Coins from {Campaign name} campaign during {Transaction Date}.
\nThe Coins Burned notifications due to Invoice API can include:
\nE.g. You have successfully burned {coin} VIZ coins at {storeid}.
\nThe Coins Burned notifications due to reward exchange can include:
\nE.g. You have successfully burned {coin} VIZ coins for exchanging for the reward {Reward name}.
\nThe Coins Burned notifications due to Loyalty burn rule can include:
\nThis API is used to retrieve the details of the specified Stamp Campaign in the system, and lists all the stamp cards (where applicable) pertaining to the User.
\nThe Stamps API allows you to retrieve and display the specifics of a Stamp Campaign that have been set up on the Dashboard. You may choose to use Perx’s stamp page templates to display the campaign, or use the Stamps API to present your own interface within a website or mobile app.
\nBefore making any requests to the Stamps endpoint, ensure that you have set up some Stamp Campaigns on the Dashboard to receive a meaningful response.
\n","_postman_id":"a9487c9b-bc47-4c2f-919f-ceb9c5663142","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Issue game tries","id":"564b9de2-f6fc-400a-8ca2-e119d2d08d33","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"auth":{"type":"bearer","bearer":{"token":"{{pos_access_token}}"},"isInherited":false},"method":"POST","header":[],"url":"{{host}}/v4/pos/campaigns/:id/issue_game_try","description":"This API is used to issue game tries for a game configured on the Perx Platform.
\n\n\nIMPORTANT: You must authenticate the application to use this API.
\n
For information on parameters, refer to the default out of the box PERX CORE USER API documentation.
\n","urlObject":{"path":["v4","pos","campaigns",":id","issue_game_try"],"host":["{{host}}"],"query":[],"variable":[{"id":"db55e462-0814-4b91-9bd8-592e51d781b5","description":{"content":"Campaign ID
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\nBefore making any requests to the Campaigns endpoint, ensure that you have set up some Campaigns on the Dashboard to receive a meaningful response.
\n","_postman_id":"32f26f92-2f70-4829-a191-a26c26940b2d","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Get Rewards by CIF","item":[{"name":"Rewards_by_CIF","id":"c2a83151-51dd-4340-a157-1066758d851d","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/loyalty/:id","description":"Get Rewards by CIF
\nCIF is the Unique number by which the customer is identified in the Client system. For the given CIF there is a corresponding Client Rewards card number. Get Rewards API essentially brings in the points for the given CIF number.
\n\n\nAttributes
\n
M - Mandatory
\nO - Optional
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\nThe API should have the ability to take card number as the input and provide the necessary balance of the points on that particular card.
\n\n\nAttributes
\n
M - Mandatory
\nO - Optional
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","loyalty",":id"],"host":["{{host}}"],"query":[],"variable":[{"type":"any","value":null,"key":"id"}]}},"response":[{"id":"bc1b7c19-e1c1-4717-a5e5-5d10b8722f44","name":"Account_balance_Inquiry","originalRequest":{"method":"GET","header":[{"key":"alternate_id","value":"","type":"text","disabled":true}],"url":{"raw":"{{host}}/v4/loyalty/:id","host":["{{host}}"],"path":["v4","loyalty",":id"],"variable":[{"key":"id","value":null}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 05 Dec 2022 10:17:17 GMT"},{"key":"Content-Type","name":"Content-Type","value":"application/json","description":"","type":"text"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"cache-control","value":"no-store"},{"key":"pragma","value":"no-cache"},{"key":"www-authenticate","value":"Bearer realm=\"Perx Technologies\", error=\"invalid_token\", error_description=\"The access token expired\""},{"key":"x-request-id","value":"f1bdd69d-7bb6-4a99-8381-3aa43278e204"},{"key":"x-runtime","value":"0.031114"},{"key":"vary","value":"Origin"},{"key":"x-envoy-upstream-service-time","value":"36"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"user\": {\n \"personal_properties\": {\n \"CIF_Number\": \"xxx\",\n \"Client_Rewards_Card_Number\": \"xxx\",\n \"Card_Status\": \"active\",\n \"Nickname\": \"xxx\",\n \"Currency\": \"sgd\"\n }\n },\n \"id\": 1,\n \"points_balance_converted_to_currency\": 0,\n \"name\": \"Client Post-paid Loyalty\",\n \"points_to_currency_rate\": 1,\n \"description\": \"Client loyalty programj\",\n \"current_membership_tier_id\": 1,\n \"begins_at\": \"2019-09-20T14:03:16.112Z\",\n \"current_membership_tier_name\": \"Green\",\n \"review\": {\n \"review_start\": \"2019-06-01T00:00:00.000Z\",\n \"review_end\": \"2119-11-30T23:59:59.000Z\"\n },\n \"membership_number\": \"1-4685243\",\n \"tiers\": [\n {\n \"id\": 1,\n \"attained\": true,\n \"custom_fields\": null,\n \"images\": [],\n \"multiplier_point\": null,\n \"multiplier_points_to_currency_rate\": null,\n \"name\": \"Green\",\n \"points_difference\": 0,\n \"points_difference_converted_to_currency\": 0,\n \"points_requirement\": 0,\n \"tags\": []\n },\n {\n \"id\": 2,\n \"attained\": false,\n \"custom_fields\": null,\n \"images\": [],\n \"multiplier_point\": null,\n \"multiplier_points_to_currency_rate\": null,\n \"name\": \"Gold\",\n \"points_difference\": 500,\n \"points_difference_converted_to_currency\": 500,\n \"points_requirement\": 500,\n \"tags\": []\n },\n {\n \"id\": 3,\n \"attained\": false,\n \"custom_fields\": null,\n \"images\": [],\n \"multiplier_point\": null,\n \"multiplier_points_to_currency_rate\": null,\n \"name\": \"Platinum\",\n \"points_difference\": 2000,\n \"points_difference_converted_to_currency\": 2000,\n \"points_requirement\": 2000,\n \"tags\": []\n }\n ],\n \"points_balances\": [],\n \"ends_at\": null,\n \"points_currency\": \"SGD\",\n \"settings\": {\n \"promotion_jump_tier\": true,\n \"promotion_ignore_review_cycle\": true,\n \"demotion_jump_tier\": true,\n \"demotion_ignore_review_cycle\": true\n },\n \"points_balance\": 0,\n \"redemption_in_progress_points\": 0,\n \"tier_points\": 0,\n \"aging_points\": [\n {\n \"expiring_on_date\": null,\n \"points_expiring\": null\n }\n ],\n \"custom_fields\": {},\n \"favourite\": false,\n \"membership_expiry\": null,\n \"membership_state\": \"active\",\n \"images\": [],\n \"ordering\": 2\n },\n \"meta\": {\n \"count\": 1\n }\n}"}],"_postman_id":"4d67ec35-0e72-4e2f-bfe5-48fc3f4b5c91"}],"id":"de56d03f-003d-4b12-a161-2efea56c99bf","_postman_id":"de56d03f-003d-4b12-a161-2efea56c99bf","description":"","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"Transactions (Debit Sale)","item":[{"name":"Transactions (Debit Sale)","id":"af7cd364-62c4-423c-bc57-f96b608f62d8","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/loyalty/:id/transactions","description":"QR Transactions (Debit Sale)
\nAll the transaction performed on the Client Rewards card should be available for the API call. The details also includes the transactions that are performed at each Merchant (ID) and the terminal (ID).
\n\n\nAttributes
\n
M - Mandatory
\nO - Optional
\nRESPONSE:
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\nAll the transaction performed on the Client Rewards card should be available for the API call. The details also includes the transactions that are performed at each Merchant (ID) and the terminal (ID).
\n\n\nAttributes
\n
M - Mandatory
\nO - Optional
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\nThis API helps to update the points in case of any reversals. Perx generates Merchant Settlement File for point redemption transactions (Debit Sale) by POS terminal, Client Pay, and other channels.
\n\n\nAttributes
\n
M - Mandatory
\nO - Optional
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","custom","bdo","loyalty_transactions",":id"],"host":["{{host}}"],"query":[],"variable":[{"type":"any","value":null,"key":"id"}]}},"response":[{"id":"8a7052ab-4d63-4878-b598-88032eb107fb","name":"Technical_Reversal","originalRequest":{"method":"DELETE","header":[],"url":{"raw":"{{host}}/v4/custom/bdo/loyalty_transactions/:id","host":["{{host}}"],"path":["v4","custom","bdo","loyalty_transactions",":id"],"variable":[{"key":"id","value":null}]}},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Mon, 05 Dec 2022 10:32:56 GMT"},{"key":"Content-Type","name":"Content-Type","value":"application/json","description":"","type":"text"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; mode=block"},{"key":"x-content-type-options","value":"nosniff"},{"key":"x-download-options","value":"noopen"},{"key":"x-permitted-cross-domain-policies","value":"none"},{"key":"referrer-policy","value":"strict-origin-when-cross-origin"},{"key":"cache-control","value":"no-store"},{"key":"pragma","value":"no-cache"},{"key":"www-authenticate","value":"Bearer realm=\"Perx Technologies\", error=\"invalid_token\", error_description=\"The access token expired\""},{"key":"x-request-id","value":"c84138c0-7abf-4c01-8201-5adfe0a18dde"},{"key":"x-runtime","value":"0.020032"},{"key":"vary","value":"Origin"},{"key":"x-envoy-upstream-service-time","value":"25"},{"key":"server","value":"istio-envoy"}],"cookie":[],"responseTime":null,"body":"{\n \"data\": {\n \"audit_number\": 123456,\n \"deleted_at\": \"2022-11-22T01:02:39.281Z\",\n \"merchant_id\": null,\n \"response_code\": \"00\",\n \"terminal_id\": \"test_merchant_location\"\n },\n \"meta\": {}\n}"}],"_postman_id":"ddb1eaef-ce14-48f8-9a29-b5393e9b874b"}],"id":"e13334a1-b1d6-483b-81e5-702d8be35f51","_postman_id":"e13334a1-b1d6-483b-81e5-702d8be35f51","description":"","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}}},{"name":"View All Transactions","item":[{"name":"View_All_Transactions","id":"841cd169-851a-4e40-ae31-79e35e655ead","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"GET","header":[],"url":"{{host}}/v4/loyalty/1/transactions","description":"View All Transactions
\nThis API should fetch all the transaction history with Client Rewards as mode of payment
\nNote: Reach out to your Customer Success Manager to ensure a feature flag is enabled for /v4/customers for your tenant
\nThis API will allow you to get a list of your customers.
\n","auth":{"type":"bearer","bearer":{"token":"{{user_token}}"},"isInherited":true,"source":{"_postman_id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","id":"39c75360-b796-4bfc-85fd-0068ebc8b7f8","name":"Perx Core User API's (Public)","type":"collection"}},"urlObject":{"path":["v4","customers"],"host":["{{host}}"],"query":[],"variable":[]}},"response":[{"id":"4c492c17-7f8e-4dec-a4e2-1e8bad8926d9","name":"Get a list of Customers","originalRequest":{"method":"GET","header":[],"url":"{{host}}/v4/customers"},"status":"OK","code":200,"_postman_previewlanguage":"json","header":[{"key":"Date","value":"Thu, 08 Dec 2022 03:56:13 GMT"},{"key":"Content-Type","value":"application/json; charset=utf-8"},{"key":"Transfer-Encoding","value":"chunked"},{"key":"Connection","value":"keep-alive"},{"key":"x-frame-options","value":"SAMEORIGIN"},{"key":"x-xss-protection","value":"1; 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\nBefore making any requests to the Vouchers endpoint, ensure that you have set up some Rewards on the Dashboard and have the Rewards issued to your User to receive a meaningful response.
\nGet a list of Vouchers with Pagination, sorted by those expiring earliest to latest
\nRetrieve a list of Vouchers issued to a User, with pagination to display 10 rewards per page, sorted from Vouchers that are due to expire earliest to latest.
\nGet a list of all Redeemed and Expired Vouchers
Retrieve a list of Vouchers that have been redeemed or expired.
For information on errors, refer to the Errors section.
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