3/1/2026 9:33:35 AM - Message: New survey response : e8b7b626-f43a-4c58-8d0f-2f2e2f4c8db5, SurveyTitle: DIG/28-2-2026/10:55:30 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Stokvel Media Hub pty ltd 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{ "latitude": -26.296108482280349, "longitude": 28.156098109597636 } 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Build 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Stokvel Talk podcast 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:01 February-28 February 2026 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:280000 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Stokvel Talk is building on online presence using the podcast in order to attract young audience. 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:We have made a significant stride but growing our online presence. We recently opened Stokvel Talk podcast and also pushing the Stokvel Talk facebook page. We also created a youtube for Stokvel Talk. We also managed to host a community engagement on the 21 February in Vosloorus. 3/1/2026 9:33:35 AM - Message: ResponseValue(0/2) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstaffperorganisationwhocompletedtrainingaspartoftheirgrantactivities 3/1/2026 9:33:35 AM - Message: ResponseValue(1/2) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 9:33:35 AM - Message: ResponseValue(0/4) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 9:33:35 AM - Message: ResponseValue(1/4) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 9:33:35 AM - Message: ResponseValue(2/4) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeinwebtrafficandsocialmediaengagementincomparisontobaseline 3/1/2026 9:33:35 AM - Message: ResponseValue(3/4) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeinfollowerssubscribersandactiveaudienceinteractions 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Target: (Build - # of staff ), Value:01 Podcaster 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Actual: (Build - # of staff ), Value:01 Podcaster 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Detail training completed as part of grant activities:, Value:Podcaster managed to do his first community engagement on the 21 February. 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Comments:, Value:The Podcaster is doing very well as we start our project. 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Target: (Build - # of social media platforms), Value:Tik Tok, Facebook, Youtube 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Actual: (Build - # of social media platforms), Value:Tik Tok , Fcebook , Youtube 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Comments:, Value:We are pushing agresively to build the above media platforms. 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Target: (Build - # of stories and news), Value:1 Coomunity engagement meeting for the next 4 months 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Actual: (Build - # of stories and news), Value:We hosted our first community engagement and issues collected are published in our social media platforms 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Comments:, Value:What we cover during our community engagement programs we publish on our social media plaforms like tik tok, facebook and youtube 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Target: (Build - % change in digital content), Value:Weekly content 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Actual: (Build - % change in digital content), Value:We are publishing weekly on our website, facebook , tik tok and youtube 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Comments:, Value:We have increased the flow of news coverage. now publishing more often 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Target: (Build - % change in web traffic and social media), Value:Facebook 4000 followers, Tik Tok 5000 followers 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Actual: (Build - % change in web traffic and social media), Value:Facebook 2900 followers, Tik Tok 3000 followers 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Comments:, Value:Tik Tok is growing rapidly with regards to followers. We are also pushing hard to grow Stokvel Talk facebook page 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Target: (Build - % change in followers, subscribers, and active audience interactions), Value:facebook we received 200 news followers in February, While Tik Tok we received over 2000 new followersy 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Actual: (Build - % change in followers, subscribers, and active audience interactions), Value:200 new facebook followers, 2000 tik tok new followers 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Comments:, Value:Tik Tok is growing rapidly with over 2000 new followers. 3/1/2026 9:33:35 AM - Message: ResponseValue(0/1) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:Gauteng 3/1/2026 9:33:35 AM - Message: ResponseValue(0/1) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Periurban 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Comments:, Value:Most of the follwers are from townships and an some rural areas. 3/1/2026 9:33:35 AM - Message: ResponseValue(0/3) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 9:33:35 AM - Message: ResponseValue(1/3) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiZulu 3/1/2026 9:33:35 AM - Message: ResponseValue(2/3) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Xitsonga 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:6 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total people reached by content this month (English):, Value:500 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (isiZulu):, Value:4 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total people reached by content this month (isiZulu):, Value:250 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (xiTsonga):, Value:1 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total people reached by content this month (xiTsonga):, Value:200 3/1/2026 9:33:35 AM - Message: ResponseValue(0/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 9:33:35 AM - Message: ResponseValue(1/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 9:33:35 AM - Message: ResponseValue(2/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:AudioPodcast 3/1/2026 9:33:35 AM - Message: ResponseValue(3/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:VideoYouTube 3/1/2026 9:33:35 AM - Message: ResponseValue(4/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Other 3/1/2026 9:33:35 AM - Message: ResponseValue(0/4) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Males 3/1/2026 9:33:35 AM - Message: ResponseValue(1/4) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Females 3/1/2026 9:33:35 AM - Message: ResponseValue(2/4) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Youth 3/1/2026 9:33:35 AM - Message: ResponseValue(3/4) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Adults 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total males reached (Web/Application Reach):, Value:67 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total females reached (Web/Application Reach):, Value:416 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total youth reached (Web/Application Reach):, Value:130 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total adults reached (Web/Application Reach):, Value:130 3/1/2026 9:33:35 AM - Message: ResponseValue(0/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Males 3/1/2026 9:33:35 AM - Message: ResponseValue(1/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Females 3/1/2026 9:33:35 AM - Message: ResponseValue(2/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Youth 3/1/2026 9:33:35 AM - Message: ResponseValue(3/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Adults 3/1/2026 9:33:35 AM - Message: ResponseValue(4/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Elderly 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:280000 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:178000 3/1/2026 9:33:35 AM - Message: ResponseValue(0/3) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 9:33:35 AM - Message: ResponseValue(1/3) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 9:33:35 AM - Message: ResponseValue(2/3) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Supplies 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Budget:, Value:5000 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:5000 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Notes:, Value:The money was used to pay stipend for podcaster. 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Budget:, Value:20000 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:20000 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Notes:, Value:We bought a camera. 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Budget:, Value:500 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:509 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Notes:, Value:we paid for stats report. 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Budget:, Value:25500 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:25509 3/1/2026 9:33:35 AM - Message: ResponseValue(0/1) to add :- questionText:9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report), Value:FinancialReports 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Eric Phiri 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Publisher 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:10.3 Contact Number:, Value:0847390142 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:eric@stokveltalk.co.za 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:10.5 Signature:, Value: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 3/1/2026 9:33:35 AM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-28 3/1/2026 9:33:35 AM - Message: Response Documents : True 3/1/2026 4:32:24 PM - Message: update survey response : 5a342c69-da3f-4753-a0cf-d5e670f8018a, SurveyTitle: DIG/28-2-2026/2:49:38 3/1/2026 4:32:24 PM - Message: ResponseValues to delete : [{"ID":"0d38c4fb-8b27-44fc-82ec-02f7c6e005f9","Value":"SocialMedia","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"fa3dcd94-1c95-48d8-a355-056c0461e0b8","Value":"326000","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fde0ae89-d987-4782-9086-9324f00afa32","QuestionText":"1.6 Total value of grant funding (As stipulated in the funding agreement):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"38842719-8b39-4363-a370-06393d4ca4a4","Value":"Rural","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"53113d51-6a3e-4f8c-b94f-06c7ebbf0f9b","Value":"76055","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6095e0b1-54a9-4429-99ff-ca1787ab2464","QuestionText":"Total people reached across the Province for the reporting month:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"653c0208-cb9c-4b11-837a-0e3f3c2aa63a","Value":"0397272066","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","QuestionText":"10.3 Contact Number:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"801b4224-f4bc-4626-ba57-193ba60c0a13","Value":"Females","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"978b07ed-4bff-479f-af2d-598971ef8e78","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"aa8add5b-76f1-497f-8678-1e626b441f03","Value":"30612","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6c891ed7-6af5-4da0-9c06-2fb4ba1eb218","QuestionText":"Total people reached across the Province for the reporting month:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"0b77c1ca-ca58-45ef-9864-1e68eff52cb3","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"28e6fd27-7082-4868-aa9a-33ae4ac7eceb","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"a8370aca-bdf4-4bc2-a154-24fa58d8126c","Value":"326000","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","QuestionText":"8.1 Total Grant Amount:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"2f319640-2c7a-4d9b-a2c8-269211cbe42a","Value":"English","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"9f2fdc2d-0e6e-4768-8e11-2853a85cbe5b","Value":"Elderly","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"978b07ed-4bff-479f-af2d-598971ef8e78","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"641d0368-fa8c-40b6-9d6a-291f87f8fb8c","Value":"Personnel","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"d2b48187-3ac5-4bbd-bbbb-2b95ffc2bf7b","Value":"New staff salary ","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9beffe76-ee69-457b-be37-89851f81406a","QuestionText":"Notes:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"80c4dd3a-e149-4e09-bcd7-2d03ffbc6c19","Value":"KwaZulu-Natal","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"9a65beda-c4f8-4193-a643-2e3054a78f51","Value":"Build","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"3fe4850b-c8f2-4c21-85ad-325018b39329","Value":"Adults","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"978b07ed-4bff-479f-af2d-598971ef8e78","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"90c7132f-97e3-4b48-81ab-3391ff38a44f","Value":"6","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1a1747f7-2a07-47d1-97bb-1d07f3140d9c","QuestionText":"Target: (Build - # of social media platforms)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"c365d932-ea9b-4373-ad99-375db18a738e","Value":"292785","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"adf63f6e-fa52-4168-8abe-4e9f64d34fb1","QuestionText":"Total audiences reached across South Africa for the reporting month:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"019f4b9b-84d8-42e5-bc68-3a9a5e0d8426","Value":"Telephone, Insurance, Antivirus, Sponsored content, Internet","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"30afd8cb-6513-48e1-8e98-fea4587c74a1","QuestionText":"Notes:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"0dccb565-2dc4-4ae5-9cb2-3ed6ff971162","Value":"233800","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"9416cb70-c83c-4220-801c-406ccfc970e9","Value":"150","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3ae6dbe1-bbcf-4735-8361-956bdfdfa3c7","QuestionText":"Actual: (Build - % change in followers, subscribers, and active audience interactions)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"df8c58d7-0aed-4354-b8c3-41a46f853d45","Value":"Periurban","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"9ff75bee-02d5-4ea3-9524-45e7f1b4013b","Value":"For February 2026:\nInstagram - 493% increase in accounts reached, 211% increase in content interactions, 511% increase in followers.\nFacebook - 134% increase in views, 511% increase in follows, 211% increase in content interactions.\nTiktok increase in 151% followers.","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"40a3200f-60bb-41c3-b8b4-463811390bf2","QuestionText":"Comments:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"fa8bc352-4792-413d-9982-49ec6dd2db2f","Value":"100","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d39eb500-32f4-4c74-8e06-407c32be6898","QuestionText":"Actual: (Build - % change in web traffic and social media)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"4400f5d4-db56-4a83-8cfc-4f7b514cc0a4","Value":"Urban","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"f2750cde-d5cb-4283-9d91-5022a6bc597b","Value":"50 news articles were published during the month on each platform. So far 80 stories published this year. (Target - 100 stories in a year). ","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ff45a213-cc19-434a-b37d-9ddc099df96a","QuestionText":"Comments:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"66aaf1bf-7577-4ced-83f8-509616a2f02a","Value":"Muhammad Luqman Jamal","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"d06923e5-dd4b-43e2-aca0-533d3957080d","Value":"The interventions to be implemented by this grant are as follows:\nLaunch a mobile-optimised website for The Kokstad Advertiser by March 2026.\nTrain all editorial and production staff (6 people) in digital publishing, SEO, and analytics.\nPublish a minimum of 100 digital news stories during the project year.\nCreate and distribute a weekly newsletter and integrate a WhatsApp community channel.\nIntroduce an online advertising and classifieds section by June 2026.","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","QuestionText":"2.1 Please provide a short summary of the interventions being implemented under this grant:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"3e3747d9-389e-4294-8961-53e1773814ea","Value":"20338","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"1b7aa99e-a622-428d-bb5e-5cb2341b23ee","Value":"1 -28 February 2026","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","QuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"8fa5af7d-92b1-4e6f-941c-5f00d5f38f6f","Value":"6","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1c912e64-d807-4ec3-a885-d7c8e85a96bc","QuestionText":"Actual: (Build - # of social media platforms)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"7c860615-4c87-4364-8eb7-6475b8a1c5ab","Value":"Journalist computer","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abc0b81f-b7c6-4a1f-8ac6-bc216dc2ac36","QuestionText":"Notes:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"7760b10c-72de-4505-89ba-656e31e8dba3","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"4c435782-49f4-407e-bd46-6b149ffef1f8","Value":"45000","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"478d11a2-977e-4617-bb7c-81fb103266f1","QuestionText":"Total Budget:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"793563b1-d88c-4aee-bcaf-6b52dfe77273","Value":"92979","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e67eaef1-9bf0-4a00-860d-cd77c3a467ab","QuestionText":"Total youth reached (Social Media):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"cd7d0c33-023b-481b-94da-6c781b0d9fef","Value":"6538","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06668f5e-b1ef-4c34-aaf1-fda5656b8725","QuestionText":"Total Expenditure:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"aa6ec21d-0692-482b-bc26-6e854e6135db","Value":"{\r\n \"latitude\": -30.55821,\r\n \"longitude\": 29.42567\r\n}","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","QuestionText":"1.2 Location (GPS Coordinates):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"4e3eb243-57b7-4efb-9c5a-7406e546b89b","Value":"132403","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"57c27bda-0b54-4332-a38d-c5789c88f959","QuestionText":"Total adults reached (Social Media):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"4ba7c539-7e1d-4029-80c8-751b59d596f6","Value":"WesternCape","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"7c35cc6e-fd5f-425b-a787-7de959aa0780","Value":"From no content being produced digitally, we have been publishing content almost daily meeting the weekly target as done in January 2026. ","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"8203c77c-fd35-45d8-902d-cb98f7d1170e","QuestionText":"Comments:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"2148372e-96a1-4dab-ae42-86f10ffad295","Value":"EG Printers CC t/a Kokstad Advertiser","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"43aa2ab5-a5bd-40b1-9511-8802d95bce8e","Value":"Followers","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"978b07ed-4bff-479f-af2d-598971ef8e78","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"f67390ce-e7cd-411e-93f0-8a4de89295c0","Value":"Youth","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"978b07ed-4bff-479f-af2d-598971ef8e78","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"aeb360c5-9117-493d-8896-8c1700078f61","Value":"70000","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"375f9ff9-1dc4-47c4-b76b-d268d252142f","QuestionText":"Total Budget:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"8705e1f7-e73a-4bab-b995-8df2220f6529","Value":"Uniqueusers","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"39128a6d-5524-4b44-bc37-b93affcb1969","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"723ee7a1-6a6d-44d4-9c9e-91e2d223de3a","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6b5b6e35-d955-40ec-8f62-5ee70b43e778","QuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"0cb2e716-4ba0-42f1-ae3e-923f6a6187b4","Value":"24821","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"eafeee9f-78ff-4890-881d-12710dafe6c5","QuestionText":"Total followers reached (Social Media):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"ce14a6d5-9635-4ae4-8438-9832df81d2b9","Value":"9","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0234361a-b7e0-41eb-9bd7-109e24878343","QuestionText":"Target: (Build - # of stories and news)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"f685df97-d5a4-4850-9983-9b583b4f36a4","Value":"Teenagers","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"978b07ed-4bff-479f-af2d-598971ef8e78","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"e42a7598-82ae-467a-baa1-9d2df3065348","Value":"150","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fa90bfaf-cbbd-4e39-92f0-2a63fa796023","QuestionText":"Target: (Build - % change in followers, subscribers, and active audience interactions)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"c6795169-b219-481e-bc8b-9d7c550fc1fa","Value":"319475","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6c043e0d-d3e7-4719-91f3-7a83ad775375","QuestionText":"3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"e470985c-6514-40d8-bd86-a201d31f0fac","Value":"319475","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d47b1283-83ea-4f8a-a0fc-0662413a255b","QuestionText":"Total people reached by content this month (English):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"8d396056-dacf-4dd1-aea3-a8f157e98d1c","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"28e6fd27-7082-4868-aa9a-33ae4ac7eceb","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"13e4b570-109c-4c28-81e2-b2442e8e1bca","Value":"Web traffic is up by 100% (no web traffic before)\nFor February 2026:\nFacebook engagement is up by 90%\nInstagram engagement is up by 211%\nTikTok engagement is up - 331.5% increase in likes, 188.3% increase in comments and 170.1% increase in shares.","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d8f1eab-8158-4086-8398-239a20852f6b","QuestionText":"Comments:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"b63cee83-422a-4c6a-9580-b5328240ef56","Value":"Percentagechangeinfollowerssubscribersandactiveaudienceinteractions","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"28e6fd27-7082-4868-aa9a-33ae4ac7eceb","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"e45e8257-0fd8-4a76-a503-b6b6719f9a96","Value":"8650","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bd726557-32ff-46ad-b5b9-b99d811b5eed","QuestionText":"Total Expenditure:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"63878f11-18bf-475f-aa1d-b925ebce80de","Value":"169229","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0762a8c4-6983-4e1d-90b1-b584d0edd2d5","QuestionText":"Total females reached (Social Media):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"96b80719-d6e3-444c-9ee6-b95c885d5090","Value":"20352","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"37c75538-dbc7-493f-961d-ebcac81203aa","QuestionText":"Total teenagers reached (Social Media):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"5f23ad30-ceed-43d1-b7b7-b9ea260f725c","Value":"50","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"82107536-e5d7-4fd5-8874-c1dc2abf437a","QuestionText":"Actual: (Build - # of stories and news)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"1784747b-5d1e-43b2-9934-bc33d127f42d","Value":"100","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"31fe0a81-e531-467f-ac45-4b4f0f0202f9","QuestionText":"Target: (Build - % change in weekly posts/content)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"3b953426-056a-4733-8643-be5aa564986e","Value":"2026-03-01","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"39cd8a39-822d-4d5a-918e-bf3190e60e70","Value":"Equipment","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"9bc07c78-2499-4888-bf74-c1d031478b4e","Value":"Males","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"978b07ed-4bff-479f-af2d-598971ef8e78","QuestionText":"During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"b2f95bfe-04e8-4389-ba38-c304c032cb92","Value":"Gauteng","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"2bc9841e-ad2c-4e1c-acbe-c36df241c57f","Value":"info@kokstadadvertiser.co.za","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"1d6f3460-6e99-417c-abf8-c626106b9fe1","Value":"5150","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"927fb08f-0c53-4ad7-bd91-44389766eed8","QuestionText":"Total Expenditure:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"fb709c7e-a86e-4687-9284-c807a883f5ee","Value":"DNTF","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"c15070e6-cee5-4057-9ea4-c89e7c68e26b","Value":"EasternCape","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"7b2ac4d7-c58d-4ec5-8a76-c8dc85dd55cd","Value":"8712","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e8e6566-bd4d-4fe6-b596-06759a903276","QuestionText":"Total elderly reached (Social Media):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"e0bdaef2-d7fa-438f-8655-cbea691f4cb1","Value":"50","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month (English):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"ab3f73f7-01dc-41f3-a1e6-cce5e25787a0","Value":"Percentagechangeinweeklypostscontentpublicationperdigitalplatformsincomparisontobaseline","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"28e6fd27-7082-4868-aa9a-33ae4ac7eceb","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"bbddc103-d8f7-42d0-913c-d1035107f4b5","Value":"Other","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"0a760129-1fb7-4374-a9ac-d16bad84ed39","Value":"WebApp","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"69c5eb77-f956-4457-9e3a-d73524385ae6","Value":"144950","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"205e57ec-476b-4a0f-b885-a8cd424192da","QuestionText":"Total people reached across the Province for the reporting month:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"65e4e9ef-488a-48bd-9fb7-da881bf3cb57","Value":"Project Manager","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"cfc9113f-e484-4d2f-9e29-df8a2475ee8b","Value":"100","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9c34ede5-002a-4d8f-a8fd-57722b95982f","QuestionText":"Target: (Build - % change in digital content)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"8fa75ab6-b513-49f1-aaaa-e0a4cca31b51","Value":"100","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3c8cc00-b9ba-4dbb-9483-99d1f8abafbe","QuestionText":"Actual: (Build - % change in weekly posts/content)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"fd16ac91-e16d-42a9-b5fc-e3a1c3dee668","Value":"100","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e3b379bf-a954-4ba3-bfb6-bd044418612e","QuestionText":"Actual: (Build - % change in digital content)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"42e1c84b-9d70-411c-a521-e48ecf78c8c5","Value":"From no posts to 30 posts in January 2026 and now 50 posts in February 2026. ","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"8637b139-e5f9-454f-9310-acb8fc595047","QuestionText":"Comments:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"f5fff873-6b45-49e6-95ec-e4f25c0195e0","Value":"60000","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"663d421f-5255-4b90-9760-067ffb0499c9","QuestionText":"Total Budget:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"c8f4ef90-6d52-45e9-9eda-e62c5baedb46","Value":"195600","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","QuestionText":"8.2 Amount Disbursed by DNTF to Date:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"9f4c6050-c0b3-4281-be55-f0a8f754f489","Value":"58800","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e1a8a4a8-6eb9-4489-ae82-cec409e2e6ac","QuestionText":"Total Budget:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"5c530367-9348-49ac-99b8-f0b12f5d2e51","Value":"150246","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6ab5e4c9-a0fe-492a-b643-c2467240f91e","QuestionText":"Total males reached (Social Media):","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"de0c57f1-e3f2-44d9-84e3-f1a311223952","Value":"100","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2bf2c51f-7d9b-4601-a0b3-e16e50bcf7f5","QuestionText":"Target: (Build - % change in web traffic and social media)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"51c5e8c0-7ed7-459c-953b-f495b7d7f72c","Value":"Website , Tiktok , Instagram Facebook , X , Youtube are active platforms. WhatsApp Community Channel was launched, however not much content was pushed out as yet. Newsletter and classified section will be launched later in the year. ","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"983a8682-3759-43e1-ba77-675db0b16913","QuestionText":"Comments:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"1e09faee-0dad-4c96-bcc8-fc5acef0ffde","Value":"Percentagechangeinwebtrafficandsocialmediaengagementincomparisontobaseline","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"28e6fd27-7082-4868-aa9a-33ae4ac7eceb","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null},{"ID":"0c79e4a6-1d33-4804-b45d-fef8cb85356a","Value":"41168","DateCreated":"\/Date(1772282978387)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"99b1fd52-081e-4487-b9ff-fd91c34d2a24","QuestionText":"Total people reached across the Province for the reporting month:","ResponseID":"5a342c69-da3f-4753-a0cf-d5e670f8018a","QuestionRowID":null}] 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:EG Printers CC t/a Kokstad Advertiser 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{ "latitude": -30.55821, "longitude": 29.42567 } 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Build 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:DNTF 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1 -28 February 2026 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:326000 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:The interventions to be implemented by this grant are as follows: Launch a mobile-optimised website for The Kokstad Advertiser by March 2026. Train all editorial and production staff (6 people) in digital publishing, SEO, and analytics. Publish a minimum of 100 digital news stories during the project year. Create and distribute a weekly newsletter and integrate a WhatsApp community channel. Introduce an online advertising and classifieds section by June 2026. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Mobile-optimized website has been launched. Minor fixes are in progress and will be officially launched by March 2026. No Training has been done as it is scheduled for April/May. Published 50 digital news stories per platform for the month. The newsletter has been setup on the website. The public have been subscribing, however no newsletter has been issued as yet. The WhatsApp community channel has been launched in February. A section on the website has been reserved for the advertising and classified section and will be launched later in the year. 3/1/2026 4:32:24 PM - Message: ResponseValue(0/1) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 4:32:24 PM - Message: ResponseValue(0/5) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 4:32:24 PM - Message: ResponseValue(1/5) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 4:32:24 PM - Message: ResponseValue(2/5) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeinwebtrafficandsocialmediaengagementincomparisontobaseline 3/1/2026 4:32:24 PM - Message: ResponseValue(3/5) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeinweeklypostscontentpublicationperdigitalplatformsincomparisontobaseline 3/1/2026 4:32:24 PM - Message: ResponseValue(4/5) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeinfollowerssubscribersandactiveaudienceinteractions 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Target: (Build - # of social media platforms), Value:6 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Actual: (Build - # of social media platforms), Value:6 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Website , Tiktok , Instagram Facebook , X , Youtube are active platforms. WhatsApp Community Channel was launched, however not much content was pushed out as yet. Newsletter and classified section will be launched later in the year. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Target: (Build - # of stories and news), Value:9 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Actual: (Build - # of stories and news), Value:50 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:50 news articles were published during the month on each platform. So far 80 stories published this year. (Target - 100 stories in a year). 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Target: (Build - % change in digital content), Value:100 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Actual: (Build - % change in digital content), Value:100 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:From no content being produced digitally, we have been publishing content almost daily meeting the weekly target as done in January 2026. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Target: (Build - % change in web traffic and social media), Value:100 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Actual: (Build - % change in web traffic and social media), Value:100 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Web traffic is up by 2.4% from January 2026 Facebook engagement is up by 90% Instagram engagement is up by 211% TikTok engagement is up - 331.5% increase in likes, 188.3% increase in comments and 170.1% increase in shares 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Target: (Build - % change in weekly posts/content), Value:100 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Actual: (Build - % change in weekly posts/content), Value:100 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:From no posts to 30 posts in January 2026 and now 50 posts in February 2026. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Target: (Build - % change in followers, subscribers, and active audience interactions), Value:150 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Actual: (Build - % change in followers, subscribers, and active audience interactions), Value:150+ 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:For February 2026: Instagram - 493% increase in accounts reached, 211% increase in content interactions, 511% increase in followers. Facebook - 134% increase in views, 511% increase in follows, 211% increase in content interactions. Tiktok increase in 151% followers. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A), Value:319568 3/1/2026 4:32:24 PM - Message: ResponseValue(0/4) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:EasternCape 3/1/2026 4:32:24 PM - Message: ResponseValue(1/4) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:Gauteng 3/1/2026 4:32:24 PM - Message: ResponseValue(2/4) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:KwaZulu-Natal 3/1/2026 4:32:24 PM - Message: ResponseValue(3/4) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:30612 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:41168 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:144950 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:76055 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total audiences reached across South Africa for the reporting month:, Value:292785 3/1/2026 4:32:24 PM - Message: ResponseValue(0/3) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural 3/1/2026 4:32:24 PM - Message: ResponseValue(1/3) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 3/1/2026 4:32:24 PM - Message: ResponseValue(2/3) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Periurban 3/1/2026 4:32:24 PM - Message: ResponseValue(0/1) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:50 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total people reached by content this month (English):, Value:319475 3/1/2026 4:32:24 PM - Message: ResponseValue(0/2) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 4:32:24 PM - Message: ResponseValue(1/2) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 4:32:24 PM - Message: ResponseValue(0/1) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Uniqueusers 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total unique users reached (Web/Application Reach):, Value:93 3/1/2026 4:32:24 PM - Message: ResponseValue(0/7) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Males 3/1/2026 4:32:24 PM - Message: ResponseValue(1/7) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Females 3/1/2026 4:32:24 PM - Message: ResponseValue(2/7) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Teenagers 3/1/2026 4:32:24 PM - Message: ResponseValue(3/7) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Youth 3/1/2026 4:32:24 PM - Message: ResponseValue(4/7) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Adults 3/1/2026 4:32:24 PM - Message: ResponseValue(5/7) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Elderly 3/1/2026 4:32:24 PM - Message: ResponseValue(6/7) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Followers 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total males reached (Social Media):, Value:150246 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total females reached (Social Media):, Value:169229 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total teenagers reached (Social Media):, Value:20352 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total youth reached (Social Media):, Value:92979 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total adults reached (Social Media):, Value:132403 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total elderly reached (Social Media):, Value:8712 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total followers reached (Social Media):, Value:24821 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:During the reporting period, The Kokstad Advertiser made significant progress in strengthening its digital presence as part of the Digital Transition Project. Our social media growth accelerated substantially: * Facebook followers reached 20,000, with overall views increasing by 130%. * TikTok followers grew to 2,500, driven primarily by short-form news clips. * Instagram engagement increased by 486.6%, reflecting improved audience responsiveness and content reach. Content production exceeded expectations, with 50 digital news stories published in a single month, positioning the project strongly toward achieving the annual target of 100 stories. Performance analytics show that breaking news and short-form video content generate the highest engagement, particularly when posted in the evenings. Facebook remains the strongest-performing platform in terms of reach and interaction. The mobile-optimised website is now fully live, marking a critical milestone in transitioning toward a hybrid print-digital model. The digital platform has significantly expanded audience reach while maintaining the stability of the existing print edition. The newspaper also strengthened community ties through ongoing collaboration with local schools, publishing coverage of school events and activities, thereby reinforcing its role as a trusted community information platform. The WhatsApp Community Channel was launched in February 2026, however no content has been pushed out as yet. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:, Value:While digital growth has been strong, several implementation challenges were encountered: * Staff training has not yet commenced, as formal training is scheduled to begin in upcoming months under the Fund’s capacity-building programme. * Online advertising has not yet launched, delaying digital revenue generation. * Time management between print production and digital publishing remains a challenge as the team adapts to operating within a hybrid model. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Several key insights emerged during this reporting period: 1. Short-form video content significantly outperforms text-only posts, particularly on Facebook and TikTok. 2. Breaking news stories generate the highest engagement levels, reinforcing the importance of timely reporting. 3. Evening posting times yield stronger audience interaction compared to daytime publishing. 4. Facebook remains the primary driver of digital traffic and community engagement. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:7.4 Describe key risks encountered during the reporting year (e.g. cyber incidents, AI ethics, data breaches, reputational risks) and the mitigation actions taken to address them:, Value:During the reporting period, no major cyber incidents, reputational risks, data breaches, or copyright issues were encountered. However, as digital operations expand, the following potential risks have been identified: * Increased exposure to cyber threats as online platforms grow. * Data privacy risks once newsletter and advertising systems are introduced. * Reputational risk associated with rapid digital news dissemination. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):, Value:The Kokstad Advertiser participated in cohort meetings organised by the Fund to align expectations, clarify objectives, and prepare for upcoming training and capacity-building initiatives. While formal training has not yet commenced, engagement with the Fund has laid the groundwork for structured capacity development scheduled for the upcoming months. At the community level, the newspaper continued collaboration with local schools by publishing coverage of school events, strengthening stakeholder relationships and reinforcing the publication’s community role. No formal mentorships or external partnerships have been established during this reporting period; however, stakeholder engagement efforts are expected to expand as the digital advertising and newsletter components roll out. 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:326000 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:195600 3/1/2026 4:32:24 PM - Message: ResponseValue(0/3) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 4:32:24 PM - Message: ResponseValue(1/3) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 4:32:24 PM - Message: ResponseValue(2/3) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Other 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:60000 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:5150 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Notes:, Value:New staff salary 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:70000 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:8650 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Notes:, Value:Journalist computer 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:45000 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:58800 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:6538 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Notes:, Value:Telephone, Insurance, Antivirus, Sponsored content, Internet 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:233800 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:20338 3/1/2026 4:32:24 PM - Message: ResponseValue(0/1) to add :- questionText:9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report), Value:Minutesofmeetings 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Muhammad Luqman Jamal 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Project Manager 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:10.3 Contact Number:, Value:0397272066 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:info@kokstadadvertiser.co.za 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, Value: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 3/1/2026 4:32:24 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-03-01 3/1/2026 4:32:24 PM - Message: Response Documents : True 3/1/2026 11:27:24 PM - Message: update survey response : fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48, SurveyTitle: DIG/1-3-2026/6:11:24 3/1/2026 11:27:24 PM - Message: ResponseValues to delete : [{"ID":"83c417f2-a415-4d6d-9f3c-04de7c0b5879","Value":"SocialMedia","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e32cc81d-ecc1-4d34-8543-085fc70c7150","Value":"WebApp","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ecde5a49-242f-453f-9442-116842ecb277","Value":"Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d112c127-51b4-4ee6-b27d-56b0b0283cab","QuestionText":"7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"24fb3531-e863-436c-9a22-18db06bb3aae","Value":"Strengthning digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","QuestionText":"7.1 Provide a description of successes and highlights during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"015dfead-9c02-497c-8d9e-1a0cd2011b45","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"0599be31-1ac2-4d22-af28-1baa271a4537","Value":"Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature.\n\nKey challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","QuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ec1aa16c-4dd3-400b-bde2-20ae5cc25a8c","Value":"4","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e236e3e8-5877-4ade-b01d-ed15d841d96c","QuestionText":"Total number of content developed and/or published for reporting month (Afrikaans):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"46d75f4e-5caa-4dbb-baf0-252a3c572c7c","Value":"Grow","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"826f5cf1-35cb-4edd-8189-2d5353074197","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1633de8f-7742-4f2d-b460-2e699c0fd3b8","Value":"Our funding will be drained if our digital platforms does not attract advertising to sustain it. ","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d40b6264-e713-4aec-bfb7-3265825bf0c0","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"459cd910-3e47-465d-a0b1-487d1faf17f0","Value":"Rural","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"83dc60b5-5f74-4631-af89-4f7510286892","Value":"WesternCape","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"73961cdd-c32b-4d47-a567-53650e3c5621","Value":"Website, Digital newsletter monthly, Facebook, Watsup page, Instagram","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"fc5e81cf-e96c-471a-a232-54ab43018b18","Value":"Equipment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"36e7c6b4-7394-4aea-a4c5-5d39835a936b","Value":"Afrikaans","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b79b126a-1539-4951-b2ef-6516197a672b","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","QuestionText":"Actual: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"88dcf983-3f86-4c5f-abc8-651f0f00484d","Value":"2026-01-03","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"80ca74cc-e8e2-4dc0-8f93-678737b28b18","Value":"Travel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1f64fb4a-fd15-4ead-84f7-6e3820d2f0bb","Value":"Growth","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"3683bf78-946a-4a7b-be9f-722d89f04974","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"bc3ff8d2-a99e-407a-a20f-7c9f032954b1","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month (English):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b64b29d1-753a-45f9-8d59-83e6a8d1f527","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"66e298f7-6015-4bbe-9b27-ce890609d0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1e887d34-e8fb-4a32-9cd3-886533c46171","Value":"Josef Bushby","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d120c09a-87a2-4b36-b60a-9453a3a50e3f","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"7e74aad7-94ca-461c-905f-9ab8e998c419","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"05dde613-a5bb-4a7c-ae67-09eb10a0dd0a","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"a602bcd6-5f42-44d6-9292-9b123fd7ec67","Value":"WINELANDS Echo","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"75564fe5-33d5-48a4-a6db-9b9dafb1f063","Value":"ads.wlecho@gmail.com","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"18051e9d-56d4-4d11-a7c0-a1c02ffc6724","Value":"Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","QuestionText":"2.1 Please provide a short summary of the interventions being implemented under this 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5wn4g2z6wdaf/xZW9jJy+gE8Pvhq9/tBtdIy+9DbwXr6YTk+vKfL2J+VpQ/hriMNeERb3d5oW9reCBh4v3O+rS4w6otgVX7pD/LpeXqZlZU3ivrDKq3b56dlhE30L5ax/f2Ovu8ZbXS7ZpSy1518XhybbYh/cgGLaIvbFjk8XEZatstzW709Uvi5HPczllGGz4nAS/jFubPdllYHP5L+pm11O6O//bTuHK+9r6j9Np6ey/Zw/7Lr1Kr+lPoQY8VtC+cY02n74zr4OKesbVqm19L9SMdM9EFVzcnuo1KdPj/vFnV6mdYVZj4nxqbLdXZdUb+XUZ/HgF5qYJXmGy/V2619zRpQ459ce9yuGB/R/9TD+2K/jw2H6LsdvN3J+5zjOG/LBxSjvBibXoZz0f3pIsqmWnfZkaNdLWm3K57blIy1aGs65mKMeRl9t5vHkF0jazVLdd9XurOuaNDcLHPjzv329Ytr53HQ9Hu+0XYmhvnrFOM0rlV6neL9xtX42nmsl+97v55fkjtHQgABBBBAAAEEEEAAAQQQ6CECNT6Axwfv/upmZH8Qjw/m/pAeQYwI8HgZQbhYz++L7T7OH44jR+Aoghyx3Usfm5WTfCB33REsiA/jaTsjaOD2RkBIq1mKNkad/sA+TdnBQi9ddrQ71rUp254GJ1xHZNcd7fAy6nQb05T2P9oR/fPSKer2a7fRbXJ+T9kp9veuE1jI+7h9iyh7GZ/rbety3cYo09siha+Pj76Fa1x/t9F+qZ3Pd3mpnbc1PSXjwW11jvEZY8F9juxt+fa7ne5ztN/G7yq/o+w+2sf983Vwimv0/qsm/Ju7/1yns73d1rhmaR/iWri/Tu5DjOUYJ+5H5OiD++msKufEuTFO0mscTl66Lu8LXx/v5DpjfLpu+4Whl2kQzMf5+Aj6ugzn7upr4ZcvydgJA/fRbYoxFPd2LMPCx/jY1CDeQ1xWbHe/a42XqDOuta3jWrt+J1+r9P4MR58bKa5Ld7U76m14mRvfbrvbGu2NsZy/L93XTr+vdGddDQMUHJhrZ3jYopX3fOF9UNC82JSO0bgH4n3IbXW7PdZj7Of/f/L4nS9T3IDzZeNpNAIIIIAAAggggAACCCCAQE2B9IOuP9g6GDMwyQNK2yJI4aCLz4lATwTWYhmBH+9Pc2z3cQ6aRdAugmcR8PDSOS3P5ThF3RFAcVvdPrfXS2d/SI+2+rgIVkW9ri+Cgw50OuDpFP2Jpdvrc11GBCciUBX1RNDK9flzc1bf66+/3ueuu+4a9uSTTw5ZZJFFZq600kpvrrHGGm8OHz7cdUf5XkbWapZm33zzzQP/+c9/LjZmzJgXDjvssKdK2+udUzokW7i9zm5L+TredNNNS37zm9/cwkfMnDlz1vbbb3/XCSecMEEv3UeX7eRr6hz99fnR3+inHXq9+eabsydNmjRbfZqql+Eb1zffJ5/StJQELtO+2t9tjbHg8TBIORsXb7/99sDLL798+TvvvHO5d955p7/aPWXcuHHPrb322q/qGF//t5XfUnY5XrrsSB6nqrZ5TzEWBMB8vVy3naMP0f4Y2/1fffXVAX//+99HzZ49e6Gdd975hSWWWMJtj/HsPkQ/vPR19Dj3fidf2xjTMUZ8PV1n1Bvj2ttjPPd+/PHHB/Tp02fOyiuv7PJchu+luF/dhsje73q8z27ZU7paOsXY6o6+ur6qJ4STseO22MBGbk/+/o7x7jEVFgv95je/Wfp3v/vdOi+88MLir7322tC33nprmMbTsKWXXvpvMjpXx7pMl+3kpcdNGnj0/rB32b62A+vcn/EemN5TqWN3tVvNbDzlxnfe2f12jnEXxnP1vtKddTUuUH1krp0x7lp9z7shVfdBdeuygepx5RzXK9pWfi/VeB84ceLEgerL7BkzZkxbb731Xi6dE/8/pf8HFFXT1tv8RkBCAAEEEEAAAQQQQAABBBDoeQLpB96+48ePX/uWW27ZXQHbfgMGDOiv1M95YSUFv/ospBQECsDNnqUUy9Lq7H79+k1TUO61kSNHvr7CCiu8/oEPfOD1jTba6LXFFlvMQbgInDkw5td+ujH/xKpfe185gKZ1f7iOoE8WODj88MOztqqd/dxet7OUFu6r5LY66qTzermNCvrOnD59uj6z61P7tGnT33333Wnvvffe9F122eWP3/3udx/RYVmwzscruQ731QEAB2fSgGQEJQc89thji51zzjkbKHi13nPPPbe8gqxDVbaDBVm9WpaT2vb2Ukst9YwCiE/J40lZP7Hqqqs6aJgdK785+++//0kKrK0qsysU+P6q9tnL7XJ2ICxLDqQo2aToiVoHxNxmt2PomWeeudtVV111gtazNGLEiKO08qxyGlhzf92O6G8WlNNr99V5gAOvavO4q6++em/xvvXGG2/sp+1uQ7TN5bm99Z5K1+4uJ7fT1yaCltHXwdrmPERfPgw75JBD9r7tttu2njp16kjZun8VSePmHV2Lx7/3ve/9ervttntKO933cHC/nN2fbCnzLv8JfykApiLLY9l9cL0eX3bO2q/lULV5yDHHHLPNDTfcMHby5MmjXnnllSV0fnb/+drrHntFQdfnV1xxxf9++9vf/pu+YJms8xxQ9PWPfmg1S75GdnNO6/R1dp3ZmFadA4499thNNV621fVeWl9yjNCt08/t1jV/d9iwYZNV55M65rIjjjjCZh6/DrRHnfH+YDPXlY0HLeN6tbqvcd1iqarL94hX3Q5n+0TgOA3828PXYhG9V/Q/8cQTx954440bTJgwYT1ZjNT2iqTrMFPB79u1MWy93+vlVLrmsT/qjTFb6/6cpALi/c/3lc9zn7yM69fSdqueTqdcX+Oap+1t2vtKd9bVaYjkhFI7vcVjIL1+rbznY/zHMmlR5WqN9pXHp44epjxkww03/OJ//vOfzeLsW2+9dedNN930Wb32+Iyx6muuIrv+Xhn1sEQAAQQQQAABBBBAAAEEEECg0wL+sKu8kPLCygOUF1UetckmmxyvwuLDclOXCky/veSSS07UE8d/Pf/8809RfR9V3ld5V+XtlDdVXkd5ZeVllBdXHqLs9vVXXkTZT5wtpryUgsfHNaOtCiBervKivqFad53DlB1oXE55NeUNlbdV3l35ID0x/eMxY8b8R7F1f+ifKycFzWaNHj36v3vsscf1Bx544DUKwk6IstZcc83rVc82ymsruw3usx36KvvalYNrpdd9tLSR2z5S2YYbKW+/3HLL3RPl6vuLNxUI3krb11Qerbyksst2HqG8vLL763PHKe+pJ/0OGz9+/K+GDh36SpSjAOiz2mePdZV9znBlt8/jyeOq3D6d05TkMktl2yD66vavoLyW8mbKOx9//PHfWHTRRV9UpQ1dF5lM22+//X6vAOb+Oj/6NFrrHn+DlJvWJ5UVfUjvu6W1fRXlDZRd/16nn376mQowT2y0D7o2r5122mk/0rkHKu+o7OvnMpdS9lj2fePr4/74XnedHiNR5+4KZJ+jv0p4rsE6Z2u83vWHP/zhaJWxs7LtfQ1GK/u+Gazs+9X9dODc9Ue9reyr71/X6zGSjUMtbe7se8TtsYNNPN5HK6+hvLGy7XdVgPsAWZyrL+qeL7LQ2J+g954LdMyRDzzwgP08/nzPucy4B1xXdg94qdzw/akvHLbU8W5T3Pe2TK9dt7Rbfe9UUhvzzr4Ofj/yeIj30aa8r3RnXZ1CKDi41Nb8/7Wtvuer7oOCpmWbSu3z+PR96vcHv+/5Pd3/92ytvNfHP/7x83Vwxfvpvffeu6/2+b5ZSdnvwz7XZbTk/b9W+9mOAAIIIIAAAggggAACCCCAQJWAPpw6SFH1YfzXv/71xgrEnrDVVltdoCdI71JwNp54rfjQqwK7/FoBpFe23Xbba3/wgx+cpaekD1Z79lTeXnms8prKDig5yOOAmT9UO3jmIJBfL6WpBzbcc889Pz1u3Ljv6Wm0K/QE7xuNtEsPrs/UE9X/2nrrrX/y4Q9/+MSTTjrJgcJllR2gSYPAo/Xa7dhU2cG9Ay688MLT9RR7OUBdqz7VMV3ByJf01PvTCiY+r6D/m7WOLdqu6TjuVH0fVnZgYUVlt839d+CuIrBQeu1An4Njbr+DTA5CbvXwww8fqOC8n8bLrtdqq612vbY7oO6A9RhlB0YdtLBzGpza3oHgI4888ucKAJYD3lGO+vSCjt9N2dfKAdSWBz5URwQQ0wCN2+wg4QeVd1pnnXX+EW3s7HKzzTa7QWXso7ylssscpexgZgRSuxTMVzlxz/laOXDv4JQDpg4cra887umnnz5wlVVWubezbY/j9cXVnU899dTHVZbHtIOyLtt1+J5xENLjw9fc2/1lzvb6Q4j9ttxyy79HGbHUF0KT9IXMhfqLhq8oEP8N/WXEH/RXC54eqHzv+54799xzv6hydlXeXNn3i6+Jg2euz2PS2Y6t7qvvE49Dv0d4jPRRzu6V0rq3+R7K3j+0tIHvgy2Ud1HeXwG+C/S+9FLaR6/rafdpY8eOvUx9PUrHbavsce/AoMd+fGnm/sZYKd+j2uZ1X/NG78+tdew6yg4++r63ncdKeu1a3m71u1NJ7cuPb1+H4cp+b40v05ryvtKddXUKIXdwQTu7454vug8K37ty7fP49L3h8ez3P98Xe2l6pS/ovvc0RuX73uuPPPLIYdq/lfLqyn5P8fj3PVYe+zkOXiKAAAIIIIAAAggggAACCCDQPQL6cJoGKRys8QdyBz/9odlBuO2UD/z9739/lp6ILQdO1bqKD78Kqs5W8PiOL37xi78+9dRTf6SpGX580EEH/Vzbfqs5QG9YfPHFn20keK5g09QvfOEL56nOg5V3V/YH6vWUHZzy03EO+viDtYMp/nDuANdo5bWUHajcU09KfkrBqfvzbUxfqz1T77nnHgfqPqI8Ttl9dfDKQU4HmRyw84d4B90d2PKH/900rccRm2+++b/q9UUB4pd23HHHK88777yvKpjofuyvvF8pH6AAwrEHH3zwr0aPHv1E2qaidQXmH9J5+yo7mLiqsq+N+14R+NbruI7e7i8H7GKzjZR3ViDvnLT8T33qU2dpuwN3DpyNUbatA5IOdmSBQM0Es42mCfluvaemFRSdrOPdP1+nDyi7DLcvAo6FgRa1Za6Syo1+OoDo8epgoNu+irIDuOP0JcrFKrxifPq1grNvDxo0yHN3V+3Lb9NT099TWf7CwX6+FzwmHCytcNd5nU4qw33oo2wjXyuPtdHKHmdbaRqBA5dZZpn/qOAO21nvmI033vgulXegssf3Osoey74+7ovHdvke19P8B66//vq35svT/Od3P//880fq2AOU91X2OD7osssuO1l/tVHxJLSDYl//+te/of27KvvJb48Hjyf3z+8rvlYel3FPtaqvdnTQ3e8VDuL5mtnbY8brEfSuGDfavteDDz746dVXX/2BvINez5bPTZp3/5M6zsHxrZU3Vvb7ju+XZZXdN/fTdZbHv9Z9vWPcuv7O3J9x3XzfO3jsa+f3qFWUs/GuZcvarX53Oqk9aV9t4evucefxtm4z31dUXrfV1WmI5IRSO7v7ns/fBx7/C7ktSdN6JYbe7y/ihij7enmMjVXeVVOBHan/r/6r86rekzTN11E6Zntl1+f73feAy3F/K+pK62UdAQQQQAABBBBAAAEEEEAAgZYL+INpKacfyh1gceBoTWUHNB3w+uwOO+xQ8wlUPQX6kI45Vfkzyh9T9jl7KO+uvKdf60cejzj55JN/oKeNH/T0Hupc1Yfo2KZg+f36E+rP6TwH2rZTdpDHH8QdrHL7HExx9roDQasqb6LsoNQR991331l6OtPzGRfWoae7L9Nx/sDutjmo7L6OVnZA0AEsLyNAlwXUNXf30Wr747XKdFBV0x5cojnDP65zHSh0/z+kvIOyg4/ux47KH1a2z8e+8Y1vnKP5vmtOx6Gn7Z/QcQ5ebq28urLb5cCEA2vlIIbWfR19DR1wcODBTj7eAfs9FUC/O9otl/fUF5e5jbKDFe6ny3VeXk/dr67reZKeVH8mzqm1VPBzis7x9Xb/bOh63b6WBD5UbvTT/R+kvLjy8soOQG6uudHPStuqLzhe+PznP/8TzUN7svYfrXysxuGpuv5/0dPqNf8yYMiQIa9pPu1DdLzHvwO4qbud5yqg4/OUfd0cZEoD96vptYNMu+hp9RvTPsS6p9PRtCdTFBSf7L9WiO31lvoS6lyVubeyx7j74fvawakY21trfR9d7yvy5fgvGrTPY9lfDjmY7bG7k7Lv6QPvuOOOzyvY7bm9y/eYvlx4U/eenT3uHRj2PRtfJvm+coDY7WhVX/dS2Zsqu974kshjcWFlj5kByv7CzON0VWW30ffn/poD/7u+7ml/vO4pcDSl0dk6Zj/lnZV9T/mLMvfDji7L49D3nYPqrsfXt1n352iVNVLZY9B+Hivd0m71v9NJbUvvUXv4C4hl9L7ygWa/r3RnXZ2GKJ1QamN33/NF94HHZcV7V6lt6fWK91SP6/WUfW8cor+oqvkXNPqi7hgd4/vdx3t8+v/lRZQr6ppbv+4+z5OTkxBAAAEEEEAAAQQQQAABBHqIgALQDlo5eenpTByQdlAtfnDSf9qc/cikniD1D60VJgVWPS2Aj/UTtQ4oOoD0ail7ioxX9ON7zyvQe72eEDvz+uuvP1lP5t6U1K9D/pfuv//+dfVk9Wmf/exnd9PWEcqLKw9V9o/v+Qe3/ONgTm6z25v+MOY0Bc5f1Y83vu4DitJuu+32tLa7j9E/n+9yXJ7L7qfsuvyDXkvoz7lX+OAHP3ji448/vqpeVyU9Jfr4Qw89dMrPfvazK/QDm1N0gD1eTnJmUHod66/qi4DbdN6Zau+/ta8q6Ynx9McCHWytF3D1Pn9ud/vLP9j34osvDtWP8q2tbVnSnMwPjxo1yv2O/saXENl+BVd/eOWVV56hOY6XWXbZZf+tudhvVBD0hffPrvxX1891+kfrXKfr7qiNOqQpKe2r6++r6XmW0V8meL737Mcnt9hii7/qep101llnXacfX5ugzb4uk/0jkGeccca1CoB/b+edd/bTvVVJfR926aWXrqYd/uFAjwXXEf3TapeT228zl+vysx8o/H//7/99UE8db6XX5bTNNtvconH1QwXiT9LT19949tlnv6m/PPjqJZdc8nP9KKrn4q6Z9GOtB+na+8cYPZbjBwXTH9Mb9pe//GV1/VDpzmkh/guOb33rW5dom6c08fQ8vpci+/5+S9OpvPiRj3zkKq2Xk770GXzooYeO1wbfN75fXafvV2f300vXP7AVfX3iiSfcV/9IZ3rdYmx6GdY+xm0crrzkRz/60f10Lx7r667X5aRA+BuyP1MWN2mj++/3NS9tYBf/oKeD/37/8F/ExD3l95F4b9VqltIx28j96fvS5Th5nPicbm23gpcOitbMbliafGz6Wut+nW3T+8rZzXxf6c66cn2qeFnPJ9dGO3TLPV9wH8Q9UNH20gu3y+9tPsZjzPeO79shykM1rc96l19++XZaL0z6L8DnRfnl61148Hyw0RAkBBBAAAEEEEAAAQQQQACBnieQD3w7iBPB7yzwrSeTHfApTHoC1cc4SJYGvqfqdRr8LgeCNa/2hOuuu+4X+nHL72v+aweJq5KCaAPPPvvsQzS/8AHauYSyg1QOpjlwFoFIB4YcbIogdgSyp2vKEQelCpPmznbwOY710ue7HCeXHR/8F5syZcpSCv6eOGnSpOWyvbl/dtppp1v143Y/HDNmzLPaFX2M4LaXNgiLWJb3e7qQO++88zwF+j09S0XSU5IORDjVDCiUgiux35/bI0iWBRwVtNtQAXQH/LIk+7u04usb2YaRZ+mp3ec22GCDH1x77bX7q8+n/+Mf//iTsoOgtZLrdI421DquS9tz/XRdUW8WdFE/95g9e7a95ujJ++/cfPPN5+uJ7yl67Wvi5eQkT/EULpqy48/6AVFft6p0++23r6yNdnOZzQzspG2Pa+V6+mnu+IO1zJKnDlFw+Kf6kujn6s/dnmtbO553Hjhw4EQFne959NFHf/zpT3/6Oh3rIGlVUoB8qJ5430U7HDD1mM4C7Fr6Hhoya9asYccdd9xhWrod5aQvDe7ed999/eWQ72cHeB3oTbO3vXPBBRdcqyfnPabLSYH79U888cSttWGIcgTcI/hty1b31f10/1yP+xX3hF+7HW6T30f8frLEJz/5yd0uvvjifXJByl4ynfbTn/70HE3386iOywe97eL3u3gPiaB3BKuzoLe/2MuN22iLHQrvT/2uwt3al96bPsfHu182bXm7VUevgnbH/eZldq/7mNJxPqUo2cF5tr4QfLbF7yvdWVfm04iR+p7e7+n17677wGPH90F2zUrL9Pq6TX5/izHpe8f3yGD9TsBITV92uN5XfW5hKgW+K8ouPHA+2VjxRjiftJlmIoAAAggggAACCCCAAAII1BFIgjNZgEKHOnjjILCDLw4IO8/QE3sOfBUmfTD2OQ4CRfDbgSE/CRnBZH+4jg/WPiZ7SnL8+PH37LPPPpMU7PmknnxeTdurkp5s3U2B6he//OUvX6+dLi+yg7WuN9/eLFCvqTrchqqkAMx0BT1df7lvWncZ7r8DAA5IOci0qPLwvffe+3A9Nb2U1quSnlq/W3N2X6wdEch2gMxBwSjfbY2yIwDiz9ZpsH2WplOY86c//elXmlN5GQXal9T+LGk+XB/r891Xty9NLi+2Rdluv8+JIF8/zUu8SZzk6TIU6HRgLTPSMixdh1NvPVF8ipYOsLn/SyhP01Pir2v+9Xdef/11u5STxk47BDzm6Mcg+yoI/GE3TD9O+UsFZP+uVY/f6KfX4/o6+Otr7+Dmwn/84x//oPF1TD64o6cml9MhHrfOzexnlBUBJ1+vPhrfa7/88stjtN5r8ODBUy+66KIz9tprr4l66bEU48XjwOdnAVxdz/f05dDVvgxajtP2qqTg1Qra6GCWczj4Og7Wk+9jn3nmmZW0XpEOOOCAu7TB96m/PPJ95Gwz1+0x43E2QD/W+rb+EuJBPcm7tV6X029/+9td9KT9rdrgMnxefLHicdn3K1/5Sqv7ap8I+Hnpa++lA3oxthdXgH4Hffm2v7ZVJD/xrh/y/KUcHtOO9AlvO8S1sGV6b7qPTq4r+6sDL0vJbun1rnl/fu5zn/P9abO4J+OedtuHKQ9vYbvdTrffy6Kszdl+H1POCgB7e9bnJBAe+92PmZpe6VQtw77L7yvJ/1sqttyWltTlCiIl/Svy8Tan6Pv7MP97H/G1jOvZHfd83Aeu0+Mva5/64HW3za+9Hv9nxNPeHmuD9eXXoVOnTl1M6730xfdb+n/QX6DlUzjkt8+Xr41BQgABBBBAAAEEEEAAAQQQ6GECDiKUuhQf2B3EcRAhCyRoOVPHeL0w6YlR73OwxoFGB4YcrHPQKw2eOSDsIFI89fyy1l9WEHryTTfd9FNNl/K0XlclBxr0o3mHKjC8pnY6GOsP3w7iOZDlD/Ruc7TXwagsmOvgldarkrb7+Aj4eum2+1h/5nWZLttPhA7TE7fb3XLLLRtrvSott9xyk//85z9fqh1+otuB73iy218QOEDmoKH7b48wCRfv83Hh8YqmZnlBU1NcUJq/WbsEOn262xNBMLfRbS9KEcCwh89xYK2fnvgdqOk+1o0TNGXJY5qn/DW9joCwy04t/No52uv2Z4FXPT3t61eUsmBK0Y4Wb7OF8yxNVbGdviQYpi87HlGg/3xts637GdnOafZ+5zfl8ZL+6qDiqWVt76W50D2WnMI8lu9v7eS/pYBZWMX18phz7u1gcRT5f//3f+cp6P24XntMZfeJli8pTylYvqxxc53mg5+sfVVJX2SM0kYHtBwE8zKCW4MVsB6r1xVJc9W/ox9DfUwbY6zGGMjGQW77ewqO3V9RgF7oLwWWv+qqq8Zo1QE030+uMwt6a7mQnrD+kJZZamZfFVxdRoW6n67L94EDemlQz+3Jgsea03vz73znO57HPa6Jdr2f9GXc9XpS/h698piPe9n9j/vGYyPeN3xfxr05x++lyfupdmUprnfd+3PMmDGPafoaj1mX7/vSY87tj/ek4a1qt+pwcn1pW8POppFT24qAqgsoJZfjbBc7uT+tel/ptrqSsdKoUYzBuM/TZcvu+eQ+yNefjvXog6+xj/P19RdivkcG6weQt9V8/ZtovZem/HlXX6z5fujxyReIhAACCCCAAAIIIIAAAggg0AMFkmBNBCwiaJEt9aHfAYzCpH0+JgKoDnJEoMPBjgiGO4DmgG9VADyC3wrePaf9VUlTfvT/xCc+cbTmK3YQz0Fpf0D3B/UIvOTbPEtt8raqVNqeD1o5COCyHNTxB/8hmrJhOX3Y31/rVUnB6dm//OUvf6OnoF/STgdNHaxyINVBMvfTgeMIktkgNUk9wsLnv6IA7gOaZuI6rWdJgW8HJXy8z482R7+8dLsj+zN7BDHcj/7f/va315Odg2ZZ0nQqd2nF7UnbFNctltE+B/oi2DmtdI2zcnL/RHtym1v60nU6Z0G1//73v6tp/E7XGPmSpmpxgDsLamuZBi7TAG70K7tOmsvc17EirbLKKpO0wSYe285Rp1a7lHy90jRH0/r0mjhx4kbeqKfrb9S0LTdqNb4U8fiKMeZtHivO8UXLVAXpp+oJ679pW1V69dVXhyv47S+LsjGhpcfDwLfeemuo5tJfK3/C+uuv/5j+AqHCR8fEWPYyxoft3tOc3hN0H9i5ImmakC20wfeS63PdHpu933vvvd6t7KuC7q7Tdfl+dvZ6+b7W+qL6Qb7l9HsDh+r7uqo4l348dMovfvGLa3RcjBf30/dLjIWGx7vumbg3vWzk/rxbx/lej7p8jt/nfP2GdUO7o512i2BofFFiV2e/9/qaul3h7Ham057EveL709n9iXHT7PeV7qxL3aj4YqBRIztlRqXzW37P5+6DtO5Y9zK9ztn7grYN0pdWy2lu+0O1niW9t9yo90jfD0Wp4fuh6OR222YUEgIIIIAAAggggAACCCCAQM8ViCBCuswCf6WAcWHPS/t8XARn04CHgx4RCHfww4GPCIA7gOeg3qtLLrnkZAWaf1/rSW0F8BY79dRTd9CxDnw7AOOAjAMP8UFeq+WnDGfXa6+Oi2Cmlw72RIAsPvwP/cIXvvBhBY0dMKtKG2200eOa5uRp7UiDrO6T++Y+RqAs9Qif1MNBNZ/nQG0WzPza1752iQLrPr9XaW5uBxxcZgTD4tr4EKc0WOUASwRj+msalk2yI3yQnkTVfNB3aNVl5dsY1ysC9F7GMdmyA08d3i0p+u6l22yT6XrC8YuaqmRVBfrv12t/+ZA+pRuByzSgmF7/We+8847NKpJ+vHGCNqTXMa274ti5fOHysjFx0kknrawn1j2ueyl4/0stPB7SsRX98Vhxjj464JwF+fWU8pOaesR9rEi6br3+9a9/jdTGCAA7YLnIj370o/UUcPc9VJE23HDDp7XB/c6PE1s7xxjJjtH9Om306NEvaHtF0l9xbKgNESSN+7SXpnRZqZV91dzuS6levyc4x/0QwVsbL3bYYYd9VD9k6feQiuT3nh/+8IeX+6l37Yhrn3+PcF+cXbbfN5zL70Hy9v2Yps7en643rqPr8HuSA99u90Etane00f1Ig6G+fp6eZJjyoqWl190etyuC39H/tO9xv8R9GuOmae8ruS9rXV/L6ipd13CaWyM18f3/o1p9z+v+8z2fvy5uf74P/j8u7o+B+rJ1kN6DjtHS177XjjvueO9RRx31pN5fY0x6c5riOqfb5tt1g5EQQAABBBBAAAEEEEAAAQQWDIH4QJst6wU+S/vi+Agqpq8jsBqBMwc/HCR2AC+CvlM/9KEPTdAPSTp4WZg0jcXm2uFATBr4dnAoAi5RZ+H5uY0+1snnOpARAYDBerJ8pOra1DuLkgIDt2i7g47O7oMDZQ6wOjjgPrq/dvC0B7NLAZpom5dZwFNLH28Ln++yXtcT30+vtdZaV2q9l55IdZu8z8e43KxMLdOUBjJs4XP6KXDR/5FHHlkvDtSTrBMUzH1Zr11WBNeirXF9YuntztGfmUXXv2ibzmlJygW5Uj/3xfYeT7aKLyAi4B3XIu8UgcvemiPcwdJyUiB3gv7U/1FtCKsoI65h+di5WIkyog/TNdbWcTn6ocg7NcWGx38WzNYyHVvRFvfX2a/d53LWPLz+Eqkq6YdefR09xmN8DLj88ss3qDpQG1ZfffXJWkQdPi/GhNsbbY6x4f0zRo0a9ZKWFclPmuup7w9oo8djBL5ntbqv+usRtz291q7fQVq/ZwzT0/Rjb7vttsK+b7fddo9rTv/ndJz76WSz7IsCLR0IdBnOEdD3PvfNxzlncTPdF64/UtqW8K+6P/VE7ZMbb7zxKzopzH1etH2o2r1Ji9vt+irGiF77vdYB7+HKS5Sy170tgt9uo/tVjhkm73fpmPE4avr7SnfWpfbHtYzr6HHViFGMER2e3U8tv+dL94Hri+S2O6V9cLvKQW+tD9p1110P0BeJq/lAfRk95dJLL71Kq+8p8O33mx6fyoO4x/eUDiKAAAIIIIAAAggggAACCHRVIAJ8MeetX0cQzcEdB6gcnHSg0kHfN5RfP+ecc670D1BqvSpNnjx5CT2p6iChg0/+wO6gSwSc/IE+Pty7rkZSGgRwECsLkOlp7x09vUpRAQogvzx+/Ph/a5+Dkm57BKbdJwd2HOypmOs3FwjT7iy5jT7W57i/DmC6zDf0VOzPFbh4WHNW/1s/eOh9zlG2VrPkz+jRZ6/bwYEMt7v/97///bX0JHP2FLFe9xo7duzdWkRZ0da4HuVrpWPcptgeS29rp5S3c1DGY8nZ686pVwT0bONx4+vsvIgCsUvLKXu6Ua976anfWQoy/kqrvh4uJ7VqdFzptMqUC9xH+7P7QE/i/05feHxaT/R+VWfFlykRwHcb4vq7T/nsMrKsH6B14LQq6cc7XabHSjZGXnvttUH33nvv6lUHaoN+rPJFLaLM9Pp7DET2drcjO27MmDEvab0qaS7vD2qjzR0odJ9nKbD/R/21xDFHHHHEaXrt8R73UXh3qa9rrrnma6W64t72PeFrPcTzwGvahv21XpV03ed87Wtfu1c7wsnt9rhIA5sO+i6m7KeevT3eh6KPvg+z+1L3fLbU62hHI/enPe1qK5/n97dBfkK+he2OoKzbl7bRfRv69ttvL7G/0nrrrfdFBeY//5nPfGZnbbeB31vskwa+3eYs1RjvMZ5i2ZT3lVbXVXr/dt/iWno8+5p3ZOQxYqMw1mp2fae3+p7Xl6e+D+zrseTsFO1Pr7PvDbdxkP5iZu1rr712Px/o90H9H3JRaRqjd/UlrN9be3zyhSUhgAACCCCAAAIIIIAAAggg0GkBBydKAYQIdjjA4w/i/hDu4LEDYG9qbuXJmkpkgqZnWEOvq9JFF1201dFHH32ndkTg2x/Io0wf7zIbSREEiACVAzguc6CerHRwvTCts846T2uH2+ucD9a5HWlbepX6rM1Zu1xnvl6/9jn2cNCvt6atmKT8Ma07QBSBwAheaFNWhl+77fbzMp5CdD/664neTbQsJz2lfodeRFA4yoz2uqwoL9bzy3JZ82qlNIaierc92hiusc/L2GafuLZZoEqvHbQbqqk+hunHFT+i9XLSPOt/3W+//Z7WhgiiOxjp6xB1eTm3yefG9XaZLru3phJ4TvkvpUJjLGRBZW3zuPCx3u7ka+1y4tp56f2zBg4cWBWc0ra39UOsvrd8nOvuq+DWMppr22O9ImmqlOnrrruunxqPOqNenxv9jnq9z8fN1A/TTtGyKj3zzDPLaWME/Vz3zAMPPPAF5cu1nrVZy+inl1Gv63DqdF/1tL6D/C7b7fW1933h4N4gPzX9yiuvOGhblXbYYYeJ+osIn+tzIqjp+n1u1k8t3UbfQ3b2vZ++D8R4iz64fp8fue79qR8U9f3p+9J1uP9uh69Rq9vt/rjN0V63M3sf1BgZpmv7Lc0Rv562Zenuu+/eTT/4e6W+OPmmNritbrOz+5kZ6D0vm1opuV9ddq2sXV1P3VSX++d+2ij7YqQBI9vG2LaBX/fS/f58K+/50n2QjkVXG2PU96TfEz22ByoP0l+9LHb66acfrye7Pe567b777n856KCDJmjVxy2kabd8jYuS+9Rjki8sCQEEEEAAAQQQQAABBBBAAIG5EsgFv/0h3AGqCCY5kOSnXN/eaqutHqsV+FbAZa3XX399iJ5Ec+AhgmouJz7Ua7XhFIEML7Pg6KOPPrqk/tR76VolKDA4UfsiKBqBKtdfDg66n7nzo20RBHNwwdmfsyN7n5PLif6Uy9S2aKvP83anKDfKcB/s0k8/zrmhD3DSFBgTd9ppp+e16iBXUZujvV7WytrVNinf3nBwA2M9AlTZddX2CHo78Lm48vA999xz/yeffHK01rNA3ZFHHnnNeeedd4NeOmAUQaO4BlFndqz2z21yOS7T1zhSXG+3PfZ5m9vg19EG748U/YxlL00v4iBWRVLg8klt8D0W9fXRj4EuWnFQ6cWIESNeLR2X9j3qjv6n7XeZs/RFVWHgW/epv2DwPepr4fN8fDr+Uucu93W11VabkJTv+nyvuH4Hcgdr2oYttCxMxxxzjJ0WUmB38QsuuGBdLUfJc4h+BHSwfjD1rRVWWGGSLP+rJ+Kf+shHPvKk5gH3X6g4UO7s+8999HuY640c1ybu9Xr35ws6zzZxnVym7+VBLW632+b3M9frPtgrM1Ngdoc06K3tWbrvvvt20Y+DXqO/jLlVGxz8dxk+Nx2fellO4VG0LB/UpJWiOmJbV6tw/9zP8rhqwOg2He9x4XPdDjv7nvJ4d/J2v/Z25y7fB6uuuuoTKife66M+1+263PZ4T/T7RZb32GOPo954442l9LqXvih7VGPuMq8ruT199GWGy+vxyTcdCQEEEEAAAQQQQAABBBBAAIG5FsgFv+ODfgS/sycpDz300IfPOOOMvZKnpcv16cmzvgpKjdB8vM9powM0/qzqD+f+UN+ZFMdH0CYLNP3qV79a008s1krjxo17RvscBHCOgGI5OJgGvUvtdz3OETBxPc5ue7Q/1r10e5ydXK5TBG5i6W22c/KxLs/BjCywdu65535AP4LnaRmypB8svEcr0WYH1+yVBkSy4+aHf8I3d40iqJNah0n2tK/65ukpHPAdroDm0ppWZO9rrrlmbPT5Zz/72d8OP/zwR/Q6AnhRVhwSS//pQleC3zG40mubjl/v974YU7Es16+VGE8xprIx/MILLywRB8Vys802e1jrEVDNjtdxtqhKmlrHXzzFuIhltNfHx3raxlman9rnVSUF0gZrmo6FlXwt3Gb3xW1Jx2BaT5f6qqD0gyo77ku30f3Ngnz33HPPUg899NCqel2VllhiiWl6creXpknZ9d///veoqgO0YeLEiavoBwN7ad7yXpquZfKZZ555/vjx412fy7e/++c6w8j98jb33dn3dr37M3WJ8/qr3SNb3O4Y767fKd5PFn7ssccKvXzQU089Zads3GkZZbjdPTVF37zM7iMt+zZo5HOc0/tGL8sp3R7rMY58UJzveqPueve8x6X/L/U19XuL7yuX4XNiHEbQe9AnP/nJbTXGxmlfr379+r2tL37O0T0b97TPX1hTnfj/uh6fjEtCAAEEEEAAAQQQQAABBBBAoEsCEbxUIfEh3x+u/cHaH9Sn6Ym1qcsvv/xLWi9MCjaM0A5/gHdAKYIB/mDf2eRzIpCQBQQUVF+pViGaCmKGAu4var/b6jY7p4E7vSxMUY/b6+BXNpWAlv6BuAjIOigbOZuKQ689R6yzj3OgwkFcPwUafXcgoyKo5v1/+MMfygFdve6l6Ttu18K2ztF2tzsLriTXQ5u6N/nLgY5yUYvc5lK73YfIPjS1tpXdbGjnxTRH/Cb6AccvXHHFFZvrdTn9/Oc/X/v6668fpQ2+Nr5GNk6dPU4Kx1hH7fd+nZsGy2Pc+xrEOEqXMaZqBYJ93SOIlbXzhhtuWFJz4PtJ9nLyNCennnrqrdrgIJjLz663jvP4qkoKenlsuM6oNzter2Ppc7weOTt28cUXd7C5KmnahIUUUPOYDrcoO+130/p62mmn3ay6/HRt9MP12mfA2Wefvanbo/WqpHn0++tHLcfVCnrnT9DxI/XXAV/YbbfdDtcc2Etrv79ksqn/qiC9P+O9Ke5776u6Pw8++OCY5sTXyEZObvci3dhuj/l4P3X9czQe/H5RmPTFmu+TBTll90ADRnHveOlrm479ltzzX/3qV+M+8PWL+z7uBV/n8hQnV1999bIXXnjhUdqWpY997GPn77jjjs/qRTqNzzTdO76nenwqfIPo8b2mgwgggAACCCCAAAIIIIAAAq0QiOBZBAT8Ad0frp2nDx8+/I1alWqqBgeaHKSJAGAE1mqdUrTd50R2OS5v4alTpxY+DesCBg8e/K5+9Mvti4BFBPLSvvjQ/Nze/jwddUTgIabecGDQAcsllR3Qdx5Zeu0neN1XH+PAmoO4aWDWbY7scrN8//33b6j1LMnxRc2p/IxeODgZge8INka7s2Nb/U8uQLyQXtslrkHNpY8r5XKQPNpaELR3ObZ24NCBRgd5Bv34xz9eWz/Qd4x+VO7YKVOmVASItb+XptYZrXmeP6o5v7fRS3/R4Ovjc4sCmdGOTvdB5Tm5jU4x9iMg5usS18bbvD9S+MSYd/98vd2+fpr7fu04MJbqz40KSk/V6wgGu+zeL730UmHg21/saH+M6ag/2hBLF+/1yLM17ccM3Rc+viopmOzx6zZHTMnnRR1N6+v2229/g57cdl8dsPM4d9muM3PSl2XLa71u0lOuM/T0+rN6cvxOBf+uW3/99e/XU/CF70MOov/1r3/9kJ4SP3X69Om+dz2FjseNx4zrjPsye1/R65r35wEHHPCM9keQ0jZut8/r303tjrHuOj3O3IaZ+pLvLi2rkq71TE0TdK92eLzENYzxUHV8D9ng/jnF+HW/Z4wbN+7ObGvun5yR/7+IMZ8uXUbk2B71uMRO3/O5+8Dv+a7bKd4T/f+H/x8ZpKe4B2lu+eM1fj1ue+kLwZvOP//867Tqp719H/l9w2XM0Puv29fjk28AEgIIIIAAAggggAACCCCAAALNFIhAgj9YOwjgD+qzFl100fhT66q6NAe3A8ERTIvggJedTXGuA03OfTQ9g4NAhUlz/frJ2aJARRqsSM+N8r3Mytdy4Y033vjAvn37DlXAcBE9lbuIUn/PB+HUR0nB3N4KrM3WtC4zFZSYrmkYpuuHGN/V06XvKeB05QknnPCUygk3f1aPoNoiF1988RhN5eHAeZYUvLtHKw5eROA789Vre9dqt3Y1LyloEtcmPFx4fr1WhdFGL8vrKjM7Phf4jjIza/2QYf8jjjhiB/1Y6SEK9lYFhvMVKhC00E9+8pMdHn744eEKhP9I+9PgT7j5NNcTbfG6Uyzff1X5bxzrZboeRxUGldy3nF2MoQh4O4jVX+3uryDsFlGYl7p/XtGUN56n1/eRx63rdUC2l1yyQJfX01QKfNdqow+NfVVLDd2Z06ZNc7sqkuZQjye+w8fnur8x/vw6exq+K33V3Ox/UTH+Ec8I1mXF6p/s/pg0adJS3lCUFKSco3vq71//+tdv1H3pQLfvFbdvYU/XctJJJ22jp2J30i3oLxkqkr6EW1FPf++h/Zdqh519rseKk8tw/eUvKWrcnw56x5dSWi0Hvvt1Q7t/r/rc5vjSI96D3/3KV75y9z//+c/f3nzzzQdof285zXLed999f6Qv057UNvc3vmSI66lNPTbF2PX1db/fPeWUU+7Wj8U2YhTvH+EU91AFVhPu+T+rwDeV/d7l6+rr6XvP7x0ev1nQW8tBu+6660c0h/taWveXulP+9Kc/nadV3z/OHg8RLJ/p/4/0uii57Fq56Pi23kbgu60vD41DAAEEEEAAAQQQQAABBOY7gfjwH0t/uHaetdhii9UMfGuqBj9d6Q/y6QduvawbfPT+fIrzvd3lLaQ/4a8Z+FaQOgJiafAiX2at164rq0NPZJ+gmLb70On0xBNPrK0g3dE60YEUl+ngRARC+//6178eq9fltM8++/iJxAiseRkBmMw8Fzgun9eslYJgZtlBdYR/LPPVxriIZbjH0oHh/DkuK0t6andv/Rjq1+J1o8tbbrllw8997nPbfec737lc5ziAFAE+2zk5mOQU7U6X7+/537/R9lhG22OZdaCD6+DyPXYiEOXr7aC3ny4e8KUvfWljBfZHaL2cNA/1L5deeumXtcHBYLff57rOXv5xWC/zKRf4DthY5g/36+iTp8WYURT41pdU/guK8jUpFVI+r6DfXe2rg3a+TvH+0Oedd97pr/cM//VEVVKfZ+o6X3b00UffoZ32ctDQ97nbuLCe+H5Hfy1wtX5w93l9iXJ4UfD7kksu2e2zn/3sbRtssIHfsyJo6DFibwe9HXDMvqTI358KIt+lfb4vHWiM8aXVXn3V7n7d3G63w+12W9yPPprX/DzNf/9PPbm/jL6gm7n11ls/VZoKI4Kr8Z5SHs8F11RFzb/J/Sm9j3lM2MfXyWPE7w02OrcTRnaa3YDRXN0Ho0aN8hhOx6Hb7Hsh3jMc+B6sKXTW1G8cHKh1f+k0Wz9UerZ+vNV/MeH3Cmf302PXS5dRK7md0da452Kb4dIpnmqV0TbbCXy3zaWgIQgggAACCCCAAAIIIIBAjxOID9fZUkFmB1QKk558jicv/QG7Gan8QV2BLQeoClOpTRXt1IHxuvCcZKOPy47VFBSn6KnsNd96660VJ0yYsKkChoOT46pWHZhYccUV79E0DHfpz9Fv1wHR3giExhOl/RTo3SgKGDJkyKtHHXXU43rtIE0EqBy0KQep4tgWLd1O99kBkchus+MLXjqnwRK9zPoWpmHm9joAk8/enk/lcxSku0NP6Z+uL1H66qnopfTk/AgFEleQ+ap6kN5mNZOCnfto3ucHNt98cweR0qcnfU60O/rU5T4UBYhKwTYbunzXGdfZY9QBrAH+CwUF3XbXejmNGzfumpNPPtmBXAcn3X4HMh34yq67fnCyML5TCnzrsM4nPfHta1OVSn2o2p7f0MW++p7wk9oR5PcYd39t10fzGI/S9bdfVdKcxncq6O1pO15RdtAwnvj2OLK3vwibqelIHn7hhRf+ePzxxx+k1xVJ42oRTZFz0J133vkt7XAbPF5sbhO3I65b1f2p8+L+jOPL93Y3tvvbaqPb7bHi9wm3xf33eJkxfvz4B7R8RNnJ+xwYdWA87ov0PUWbe2Qqv6+odxH49n3p7TObZdSE+8D3vK+l3/PdzhjHfs/w/zNDnn/++eF6Uv14PcSdvQ9ss802V+j94mHt87WN/yd87b0/e//Rk/7ua1XS/02+r9L381j32M/GkPqUnddAsL+q/O7ekIF0d6XUhwACCCCAAAIIIIAAAgggsEAI+AO2Uxb4UUDPH9QL07Bhwxyg8afp9z9R/++o/Ov/7am/FmXNUfDPH/wLUyl4lrbTx8XronPK5Wqn1x1MmHXllVdeq6WDbUtovum/7LLLLkfdc889a+l1YTrooIP+qidFL9HOF5VfVXZZUW8ERPur3GUU2F1O+7K0zjrruA4HQCLwHcG1aNf7B7b2X7czAreOKzgQGMFAv3b2/gis+Hi3z8lemZmWbnsEZryM5P1xfPTL22Z+97vfdVDxWeUs4KPlUOVh+tJhSU1psqGeetxJwczh2laVHMzUE77jH3/88VO104GkeJLXx0af3PYI/DSrDy4/5oh3Pc5Rh918XzjoneX9999/Tz3tPUqvs7TSSiv9+6qrrvqlXrymHIFvu7h9WSCs1hhXIMx1zVWK4Fb+ZM27bbu4Pvnd2esk2Dc3fb1QhbivDlg7EOugrJPNnBbSdA6+/oVJ99ZD2vG6sp92dY7At8eQA9a+d7ze57jjjrv3ggsu2FxPP4/W64p01113bfTAAw+MXHfddd0WX6O41yLo7ftz2Q7uT18ft9vXqreeli98Ml/7ejWz3Q8++OBIvVe4726rU3b/aOk+uP8xzrWaBfNjewTJHeT0OXWvs0+ez5P7FzZxr7jvdrBdjDlv67RRk+8DXze3w23y+4b/OsRf4gzRdFlH6rcssvcM/VXIM/qhX08T5L7F9cvGn177urtfCyvu7fWqpGB2eXxrp7+Qdl0ex3aKlI0N96/dg9/uOAkBBBBAAAEEEEAAAQQQQACBZgk4eJBmf+7Mcq15iF3xyJEjHajyh+nsA7WW8YFdq51K6Yd9r89WUN2BusKkaVAc0Io2RrsLj00+4Gfl6iAHIRwQcHagJMsjRox4T1Mt/EPHa1N10tPKb+qJ3pu1x+e7vxFUcLkOajjw4IBDfx03Vsty2m233e7Ui3JdWo9zw618bAtWwie8HDhxOx2AcSByUWUHnZdQXrKUR2o5QjmWXvd+H+fjHQh0wNflRKAp6tGmbBy4b2ngycFQB4AdkHxZeYp+8HOSnnC8QU9+f08BxNu0rTD95z//WU1BQbfBdfraR9DZfXBbmtqHUuArgt4qvmbQ2wGsgfpBy5U1XcFuPtBJ83pPueyyy76naUccxHSfnR2wdxDMgbhsLJbmqtfLyqRgv02d0sGYrr+/t/LfbH+tJ6oVWIvAt+uOXC4h+qwNLsfj2eMkDfA30lcHq12P++rxHn11mb31lxUeL1VJc+xP09Ouk7TD54ZXunS5fq8pZ00zdK1eFybNC7+CdniMuD73Ie7NbFud+9Ptdbs9bp3s1EvvNy6jKjW73ZrDe3lV4ja6Pl8D30Nuj79E8JeMNgmDvLXfU9zurM3J+5429ZxU6leMX/tEYNtjrstGTb4PfN18XTz+fT/smK5OAAA300lEQVT52vo9d+iJJ564jb6kGaf1XvorjWm/+MUvLtJ48ksfF/eex2/2xVppOUA/PVF4Dykg7u1+P4zjvR5jyeV5PPn/gOx9Qsu2Tm4wCQEEEEAAAQQQQAABBBBAAIFmCvgDcQRHI/DV97XXXqv5lKaCaQ7sRcDFQYgISMxNu3yuy3DwZla9wLemWPEHercxcrQ7C7Bpe62U1hGBaAcjnadrSo4pmkblvVL5FWVoztZXS1NQuL8Otnjp9jq5/nKw4o477tgo26p/FNx8U0+oPqzVqMfnuo9lr24KUtnGXg4C2i976rC0zAex3Z9IcU3SAJMDlD4mPH1MHOfzYruNInm/X0cgL6ZpeE/mM37zm9/8WUGnOb/97W83ixPSpaabWFlPw07UNrfdbYlgjgM8kR38cf/cz7ntg9vuHMnlOIddBJiyQLCC9osfe+yxx8V0BZp/+U0Fsb6x5pprPq9zHKR0sNIBOV9zl+Pzs+tfJ/DtwGeM5VhqU0WK7RVLzVnvdlalZZZZxoHSinGn12k/fU6z+upr67oifpWZ6gcrPQaqkq5/fCngpc9Ns89xOS7DS1//IYcccshjn/nMZwrv1ccee2wZHWNnO3o8uF9e97b+de5P15u/P3t1V7sfffRRt9vtdT99Xd3nuG/iWnm7U2aqpfdHzrZ10/uJ2zBPkvun5Lrd79TB7y9xP3h/uq8zRl29D/z+6C/6/F4X94HHn9+nBt16663L669cPq71LGmKn6t22mknn+P98f+K72Of67Z4+zDloRqLXq9KCnzH+7nr9f81PjefwsNf6rX1nN++AUgIIIAAAggggAACCCCAAAIINEMgAgVe+kO2P3M6+JJl/QBfzcC35rp+Rcc5UOQP6/6g7eBCBGa02nCKD+Q+32XN1BPWDhoWJs+nrABfPwUBIkgUgU6338ltcJlZSgIlfu063FbX48BEBKS9nOEf0SsKfJeebo9z3Gdnl+Xk+rNAm542XVJTI6yYbdU/a6yxxv168tcBNZfv+lKrchu1vZUprq3baTO3deDKK698muaZHqGnCPvIso+CJwvJqur6OcqkwO5smeuB4lmzNC/3jNtuu+24FVZYIbtWKssW+fPCxse4n3nzCG5GcGjOxRdffIWmrxilqSpW0PEV6b777hutDRHM9DIbp6usssopas+Sze6DuhxjKe6JCJxmwSvVP0gUgz70oQ8do+kKlnZjZTj9jDPOOEtTGDyhlx6/8VSur737b3svs6wnPG1QldQf1+V6bRo5jss7e3sc07vWvOGam95P2kfdvjYx9ryMMrvSVwf4Hbxzn3xNnTzeynXpryoclKtKfnJaGz2GPFa8TLPPd7vdRgfGXcbbsn577bXXfur2229fQ68r0tNPPz1SG2xtRy/j/uyvH0wdUef+jDZEnVnbu6vdzzzzzFJqq8e12xvXv+iaaXeWfO3S3NbBzFKbm7LIvafbyNcq7oO0jtTH6zWNdM/H+f+/vTOBsqso23UISTohCZCRQCSAAcIQhoSEeQzIHLgIAjHoQsKkuJBRroiA8OuvgIozf0B/RFlXuAxehiAQhqvesJjHKBASQcIcwhBkkBDu+1TOe6izzzndpzunmyZ+tdbXVbt21Vff91bV7lXvrlO7GfPAYxpdfu720zNjoM6z/4q+YZH+r26xxRZzfvSjHz2pMhDXtE95xi1zCJ+oyzOHX7YM0u5w4qqg5x/5/PKFen7mUi73P41n5YFXtw5BfHfr7gnjAoFAIBAIBAKBQCAQCAQCgUAgEPhkIFBa6GOsF+cmvRPJp92sg/gAVy1vtABfLIJvru55oW3yAV3tCSzMWZAjJlL/pR3Wr9RToo9Q9r7hhhvWVPvPqUxObtE2sgTfIEcKOkwCYCuSE2yk/zVgwACItSqfRV5DZGAf9UwsoI/2yrj98pe/3ErXEBgpaCffPUqAEWJizVgV7Ut1mvjHRA4qTaqYhOk7d+7cvTvalkhwyBiTimDgtuwTsYkW0kXMjQf5BDBsOfnkk28TMTQt5WR/NBZH6tK2U5Z0X+XvlRVrV7IVH/CHgE9uk3FWJr2VXkmk9xS1P0FpyLQlX/3qVy/U7u8HdQnhbdK7FhGcxpDGOC+OqoKOOqEtbLAYW+I8cO0yPRcsWNBSi/iWbT3GjBkDEe/xm/eLdRI3y1fawa68nSWl41aUXRk0n2nX44U6uYAV99L8VMw8RN7ddtttn6pFfOsscY7s8RgBS/SllyYNzk/KUz/ZIbsh9atCJ9kNFmDnfqHdHA+u8wA2KdR43vnWchnjr4J9I5Fj5nzicqF6GJX+F1If7Js1D+i3XF/LlClTJuu5u7HyUzjqqKOe1LFI64gQf1/Po/cQ0rxnpIDeRfJOT/9++vSTDNSLQZ6DVeHOO+9cW78gWUmE+mp6cfu6Xg6/rpfWb+ojsHfr6KX0vFElz3/8LGNSpawbZDD5IgQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCHUagsND34hySCIIIgm8lkUSbaQHOvaqgoxzmaMc3ZBoklMlvFvosqNuzqHZZ12Vx/p6OMnjo0ksv3V/pmuHWW29dV8T3Q7rpXcAmYVnUVy3sSySJ82kTMiAnBBIpIKIBO6pCiWChjMkDyqGPNTptY0eLfsaeiFCle4ioePfUU099WEmTdSa+7SvsvP2nSlcEbKZPa/ZrowbIbuqjy5JXtU+OwZly+E09Y59jyBEWK6nf/3buuefOnzNnzqd0XQ7aVc1P/d2WbXdcLteeRB0faINAXI8A6y/CaleNwUNSSf3Rxy2na+fm/1UyJ73ZoUzf229iy+Jx48Y9+5vf/EZZlUHkFWOJtk2CGmsXxLZcuN9THwDlo6FVYcSIES9yhI9uFMevy1K/Wb7SBv2OYCMh+axfCIBNVdBxSjV3saqg9VA/n6vppcmoUaP4wGxVEPnPfMx9on56tmnH9xau0Mr8pN1ym11lt3b68yxxX4MddjgYT+c5Tvc/hueI7fpYY/wu/S/DDmNkmxrCqPC/0M9zxkv+oqsjc95zlLmF3l46zmZ9G0d87LHH7pNfdzQ9derUXWvV1YvX3bfbbjte5jInmDeML8Z2cXwpq/sEjIwQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCHQIgWyhz+KXNSaLcpPenPfMz677z5w5c6zimmG33Xa7XzdYUEPsQehCTLGg7kiAoDCxxeL8vUmTJs0XYfdyPWUPPPDAOrqHrQikKfbjh8lCGBH8K4cSOURbuZjgMhlbLp8npItyFhMqYEd7tN3n0UcfHfyPf/xjjNIprL/++o9otx3nO/vlQI6TdZRKd0pUqw3y7HOHGxUe7m/0IWCdi3X7ft4u5ChY0NcQshDEjCXkHR1h8YziiiDilnvW5X7Ahg6HVnxwvzKeIKFzAmzAd7/73XE6x/t45afxteeee/5OZ5Nfr2uO+kDoc+/0xkbsJqTyihP+qlflJ4VeeumlwYpMlnk8YxP1rYPYdlJmRR3xUZNAHjt27FO6D9YI2NO+AzqQZvmKXtuGXocPNB/eLPWj81IM0f/iiy+CcfJDMfVyX93vxJ6ni0sv3pRVGaSP+Uh9Y5eebY899tigBuan8XE778vuN7rCbu30Z6x5rBDjA8FY5HEFRsVn3dJqy//fzO8cG6fbxKhUn/KUZbw0ex54THssdmmnZMeBVWCBERl2XWpTI43RCRECgUAgEAgEAoFAIBAIBAKBQCAQCAQCgXYhkC10vdBnMcxOMIghyGMIb84eHSiCaKh+Vr220lVBi+nF+rDcvbqRiErFEGom+HKSqqpujQzKQ8QRowOSGCL0nxMnTnzs+uuvn6R0Vbj//vvX1Q7X1XSEA7s+sdsEs4mrpFc+1zrTNbfR6WSDynPdWuA++EFkEBu/Pj/+8Y8n5jvkJ02aBEZg45cDts3+6lanB/tDTLvYgE3vbrDBBtfog53a+Nqnt/q0Fz+rLx3zjV8pgId8Qj7Qz/AXc763jnj4l85lBm8T+eh2O9RjXPnaMfkuh36E/sYe25Sw0k7eV5RXEXTOMseC5OVJL9lwww2vxf5l9IH2badtc7+a9E7z4oorrhh9zjnnnK7jCLjfQ8dt/OGmm266QknmApgQu7/B2/rgckyCKdnjA44f0Udc39SRBBU7tRctWtRfR6isrDPYqeN6YIqgk+Br4qRXdYakO4U/2vH5uLL88gVfPf6wzfVzgn9ZfUUn+FT4q+vFo0ePfkYviDZUuiI88sgjQ/Si62ll5v4aO5f1+EnxkCFDeLlQFXROP/1AoD76sKfPT37yk7bmJ+PZ2Hhcphc0OiP9GRHnnWr3wIEDeWni9pVMAdsRAn7jE6ECC6796Pp32P0tX42Dx0gxbhOjkg7qgS9jlTHbrHmATvR5DnOdvpWgOEIbCABahEAgEAgEAoFAIBAIBAKBQCAQCAQCgX8vBNLCXqQGcc1QulckAHzNwhtShWvSXphDerNrOpFdijlSYpVp06btK54TMqAq7LzzzneVyEkIJu9shSgimJxxu0tz6/+lHMGkJuRnIr5lw19uvPHGXUS6ukwqyB/OMv72t7+9oz6I+JwuOUIBWyD3cmJPl+m8b2IH21XUWbx2+RSXWCV8c8gxhCxp+fOf/zzRN8Ujv3/KKafcp2sTjiaJ8TPp6UKCivboe2OMTW/rZ/f/oZiXBpC7+GCy0hhRD8nrpb5RHiQdekwWKpnII3ChDjqICdbjOMeaPGyzfR9kxCV1U1hzzTXpZ2PJGKHd9/Vy5ruKsZ8XNx3xgfHrMaNkmaz1vAAfiOmV77nnnjWOPvros0T8J6JaR5XcrqMzLtM9dIALsftZyaQLX8EEfdhnIhZ/39fu9jn6IGr5+A3lpaAze0eK+J6nC5NnzEWPOcqQJs/EWq/HH398BDfyoBcZH+r4mNnKwzZwy321jmb5ij34i022m5g8+zu3FvGts7rX2H333R9VOWxxXfQx9gjoyKWHdnZzvyoMHjyYD3nSHoEy6Ovzpz/9aQIZhBrzE2w8zilCffKQ99RPT9UivjvBbmxAmBf46z6yr+QR8nmDrRYeVfwr4P5yGUqENb4ZH88Lx41gRFmC8WWMMD/5X9iMOe9x5zkvtT0W9+3bl7HZZUH/w3keec4zJsrjojuPER4gEQKBQCAQCAQCgUAgEAgEAoFAIBAIBJZ/BFjAVwiMRhtuc98EgBf1kCLFfNaWkEyQhiz0IbwHIb/4xS/G3XbbbeOVrgrsUNUxD/9bN0w2m+xzG9TJba7SkWW4HFksyCF8WKhDIr61//77z4Fkv/3227fVdVXQbvCJr7zyyi3Dhg2DhKWOyStsIZiE9DVtuM0iHim/DXxd3/hCboBhn6effnplfbRsI6VT0A7R2SJrF+nCZG1dAqJUpVaU2+p0VbmSzb7vuFgux5cyBHABM14amGzEN99XskywQZ4g+EOf2y/6jJATc7aBNhHaQZxWsmKMGk/qfSgcV6WAg/z7UITzvbqmXQt2E2wP9rfXB3Shx8SQ7YCsgkjnZRAk9yrz5s0bNnny5LP10bjVdd1jo402ukek5yVKGpecrGRuGUN02rY0VnRtrBYfdNBB99UivrUDmnYojy3E9g0MCegwwZzuawyulu5kf/QBzec0FhcqC1/z+WBfqdtMX22XY2ykrTTWhOFsvazaV9cVYcaMGZuceeaZdyoTfxH7a1xtL3qRnhonPLOqwlZbbfWUMukXAmV76xcsA7Ujvrxju878ND70HWmE8fXOPvvs84iOs5msdEVopt0TJkx4Qsrz8Ygd4IcPpI2BkglPsPH4s7+eZ5SpF9BVlKqyDT5XquoVMortcF0VOtAWesADbMDIksaGrglgUQsjzyHKuD5jjv+FzZjz1skYZn4h2LpY42X6b3/72z/plzYt+kB0n9KvbHqW/FeRclhB9wi9VI6f5aykeMCrr746bNq0aTuWS5USl19++Ux93PIVvQx6Pf+4pb7FsUBFGFMe2x4fOQZFdR/7NZ0ZIRAIBAKBQCAQCAQCgUAgEAgEAoFAYPlFICcLTHY4rkkcAAWrZEUsuvOFt9eQLHgJvmfCix1ukHuQ3oNfeOGFESKgDtSuOl1Wh+OOO+4ana37ku5A6hZ3WaPbtid7ayzoc6X2iZh6NMoCHZIO3W/qA5tXa2ft5m+//TZ2VoS33nqr34EHHniwdnJerBvUgfzxwt66yYP8sP9KJhLCREkeY39rwaBgK/qpm4i6H/zgBxN8/AUKdthhh/sUQZohOZmFDutRsioYvzy2L8T1Ql7e9hET3CbXJsjII419+IHv6LceJVNwXfDLSSR8Mq62K9dDnutSLhfyuU95k8Kuu4JI5uHKL4e11lprztZbb/2CMryrmr7G7lwP9rfHB8YZ4vFhzDwvOC8bYnVVfVhz6K677nr6yy+/vI6ue+h4lUfvvffe/xYZhQ8I7WI/ddFDbNt8Dz9X3Gabbb7w8MMPHyTy9zR9nPW9r3zlK7M1394SoQ7hVg7aXT5aF97FzhhDJ5g7GDfyk+iM7zV807FeHN2tNHMJzDwOuW38TfY1y1f7u4KI3C9ol/TBl1xyyZcPO+wwPoT7/qGHHjrn9NNPf1q2ro0RDg899NAYfeSyv87Ex2f7jb2ez8Wx0uuZZ56pSXzrQ3+zVY++pS729P7hD384rsH5SR0C4xUdjLN3pPOJM844Q+8Wnl5b1+XQTLu1M58d7/QT7TJ+GEtp3JRizxFdJvvAx88X8hyW8PzWsxcdDugqiscvcb1Qq47zGq1D+aa0VdrtbX2pb6Wb8Z+ew4qNl5I1MaKux5TnAHWZB82a8/STZUU9uw5jzv/6178+bsqUKQv0S6D7S/exHyni6Wvu2TbG+mD9SoejlKqC5vkzesn1rG68LHlFwssudpfzf9pjijHNmMjHhS67X2htQHY/a8OiQCAQCAQCgUAgEAgEAoFAIBAIBAKBhhEoLOxNFpjw4AxmFsM1g4gOyrPwNxnGotlEEsQxO7sh2MoLfKWHSIYis2fPXmvHHXc8RrvKahJK+kjeX7/zne/crrIsqNnxne+yNlGDfUha+Ncjvkv5Zb9UHtvRweIcQocF/pv6sNzzIoRuULpm0PEim5566qm76ObgkkDgYz8+4i+Ehok045LHJkzIAztIh6qgfjFhYD8pi/1J1x133DHRldRHS772ta+xQ9mkVE6wJmKtQEqlqqW+J40N7nuwJJ1wrYdnVsb1TJ44VpFE+ED0lgk9pdktT19CTCL0bVF8DxKF8vQNfURfEbANHBlj+dhyX/BihXFHf1DGfeKxWe4fnXfdouNL1lOZcvjSl750rS4gb2nXpDfYkiavIz4wdtHhFwHgRp+aAFtV6cE6UmeYSKUTRHhuqGtI76fuuuuuK/SxQ/rd9hf9ZiwOLckwxcjg3/3udxuKMD9SOlcSKQym72sX59uac/coXREefPDBDRcsWABm2GMxTh6zbr9Fu8+HiZinnXKQjf8877zzblUGviImVO0r9Wmj2b4OueyyyzaWD8eIbB6gc9AZN4wV8H5b5B/PkIqg42NafvrTn26qTPtKXPZPafvsuI9I9ZEVSnShnfh/03NqgZIm+Rj/vfSrkQku28b8pB5z1POkPMZE2s+0DsfNslvj6q+bbrrpy9LrMYkNPF/wl3lDH5Wf1aU0ecw3sKKcnxX4XA6d+VzJdKf2smts8LPIdi3TM6yGbvQxD/Hf47g1jBhPyQbF6f+TYtcHx2bNA8/98pzXkSP99UuE19UG44nn7asS+vuFkjyfpcl7MZNXlGZMv6b5xFyqCspHJ/ohvF8rpSnrZyZz32Nbye4dGDgRAoFAIBAIBAKBQCAQCAQCgUAgEAgEljMESgt7E5Ws/Vike4EOKddbH75jkV8zrLjiipRlcU8ZyBIEQoBFPQIhnBb3iiEITMoNu+qqqzbRLuWTdBzAmsqvCvoQ4hMid3+iG95J9k+lWcSbOMRu25ts1XXvd999F0KmKogwogz2uixpfIbwYZHOgp2F+2sXXXTRDO24/YvSNYM+WjdZH5bcUjfxyYKfEK74bSwgKHMhn2vwQlrqEcs6Zxy7EBPfJl1a9KKg/5NPPrmJ7qWg88+f0JnA4AQ5jICRSQcT6Mr6KNQgdfL+N1a9ZN9HlSpT4Gf8iS15BdrGB2wBY2yjDxGIUfoU3IktvjZ5CjFHXXwyFrQNjkXyaZjyEPoEMpjx5z6hbN4v4N9HvyjYSeQ3fZeCCMH7tSP6bl0wFrAFW20DMYJt7fGBsu4XfCDgAzZgEzZC2rPT+xgdO7KF0j30Mcr5s2bNukHH/VCOcUU5bKUsPg6XjJCsXpI1StfD9DHWdfQy5CwRVH1Ezt6pX03Y9rd/9rOf3Vj6WKiKLw36iGgf/YpgnK7A1Th5vOZjGFv66viEsUtrfvRXZ2bfvvrqqzMOeTGAz+4zfOU5QR8029fh99133zonnnjitzVlWvTi6jYdK2LSLY2xb33rW7P0IUuIvopwww03jFeG/fX4yH0ljb/99Pzoq/PVN61QoAsdiXOzInylTUKvhQsX9tX552V8WpmfzAvPEeYJeNFPzIVFZ5111l86y+6jjjrqplI7tp156zGZ+ki+7aeXCCdvv/32Jwjfz+g+c4p74AKBy3OC5wZ1V+CZ0snPlfRscRuOS+1jRzOfYcmnkk7S6MZf/r/gf6MYgRO4Iq7bKfPAcz6bB4x/njuMpzclENQLJa9KFhTklVI+9xDKviECnbpVQW0wx9GJ8FKN5yVl3SZj2f+/OATezz1ld79A50QIBAKBQCAQCAQCgUAgEAgEAoFAIBBYjhAokQZe3Ju0ZGHPQp0FepLnn38e8rBmKBHfEEMs5CFs0Ec9Fryk0Ys+SC/Igv46+3aoPhK5s3aj7g3ZpryqoJ2Is3WcyE9F+L2gmyzUWVR7QY1uAmtV24p+2u2j4wuwpSqIAOwpkn1VfcDvJd2kHoK/XqBDELCYJ6/XzTff/N/aGdsya9asibquCLK798knn/wl+TJAZOFtumlbsMN2QoTZVrBAL/chMBHwaNGLBeKqIHshxbDJ5IF19Dr//PM31y5edKWg4yzuVcLEJnVM/EE2VBEOGWFUiyzCTgR8euGr4opQIuvx2WUd0y59TpvY72AciPGD4HjpVe2/6HE5bCXQLn3NuFtZhNz2InzGi8hdsttuuz2ufnlc+WAAoYeAC3ahy+MRzPu9+OKL/f/whz/srXQKAwYMWKiXHtN1AZnDWID4dn3GCZIH25bnFdO5D9wzOQe+9CHjNb0c2nvvvb+oXxRsp+sew4cPf1NnPN8lUn6ojj4ZqD57V2TTexLi93W9WGLidAWNhxWfe+65/vPnzx+gsbuOzszfWnUhx3scc8wxMxVRFhx66CiXlz//+c9ff/HFFx/KtYPa2+mcc86Zxdm+yktlFWMnPoA5+ZDhLcJte8XloCOE39Vu7xnKYK7muFGGPusSX0XW3qK2sBf78bmnPvDXW7u7p2vn9zdF5JXHswjzTa+77rq19ttvPwg7xgz1uE89bGac4HO/Cy+8cKzmKvO2HNZbb70n9HLhIWV4ztO3K1xwwQWbqj/AK4U25qfnhPuH8Ya+t2T3a3rJ9l/qqzOabPfjmjf300apLfc1PjOvBsq3c/S83E7pFET6H6hxdad+HXGOMpgH4EU9xPOAGAzBweMcnX4+EC/rcwX9Gvofor+z2/Jzy/7gC/YzLlYWRue2ghH9CU7EBLChrv9fduqcz+YB/eTnIPbgk/1SMgVsw0f3P7hia3/9G2IsVoVSPvMGYb4jtEN79pt20NXtA45HCAQCgUAgEAgEAoFAIBAIBAKBQCAQWE4QEGmQExX5oh5iAsLG0kdkGgv0mkEfevTuPwghFvjUZ+HLgtcLaRbQLfpA5Zjp06fv9sADD0yoR3irXI+JEyfeK9L7IpE+3oHGbjITNLSBbpMp6IZQs/QRSQhRVTPovNIhIr7xDfKBOizUcxKHa0jPniL1e955550XibTqLWJ1c+VVBC38e+oc30Pkz6if//zn12hX7YsqgF6IAutFNwG8jS32gVt/fSxzlPAdrHRVENFFXUgw6wBPiNveIqByMv5Dndt8d6lsTtKCE1Jx9m6h73PCw6RUue9VtXetY2h01jnYuQ9cnvrkuY8gPGg/Jz6c9vjT7YYCvhNsL2313WuvvQ754x//eFK6oz9K99BO/HkiI68SAf6IsnIyJmGhvNQPIj2H6czrU/RhtvRiR+dnvyNy8z/0suNplfHuxSKRg/2W9vpAefrP/ZiTYCtzdvxNN920q+6noGNEVh4/fvznfN3ReLXVVpur8fF31TdJmcaTxuwfNY621MubT1u3zrAedfjhh+9x+eWXX6s8ymErYwqfsRfCbyW9uBqvF2IjlS4HHctxpYjAF5Rh4pv2wBwdqb8UQ5p3qq/q+6fVBmOQ5xB2Jxv0Uc+/iuS+RjvVD1FeCnqB0FPj5GB9SPJ8zXcTuPhJHfoqkZQ677+/XhKU+4bKEP06S/wSJfNnE3721DjcgjKl0Ob8VDmPTdudiG/lt3zuc5+bLbuv1ovCQ61wWe2WL9Oli+ccpKWfVYxP5m+LxssuOaGrvBT0/NxZO8X/n+pfrwxw8nimLgLeTtPvfkZQ1s8J0sv6XKGdrmhLzZTbwR/8xf6+X/7yl9vC6AaVox8ZhwRwAYM0phR39jyYpzaYw7SP+H8DY8z4KZkCtrm/uIef2P6O/g0xPqqCxiD6uGdxO7SZ/w+o+P9TpaibZOB8hEAgEAgEAoFAIBAIBAKBQCAQCAQCgeULgZygYKELSWGCAmKzRYvbPtrZuVk9t2fMmLGBCMThup8ILcWrikgcesstt6wvUnir448/fo/Pfvazh+ojWP95xBFHnKlzgbetR3prt+2ir3/965foI3sXivSGRF4geU0CkcbiGmKKBbUX6YnA1HWyVTFHNWygYwbqEt/a9QkhZR9NxCSySvmQTyzmIYNel7yqna8v3X333ReKDLymV69eLOirgsjxbbbYYotzRPwdKBJ8bRUYKhlWiklbhigNyb2KjlgYLbJtf5FxX9R1zaAjI57RDYhbCAVsS36LdO4tAqpMxAvbeTqKALzAiLLGiTpFgkNZ5WAc877PsektO9fQ0THkVQTZsNITTzzByw6wQyiDkGYcwSOgH0mBn7pnskTphkSV7QMxoUxA6czl7ZZmffT32Wef/bQ+5vZ1kbBn6EOlE3XHuPMCZxVJf330bb1Jkyb9p146bEBNnU39uo6VOHfatGmP6dI/2wf7nCxKZE7JbnxpyH7KSY9tVzJhYkKQsbvSIYccst8111wzmZvNDnvssccd0snYxRd8ekvyhsb2Qr14uWDQoEG8YCqHK6+8ch/Nk7HK8AsaMEPo7/4iYUd973vfqxi3wnLGpZde+n90n3nDfDXhh98m1DrdV45aUXv0E3MAf00gY9dCnQN+jcrcpHQ5iOBdXy+3pmmHtv31OEk+6wVXf82vI+bOnbuuK6lPPxTxyS9C/q48/PXz6UM9/1bUrujNXLaB+enxAVa2HX08hxiLr4msb5rdxx577K932mmnuSXdtAFG4IUdzNfe+oDmRoprBh3Dw9hgnvPc8DynrOc6seeo/6d01nOFdjq7LfQT8rZ66+ORGy/Nrv6bYeRnIXWNRVfNA/qTeY+YlHZMfxfF/zvIJ838ea8e8V3a8U0Z16Mdxi+SxjTzBNF1hEAgEAgEAoFAIBAIBAKBQCAQCAQCgUCg6xBg1y8/FZf0kvSVrCIZIVlXMkHE5p46TuPsjTfemF2zLFxbFR1J8trQoUNf0HETr2dEX6t1rLNfv35v6YiHGSKLjlPbn5XsKpkoGSP5lGSIhKMe+pdkVcWrSdaRbCbZSSTEFw877LD/JTsguOq2q12dH+g4jFuvuOKKE1XvM5IJkvUltDNcMkyC7lGSDSVbSfaQHHr11VefLRLrudb04/uaa645V/5ce+SRR16ss4W/rx3IZ51++unn6ZiF3+gIl1mycUFrOvQC4A19XPNXIhz2VrvbSPBxUwm27vqNb3zjzLz+vvvue7ny95JsKaH/8GOApI+EPjYhpWoCp7LvW3RN2aESfN5Ysp1kPxGg39S50M/mbeVp+fKodoMfqbL7SLaWgJf7C53oZnxV2YAdjQbVZ6yuKMEf9OLfepItR48efYf01O1v7ul85Sd1bvb16pMrtCv/L6uuuup89RPkTKqnFwyP6Sz5qdK3i4Rxt4FkTQnjzjjSPnZUYNkBH8BkZQlzjXG3tXb0Xig9iSiyTc2K2cWuXdyHqR18Gy+hjxDG1PaSfUS4n6Qx91reJviIIL5OLwaOUJlDJAfrjOvP6+XVdM3xirL6sOMsjdUDVYY2xklGS1aXMKaYTyMlYyRd5evOaov5so6EfmRcg3WaP4oP0i8Frs39Ja15+6Q+pPs93WcsTNExMV/Uy7tzx40bd1deljnO3FaZAyS7SZijzL3tJLufccYZZ+flG5mfqsfY8vPYY4TnEFjSb7tKltluvdiZLj37S3aUGCP6ijkFVhtJdhDRf2XuQ57Wmd9XqQxjh3nCOObZzNxkrjNPiPGBudNZz5XepXaIO7Mt/jein9jzFr8FUZsY7aByPE8Zf2tIwJe5t01nz3l9GJcxTB/TPs/kQZJ+EvCijxhvuXjs4ecqEuyl7s56Nh6b97/T+jD14bq/k4QxwxgCH7BK+lUuQiAQCAQCgUAgEAgEAoFAIBAIBAKBQCDw8SCgxamJFhbCLIghk9c44IADpooEe6Jnz57s4mqVUFyW+yJ/X9Uu6bu0+/BXOmd5mtqGONtDAnkEKbeuhMU3C3YIFGxE+kuwdcTkyZOnDBw48BGRe5wB3m5bRYK/LV/n6COa50sfpAQkHe0hEDYjJRBmEE+7SPbXC4HDTzjhhF+JAK9LCHfEFsg0kbiPa4f8xS+99NIX1NZeEgg1yKkxEsiWcZId9RHLG/I2fv/73x+j/J0km0ggWQZLwAoCyrsVVWVpUJ77nvsmdIZPnTp1L539/NuRI0feIXL47yrdJqbaBf+uyt+j42Ou1IcYf6yXD5+RTnCEDEN3skFxhwhjLKauBDIFco3+p28+LRmv86i/qn7s0FjVTud5ehlxnvp0d+li3IEvWEMU0QbjrkXSLB/Qgz4TaOsffPDBp+QkfCOYt6fMhAkTZqo9XqDwAmdDydoSxgj4MV62leypXypMUx8+WNSNbZpjL2m+vqCjPdjZXB4T2jH+jl4i/X7BggUHSAdkM/iNlkCC8dIAAo2xyDwe00W+Mm8goZm3zF8IXZPv6yldnss64uSCIomPf3qe/FNjY77GNrtZy/6S5pcBmqM/kJ7JEnyeKOF5xTwlvbNeCN2Y12t0fqqu56WfyeDnl5HNsntf6YSQxV7GAOQ6fYXQb2C09UknnfTN3Ic8fdppp/1PlWE8rSsBX+YJc5M5ijDOO/u5Aka0Q9yZbfEcxTfa4JmGv/i9VQMYba1yfp6ALf9jNtCvO07tgjnPPGA8uo+w3X1U9SzWPY89ytCf9nNLHdvzhbz/ndYz4yCV21JCG8wxns3Uh0SvakP1IgQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCXYMAC9PSAtUkC2Ty6vrp/jGyoILs6cD1EsgjEWYv6wN9fxeZOls7be/Zcsstb2PHoc4VPlFtTZGwcIZA2k1i4nEDpSHmWHhD/KwkgSxkQU3MdSKEtOPu6A7YVuXbkCFDrpNOk52Qkiz8IQoGSSAs1pFsIoHI+Izkf0imfv/73z9v8803v0fkeau7zOvZqHoL2U2qj5D9Sh80/Jp0HiIBj10kkBbspIOcgqwkHqvjGLbRMTDlHeMQ1MqfJJkgWU8CUYYPYAUJVUVAkCeBnKggjdRHp9SztdF8nUl9tPRCGoMfZFEvCW1V2SGdDQXqlnR4rNIv9NfGku3OPPPM09Zee+2HeXkghVX96zzIpsGDB8/bbLPNrtPLi2+o7q6S7SVgN1YyWgJJC1nLGGiK/TgpXfhAf9AvYAPhOFqY/5ft64xYZ5Yfr3bwEf/WkjA+mFvEa0kYY4w1xtBknd/8Q+3yny1b6mKpl2KLheHNOof/MNVhPjB3N5OAH3rpH3wEwzRXFXeVr9iCT5CMjEPaR+hT5jI2Yivl9tCRFFN1zMl1+tVJq3NYpP+beolwI+VVb/dSffTwvIL4W1/CBy23XZb5KR0eJ4x1nnXpJZ/iZtnNi45NJOtIGIPop694ZkBe8qzZVLKznm0zCmNySWm3N4Q/ZfySDTuxl/GNkGbuoHN4Jz1XaINnC/8XOrMtE9/MW4hdXhCsJWkEI8YHODPumHM8s9bTr6imF3Ct+8zqSLnSnPc8oE3mo/uo5rNY9xl3/p9AWeYL/TtWv3Q6oJYds2bN2pP7EuYabYAV/VKzDeno1qHD/6C6tVdhXCAQCAQCgUAgEAgEAoFAIBAIBAL/pghocco6DymePcqHtzivm/NuiRE+aMd52JzTyrmu1GOxznERPkOUNAJhZtJMyVTOMfku5/NF0zmiyifmXFtinxlKGcrTFoF2aZ/zZTknFVuxzXYSk8c9bPX5qrYVvejnTFvOtuW8Y2KEPO7RJj4ZH3T4LHC3R5ukkYSLzkEfee21126sc4BHLlq0qL92EQ/QWb8DRYT1ERHGzvI39CLgdRHVb4wYMeJV7Vb/m3b+cWwK/tFmbhu22B5sAbfksz4qOFZypUhc7Oshovmye++99yIl2Y3L2c34BI5l7FTU+Cl7KQmriPr0vfHED/tkPPETMZ6UJWAT9mIj7RlHp2nffegxsUxnvUKmSCc2+5xcbMVOzp3mQ6ED9ZP8NXUe+yj9gmCQdiFDui3RTuVF2r37ul5uvL7nnns+IxIOghPbLPR5Ls7Hx6bYLj2J+FaU4w2mYIv9FuYcefQFfnquKZlC3o95mptcM06wm76nbxjXjAs+YuixgX+UA0vGFG25n93XLTrmZo2ZM2euqw9fDtOZ+YO0M/ot/SJhvl5e/UPHNMwXpuhHF33tcUDsOUQbBHzwXLWfxJ3pKz57Hvj54eecbbHPaQ5rzvbTC5TxOjt/lD7YO5yPWTJnNW4Wiqh8+uyzz35I8xf/7K/T+Av26TmhubnxsszP0nNZ6spjBb3F5x22d9Ruz1FibPcY93hAL32T5pSOaNpq3rx5n+Kc/x122GF26YOxtcYU4w4ckHycd9ZzhfFFW36OeSxjP9LMZxjtEPysBP9GMPI4zMcI48/Pra6YBzwD/P+APuK7BPZHlx+F0tjzPOH/p8cCvmIz12DAmGH880xB/P+T50Grbeh+tw0MpAiBQCAQCAQCgUAgEAgEAoFAIBAIBALLCQKlRa5JAxa7EAcsdk1UsEBHuEYgYBDKOkA+5MKC2oSEF9fEzucei2bEBB0knYlfYvIRl3N9bLW92GoyCNuKtnKPBTpCHbePTrcFGYFACiC+tm3KKrdn8sn4uE1jY3uMj21FB8HtOzYO9tUYYAPkAbHzqENAN+1BPhBjC+2gw2ScySwTEOkDjLpfEbK+pz4Y2T/7k+NJOwjl3PfYT7u0gxg/x853H1K+Rz3ChXtthcxm24tN2GkC02Qg+e4H442txtMxNpK2rc53n2AzkvBfFtulw8R3jjd2uj9tO31LvsdvcRzpVs2AjRaPX49tE50mpfEPv2wLbWFHPtdtA/3tPjeW1DVGYOd2nAZHY0dd+stt4F9X+cpYtJ1KVvhr7PNxjo2Mm3ycUw9fjKl9xGeEa+6BjeendaIPjLGhI/NT1RL2YOj52Qy7sQXBdveVkilgM224n+gr/KF9Ar4wjhDGlceU9YADwWPLdnfGc4V+oT3ayjHqrLbUTLmdfN62hhH4eBx6jIAxmHblPKB/6LuEWb1nWY1nrJ8LHtOMDbBGD+PH49rjiTbSfKjXhu532+BB3m0NDMMCgUAgEAgEAoFAIBAIBAKBQCAQCATajQCLcQsLVhbIBPJIs6A1IcSCF4FoQAiuW4zr3TOJROxFskklYgv3EetVMqVpnzzKYQPkk3WRtq0mr2ynbqV61kvbCD4iJoFsS96u6/hevuCnPQvrZqSIE7oI9ofYflpnbo/tchnq4kdeH5vxkUA5rk3EkXZZt62squB7tsdYkY9O/LRPRTwp43q0Z5tJW7hvO5aJ9JYeh2K75NMGbTJWIWboD9urZNlO42lbjXkeu4ztXqZd6jReI6DbfcZtfMIG+o+dk2CO/fSHRck2A3pyfNBJHyK1xoaykx25PZ5Dnkcey5QlUNbl0e++dkwevmEHIU9z3dW+un3bQ4zgg+0vjpt87KhYhb/GNPcXXeBkbIi5jx6C+7pWH9iupSVLfyENSyRkbmueRn9H7WY8UB9fsBW9CD6Q58A9yno+kV/0hfu5Hsqgi0B9ynfmc8W2015nt0Ub9gm/CW1hlI8Tl6cOAm5dNefBJmHVICGd+0k96uMzzyb6kzzsJ88+UoZ6n9jggfqJdSAMDwQCgUAgEAgEAoFAIBAIBAKBQCAQqEQg2+HFmg/iA7LGYgLO5BdxvbUhC2FCazH3WBg79uKa2OJ7xEiZMK1hq+21nbbbdmJrbm/Spzy35fZZsCMmcEiX21faeojdptui7Vrt2wbdLgfrdPsmCtx+MaY8Zd2+285JSZRTBtsRSAjrJb+MH+k8tIKnfXNsX4gdir7QFu1ig9sntg917VCZhkPBZttHbEzyvnDf2wZstJ3YlovvOaZOU2xGj0NmP1i6P2uNIfe5fbCKtuK8X+yfxwZx7p912w7jmWPIPdti3cTWTew+J41+7hPn+t3Gx+GrbcEubMIW24PPRZt8X7fKzwF02Gfj6TzKEahnXcRcEyjnOg3PTyqWxgvJZtptP7ALMS60Uw+X3Bf3uX0q68kIe48Z6uU6PcaIybdfSqaALR4/1uv2iMkjdhnqE6ynK9rK23B/2x9ssY3Gx/bmdub1jIkxs0+UbyTkmNEW4raJjSNxm8+0Os8o2+g+M/5uz3GypUFyHXO6VWgv8N3K+DAmEAgEAoFAIBAIBAKBQCAQCAQCgUCgNgLZQtcLbxa3FvK82EVBW2tDFr558HVaEJdusAD3db245gK9AVvtg+PcFtJFe0wKkJ+nU7mMyKGudRIbn3qxy1LPoeir23Nc04ZSZeujPZMs5BFcD/Ih19XmbuU6eOb+uV235TjhU2rb7TvGBtJlaSYRUsNm41HEpmir7coxytNle2V7zfFH/rKEku2oMK61xo/tdtzeJnM/7F8ecz8PtIMdjnM8ycvtsO5cH2nyHdfSb91Ff63bsdS0K9get1/LrtSXNbC3Tbm/xoF7SD39nmu5sUV9XBNsm+uUcWpkXnSS3WW/bENhXoGDcTEW9oW6rfpS0GVcHBcxRm+OVd6OsXK/lu1WofR8+xjbahQj24xfBOoVxf47TgXb8cdtEBurPCa/4WdaAVP3l2NsdHt5/6Q8jyfa+6SFjoL/SfMz7A0EAoFAIBAIBAKBQCAQCAQCgUDg3w6B0kIXv1n7FcX5xO0NacFdquR0HufpVKythXMrtlLftpearBvl7ZK2UCHdK9pRaJdytJWTAW47jynnUK9Nt53H1HF50rnOPO1yrmsior0kR602nJfHpPNgG90+95xO94o45pU7mi70RY6H+wPV5DsU7cxtzO81jJsVtzcu2E713H6n26u2WD73j3sV1+6TOrYYw3q25LqK6Qr86ui3XsdF29t7ndtQ11crLdhkGxzjO4FrB/QTPLfy9ki7rHXkMfXy8tZRgROF2gqdYHeVDaU2cvudzs2zP/hCqPmCrRV7qYNeguOlVx/9pQ2C28rT6Z7HcLqx9EPNJG2vY+flMek8dKQt68/jok70GiPucU15Ql7P6aV3Ov4X/Ra0OE1c1dfktRbq9B9VsDfpLMVup91toKw7BXdOd7IpbAkEAoFAIBAIBAKBQCAQCAQCgUAgEGgSAtlCF435GjBPd6Q1L5Jdt+I6JzBcoK24SbbmdpTTbdlTp20wMk6OcSNPl9tQvtPEeZo6VQRC1mbeTipb+lOhoy0f8oqkM/1c5jbnae7VCm7b98rX7bXDChqNM7ttZzHOVdkux9wrpzvb1tyQ1PBHZB2XtruY5rojoeyXKpfT9XzMcKQt21KMbYf1VcT1dFOpjn5uuQ3SHQ22g/rldGv2pIIf4W8binFuj/VWxG4j8w8d1lO3vuvlBRpNF9qimttznKuqsFc30nVr7Wf6a+ku6qt6VlU0/hHGua5iOq+Sp92W88rXteyvY3dXtmX8bafjMkbLaKNxqBeX21OBcroWVvUUFPNbsZei5Ta4WJZ2qN8dgjuwO9gSNgQCgUAgEAgEAoFAIBAIBAKBQCAQCHQiAoUFb1Na6qyFcTNsXRbbarTfyPq5gjQA4LZsqNFOVb+0paOqQo2MRtqpUa2c1QwbysoaTHTE5o/DznrudMT+erqK+e31sz22tFc3trVHf9GXtq47Yk8rNjGPG56njfjVUfvq+V2nzXbZXU93K7i0+ayqpbOOrbWK1sxrD3bdoa227F1WG2uCVMpsq+3W6rZ2L7e5s9porf3OvtfIP+7OtiH0BwKBQCAQCAQCgUAgEAgEAoFAIBAIBAKfCARykgCDl0ei4BPREWFkIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCDQHgf8P6+x8HhdijQIAAAAASUVORK5CYII=","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1e8fe467-419e-424d-a39c-ad5378d9e87a","Value":"Fire of Paarl hospital. Fire of mountains. Road safety.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"72686dd4-e546-442e-9de3-ae04dbfe1086","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6dbe81ac-fd01-440d-bf25-b03305435b44","Value":"Urban","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"192be12d-b165-499b-a84b-b615792cc156","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"184500f8-a239-4496-aa33-c8fe02a8db7e","Value":"Personnel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c48a93fe-0d1d-4e66-9c0c-cefeec84d17e","Value":"Publisher","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b32facca-4ab3-4aff-a171-d12a5ee05079","Value":"3","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"88288109-33b4-442e-9b15-d7cd3c23d347","Value":"English","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"fdf28afe-31d7-4c52-a8d5-e5dd7fad877f","Value":"1- 28 February","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","QuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"209d6f66-5fec-4252-b29c-efaa3fd69d49","Value":"Newsletter","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6bb9baac-a82b-40ed-9d49-f76ee852ea07","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dd54771b-787e-49e2-80ee-1ad409650e8d","QuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"a8f07158-4158-49f4-9e07-f77765493289","Value":"Website hosting company Nextlevel needed to improve our website and analytics.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6474ec12-6506-4dcb-b1d1-694c59874a1c","QuestionText":"7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null}] 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:WINELANDS Echo 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Growth 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1- 28 February 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature. Key challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production. 3/1/2026 11:27:24 PM - Message: ResponseValue(0/1) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 11:27:24 PM - Message: ResponseValue(0/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 11:27:24 PM - Message: ResponseValue(1/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of stories and news), Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of stories and news), Value:3 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Fire of Paarl hospital. Fire of mountains. Road safety. 3/1/2026 11:27:24 PM - Message: ResponseValue(0/1) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape 3/1/2026 11:27:24 PM - Message: ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural 3/1/2026 11:27:24 PM - Message: ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 3/1/2026 11:27:24 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Afrikaans 3/1/2026 11:27:24 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (Afrikaans):, Value:4 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 11:27:24 PM - Message: ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter 3/1/2026 11:27:24 PM - Message: ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:, Value:Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Our funding will be drained if our digital platforms does not attract advertising to sustain it. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):, Value:Website hosting company Nextlevel needed to improve our website and analytics. 3/1/2026 11:27:24 PM - Message: ResponseValue(0/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 11:27:24 PM - Message: ResponseValue(1/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Travel 3/1/2026 11:27:24 PM - Message: ResponseValue(2/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 11:27:24 PM - Message: ResponseValue(3/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:TechnologyPlatformDevelopment 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Josef Bushby 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Publisher 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:ads.wlecho@gmail.com 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, 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AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAsMDOw0WUIECAAAECBAgQIECAwCiBa0epx0Q8KOKHIr404n9GFAgQIECAAAECBAgQIECAAAECBJZYYP8Y23ER7xrxuRE/F/HciP8V8ZsRXxPxkREPjigQIEBgkwROj8nmtbCOt94kBHMlQIAAAQIECBAgQIAAAQIECKyKwE1ioM+O+MmI9YLO0PnTo87eEQUCBAiss8D9YnJ918PD1nny5kaAAAECBAgQIECAAAECBAgQWBWBPWOgz4zYt5AzSd5Z0dZNV2XyxkmAAIEJBYauh1+fsD3FCRAgQIAAAQIECBAgQIAAAQIEpiiQz794VMShRZyt5n8n2j4z4hUjCgQIEFgHgevGJMZcEw9Zh8maAwECBAgQIECAAAECBAgQIEBg1QT2jQGPWbyZZpmbrxqS8RIgQKASeGqcj7kuPqCq55QAAQIECBAgQIAAAQIECBAgQGDGArtE+2MWbmZR5n3Rdy66CwQIEFhFgbHXxS+u4uSMmQABAgQIECBAYDUF8s+5BQIECBAgsOkCuwXAxUuAcESM4ctLMA5DIECAwFiBfB7CRWMLRznfPybAUpQAAQIECBAgQGDrAnl3m0CAAAECBDZd4A+WBOBLMY69lmQshkGAAIExAoeNKVSUsfBdYDgkQIAAAQIECBAgQIAAAQIECJQCN46T34l4XsT8E/tPRHxexKtEnDTcOyqM/TP9eZXzi+lJf4rKEyCwKIHnR8eTXBuvvqiB6pcAAQIECBAgQIAAAQIECBAgsIwCeZfgwyMOLbB8Msrcc+QEDoxy549os+nzCVH2+IjXibhHxLaQi9Z3i/jViE29SV+f29awNAIECCyhwOdjTJNc4265hHMwJAIECBAgQIAAAQIECBAgQIDAQgRuFL1OsrCSZb8e8YCB0f7uyHZzgXwrYfeodPOIb4w4yfgvifJ5J7pAgACBZRbI5xJMcm3Lsrdf5gkZGwECBAgQIECAAAECBAgQIEBgXgJPjI4mXVgpy9+wY6BHjmj3vI66W0nOB2g+ZUSf5dgP2UpH6hAgQGBOAm+Ofspr1pjjJ81pbLohQIAAAQIECBAgQIAAAQIECCylwH4xqj+POGYhZajMT7fM8Mkj2t61pd52k/Iu8KHxlvl5R6VAgACBZRPI7Z6+G7G8Xo05fsayTcR4CBAgQIAAAQIECBAgQIAAAQLzEjgmOhqzgDJJmXrx+8KePi6OvGNnPNl39PRfz2vGQ9E8AQIEJha4T9Sor1Vjzn9/4p5UIECAAAECBAgQIECAAAECBAisgcAdYg59i9JjFla6yly98Okqk+lvK8rN6jAf1vnsiH3jaPIeO6tBaJcAAQJbFMitoJpr1CSvr91if6oRIECAAAECBAgQIECAAAECBFZW4G4x8osiTrKIMmnZZvuSvnonzlHwJSPne+Acx6QrAgQI9AmcFpl919C+vDP7GpZHgAABAgQIECBAgAABAgQIEFg3gbyruW+xpM67b5TfJWLuM/vKCeo+M8pmqNsrz6/zP0Xm8t+88/uzA+PJsb1zLqPRCQECBPoFJn1OQXltzWN3fPf7yiVAgAABAgQIECBAgAABAgTWSOCmMZd6caTr/G+i7N4tc7/JBG3sM1B23ndXX25gPI1FLvQLBAgQWKTAQ6Lz5pq0ldfHLHLw+iZAgAABAgQIECBAgAABAgQIzEtgv+ho7OJJPkytLxwdmWPayoer9ZW7Vl8nM8o7ZWBMOd7fmFHfmiVAgMAYgfwLm75r5wcG8rPu7cZ0pAwBAgQIECBAgAABAgQIECBAYNUFhhahc6HkCxGPHDnRY6Nc38LMmLz8U/5FhAui077xfXQRg9InAQIEdgj03e099qHEB9AkQIAAAQIECBAgQIAAAQIECKy7wF4xwb6F3szLva0nXSh58Yh2+/qN6gsJh0evfeO6JPJPWMjIdEqAwKYL7BYAfdenfDZCX36Tt+mO5k+AAAECBAgQIECAAAECBAhsgMAdYo7NYkjXay6ObyV0tTeU/uGtdDbFOu+JtvrG+MEp9qUpAgQIjBW4exTsuja9PPL+sSe/qfeNsZ0pR4AAAQIECBAgQIAAAQIECBBYZYF/j8E3CyJtr3kH9FbDb0XFtjaH0p6z1Q6nVO+waOe7A2M/fkp9aYYAAQJjBfqunbk9VF9+k3fzsZ0pR4AAAQIECBAgQIAAAQIECBBYVYGhhZKPbHNil4/6zWLLJK8/tc1+p1H9cQNjPzfyd51GR9ogQIDACIFcsO66jt4r8sY+WHjnEX0pQoAAAQIECBAgQIAAAQIECBBYaYFTY/RdCymZPo27mr860Edb/3svgeoVR4z7PkswTkMgQGAzBF4X02y7XmZa7v39v3vym3pPiDICAQIECBAgQIAAAQIECBAgQGCtBfJu5c9FbBZE6tfzpzT7u/T0UffZnE+p6203M2arlm13ogECBAgMCFw18r8TsblGlq+P2FH3rI78sqy7vXdgeSFAgAABAgQIECBAgAABAgTWV+CkmFq5IFIf33lKU88F9rrtofMpdb3tZoa2gsl5pKNAgACBWQo8Mxpvu25+K9Ivt6PjL3SUaeo9ckc5LwQIECBAgAABAgQIECBAgACBtRZ4d8yuWRBpe53m5L840FfZ/99Ms+MptPX3A2P/1yn0oQkCBAh0CewbGeU1sjx+wY5KB8frxT3lso5AgAABAgQIECBAgAABAgQIEFh7gRvHDMvFk/r4D6YskH+KX/fRdf60Kfe93eauNGLseWe4QIAAgVkIPDYa7bpeHrGjwzv0lMm6j99RzgsBAgQIECBAgAABAgQIECBAYK0FLojZdS2kZF4+2HGa4SrRWFd/dXqzkDPN/rfbVj3G+vzk7XagPgECBFoEck/u+npTnjdVfren3CWRt39T0CsBAgQIECBAgAABAgQIECBAYF0F8k/iy4WT+viMGU18aGuVZhzNfrUzGsaWmj0lajXja3t9+pZaVYkAAQL9Ao+O7LZrTqadWFQ9p6dclhUIECBAgAABAgQIECBAgAABAmsv8PqYYddCSqZfc0YCpw30m32fNaO+t9vs0F2Xn9xuB+oTIECgRaDvWt0U3yUO+sq9qinolQABAgQIECBAgAABAgQIECCwzgJ9CySZN6twnWh4qO83zqrzKbT76oHxHzSFPjRBgACBRuBacdB1zXxUUyheT+opl/XvUZR1SIAAAQIECBAgQIAAAQIECBBYS4Grxqy6FlIy/XYznnVf35mXd4Uvazg1BtY3/rsv68CNiwCBlRTo27d7r2JGr4jjvmvTgUVZhwQIECBAgAABAgQIECBAgACBtRR4eMyqb4Ekt/SYZfjtaLyv/wfMsvNttn3owNi/uM32VSdAgEAp0HWtzAcQl6GrXJNelnVMgAABAgQIECBAgAABAgQIEFhLgdfErJrFkPr1A3OY8U17+s/x/NMcxrCdLmqz+nwZH8y5nfmqS4DAYgSuHt3W15fm/LhqSE1612tV3CkBAgQIECBAgAABAgQIECBAYP0EPhxT6locufccprt7T//NuOYwjC138ZSB8T94yy2rSIAAgR8JPDcOm2ti/fqjUjvttE9PuayXv+wUCBAgQIAAAQIECBAgQIAAAQJrL1AvoJTnuZXHPELZZ9vxvMaxlbkeHZXaxlymbaVddQgQIFAKvC1OyutKc/zUslAc36qjXFN+Hr/QrIbklAABAgQIECBAgAABAgQIECAwX4H9o7tmMaTtdR6j2W1gDDmuB81jINvoo82uTNtG06oSIEBgp3zWQnlNKY/rBxA/rads1tuPJwECBAgQIECAAAECBAgQIEBg3QUOjgmWCyjl8YfmNPm794yhGc+b5zSWrXbTjLPrNRf3BQIECGxV4HpRse368plIrx9AnNfutrJN2lbHoB4BAgQIECBAgAABAgQIECBAYGUE7hUjbRZD6te3z2kW7+0ZQzmmOQ1nS908f2AOx2ypVZUIECDwPwIvj5fyetgc/78WoCav67WliiQCBAgQIECAAAEC8xPYZX5d6YkAAQIENljgp3rmfl5P3jSzbjzNxhbU1pkD/X5rIF82AQIE+gRu2JH5po70ruSHdWVIJ0CAAAECBAgQIECAAAECBAisk8D5MZmuuwLPnsNEc6/Zrv7r9PrP+ecwvNFdnDAwjxuMbklBAgQIXFrgSnF6ccT6mpjX7z0vXXSnoWcmHFKVd0qAAAECBAgQIEBg7gLu+J47uQ4JECCwkQKX65n1PO74vmlP/3XWXnXCEp1/eWAsnx7Il02AAIEugcdFRttzAvK6892q0tBf0HytKu+UAAECBAgQIECAwNwFLHzPnVyHBAgQIFAJXL06n8Xpsydo9IgJys676LV6OvxB5F3Yky+LAAECfQL5YMu28FctiUe2pDVJf9oceCVAgAABAgQIECCwSAEL34vU1zcBAgQIpMABc2CYpI9lvuO73m6gpNu1PHFMgACBCQR2j7K37ij/mZb0g1vSmqQXNwdeCRAgQIAAAQIECCxSwML3IvX1TYAAAQLzENgnOrnaBB0t89601xyYR+7PKxAgQGBSgb5fnL2npbG7tqRl0icivrMjTzIBAgQIECBAgACBuQpY+J4rt84IECBAYAECk25d0rcAtIDhX6rL+1zq7NIn51761BkBAgRGC9yjp2QuZtfh5Dphx/kfd6RLJkCAAAECBAgQIDB3AQvfcyfXIQECBAjMWeCRE/a3zP82/mTPXP6rJ08WAQIE+gS69vfOOvWzA07oaeilPXmyCBAgQIAAAQIECBAgQIAAAQJrJ5CLsn1xlhN+60Df9bh+epaD2Ubbew/MwwPltoGrKoENF/hezL++FjbnNc37Jihb13VOgAABAgQIECBAYG4Cy3xX29wQdESAAAECMxd470AP+WC1WYTdotHjJ2y4vrtxwuozK37aQMtnDOTLJkCAQJdA1zU4F7/rcKM6Ycf5H3WkSyZAgAABAgQIECBAgAABAgQIrK3AW2Jmzd2Dba97zWjm+QC2tv4u6kjPsreb0Vi222zbPMq0fIinQIAAga0IlNeS8rj+S5IbR+Nlfnn8M1vpWB0CBAgQIECAAAECsxJwx/esZLVLgAABAqXAWeVJy/GhLWnTSLpmRyN/35Geyf/ak7eorFNGdHzBiDKKECBAoBY4qE4ozv+lOM7D+1bn5el7yhPHBAgQIECAAAECBAgQIECAAIFNEMgHTJZ3BtbHs/pFbN1Pc/6bPeO54RL+QD7YM96c04OWcMyGRIDAaghcI4bZXBvr1+tWU6jzy/OqqFMCBAgQIECAAAECBAgQIECAwPoL5MJsuUBSHx85A4Lcs7bupzk/pidv/xmMZTtN3rpnrM18ci9zgQABAlsReHRUaq4l9Wsuijchn5dQ5zfnv9cU8kqAAAECBAgQIECAAAECBAgQ2CSBX4nJNgskba9HzgDjIT19Zndt48i0wzJzSUIu3n89YtdYM/0BSzJWwyBAYDUFXhzD7rrGlDP6XE+5ZbpulmN2TIAAAQIECBAgQIAAAQIECBCYqcCfROtdCyuXRN6eM+j9PR19nh7pfXeD32gGY9lqk0/qmENj+ZHIn9U2MVsds3oECKyWQHM9aXttZrJzHLTlN2lNOa8ECBAgQIAAAQIECBAgQIAAgY0SaBZHul6Pm4FGV1933NFX212Oy/SAyKNinF1zyPSLI141okCAAIGtCuQvHbuuM08oGj2xp9yZRTmHBAgQIECAAAECBAgQIECAAIGNETgwZtq1sNKkZ5lphstHY03b9WveuZjhuRHrvDy/SWYuOORd3G1jK9Nev+Ax6p4AgdUXuF5MobyulMf3LKb35Z5y+xXlHBIgQIAAAQIECBBYGgF/Hr00PwoDIUCAwNoKPHTEzM4bUWaSIuUD2ep6ubCTYdp9/k+r0/nvx0Y089gRZRQhQIBAn8CP9WS+cUde/rLwyj3lzu/Jk0WAAAECBAgQIECAAAECBAgQWFuBs2Jm5V2EbcfTnvxrOvp8Z9HRlTrKHF2UWcThH3WMq3T7tUUMTJ8ECKydwHtjRuW1pTn+XjHTQzvKZNlXFOUcEiBAgAABAgQIECBAgAABAgQ2SqBZSOl7nTbIn0eDbf2dUHT0Ux1lnlOUmfdhLmi3jbtO23feA9MfAQJrJ7BrzOhbEevrS54/q5jtUzvKZLm9i3IOCRAgQIAAAQIECBAgQIAAAQIbJdC2qFKnTRukbr85P7zo6Npx3KSXr7n39yLCz0Wn5Ti6jnPBXiBAgMB2Be4cDbRdZ34Q6UcWjX+3o1zWFQgQIECAAAECBAgQIECAAAECGyvQtrBSp00TZ69orG6/OS/7yX1rm/Ty9cVloTkdHx/99C0uNeN765zGoxsCBNZfoLmu1K9fKaa+Zxx/P2JdJs9PK8o5JECAAAECBAgQIECAAAECBAhsnEDbgkmdlovQ0wrHREN1+3n+paqDvPu7rdx/VOVmfXqz6ODbHWOpxzfrsWifAIHNENgvpllfX5rzMwqCfOZBk16/3rIo55AAAQIECBAgQIAAAQIECBAgsHECfxUzrhdM6vO7TVHlsI7+HtjSRz2O5ryl6EySDopWmz6HXnefyQg0SoDAJgr8XUy665pzjwLkTh3lPhXp0/yFZdGlQwIECBAgQIAAAQIECBAgQIDAagj8bAyza4GlSf9MlJnWIkrXg9ja9sZu+q9fd5sD7bEjXJpx5d2ZAgECBKYhkNfa5trS9rpP0Ulur9RW5g+LMg4JECBAgAABAgQIECBAgAABAhspMLTI0iyqvHJKOi+Kdpo2y9ebt7Rf5pfHLUWnmnTDjjGWY8jjsyLmHrsCAQIEpiXw4GiovtaU52U/ZXp5/KSykGMCBAgQIECAAAECBAgQIECAwKYKnB4TLxdNuo4fNQWg17X09fWOdi9pKZtjy/2/ZxXuGw13zb9Mz60Idp3VILRLgMDGCpTXmfr4lELlSnFc5zfnhxTlHBIgQIAAAQIECBAgQIAAAQIENlbgCjHz8yM2iyZ9r/mgxyy/lZB/ot/W9rcivW0R+QMd5ffeSucj6jymo796zJ+Lclcc0Z4iBAgQmETgpChcX2/K87Kt3+wpO4vtoO4c/f1p1eeH4/zxEXeJKBAgQIAAAQIECBAgQIAAAQIEllLgYTGqcoFl6PidUf4a1Uz2iPPbRXxxxDMi/mfEiyO+P+KrInY9iO2rkdcW/j4S28Zxs7bC20x7YEdfbf3PauF9m1NQnQCBFRdou940ab9Xze3Ncd7kla/fqMpt9/TUaOBLHX2V/T5oux2pT4AAAQIECBAgQIAAAQIECBCYhUDecf3vEcuFjDHHF22hTt1uLqq0hVdEYl02z6/dVngbaTeIut+N2NZXnXatbfSjKgECBLoEDoyM+npTnte/cCvzyuNPdHWwhfRfHxhT2W9znFuwCAQIECBAgAABAgQGBWbxZ4qDnSpAgAABAhsp8IOY9fUjfmHC2U/j4Y65Z3cumlwQMceRd4r/UcRMawv58MlPtmVsIS3vUH9TxLxbfSgcFQU+P1RIPgECBLYg8MSeOl+JvAuL/L7r7guLcts5vGVUftoWGsi/4PmbiHlH+j9FzGt1bqWVv1zdK+JNIh4UMf+9yet9/puTc8vtUj4e8dyI+XyHz0bs+jcgsgQCBAgQIECAAAECBAgQIECAwGQCudiRiw3LED/TMY77TDalztJ59/bYeV6lsxUZBAgQ2L5A19ZOeY2qn6twVKR1Xbtusf2h7JQ333S1v6j0P4sx5dzqO9+nMN2lbCLneULEq++IOy/lKA2KAAECBAgQIECAAAECBAismMCtY7yLWtwY0+/TpuB5+wnmWC86TaF7TRAgQOCHAofGUd+174cFdxzcvaf8NLYaeUhP+33jnHfe22Kcd4uYfhlXOeRd/NeN+FsRuxwfFXkWwANBIECAAAECBAgQIECAAAEC2xE4Oip3ffledPrztjGxXDT4xZFz++cotyl3F26DVFUCBLYpcFrU77qu5l/h1OHBkdBVPrcM2W7oantZ03NrlLFjy2dK5LU9t2HJOufseO2rn1uxvC5ibsH1+oifjvjuiG11/jrS/zbihzrymzofi/wPRsxtbJq0Ma9vj/K5SC4QIECAAAECBAgQIECAAAEC2xS4X9Qf82V8FmWahYm67Xzo5VZDLkjU7bWdvy/KTWMBaavjVI8Agc0QyF/G5T7YbdehTMv8OvxuJHSVz720txN+PCp3tS19OWxyEV4gQIAAAQIECBAgQIAAAQIEpiRwp2gn706b5cLHd6L9b0X8YsTnROzajuSPI2/SsFdUyLv8xoz/7CiXD9wUCBAgMGuBfaODiyO2XZte2tH56R3ls43thu9FA21jKdOyj3uNKFfWcTzsOonRyflDEAgQIECAAAECBAgQIECAAIHpCewXTeUepBdFnORLel/ZrjsUr97RRz7kbNLwiajQN4YyL+coECBAYB4CPx+dlNef8vgnOgaQ18CyXHncUWVU8pN72m36uEnRUj70t0n3Ol+L/EWxQIAAAQIECBAgQIAAAQIECMxAYI9o85kRxyx2fCPK5b6oXWUjqzXkXdptdXKP00nCjaNwWzt12jlR7kqTNKwsAQIEtilQX4ea8/zrl66Q2z015crX3+mqMCL9oVFmzF7ZdVN5nc5fhv4gYjkWx7P3sNd3/W50ToAAAQIECBAgQIAAAQIEpixwVLR3m4iPiPjIiDeMuHvEMmR+10JIWa48vnxHnXeUhUYc50J5V99l+v4j2lKEAAEC0xLI5wiU16Dy+E09nXy8o96reur0Zb22o71yPHmcW151hctFxlMi5i8663rOZ2OS/64KBAgQIECAAIGVFdhtZUdu4AQIECCwSQLnxGQz9i1I5x3ik4Zvd1TIRZRJQi7ED4UXRoHDIvbdZTnUhnwCBAhMInCLnsJf7cn7sY68CzvS+5I/EpnH9RXYkZfbq7ylp1xer/OvgE6PeNKOmPPLsV4xYhm+FCdvi/jZiB+NmHcuXzliPlgzy54aURgWuH4U6ft3d7gFJQgQIECAAAECCxSw8L1AfF0TIECAwFQF6jvAm8b7FprzgW9toSu9rWym5Z/gD4XHRYGMZTgnTs6M+PWIuVDzyYgfiZgL77klQFvIee4T8eCI50XMhajvRuwqH1kCAQIbKnBCz7xz+5BJwz9MUCG3KMlr1NjtMu48su1sMxe1M04jXDMauW7Eh0e8TcSdI5bh/DjJuXT9G1OWbY7/JQ4uiJgLx5+PeGTEvnBRZOYd+PlvSX4/y59b/mLi5hHr8M5IyLHksyKOrzOL87xr/3sRs83vRPxoxHMj5s/wryJmyH9r+sI1+jLlESBAgAABAgSWXSD/x0ogQIAAAQLrIFDf8dfM6WvNwQSvky58nxNt50L0pOGoqPDEqlIugOQiy6QhF8xzoeODEd8TMRfDm4WPOBQIENhAgef3zDkXQdtC/mVKV7h2V0aVvm+cd/1FTVV0p7zenhJxaBG2rjet83+NhjL+SUuDuQie48oHJF8hYi66593ruZif1+nMz0XlXNzOvFzsXqdwyDpNxlwIECBAgAABAgQIECBAgMCqCjwwBp4LFHV86cCE6vJ5/scDdersR0dCWzvLlPasGOPV6oE7J0BgrQX6rkFdE+/bF/yXuioV6blI/M8R+/ou8+5a1HU4X4Hy59B2/OT5DkdvBAgQIECAAIHpCuT/2AoECBAgQGAdBLr+DP0bA5Nr26Zk0n1sXzbQxzJk/2oM4uyIubjR9ufzyzBGYyBAYHoCuSVSV/hUV0akH92Td3hPXmYdGPH7EXPrkDHh5VHojWMKKjN1gTF3779/6r1qkAABAgQIECAwRwEL33PE1hUBAgQIzFSg60v80P6yn2sZ1cUtaX1JWf7yfQWWLO/dMZ5cnDp2ycZlOAQITE/gV3qa+oOevHzmQFe4aldGpOcvH3P/6UnCIycprOxUBX5uRGvvHVFGEQIECBAgQIAAAQIECBAgQGDGAveJ9tv+VPt6A/3+35Z6Q9ujdDV5UGR8tqW9tnEtQ1ruJ55bF+wRUSBAYL0Ecs/qrutM3pndFfJ5BV31vtlRKX/B+Naeem3t5T7gwuIE2n4mddriRqdnAgQIECBAgMAUBNzxPQVETRAgQIDAUgic3DGKrjvBm+K5UF2HsQ9lq+vltiq5TcDP1BlLep6LVS+M+IWI+eA2gQCB9RDYP6Zxas9UzuvJ61sUb6uWD3h8c8RT2jI70vKXbflQSGExAgeM6HbSZ12MaFIRAgQIECBAgMB8BSx8z9dbbwQIECAwO4GhLU26em7b1qRvb9yudsr0XDDIxaDc5/aMiMseDo0Bfi3i8yNu1XHZ52h8BDZJ4H49k/35nrzM+kpPftui+J9F+dv11Kmzdo2EtutuXc757ARuNqLp54woowgBAgQIECBAgAABAgQIECAwB4EXRB/1n2nngyuH7mw7rqXek2c03lw0yjvC7xjxoRGfGPH0iG+JmHdMvifi5yPW8+g6PyvK/kHE3Ms379yedKuBrnaH7pKPrgQCBJZY4OwYW9fne6+BcR/RU/fcqm4+NLernzo9fyHY9RDiqlmnMxbIf2vqn099PuMhaJ4AAQIECBAgQIAAAQIECBAYK9C1YHyvgQbuHfn1F/5XDdSZdXb+RdZuEXNR/scj5kMorxFx7F7cWT8ftnnniFvdc/z2UVcgQGD1BO4aQ66vac35H46YTv61Sj78tqlTvn6sqH+XjjJl+eb4xUU9h4sXyLv6m59N22v+QlYgQIAAAQIECBAgQIAAAQIElkSg7ct7ph0zML7DIr+u+4sDdVYtOxey8i7zep5D57dctYkaL4ENF8jPet/nOn+RNhRy66OuNj6zo3JeV7vK1Om/G2VzexNhOQT6frHR/OyusxxDNQoCBAgQIECAAAECBAgQIECgb7HnpgM8l4v85st+8/rrA3VWOTsXwL8RsZnr0OvBqzxZYyewYQI/HfPt+kx/aKRF38L3v0Qb+SDcrj7q9DNG9qnY/ATuEV3VP6fy/JLIz39TBQIECBAgQIAAAQIECBAgQGBJBMov7uXx9QfGd5XIr/+s/yUDdVY9Oxe23haxdOo6fvWqT9b4CWyQQNfnONPzl15jQt/Cdt/e4XXf347Oxm7PNGZcykxH4E3RTP2zKs9fOZ1utEKAAAECBAgQIECAAAECBAhMQyD3wy6/uJfHtxrRwfur+rlH7iaEvr2AS0N3/23Cu8EcV10gH3Jbfm7r47HbjfRdF/LhlnW7bef5VyV7rjroGo4/n//Q9vMq0/KOcIEAAQIECBAg8cUZ+QAAQABJREFUQIAAAQIECBBYIoHyi3t5PHTHd07hoxHLOr+3RPOa9VByK5Ny7m3HR896ENonQGBbAkdG7bbPbpM2yXMLHjLQVtNm32s+XFdYPoFTYkh9P7fMO3z5hm1EBAgQIECAAIGtCeRv/QUCBAgQILDqAnnHd1c4siujSM8v+5sa/iMmfsOByX9nIF82AQKLFThnoPuXD+SX2bctT7ZwfFLU+eYW6qkye4G3jujiyyPKKEKAAAECBAgQWAkBC98r8WMySAIECBAYEPhBT37u3z0U8oFtZfi38mQDjq81MMeLBvJlEyCwOIEnDXT9lsi/YKBMmX1qeTLh8WOj/D9MWEfx+QgcN6Kb3xhRRhECBAgQIECAAAECBAgQIEBgjgK5B3XXn2/fZ8Q43lHVf9eIOutU5PPV/GvLA9dpsuZCYI0E8rNZf17r83yA79iQ+4DX9ceev3dsJ8otRGDMz3Hol6ALGbhOCRAgQIAAAQJbFXDH91bl1CNAgACBVRE4YMRAc7uPMlxSnqz5cf7S4KoDczxvIF82AQKLETh7oNu/iPwvDpQps48tTyY8vumE5RWfn8DVRnb1qZHlFCNAgAABAgQIrISAhe+V+DEZJAECBAgMCOSdbF1hzFYnX6oqb9Idzr9Qzb0+fW2d4JwAgaUQuEuMYughknedcKRjtsNoa7K587wtT9riBe43Ygg3GlFGEQIECBAgQIAAAQIECBAgQGABAl1/xv3YEWP5kyhT1v/aiDrrUGTMtgY3W4eJmgOBNRO4csynvGa1HW/ls3vvEe3WfY29m3jNfgQrNZ0Pj/i5rtSEDJYAAQIECBAgQIAAAQIECGySQL0Y05yfNgLhKVGmKd+8jqi28kXe0DLvZv7N68pP0gQIrKHA0Gf39C3O+fio13z2x7xec4v9qDY/gWOiq3wAdN/P86j5DUdPBAgQIECAAAECBAgQIECAwKQCF0eFti/2Q1t5ZD/Paam7Z2ascbh1zK3Nq0z7tTWev6kRWFWBK8bAvxex/KyWx/nMgvxrjq2E3aLSORHL9rqOcxzC8gv8cgyx62eY6X+6/FMwQgIECBAgQIAAAQIECBAgsNkCX4/pt325v/8Ilie11N3qwtGI7hZe5MiW+bbZ7bXwkRoAAQK1wJsjoe3z2qTl53s74cej8nciNu3Vr38Xeet8fdyO3TLWrX9+9flPLOOgjYkAAQIECBAgQIAAAQIECBD4kUDXHqZP/1GRzqOHRU69GLBHZ+nVzjigZa713PP8qas9TaMnsJYCd49ZtX1em7QxWzuNgTkoCuWdwN8q+vvbOD4iorA6AvvGUJv3RtfrzqszHSMlQIAAAQIECBAgQIAAAQKbKdC15+0NRnA8PsrUiwJXGFFv1YqMXfROi11WbXLGS2ADBOrrVHmeD+mdxZ3Yu2+A67pOMbf6Kt8j9fE71nXi5kWAAAECBAgQIECAAAECBNZJIL/A11/q8/yXRkzyLi118065dQqHxmTafNrS8mFoAgECyyXw/hhO2+c10969XEM1miUR+EiMo+s9k+l3WpJxGgYBAgQIECBAYCYC7uaaCatGCRAgQGABAhdto89DWuoe1pK2qkl5F+g7Rw7+XlHu0yPLKkaAwHwEHhzdXL+nq6f05MnaXIHjBqb+9oF82QQIECBAgAABAgQIECBAgMASCPxejKHtzrYbjRjbrVrqrsvC9/4xt0+0zK/NKrd8EQgQWC6BE2M4bZ/XJu0hyzVco1kigeY90vW6REM1FAIECBAgQIAAAQIECBAgQKBL4AOR0fbl/jldFYr0tq1Ohu6UK6ov9eHjYnRtLnXafZZ6FgZHYDMFrhzTrj+r9fmem0lj1gMC+4x47ww0IZsAAQIECBAgQIAAAQIECBBYBoGvxiDqBaE8z4d7DYVbRoG6bt5lucphtxj88yJ+P2I9t/r8lFWeqLETWFOBu8W86s9qfX74ms7dtLYvcJ2B98+rt9+FFggQIECAAAECBAgQIECAAIF5CHw7OqkXhfL86SM6P6Gl7k+MqLfMRX6mZU5tPtdY5kkYG4ENFbhazPsHEds+s03a0RtqY9rjBPL90bxX2l7zF74CAQIECBAgQGCtBTzccq1/vCZHgACBjRLYt2O2ucf1ULh8S4FVXVTaK+byaxHPbJlTmfSxODk04mfKRMcECCxc4AExgvdG7Pv/9FwY/+zCR2oAyyzQ9zDUHPenlnnwxkaAAAECBAgQIECAAAECBAj8SKDtjrZMe9mPinQeXTVy6vr5wMtVDKfFoOu5lOffi/wXreLEjJnABgjcKeZYfl7bjm1NtAFvhClM8eED76X8xadAgAABAgQIEFhrgdz/UyBAgAABAussMOaO7wNbAI5oSVvmpN1jcL8d8dE9g8z9vvOhne7060GSRWBBAvlLuocO9L1r5F8yUEY2gRTIX+j2hXP7MuURIECAAAECBNZBoO9PKNdhfuZAgAABAgT2GEFwUUuZMfVaqi0s6VnRc9+idw7sYREteqeEQGB5BPJGlE9H7Fv0fkPk59YVFr0DQRglsOrPqRg1SYUIECBAgAABAgQIECBAgMAmCLRtCZBpfzpi8nlXeF3/ESPqLUuRt7eMv57PAcsyWOMgQOCHAm0P1q0/u3/4w9IOCIwX+HoUrd9L5fn4lpQkQIAAAQIECBAgQIAAAQIEFipQfqEvj18/YlRXiTJlnTx+yoh6iy5ySAzgLyPWY6/PH7zogeqfAIHLCLwuUurPan3+9Ciz32VqSiAwLJBbW9Xvp/J8uAUlCBAgQIAAAQIECBAgQIAAgaUQKL/Ql8cvHzG6g6NMWSePf2NEvUUWya1YvhaxHnd97gFmi/wp6ZvAZQVuE0ljPrtPuGxVKQRGC9T/FtTnoxtSkAABAgQIECCwqgIebrmqPznjJkCAAIGxAheOKPjNljL7tqQtS1I+4O67IwZzryjjAWYjoBQhMAeBw6KPF0W8+4i+bhll3jWinCIEugRyq5MrdGVKJ0CAAAECBAgQIECAAAECBFZHIBe46zva8vwZI6aQi9x13ZeOqLeIIldrGWs99jy/7iIGp08CBC4jcMVI+dWIbZ/TtrS9LtOCBAKTC7w7qrS9v5q0/AWqQIAAAQIECBBYa4Fd1np2JkeAAAECmyRwfsdk/70jvUy+qDzZcbxnS9qik24SAzh7xCBy0fsjI8opQoDAbAWOjOb/NuKzRnTz1Cizc8S269GI6ooQuJTARy91dtmTH1w2SQoBAgQIECBAgAABAgQIECCwjAL/HINq7mQrX583crBlnTx+w8h68yp25+ioHmPbee4fLBAgsFiBvMv7LyJeErHtc1qm/UuUsf1gIAhTFfiFaK18n9XHHpo6VW6NESBAgAABAgQIECBAgACB2Qm8JZquv9jn+c1GdlnX/cuR9eZR7DHRST2+tnMPspzHT0MfBLoFLhdZub1S2+ezTsv993OBXCAwC4GTo9H6Pdec+6uCWYhrkwABAgQIECBAgAABAgQIzEjgXdFu86W+fH38yP7KOnmc+6MuOuQerK+JWI+t7fyARQ9W/wQ2WGD3mPuLIrZ9Nuu0z0W54zbYytTnI3Cr6KZ+7zXn34+8ZdzOaz4yeiFAgAABAgQ2RsCfVW7Mj9pECRAgsPYC076D7cAFi10++n9fxGNGjOPwKPOfI8opQoDAdAUOjub+MOIpA81eHPl/H/GMiK+POO3rVTQpELiUQC5ydwUPtuySkU6AAAECBAgQIECAAAECBJZQ4GUxpuZutvL1pJFjvaCq//GR9WZR7KhqLOV8yuOPRrmDZjEAbRIg0CmQD4e/XcQ3RSw/j13HH4pyPxtRIDBPgfyrgq73ZKYLBAgQIECAAAECBAgQIECAwIoInB3jbPuS/5yR4//rqv6/j6w37WLHVuNom1Om/X5Ed+1NW197BLoFjoys0yJ+JmLX57JMf0+Uu3VEgcAiBO4UnZbvx/p4/0UMSp8ECBAgQIAAAQIECBAgQIDA5AL1l/rm/KEjm/qzKNfUydevjqw3zWI/UY2hHE95fO9pdqotAgQ6BXLv7rxz9tcj5r7I5eew6zi3KLpeRIHAIgXuGJ13vUczXSBAgAABAgQIECBAgAABAgRWRKDrC/6vjBz/k6Nc3cbIqlMp9oCW/uvx5Pn1p9KbRggQ6BPIPf5vHvErEds+h21pfxRlF/1sgBiCQOC/BU6N/7a9T5u0/TgRIECAAAECBAgQIECAAAECqyHQfJmvXx8/cvi/GuXKupeMrDeNYrkdS9l32/Eno8wh0+hMGwQIdArknvlnRPxuxPMjtn0Wy7RXRplrRxQILJvA/WNA5Xu1Pt552QZsPAQIECBAgAABAgQIECBAgMBlBfILfP2lvjnPBe0x4a5RqKnTvI6pt50yeXfo6S39Nv03r7mvsECAwGwE9oxmbx/x/RGbz1zX64VR5tURbxHRHvuBICytwH1iZF3v40zfe2lHbmAECBAgQIAAAQIECBAgQIDApQS6vuA/+lKluk9yT966jV26i08lJx9+V/dZn584lZ40QoBALXBEJLwkYt7dXX/umvMm75+jzOERD44oEFgFgXvGIJv3cdvrHqswCWMkQIAAAQIECBAgQIAAAQKbLpB3bLZ9sc+0R47EObmljVktDFwj+vp4S3/lHHK/4H0jCgQITFcg9+7+WMTy89Z2/B9RJv8SJB9uKRBYNYFTYsBt7+smbdXmY7wECBAgQIAAAQIECBAgQGAjBfaPWTdf5uvXnx8p0rZdyiz2QM2xfrtnvDn+B48cs2IECIwTyAf5vShifX1oO/+zKHfdiLaCCARhZQVuESNve383abP+i6aVhTNwAgQIECBAgAABAgQIECCwTAJti9bNl/ufHjnQY6JcU6d5vebIumOL3SwKDj0wL+9eFwgQmI7A7aKZN0ZsPtNdr9+LMrmXvq1MAkFYC4Grxyy63u+ZLhAgQIAAAQIECBAgQIAAAQIrIJCLVV1f8HOf0zGhbfF8mnd8HxmD+MeIXeN8eOTNamuVMfNXhsC6CFwpJvLLEbs+a2X6h6LcT67LxM2DQCFwfByX7/X6uCjqkAABAgQIECBAgAABAgQIEFhWgV1jYPWX+ub85AkG/bWqnWnd8f2YaPf7VdvN+L4R6T8bUSBAYOsCeQ04NWLeud18tvpefzPKHRBRILCuArlVzyUR2z4HX1jXSZsXAQIECBAgQIAAAQIECBBYN4HLxYTavtxn2t1HTjb3O83FgLKdfAjedkJuW3L/iGWb5fHbt9O4ugQ2XCAXu28R8RURy89V13He3X1sRIHAJgj0/SXUZzcBwBwJECBAgAABAgQIECBAgMC6CHQtdk2yjcEzAqO5Q+4/4ni7D7d7f7TRNq5PR3ouiO8VUSBAYDKBk6L4syO2fbba0nKf/90m60JpAisv0LfwnZ8TgQABAgQIECBAgAABAgQIEFgBgVzUalvwyrRfnGD8r6ra+bkJ6pZFbxsn36raasZ3fqSfWBZ2TIDAoMCVo8SLI/5dxOaz1Pf6oCi3f0SBwKYK5F9E9H1GNtXFvAkQIECAAAECBAgQIECAwMoJ/FuMuO1L/nUnmMk0Fr5v1TGOHNuZES3GTfADUXSjBXaP2b8g4gcidu2R33zm868oHhkxH2wpECCw005HBULz+Wh7ZUSAAAECBAgQIECAAAECBAisiMBXYpxtX+7/1wTjv2XVxs0mqJtF31zVL8fz15GXd+AJBAi0C+Q++7m90GMjfi7iuyKWn6H6+IOR/8CIR0YUCBC4tMA+cVp/ZsrzS5d2RoAAAQIECBAgQIAAAQIECCytwDtiZOWX+ub4aROM+AlVG68ZWfc6Ue5zVd2m/3y9w8h2FCOwiQK5Z3d+Rs6OWH5u6uNzIv9jEXMrodz6RCBAoFvgqMiqP0PleXdNOQQIECBAgAABAgQIECBAgMBSCeSDKcsv9c3xoycY5b2qNl46ou4DqzpNv81rPsRSIEDg0gLHxulzI3ZtUdR8ft4QZXKrk4dEFAgQGC+Q2/40n6O21/EtKUmAAAECBAgQIECAAAECBAgsVOD10Xvbl/tcNBsbrhgFyzb+oqfiQZH32qp8WfdLkXf5nvqyCGySwM4x2dz//vkRu7Ylaj4/F0aZN0Z8XMTc/kQgQGBygcOiSvOZanudvEU1CBAgQIAAAQIECBAgQIAAgYUI5IJa25f7b08wmjtWbeTidVu4USS29dWk/VPk54P5BAKbLLBnTP7UiK+O2Hw2+l5/P8o9PmL+UkkgQGB7AteI6n2ft+21rjYBAgQIECBAgAABAgQIECAwN4EXRE9dX/LHDmKvljbquvU+4HWfj4gKe9SVnBPYEIFctH5ixHdGrD8bbee5lcktIh4aUSBAYHoCB0ZTbZ+5Jm16PWmJAAECBAgQIECAAAECBAgQmKnAo6L15gt9/Tq240Na2mgW5A6OvM+25Jd95VYOAoFNEtg1JnvNiP8n4ncilp+HruPcQuguEXP7E4EAgdkIXDua7foMZrpAgAABAgQIECBAgAABAgQIrIhAPvyu60v+PiPnkPsJ123sFmm3bUkvy30y8o+IKBDYBIEDYpK3j/i+iOXnoO/49Ch7UsTc/kQgQGD2AvlZ6/pMdm3jNftR6YEAAQIECBAgQIAAAQIECBCYWOD4qNH1Jf9KE7RWt/HKnnaz7C9HdOfqBMCKrqTAsTHq3MbnvIj1Z6Tr/Fei7AkRBQIE5i9w9eiy67N57vyHo0cCBAgQIECAAAECBAgQIEBgqwJHRcWuL/knTtDoRT3t1O3nHawCgXUU2DsmlYvWvxOxft93nX8tyt4rYm4ZJBAgsFiBvoXv/AwLBAgQIECAAAECBAgQIECAwIoI5JYkXQtyT51gDp/uaadp/0NR5goTtKkogVUQyM/QgyKeGbF5rw+9vjrK3jiiQIDAcgnsG8Pp+/wu12iNhgABAgQIECBAgAABAgQIEOgV6PqSn9uVjA1vjYJd7WT6fSPmXuACgVUXyC168q8WcuE6f5nT975v8v4myt0z4mERBQIEllfgBjG05nPb9rq8IzcyAgQIECBAgAABAgQIECBA4DIC346Uti/4mTYm/EIU6qqf6T82phFlCCyxQP7S5q4RHxXxzyP2vd8z7+sRnxHx2hHzjnCBAIHVEDgmhtn3+V6NWRglAQIECBAgQIAAAQIECBAg8N8CuU1D1xf9PqIDI/NlPXVz64eD+xqQR2DJBe4f43tNxN+O2PUZyfTvRXxDxLwT/PCIAgECqylwcgy777O+mrMyagIECBAgQIAAAQIECBAgsKECeSdr1xf9rj25d486f9lTL9sTCKySQN6ZnduYPDDiP0R8QcRLIrZ9NnKh+4MRT4l464hZTyBAYPUFfjam0PaZb9JWf4ZmQIAAAQIECBAgQIAAAQIENkhgz5hr86W+fj2kxeHHI+3LPXWaNo5oqSuJwDIJ5Hv/ZhFzATvf0+dGbN6/5aL3hZGef8Hw7ognRjwgokCAwPoJ5HZGzTWg7XX9ZmxGBAgQIECAAAECBAgQIEBgzQXavuBn2pOqeec2Dn8Vsat8mX6tqq5TAssgkHd2PyDiUyOeF7F8z5bHF0TeIyLmVic3jSgQILD+Av8rplheB+rj9RcwQwIECBAgQIAAAQIECBAgsGYCb4351F/w8/wlxTwfFscXd5R7Wkv6LxV1HRJYpMBx0fkdI54Vse193qTlXd6Pj5iLX9eLKBAgsFkCz4/pNteDttfN0jBbAgQIECBAgAABAgQIECCwBgJ3izm0fcn/80jfJWIuGrblZ9ovR8xQ55/x36n+Q2D+AntEl9eOmA+lzG1K6vdmeZ6/zMmHtN4gor9SCASBwAYLPC3mXl4f6uMNpjF1AgQIECBAgAABAgQIECCwmgJ3jmHXX/Cb89d15OXds7nfdxPeGwdNnXw9p8nwSmAOAvtHH7lX919ELN+HbcffijJ/HDHfv/tEFAgQIJACT47Yds1o0igRIECAAAECBAgQIECAAAECKyZwWIy3+WI/5jX3Rj6hmuMLW9qoijglMFWBfIBq7sP9nYhD79uzo8wTIt4m4s4RBQIECNQC94yErmvJR+vCzgkQIECAAAECBAgQIECAAIHVEOj6sl+n553d+7ZM6f6RVpfdtaWcJALbEbhxVH56xPq91nZ+bpTLOzgPjphb9ggECBDoE7hRZLZdSzLty30V5REgQIAAAQIECBAgQIAAAQLLK3BRDK3rC3+T/r4oc2DHFI5uqW/huwNL8miB3aLkz0R8fcTmfdj3+rdR7q4R825wgQABApMInBiFu64vr52kIWUJECBAgAABAgQIECBAgACB5RH4eAyl6wt/pp85MNTDW+ofP1BHNoE2gQMi8dERPx2x7z3Z5L06yt0pov26A0EgQGDLApeLml0PxH3slltVkQABAgQIECBAgAABAgQIEFiowOOi92YhsX7Nu233GzG6ul7+2bhAYEggtyG5WsRnRqzfQ13nz46yN4loC5NAEAgQmJpA27+F+YvhvafWg4YIECBAgAABAgQIECBAgACBuQlcP3rqWmDM9NNGjqRu44kj6ym2eQK7x5Rzv+6xW5jke+vxEa8aUSBAgMAsBXK7pDdGfE/E/CXb/hEFAgQIECBAgAABAgQIECBAYMUErhfjrRes287HTKuul3fwCgQagdxG4GER/zJi/V5pOz8ryt0v4l4RBQIECBAgQIAAAQIECBAgQIAAAQIECIwSuGaUaltwbEsb86DK+u7dd40ahULrLHBSTO7uET8Yse19Vae9OMrdPOLOEQUCBAgQIECAAAECBAgQIECAAAECBAhMJJAL2fWiY9/5DUe0/qyqzU+NqKPIegnkgvUNIr484mci9r2nMu/vIv58xPwljECAAAECBAgQIECAAAECBAgQIECAAIEtC1whag4tSNb5vzaitydX7f7niDqKrL7AsTGFK0bMPXG/FrF+79TnL4syt46YW58IBAgQIECAAAECBAgQIECAAAECBAgQ2LbAwdHCmMXJerEyz4fC0VGgrjdUR/5qCpwcw35IxGdErH/m9fk/RJkHRMz95AUCBAgQIECAAAECBAgQIECAAAECBAhMXeCj0WK9MNmcHxF5P9WTf8jAaO7QUveqA3Vkr47APWKoebf2L0Vs3jNtr7nFyUsiZvldIgoECBAgQIAAAQIECBAgQIAAAQIECBCYicBB0erpEdsWKjNt/x295h7NXWWetKNM18sBLXU9pLBLa7nT94nh5aL1IyJ+IOLzIv4gYtt745uR/vGIx0e8bcRdIwoECBAgQIAAAQIECBAgQIAAAQIECBCYucCHo4e2RctMO67q/a0dZd9elatPd2+plw86FFZDIPfpzrv2HxAx92fP2LxnLonjZuH73+L4FRHfGfGkiHtG9AuOQBAIECBAgAABAgQIECBAgAABAgQIEJiPQD7I8k0RmwXM8jUXM+/bMow7dZS/INIv31K+Scq8CyOWfdytyfS6dAK5WH1oxGdG7PtrgPx5nh/x5yLmVid+mREIAgECBAgQIPD/2bsPcDmq+v/jCQkJ6RAggVBCqNI7kQ6hivQiRZASxR+iUuQvYANBBewKCgoqoqJgBRQEpUvvTUBCMaEllNAh/f/5DPtdz87O7t2bu3uzuXmf5zmZ2SmnvObM5tnvzj2LAAIIIIAAAggggAACCCAwbwQc2HxcOQ1Ex/p72l7rxwY9VYUDnXFsuvyZttdLV2pnHD9d6yvWO5h93S4wQDXurPwl5cnKca2Kln7C+yjlk5TzfxWgTSQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKB7BbZTdQ5uFwU0ve37HTSn1lPiL3dw3i25Ov00MWneCnh+9wOU/6JcazzEdge7f6C8pfLKyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAtBDZUKyKQWbQ8VPv7ddDST9UpY/065xL4roPTTbv8pP/yyn6qOz/1TNF4mKnj/qrsQLenxiEhgAACCCCAAAIIIIAAAggggAACCCCAAAJtI+ApSv6oXBTcjG3faLC1g+uU4x+/rJW+qh1Rl5cn1zqQ7U0X+KBK/LOyn8pPr0Gt9XN03J7KJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAoC0FNlarXlWuFeT09v2UF1ZuNNUra6EahXgO8PS8O2ocx+auC/ga7KJ8j3JqXm/9hzp2K+X+yiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKBtBfZVy+oFO2do/x5z0fpt65R7Vo3yvpI758Eax7F57gQG6LRDlKco17vm6b5LdewWyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDtBTyXc0dP+zrovVwXepIGUPPrRcXurY3pcS8VHcS2TgmM0tFHK6euHa2fq+P9ZHdfZRICCCCAAAIIIIAAAggggAACCCCAAAIIIDBfCGyqVnYU/LxMx4zoYm9+WqeeDxSUnX/i221kWo0CqA42jdX+Lyt3dI3T/Z7ffWflWtPQaBcJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBoT4FN1Kw04Fm0fmiTmj60Tl0/Kqhj/YLjCw5jU07AT2Z/VPkXykXXs9a2u3X8dsp++p+EAAIIIIAAAggggAACCCCAAAIIIIAAAgjMlwJj1OpaQdDYvl6TexblFi3zTxcfVNC+ZZvcnp5SnJ/G/6byXcpFtrW2ed70ccoEu4VAQgABBBBAAAEEEEAAAQQQQAABBBBAAIH5W6Cfml8rGOrtf1P2fNDNTiuowFr17pKrbPWCY5ln+n0kT/nyYeV/FRjV8o3t1+uc7ZVJCCCAAAIIIIAAAggggAACCCCAAAIIIIBAjxL4nXoTgdD88sct7mm+vnh9X67eLQvauFbumAXlpb+o2ED5J8ovKodZo0vPr+4fqCQhgAACCCCAAAIIIIAAAggggAACCCCAAAI9VqBWwPTMbujx/qqjVv2DkvpHFxy3ZLK/J6962hcHuk9Xfli5lle97cfpPD81T0IAAQQQQAABBBBAAAEEEEAAAQQQQAABBHq8wDD1sFbAtDs6X2+alU8kDXDgN9/ObZP9PWm1jzqzp/Knla9Tzve7kdd36DxPYbKoMgkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEFigBBwYLQqkvtONCr+p0Ya/J20oaucqyf75eXU1NX5F5VOVH1Iuuh4dbXtK531GeaQyP04pBBICCCCAAAIIIIAAAggggAACCCCAAAIILNgCtYKqf+wmls1VT1EbZmh7/KjmOgXH7N1N7WtmNX1V2EDlo5TPVb5aebZyUf/rbbtL53xReSVlT4VCQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgE/AOWtYKs3THPt5syqUYbrvJOpSHK+TY6YN6uKYLRDkx/TtltdV/eVM73o6PXb+icvyqfqLyycpStVRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkUB/bawXfE2nHCk6vxnbzq7TBpc/umD/vt7RBsmBaD/JvaHyCcrfUZ6o7CfW67nW2ve8zvuW8meVPQe7rw8JAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJMC/qHIWoHY2L56J8vszOFj69S/n/YtX7D/wM5U0MRjl1JZY5S/rHy7sgPVYdTZ5Uyd+0vl85T9NPdoZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkwROUTkdBW5f0DGLN6m+tBg/NV2rbgeXPS92fv+eaQEtWne7/CT3l5T95Hu+DZ15/YDOf1P5XGVPgbK78sLKJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEWCpylshsJ5vopZweD+zWxLc+orFp1Fz3xfUQT63ZRDkKvpXys8jPKtdrS2e3/VFnHKNvKU6KQEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLpZ4Cuqr7PBXc9JfYiyg7uLKM9N8pPVter1tCL5fePnphKd4+DzKspbK/9G+R3lfNldef2IyjtNeVflPsokBBBAAAEEEEAAAQQQQAABBBZYgd4LbM/pOAIIIIBAOwpsqUbd1MWGTdT5FyovpPyg8v3KfqL6b8oOPE9Rfqm0PkFLp9nvLxr69zAd9SflacpDlGcpj1R+V3ldZf+4pPvhObk9rcgSyq1KngblHOXHlaMvraqLchFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTmUqC/zntGuStPPzd67mTV82I31dVom+od96zaepXydsp8eS0EEgIIIIAAAggggAACCCCAAAIIIIAAAgggMD8JrKbG+mnqeoHgBWXfcXJoxY97zk/jgbYigAACCCCAAAIIIIAAAggggAACCCCAAAI9RsABcM/lvaAEud3PR5U99/hgZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBADxbwHNq3Ks9P05M0ErB/Un06RtlzhpMQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEFlCBvur3FsrfV75IuZEAc7scc43au70y05cIgYQAAggggAACCCCAAAIIIIBAswX4Yaxmi1IeAggggMC8FlhFDXhOeT/lqcqjlR0gf0d5deVRyv2UhylPUF5UeVnlZqbXVNgdpfyEljcpv6ns9pAQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEGiJwMKlUv0lcAS+H9Z6R0+F/13HjFT2tCQDlRdR7qNMQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg7QQ2Uos6Cnzf13atpkEIIIAAAggggAACCCCAAAIIIIAAAggggAACCNQR6Cjw/Xydc9mFAAIIIIAAAggggAACCCCAAAJtILBQG7SBJiCAAAIIINBOApd30Bj/qCYJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIH5RmBntbSjp77nm87QUAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEhopglnK94PdwmBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQmJ8EJqqx9QLf81NfaC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 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-01-03 3/1/2026 11:27:24 PM - Message: update survey response : fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48, SurveyTitle: DIG/1-3-2026/6:11:24 3/1/2026 11:27:24 PM - Message: Response Documents : True 3/1/2026 11:27:24 PM - Message: ResponseValues to delete : [{"ID":"83c417f2-a415-4d6d-9f3c-04de7c0b5879","Value":"SocialMedia","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e32cc81d-ecc1-4d34-8543-085fc70c7150","Value":"WebApp","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ecde5a49-242f-453f-9442-116842ecb277","Value":"Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d112c127-51b4-4ee6-b27d-56b0b0283cab","QuestionText":"7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"24fb3531-e863-436c-9a22-18db06bb3aae","Value":"Strengthning digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","QuestionText":"7.1 Provide a description of successes and highlights during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"015dfead-9c02-497c-8d9e-1a0cd2011b45","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"0599be31-1ac2-4d22-af28-1baa271a4537","Value":"Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature.\n\nKey challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","QuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ec1aa16c-4dd3-400b-bde2-20ae5cc25a8c","Value":"4","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e236e3e8-5877-4ade-b01d-ed15d841d96c","QuestionText":"Total number of content developed and/or published for reporting month (Afrikaans):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"46d75f4e-5caa-4dbb-baf0-252a3c572c7c","Value":"Grow","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"826f5cf1-35cb-4edd-8189-2d5353074197","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1633de8f-7742-4f2d-b460-2e699c0fd3b8","Value":"Our funding will be drained if our digital platforms does not attract advertising to sustain it. ","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d40b6264-e713-4aec-bfb7-3265825bf0c0","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"459cd910-3e47-465d-a0b1-487d1faf17f0","Value":"Rural","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"83dc60b5-5f74-4631-af89-4f7510286892","Value":"WesternCape","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"73961cdd-c32b-4d47-a567-53650e3c5621","Value":"Website, Digital newsletter monthly, Facebook, Watsup page, Instagram","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"fc5e81cf-e96c-471a-a232-54ab43018b18","Value":"Equipment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"36e7c6b4-7394-4aea-a4c5-5d39835a936b","Value":"Afrikaans","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b79b126a-1539-4951-b2ef-6516197a672b","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","QuestionText":"Actual: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"88dcf983-3f86-4c5f-abc8-651f0f00484d","Value":"2026-01-03","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"80ca74cc-e8e2-4dc0-8f93-678737b28b18","Value":"Travel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1f64fb4a-fd15-4ead-84f7-6e3820d2f0bb","Value":"Growth","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"3683bf78-946a-4a7b-be9f-722d89f04974","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"bc3ff8d2-a99e-407a-a20f-7c9f032954b1","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month (English):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b64b29d1-753a-45f9-8d59-83e6a8d1f527","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"66e298f7-6015-4bbe-9b27-ce890609d0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1e887d34-e8fb-4a32-9cd3-886533c46171","Value":"Josef Bushby","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d120c09a-87a2-4b36-b60a-9453a3a50e3f","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"7e74aad7-94ca-461c-905f-9ab8e998c419","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"05dde613-a5bb-4a7c-ae67-09eb10a0dd0a","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"a602bcd6-5f42-44d6-9292-9b123fd7ec67","Value":"WINELANDS Echo","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"75564fe5-33d5-48a4-a6db-9b9dafb1f063","Value":"ads.wlecho@gmail.com","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"18051e9d-56d4-4d11-a7c0-a1c02ffc6724","Value":"Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","QuestionText":"2.1 Please provide a short summary of the interventions being implemented under this 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","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1e8fe467-419e-424d-a39c-ad5378d9e87a","Value":"Fire of Paarl hospital. Fire of mountains. Road safety.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"72686dd4-e546-442e-9de3-ae04dbfe1086","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6dbe81ac-fd01-440d-bf25-b03305435b44","Value":"Urban","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"192be12d-b165-499b-a84b-b615792cc156","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"184500f8-a239-4496-aa33-c8fe02a8db7e","Value":"Personnel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c48a93fe-0d1d-4e66-9c0c-cefeec84d17e","Value":"Publisher","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b32facca-4ab3-4aff-a171-d12a5ee05079","Value":"3","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"88288109-33b4-442e-9b15-d7cd3c23d347","Value":"English","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"fdf28afe-31d7-4c52-a8d5-e5dd7fad877f","Value":"1- 28 February","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","QuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"209d6f66-5fec-4252-b29c-efaa3fd69d49","Value":"Newsletter","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6bb9baac-a82b-40ed-9d49-f76ee852ea07","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dd54771b-787e-49e2-80ee-1ad409650e8d","QuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"a8f07158-4158-49f4-9e07-f77765493289","Value":"Website hosting company Nextlevel needed to improve our website and analytics.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6474ec12-6506-4dcb-b1d1-694c59874a1c","QuestionText":"7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null}] 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:WINELANDS Echo 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Growth 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1- 28 February 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature. Key challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production. 3/1/2026 11:27:24 PM - Message: ResponseValue(0/1) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 11:27:24 PM - Message: ResponseValue(0/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 11:27:24 PM - Message: ResponseValue(1/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of stories and news), Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of stories and news), Value:3 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Fire of Paarl hospital. Fire of mountains. Road safety. 3/1/2026 11:27:24 PM - Message: ResponseValue(0/1) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape 3/1/2026 11:27:24 PM - Message: ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural 3/1/2026 11:27:24 PM - Message: ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 3/1/2026 11:27:24 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Afrikaans 3/1/2026 11:27:24 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (Afrikaans):, Value:4 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:5 3/1/2026 11:27:24 PM - Message: ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 11:27:24 PM - Message: ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter 3/1/2026 11:27:24 PM - Message: ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:, Value:Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Our funding will be drained if our digital platforms does not attract advertising to sustain it. 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):, Value:Website hosting company Nextlevel needed to improve our website and analytics. 3/1/2026 11:27:24 PM - Message: ResponseValue(0/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 11:27:24 PM - Message: ResponseValue(1/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Travel 3/1/2026 11:27:24 PM - Message: ResponseValue(2/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 11:27:24 PM - Message: ResponseValue(3/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:TechnologyPlatformDevelopment 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Josef Bushby 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Publisher 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:ads.wlecho@gmail.com 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, 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AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAsMDOw0WUIECAAAECBAgQIECAwCiBa0epx0Q8KOKHIr404n9GFAgQIECAAAECBAgQIECAAAECBJZYYP8Y23ER7xrxuRE/F/HciP8V8ZsRXxPxkREPjigQIEBgkwROj8nmtbCOt94kBHMlQIAAAQIECBAgQIAAAQIECKyKwE1ioM+O+MmI9YLO0PnTo87eEQUCBAiss8D9YnJ918PD1nny5kaAAAECBAgQIECAAAECBAgQWBWBPWOgz4zYt5AzSd5Z0dZNV2XyxkmAAIEJBYauh1+fsD3FCRAgQIAAAQIECBAgQIAAAQIEpiiQz794VMShRZyt5n8n2j4z4hUjCgQIEFgHgevGJMZcEw9Zh8maAwECBAgQIECAAAECBAgQIEBg1QT2jQGPWbyZZpmbrxqS8RIgQKASeGqcj7kuPqCq55QAAQIECBAgQIAAAQIECBAgQGDGArtE+2MWbmZR5n3Rdy66CwQIEFhFgbHXxS+u4uSMmQABAgQIECBAYDUF8s+5BQIECBAgsOkCuwXAxUuAcESM4ctLMA5DIECAwFiBfB7CRWMLRznfPybAUpQAAQIECBAgQGDrAnl3m0CAAAECBDZd4A+WBOBLMY69lmQshkGAAIExAoeNKVSUsfBdYDgkQIAAAQIECBAgQIAAAQIECJQCN46T34l4XsT8E/tPRHxexKtEnDTcOyqM/TP9eZXzi+lJf4rKEyCwKIHnR8eTXBuvvqiB6pcAAQIECBAgQIAAAQIECBAgsIwCeZfgwyMOLbB8Msrcc+QEDoxy549os+nzCVH2+IjXibhHxLaQi9Z3i/jViE29SV+f29awNAIECCyhwOdjTJNc4265hHMwJAIECBAgQIAAAQIECBAgQIDAQgRuFL1OsrCSZb8e8YCB0f7uyHZzgXwrYfeodPOIb4w4yfgvifJ5J7pAgACBZRbI5xJMcm3Lsrdf5gkZGwECBAgQIECAAAECBAgQIEBgXgJPjI4mXVgpy9+wY6BHjmj3vI66W0nOB2g+ZUSf5dgP2UpH6hAgQGBOAm+Ofspr1pjjJ81pbLohQIAAAQIECBAgQIAAAQIECCylwH4xqj+POGYhZajMT7fM8Mkj2t61pd52k/Iu8KHxlvl5R6VAgACBZRPI7Z6+G7G8Xo05fsayTcR4CBAgQIAAAQIECBAgQIAAAQLzEjgmOhqzgDJJmXrx+8KePi6OvGNnPNl39PRfz2vGQ9E8AQIEJha4T9Sor1Vjzn9/4p5UIECAAAECBAgQIECAAAECBAisgcAdYg59i9JjFla6yly98Okqk+lvK8rN6jAf1vnsiH3jaPIeO6tBaJcAAQJbFMitoJpr1CSvr91if6oRIECAAAECBAgQIECAAAECBFZW4G4x8osiTrKIMmnZZvuSvnonzlHwJSPne+Acx6QrAgQI9AmcFpl919C+vDP7GpZHgAABAgQIECBAgAABAgQIEFg3gbyruW+xpM67b5TfJWLuM/vKCeo+M8pmqNsrz6/zP0Xm8t+88/uzA+PJsb1zLqPRCQECBPoFJn1OQXltzWN3fPf7yiVAgAABAgQIECBAgAABAgTWSOCmMZd6caTr/G+i7N4tc7/JBG3sM1B23ndXX25gPI1FLvQLBAgQWKTAQ6Lz5pq0ldfHLHLw+iZAgAABAgQIECBAgAABAgQIzEtgv+ho7OJJPkytLxwdmWPayoer9ZW7Vl8nM8o7ZWBMOd7fmFHfmiVAgMAYgfwLm75r5wcG8rPu7cZ0pAwBAgQIECBAgAABAgQIECBAYNUFhhahc6HkCxGPHDnRY6Nc38LMmLz8U/5FhAui077xfXQRg9InAQIEdgj03e099qHEB9AkQIAAAQIECBAgQIAAAQIECKy7wF4xwb6F3szLva0nXSh58Yh2+/qN6gsJh0evfeO6JPJPWMjIdEqAwKYL7BYAfdenfDZCX36Tt+mO5k+AAAECBAgQIECAAAECBAhsgMAdYo7NYkjXay6ObyV0tTeU/uGtdDbFOu+JtvrG+MEp9qUpAgQIjBW4exTsuja9PPL+sSe/qfeNsZ0pR4AAAQIECBAgQIAAAQIECBBYZYF/j8E3CyJtr3kH9FbDb0XFtjaH0p6z1Q6nVO+waOe7A2M/fkp9aYYAAQJjBfqunbk9VF9+k3fzsZ0pR4AAAQIECBAgQIAAAQIECBBYVYGhhZKPbHNil4/6zWLLJK8/tc1+p1H9cQNjPzfyd51GR9ogQIDACIFcsO66jt4r8sY+WHjnEX0pQoAAAQIECBAgQIAAAQIECBBYaYFTY/RdCymZPo27mr860Edb/3svgeoVR4z7PkswTkMgQGAzBF4X02y7XmZa7v39v3vym3pPiDICAQIECBAgQIAAAQIECBAgQGCtBfJu5c9FbBZE6tfzpzT7u/T0UffZnE+p6203M2arlm13ogECBAgMCFw18r8TsblGlq+P2FH3rI78sqy7vXdgeSFAgAABAgQIECBAgAABAgTWV+CkmFq5IFIf33lKU88F9rrtofMpdb3tZoa2gsl5pKNAgACBWQo8Mxpvu25+K9Ivt6PjL3SUaeo9ckc5LwQIECBAgAABAgQIECBAgACBtRZ4d8yuWRBpe53m5L840FfZ/99Ms+MptPX3A2P/1yn0oQkCBAh0CewbGeU1sjx+wY5KB8frxT3lso5AgAABAgQIECBAgAABAgQIEFh7gRvHDMvFk/r4D6YskH+KX/fRdf60Kfe93eauNGLseWe4QIAAgVkIPDYa7bpeHrGjwzv0lMm6j99RzgsBAgQIECBAgAABAgQIECBAYK0FLojZdS2kZF4+2HGa4SrRWFd/dXqzkDPN/rfbVj3G+vzk7XagPgECBFoEck/u+npTnjdVfren3CWRt39T0CsBAgQIECBAgAABAgQIECBAYF0F8k/iy4WT+viMGU18aGuVZhzNfrUzGsaWmj0lajXja3t9+pZaVYkAAQL9Ao+O7LZrTqadWFQ9p6dclhUIECBAgAABAgQIECBAgAABAmsv8PqYYddCSqZfc0YCpw30m32fNaO+t9vs0F2Xn9xuB+oTIECgRaDvWt0U3yUO+sq9qinolQABAgQIECBAgAABAgQIECCwzgJ9CySZN6twnWh4qO83zqrzKbT76oHxHzSFPjRBgACBRuBacdB1zXxUUyheT+opl/XvUZR1SIAAAQIECBAgQIAAAQIECBBYS4Grxqy6FlIy/XYznnVf35mXd4Uvazg1BtY3/rsv68CNiwCBlRTo27d7r2JGr4jjvmvTgUVZhwQIECBAgAABAgQIECBAgACBtRR4eMyqb4Ekt/SYZfjtaLyv/wfMsvNttn3owNi/uM32VSdAgEAp0HWtzAcQl6GrXJNelnVMgAABAgQIECBAgAABAgQIEFhLgdfErJrFkPr1A3OY8U17+s/x/NMcxrCdLmqz+nwZH8y5nfmqS4DAYgSuHt3W15fm/LhqSE1612tV3CkBAgQIECBAgAABAgQIECBAYP0EPhxT6locufccprt7T//NuOYwjC138ZSB8T94yy2rSIAAgR8JPDcOm2ti/fqjUjvttE9PuayXv+wUCBAgQIAAAQIECBAgQIAAAQJrL1AvoJTnuZXHPELZZ9vxvMaxlbkeHZXaxlymbaVddQgQIFAKvC1OyutKc/zUslAc36qjXFN+Hr/QrIbklAABAgQIECBAgAABAgQIECAwX4H9o7tmMaTtdR6j2W1gDDmuB81jINvoo82uTNtG06oSIEBgp3zWQnlNKY/rBxA/rads1tuPJwECBAgQIECAAAECBAgQIEBg3QUOjgmWCyjl8YfmNPm794yhGc+b5zSWrXbTjLPrNRf3BQIECGxV4HpRse368plIrx9AnNfutrJN2lbHoB4BAgQIECBAgAABAgQIECBAYGUE7hUjbRZD6te3z2kW7+0ZQzmmOQ1nS908f2AOx2ypVZUIECDwPwIvj5fyetgc/78WoCav67WliiQCBAgQIECAAAEC8xPYZX5d6YkAAQIENljgp3rmfl5P3jSzbjzNxhbU1pkD/X5rIF82AQIE+gRu2JH5po70ruSHdWVIJ0CAAAECBAgQIECAAAECBAisk8D5MZmuuwLPnsNEc6/Zrv7r9PrP+ecwvNFdnDAwjxuMbklBAgQIXFrgSnF6ccT6mpjX7z0vXXSnoWcmHFKVd0qAAAECBAgQIEBg7gLu+J47uQ4JECCwkQKX65n1PO74vmlP/3XWXnXCEp1/eWAsnx7Il02AAIEugcdFRttzAvK6892q0tBf0HytKu+UAAECBAgQIECAwNwFLHzPnVyHBAgQIFAJXL06n8Xpsydo9IgJys676LV6OvxB5F3Yky+LAAECfQL5YMu28FctiUe2pDVJf9oceCVAgAABAgQIECCwSAEL34vU1zcBAgQIpMABc2CYpI9lvuO73m6gpNu1PHFMgACBCQR2j7K37ij/mZb0g1vSmqQXNwdeCRAgQIAAAQIECCxSwML3IvX1TYAAAQLzENgnOrnaBB0t89601xyYR+7PKxAgQGBSgb5fnL2npbG7tqRl0icivrMjTzIBAgQIECBAgACBuQpY+J4rt84IECBAYAECk25d0rcAtIDhX6rL+1zq7NIn51761BkBAgRGC9yjp2QuZtfh5Dphx/kfd6RLJkCAAAECBAgQIDB3AQvfcyfXIQECBAjMWeCRE/a3zP82/mTPXP6rJ08WAQIE+gS69vfOOvWzA07oaeilPXmyCBAgQIAAAQIECBAgQIAAAQJrJ5CLsn1xlhN+60Df9bh+epaD2Ubbew/MwwPltoGrKoENF/hezL++FjbnNc37Jihb13VOgAABAgQIECBAYG4Cy3xX29wQdESAAAECMxd470AP+WC1WYTdotHjJ2y4vrtxwuozK37aQMtnDOTLJkCAQJdA1zU4F7/rcKM6Ycf5H3WkSyZAgAABAgQIECBAgAABAgQIrK3AW2Jmzd2Dba97zWjm+QC2tv4u6kjPsreb0Vi222zbPMq0fIinQIAAga0IlNeS8rj+S5IbR+Nlfnn8M1vpWB0CBAgQIECAAAECsxJwx/esZLVLgAABAqXAWeVJy/GhLWnTSLpmRyN/35Geyf/ak7eorFNGdHzBiDKKECBAoBY4qE4ozv+lOM7D+1bn5el7yhPHBAgQIECAAAECBAgQIECAAIFNEMgHTJZ3BtbHs/pFbN1Pc/6bPeO54RL+QD7YM96c04OWcMyGRIDAaghcI4bZXBvr1+tWU6jzy/OqqFMCBAgQIECAAAECBAgQIECAwPoL5MJsuUBSHx85A4Lcs7bupzk/pidv/xmMZTtN3rpnrM18ci9zgQABAlsReHRUaq4l9Wsuijchn5dQ5zfnv9cU8kqAAAECBAgQIECAAAECBAgQ2CSBX4nJNgskba9HzgDjIT19Zndt48i0wzJzSUIu3n89YtdYM/0BSzJWwyBAYDUFXhzD7rrGlDP6XE+5ZbpulmN2TIAAAQIECBAgQIAAAQIECBCYqcCfROtdCyuXRN6eM+j9PR19nh7pfXeD32gGY9lqk0/qmENj+ZHIn9U2MVsds3oECKyWQHM9aXttZrJzHLTlN2lNOa8ECBAgQIAAAQIECBAgQIAAgY0SaBZHul6Pm4FGV1933NFX212Oy/SAyKNinF1zyPSLI141okCAAIGtCuQvHbuuM08oGj2xp9yZRTmHBAgQIECAAAECBAgQIECAAIGNETgwZtq1sNKkZ5lphstHY03b9WveuZjhuRHrvDy/SWYuOORd3G1jK9Nev+Ax6p4AgdUXuF5MobyulMf3LKb35Z5y+xXlHBIgQIAAAQIECBBYGgF/Hr00PwoDIUCAwNoKPHTEzM4bUWaSIuUD2ep6ubCTYdp9/k+r0/nvx0Y089gRZRQhQIBAn8CP9WS+cUde/rLwyj3lzu/Jk0WAAAECBAgQIECAAAECBAgQWFuBs2Jm5V2EbcfTnvxrOvp8Z9HRlTrKHF2UWcThH3WMq3T7tUUMTJ8ECKydwHtjRuW1pTn+XjHTQzvKZNlXFOUcEiBAgAABAgQIECBAgAABAgQ2SqBZSOl7nTbIn0eDbf2dUHT0Ux1lnlOUmfdhLmi3jbtO23feA9MfAQJrJ7BrzOhbEevrS54/q5jtUzvKZLm9i3IOCRAgQIAAAQIECBAgQIAAAQIbJdC2qFKnTRukbr85P7zo6Npx3KSXr7n39yLCz0Wn5Ti6jnPBXiBAgMB2Be4cDbRdZ34Q6UcWjX+3o1zWFQgQIECAAAECBAgQIECAAAECGyvQtrBSp00TZ69orG6/OS/7yX1rm/Ty9cVloTkdHx/99C0uNeN765zGoxsCBNZfoLmu1K9fKaa+Zxx/P2JdJs9PK8o5JECAAAECBAgQIECAAAECBAhsnEDbgkmdlovQ0wrHREN1+3n+paqDvPu7rdx/VOVmfXqz6ODbHWOpxzfrsWifAIHNENgvpllfX5rzMwqCfOZBk16/3rIo55AAAQIECBAgQIAAAQIECBAgsHECfxUzrhdM6vO7TVHlsI7+HtjSRz2O5ryl6EySDopWmz6HXnefyQg0SoDAJgr8XUy665pzjwLkTh3lPhXp0/yFZdGlQwIECBAgQIAAAQIECBAgQIDAagj8bAyza4GlSf9MlJnWIkrXg9ja9sZu+q9fd5sD7bEjXJpx5d2ZAgECBKYhkNfa5trS9rpP0Ulur9RW5g+LMg4JECBAgAABAgQIECBAgAABAhspMLTI0iyqvHJKOi+Kdpo2y9ebt7Rf5pfHLUWnmnTDjjGWY8jjsyLmHrsCAQIEpiXw4GiovtaU52U/ZXp5/KSykGMCBAgQIECAAAECBAgQIECAwKYKnB4TLxdNuo4fNQWg17X09fWOdi9pKZtjy/2/ZxXuGw13zb9Mz60Idp3VILRLgMDGCpTXmfr4lELlSnFc5zfnhxTlHBIgQIAAAQIECBAgQIAAAQIENlbgCjHz8yM2iyZ9r/mgxyy/lZB/ot/W9rcivW0R+QMd5ffeSucj6jymo796zJ+Lclcc0Z4iBAgQmETgpChcX2/K87Kt3+wpO4vtoO4c/f1p1eeH4/zxEXeJKBAgQIAAAQIECBAgQIAAAQIEllLgYTGqcoFl6PidUf4a1Uz2iPPbRXxxxDMi/mfEiyO+P+KrInY9iO2rkdcW/j4S28Zxs7bC20x7YEdfbf3PauF9m1NQnQCBFRdou940ab9Xze3Ncd7kla/fqMpt9/TUaOBLHX2V/T5oux2pT4AAAQIECBAgQIAAAQIECBCYhUDecf3vEcuFjDHHF22hTt1uLqq0hVdEYl02z6/dVngbaTeIut+N2NZXnXatbfSjKgECBLoEDoyM+npTnte/cCvzyuNPdHWwhfRfHxhT2W9znFuwCAQIECBAgAABAgQGBWbxZ4qDnSpAgAABAhsp8IOY9fUjfmHC2U/j4Y65Z3cumlwQMceRd4r/UcRMawv58MlPtmVsIS3vUH9TxLxbfSgcFQU+P1RIPgECBLYg8MSeOl+JvAuL/L7r7guLcts5vGVUftoWGsi/4PmbiHlH+j9FzGt1bqWVv1zdK+JNIh4UMf+9yet9/puTc8vtUj4e8dyI+XyHz0bs+jcgsgQCBAgQIECAAAECBAgQIECAwGQCudiRiw3LED/TMY77TDalztJ59/bYeV6lsxUZBAgQ2L5A19ZOeY2qn6twVKR1Xbtusf2h7JQ333S1v6j0P4sx5dzqO9+nMN2lbCLneULEq++IOy/lKA2KAAECBAgQIECAAAECBAismMCtY7yLWtwY0+/TpuB5+wnmWC86TaF7TRAgQOCHAofGUd+174cFdxzcvaf8NLYaeUhP+33jnHfe22Kcd4uYfhlXOeRd/NeN+FsRuxwfFXkWwANBIECAAAECBAgQIECAAAEC2xE4Oip3ffledPrztjGxXDT4xZFz++cotyl3F26DVFUCBLYpcFrU77qu5l/h1OHBkdBVPrcM2W7oantZ03NrlLFjy2dK5LU9t2HJOufseO2rn1uxvC5ibsH1+oifjvjuiG11/jrS/zbihzrymzofi/wPRsxtbJq0Ma9vj/K5SC4QIECAAAECBAgQIECAAAEC2xS4X9Qf82V8FmWahYm67Xzo5VZDLkjU7bWdvy/KTWMBaavjVI8Agc0QyF/G5T7YbdehTMv8OvxuJHSVz720txN+PCp3tS19OWxyEV4gQIAAAQIECBAgQIAAAQIEpiRwp2gn706b5cLHd6L9b0X8YsTnROzajuSPI2/SsFdUyLv8xoz/7CiXD9wUCBAgMGuBfaODiyO2XZte2tH56R3ls43thu9FA21jKdOyj3uNKFfWcTzsOonRyflDEAgQIECAAAECBAgQIECAAIHpCewXTeUepBdFnORLel/ZrjsUr97RRz7kbNLwiajQN4YyL+coECBAYB4CPx+dlNef8vgnOgaQ18CyXHncUWVU8pN72m36uEnRUj70t0n3Ol+L/EWxQIAAAQIECBAgQIAAAQIECMxAYI9o85kRxyx2fCPK5b6oXWUjqzXkXdptdXKP00nCjaNwWzt12jlR7kqTNKwsAQIEtilQX4ea8/zrl66Q2z015crX3+mqMCL9oVFmzF7ZdVN5nc5fhv4gYjkWx7P3sNd3/W50ToAAAQIECBAgQIAAAQIEpixwVLR3m4iPiPjIiDeMuHvEMmR+10JIWa48vnxHnXeUhUYc50J5V99l+v4j2lKEAAEC0xLI5wiU16Dy+E09nXy8o96reur0Zb22o71yPHmcW151hctFxlMi5i8663rOZ2OS/64KBAgQIECAAIGVFdhtZUdu4AQIECCwSQLnxGQz9i1I5x3ik4Zvd1TIRZRJQi7ED4UXRoHDIvbdZTnUhnwCBAhMInCLnsJf7cn7sY68CzvS+5I/EpnH9RXYkZfbq7ylp1xer/OvgE6PeNKOmPPLsV4xYhm+FCdvi/jZiB+NmHcuXzliPlgzy54aURgWuH4U6ft3d7gFJQgQIECAAAECCxSw8L1AfF0TIECAwFQF6jvAm8b7FprzgW9toSu9rWym5Z/gD4XHRYGMZTgnTs6M+PWIuVDzyYgfiZgL77klQFvIee4T8eCI50XMhajvRuwqH1kCAQIbKnBCz7xz+5BJwz9MUCG3KMlr1NjtMu48su1sMxe1M04jXDMauW7Eh0e8TcSdI5bh/DjJuXT9G1OWbY7/JQ4uiJgLx5+PeGTEvnBRZOYd+PlvSX4/y59b/mLi5hHr8M5IyLHksyKOrzOL87xr/3sRs83vRPxoxHMj5s/wryJmyH9r+sI1+jLlESBAgAABAgSWXSD/x0ogQIAAAQLrIFDf8dfM6WvNwQSvky58nxNt50L0pOGoqPDEqlIugOQiy6QhF8xzoeODEd8TMRfDm4WPOBQIENhAgef3zDkXQdtC/mVKV7h2V0aVvm+cd/1FTVV0p7zenhJxaBG2rjet83+NhjL+SUuDuQie48oHJF8hYi66593ruZif1+nMz0XlXNzOvFzsXqdwyDpNxlwIECBAgAABAgQIECBAgMCqCjwwBp4LFHV86cCE6vJ5/scDdersR0dCWzvLlPasGOPV6oE7J0BgrQX6rkFdE+/bF/yXuioV6blI/M8R+/ou8+5a1HU4X4Hy59B2/OT5DkdvBAgQIECAAIHpCuT/2AoECBAgQGAdBLr+DP0bA5Nr26Zk0n1sXzbQxzJk/2oM4uyIubjR9ufzyzBGYyBAYHoCuSVSV/hUV0akH92Td3hPXmYdGPH7EXPrkDHh5VHojWMKKjN1gTF3779/6r1qkAABAgQIECAwRwEL33PE1hUBAgQIzFSg60v80P6yn2sZ1cUtaX1JWf7yfQWWLO/dMZ5cnDp2ycZlOAQITE/gV3qa+oOevHzmQFe4aldGpOcvH3P/6UnCIycprOxUBX5uRGvvHVFGEQIECBAgQIAAAQIECBAgQGDGAveJ9tv+VPt6A/3+35Z6Q9ujdDV5UGR8tqW9tnEtQ1ruJ55bF+wRUSBAYL0Ecs/qrutM3pndFfJ5BV31vtlRKX/B+Naeem3t5T7gwuIE2n4mddriRqdnAgQIECBAgMAUBNzxPQVETRAgQIDAUgic3DGKrjvBm+K5UF2HsQ9lq+vltiq5TcDP1BlLep6LVS+M+IWI+eA2gQCB9RDYP6Zxas9UzuvJ61sUb6uWD3h8c8RT2jI70vKXbflQSGExAgeM6HbSZ12MaFIRAgQIECBAgMB8BSx8z9dbbwQIECAwO4GhLU26em7b1qRvb9yudsr0XDDIxaDc5/aMiMseDo0Bfi3i8yNu1XHZ52h8BDZJ4H49k/35nrzM+kpPftui+J9F+dv11Kmzdo2EtutuXc757ARuNqLp54woowgBAgQIECBAgAABAgQIECAwB4EXRB/1n2nngyuH7mw7rqXek2c03lw0yjvC7xjxoRGfGPH0iG+JmHdMvifi5yPW8+g6PyvK/kHE3Ms379yedKuBrnaH7pKPrgQCBJZY4OwYW9fne6+BcR/RU/fcqm4+NLernzo9fyHY9RDiqlmnMxbIf2vqn099PuMhaJ4AAQIECBAgQIAAAQIECBAYK9C1YHyvgQbuHfn1F/5XDdSZdXb+RdZuEXNR/scj5kMorxFx7F7cWT8ftnnniFvdc/z2UVcgQGD1BO4aQ66vac35H46YTv61Sj78tqlTvn6sqH+XjjJl+eb4xUU9h4sXyLv6m59N22v+QlYgQIAAAQIECBAgQIAAAQIElkSg7ct7ph0zML7DIr+u+4sDdVYtOxey8i7zep5D57dctYkaL4ENF8jPet/nOn+RNhRy66OuNj6zo3JeV7vK1Om/G2VzexNhOQT6frHR/OyusxxDNQoCBAgQIECAAAECBAgQIECgb7HnpgM8l4v85st+8/rrA3VWOTsXwL8RsZnr0OvBqzxZYyewYQI/HfPt+kx/aKRF38L3v0Qb+SDcrj7q9DNG9qnY/ATuEV3VP6fy/JLIz39TBQIECBAgQIAAAQIECBAgQGBJBMov7uXx9QfGd5XIr/+s/yUDdVY9Oxe23haxdOo6fvWqT9b4CWyQQNfnONPzl15jQt/Cdt/e4XXf347Oxm7PNGZcykxH4E3RTP2zKs9fOZ1utEKAAAECBAgQIECAAAECBAhMQyD3wy6/uJfHtxrRwfur+rlH7iaEvr2AS0N3/23Cu8EcV10gH3Jbfm7r47HbjfRdF/LhlnW7bef5VyV7rjroGo4/n//Q9vMq0/KOcIEAAQIECBAg8cUZ+QAAQABJREFUQIAAAQIECBBYIoHyi3t5PHTHd07hoxHLOr+3RPOa9VByK5Ny7m3HR896ENonQGBbAkdG7bbPbpM2yXMLHjLQVtNm32s+XFdYPoFTYkh9P7fMO3z5hm1EBAgQIECAAIGtCeRv/QUCBAgQILDqAnnHd1c4siujSM8v+5sa/iMmfsOByX9nIF82AQKLFThnoPuXD+SX2bctT7ZwfFLU+eYW6qkye4G3jujiyyPKKEKAAAECBAgQWAkBC98r8WMySAIECBAYEPhBT37u3z0U8oFtZfi38mQDjq81MMeLBvJlEyCwOIEnDXT9lsi/YKBMmX1qeTLh8WOj/D9MWEfx+QgcN6Kb3xhRRhECBAgQIECAAAECBAgQIEBgjgK5B3XXn2/fZ8Q43lHVf9eIOutU5PPV/GvLA9dpsuZCYI0E8rNZf17r83yA79iQ+4DX9ceev3dsJ8otRGDMz3Hol6ALGbhOCRAgQIAAAQJbFXDH91bl1CNAgACBVRE4YMRAc7uPMlxSnqz5cf7S4KoDczxvIF82AQKLETh7oNu/iPwvDpQps48tTyY8vumE5RWfn8DVRnb1qZHlFCNAgAABAgQIrISAhe+V+DEZJAECBAgMCOSdbF1hzFYnX6oqb9Idzr9Qzb0+fW2d4JwAgaUQuEuMYughknedcKRjtsNoa7K587wtT9riBe43Ygg3GlFGEQIECBAgQIAAAQIECBAgQGABAl1/xv3YEWP5kyhT1v/aiDrrUGTMtgY3W4eJmgOBNRO4csynvGa1HW/ls3vvEe3WfY29m3jNfgQrNZ0Pj/i5rtSEDJYAAQIECBAgQIAAAQIECGySQL0Y05yfNgLhKVGmKd+8jqi28kXe0DLvZv7N68pP0gQIrKHA0Gf39C3O+fio13z2x7xec4v9qDY/gWOiq3wAdN/P86j5DUdPBAgQIECAAAECBAgQIECAwKQCF0eFti/2Q1t5ZD/Paam7Z2ascbh1zK3Nq0z7tTWev6kRWFWBK8bAvxex/KyWx/nMgvxrjq2E3aLSORHL9rqOcxzC8gv8cgyx62eY6X+6/FMwQgIECBAgQIAAAQIECBAgsNkCX4/pt325v/8Ilie11N3qwtGI7hZe5MiW+bbZ7bXwkRoAAQK1wJsjoe3z2qTl53s74cej8nciNu3Vr38Xeet8fdyO3TLWrX9+9flPLOOgjYkAAQIECBAgQIAAAQIECBD4kUDXHqZP/1GRzqOHRU69GLBHZ+nVzjigZa713PP8qas9TaMnsJYCd49ZtX1em7QxWzuNgTkoCuWdwN8q+vvbOD4iorA6AvvGUJv3RtfrzqszHSMlQIAAAQIECBAgQIAAAQKbKdC15+0NRnA8PsrUiwJXGFFv1YqMXfROi11WbXLGS2ADBOrrVHmeD+mdxZ3Yu2+A67pOMbf6Kt8j9fE71nXi5kWAAAECBAgQIECAAAECBNZJIL/A11/q8/yXRkzyLi118065dQqHxmTafNrS8mFoAgECyyXw/hhO2+c10969XEM1miUR+EiMo+s9k+l3WpJxGgYBAgQIECBAYCYC7uaaCatGCRAgQGABAhdto89DWuoe1pK2qkl5F+g7Rw7+XlHu0yPLKkaAwHwEHhzdXL+nq6f05MnaXIHjBqb+9oF82QQIECBAgAABAgQIECBAgMASCPxejKHtzrYbjRjbrVrqrsvC9/4xt0+0zK/NKrd8EQgQWC6BE2M4bZ/XJu0hyzVco1kigeY90vW6REM1FAIECBAgQIAAAQIECBAgQKBL4AOR0fbl/jldFYr0tq1Ohu6UK6ov9eHjYnRtLnXafZZ6FgZHYDMFrhzTrj+r9fmem0lj1gMC+4x47ww0IZsAAQIECBAgQIAAAQIECBBYBoGvxiDqBaE8z4d7DYVbRoG6bt5lucphtxj88yJ+P2I9t/r8lFWeqLETWFOBu8W86s9qfX74ms7dtLYvcJ2B98+rt9+FFggQIECAAAECBAgQIECAAIF5CHw7OqkXhfL86SM6P6Gl7k+MqLfMRX6mZU5tPtdY5kkYG4ENFbhazPsHEds+s03a0RtqY9rjBPL90bxX2l7zF74CAQIECBAgQGCtBTzccq1/vCZHgACBjRLYt2O2ucf1ULh8S4FVXVTaK+byaxHPbJlTmfSxODk04mfKRMcECCxc4AExgvdG7Pv/9FwY/+zCR2oAyyzQ9zDUHPenlnnwxkaAAAECBAgQIECAAAECBAj8SKDtjrZMe9mPinQeXTVy6vr5wMtVDKfFoOu5lOffi/wXreLEjJnABgjcKeZYfl7bjm1NtAFvhClM8eED76X8xadAgAABAgQIEFhrgdz/UyBAgAABAussMOaO7wNbAI5oSVvmpN1jcL8d8dE9g8z9vvOhne7060GSRWBBAvlLuocO9L1r5F8yUEY2gRTIX+j2hXP7MuURIECAAAECBNZBoO9PKNdhfuZAgAABAgT2GEFwUUuZMfVaqi0s6VnRc9+idw7sYREteqeEQGB5BPJGlE9H7Fv0fkPk59YVFr0DQRglsOrPqRg1SYUIECBAgAABAgQIECBAgMAmCLRtCZBpfzpi8nlXeF3/ESPqLUuRt7eMv57PAcsyWOMgQOCHAm0P1q0/u3/4w9IOCIwX+HoUrd9L5fn4lpQkQIAAAQIECBAgQIAAAQIEFipQfqEvj18/YlRXiTJlnTx+yoh6iy5ySAzgLyPWY6/PH7zogeqfAIHLCLwuUurPan3+9Ciz32VqSiAwLJBbW9Xvp/J8uAUlCBAgQIAAAQIECBAgQIAAgaUQKL/Ql8cvHzG6g6NMWSePf2NEvUUWya1YvhaxHnd97gFmi/wp6ZvAZQVuE0ljPrtPuGxVKQRGC9T/FtTnoxtSkAABAgQIECCwqgIebrmqPznjJkCAAIGxAheOKPjNljL7tqQtS1I+4O67IwZzryjjAWYjoBQhMAeBw6KPF0W8+4i+bhll3jWinCIEugRyq5MrdGVKJ0CAAAECBAgQIECAAAECBFZHIBe46zva8vwZI6aQi9x13ZeOqLeIIldrGWs99jy/7iIGp08CBC4jcMVI+dWIbZ/TtrS9LtOCBAKTC7w7qrS9v5q0/AWqQIAAAQIECBBYa4Fd1np2JkeAAAECmyRwfsdk/70jvUy+qDzZcbxnS9qik24SAzh7xCBy0fsjI8opQoDAbAWOjOb/NuKzRnTz1Cizc8S269GI6ooQuJTARy91dtmTH1w2SQoBAgQIECBAgAABAgQIECCwjAL/HINq7mQrX583crBlnTx+w8h68yp25+ioHmPbee4fLBAgsFiBvMv7LyJeErHtc1qm/UuUsf1gIAhTFfiFaK18n9XHHpo6VW6NESBAgAABAgQIECBAgACB2Qm8JZquv9jn+c1GdlnX/cuR9eZR7DHRST2+tnMPspzHT0MfBLoFLhdZub1S2+ezTsv993OBXCAwC4GTo9H6Pdec+6uCWYhrkwABAgQIECBAgAABAgQIzEjgXdFu86W+fH38yP7KOnmc+6MuOuQerK+JWI+t7fyARQ9W/wQ2WGD3mPuLIrZ9Nuu0z0W54zbYytTnI3Cr6KZ+7zXn34+8ZdzOaz4yeiFAgAABAgQ2RsCfVW7Mj9pECRAgsPYC076D7cAFi10++n9fxGNGjOPwKPOfI8opQoDAdAUOjub+MOIpA81eHPl/H/GMiK+POO3rVTQpELiUQC5ydwUPtuySkU6AAAECBAgQIECAAAECBJZQ4GUxpuZutvL1pJFjvaCq//GR9WZR7KhqLOV8yuOPRrmDZjEAbRIg0CmQD4e/XcQ3RSw/j13HH4pyPxtRIDBPgfyrgq73ZKYLBAgQIECAAAECBAgQIECAwIoInB3jbPuS/5yR4//rqv6/j6w37WLHVuNom1Om/X5Ed+1NW197BLoFjoys0yJ+JmLX57JMf0+Uu3VEgcAiBO4UnZbvx/p4/0UMSp8ECBAgQIAAAQIECBAgQIDA5AL1l/rm/KEjm/qzKNfUydevjqw3zWI/UY2hHE95fO9pdqotAgQ6BXLv7rxz9tcj5r7I5eew6zi3KLpeRIHAIgXuGJ13vUczXSBAgAABAgQIECBAgAABAgRWRKDrC/6vjBz/k6Nc3cbIqlMp9oCW/uvx5Pn1p9KbRggQ6BPIPf5vHvErEds+h21pfxRlF/1sgBiCQOC/BU6N/7a9T5u0/TgRIECAAAECBAgQIECAAAECqyHQfJmvXx8/cvi/GuXKupeMrDeNYrkdS9l32/Eno8wh0+hMGwQIdArknvlnRPxuxPMjtn0Wy7RXRplrRxQILJvA/WNA5Xu1Pt552QZsPAQIECBAgAABAgQIECBAgMBlBfILfP2lvjnPBe0x4a5RqKnTvI6pt50yeXfo6S39Nv03r7mvsECAwGwE9oxmbx/x/RGbz1zX64VR5tURbxHRHvuBICytwH1iZF3v40zfe2lHbmAECBAgQIAAAQIECBAgQIDApQS6vuA/+lKluk9yT966jV26i08lJx9+V/dZn584lZ40QoBALXBEJLwkYt7dXX/umvMm75+jzOERD44oEFgFgXvGIJv3cdvrHqswCWMkQIAAAQIECBAgQIAAAQKbLpB3bLZ9sc+0R47EObmljVktDFwj+vp4S3/lHHK/4H0jCgQITFcg9+7+WMTy89Z2/B9RJv8SJB9uKRBYNYFTYsBt7+smbdXmY7wECBAgQIAAAQIECBAgQGAjBfaPWTdf5uvXnx8p0rZdyiz2QM2xfrtnvDn+B48cs2IECIwTyAf5vShifX1oO/+zKHfdiLaCCARhZQVuESNve383abP+i6aVhTNwAgQIECBAgAABAgQIECCwTAJti9bNl/ufHjnQY6JcU6d5vebIumOL3SwKDj0wL+9eFwgQmI7A7aKZN0ZsPtNdr9+LMrmXvq1MAkFYC4Grxyy63u+ZLhAgQIAAAQIECBAgQIAAAQIrIJCLVV1f8HOf0zGhbfF8mnd8HxmD+MeIXeN8eOTNamuVMfNXhsC6CFwpJvLLEbs+a2X6h6LcT67LxM2DQCFwfByX7/X6uCjqkAABAgQIECBAgAABAgQIEFhWgV1jYPWX+ub85AkG/bWqnWnd8f2YaPf7VdvN+L4R6T8bUSBAYOsCeQ04NWLeud18tvpefzPKHRBRILCuArlVzyUR2z4HX1jXSZsXAQIECBAgQIAAAQIECBBYN4HLxYTavtxn2t1HTjb3O83FgLKdfAjedkJuW3L/iGWb5fHbt9O4ugQ2XCAXu28R8RURy89V13He3X1sRIHAJgj0/SXUZzcBwBwJECBAgAABAgQIECBAgMC6CHQtdk2yjcEzAqO5Q+4/4ni7D7d7f7TRNq5PR3ouiO8VUSBAYDKBk6L4syO2fbba0nKf/90m60JpAisv0LfwnZ8TgQABAgQIECBAgAABAgQIEFgBgVzUalvwyrRfnGD8r6ra+bkJ6pZFbxsn36raasZ3fqSfWBZ2TIDAoMCVo8SLI/5dxOaz1Pf6oCi3f0SBwKYK5F9E9H1GNtXFvAkQIECAAAECBAgQIECAwMoJ/FuMuO1L/nUnmMk0Fr5v1TGOHNuZES3GTfADUXSjBXaP2b8g4gcidu2R33zm868oHhkxH2wpECCw005HBULz+Wh7ZUSAAAECBAgQIECAAAECBAisiMBXYpxtX+7/1wTjv2XVxs0mqJtF31zVL8fz15GXd+AJBAi0C+Q++7m90GMjfi7iuyKWn6H6+IOR/8CIR0YUCBC4tMA+cVp/ZsrzS5d2RoAAAQIECBAgQIAAAQIECCytwDtiZOWX+ub4aROM+AlVG68ZWfc6Ue5zVd2m/3y9w8h2FCOwiQK5Z3d+Rs6OWH5u6uNzIv9jEXMrodz6RCBAoFvgqMiqP0PleXdNOQQIECBAgAABAgQIECBAgMBSCeSDKcsv9c3xoycY5b2qNl46ou4DqzpNv81rPsRSIEDg0gLHxulzI3ZtUdR8ft4QZXKrk4dEFAgQGC+Q2/40n6O21/EtKUmAAAECBAgQIECAAAECBAgsVOD10Xvbl/tcNBsbrhgFyzb+oqfiQZH32qp8WfdLkXf5nvqyCGySwM4x2dz//vkRu7Ylaj4/F0aZN0Z8XMTc/kQgQGBygcOiSvOZanudvEU1CBAgQIAAAQIECBAgQIAAgYUI5IJa25f7b08wmjtWbeTidVu4USS29dWk/VPk54P5BAKbLLBnTP7UiK+O2Hw2+l5/P8o9PmL+UkkgQGB7AteI6n2ft+21rjYBAgQIECBAgAABAgQIECAwN4EXRE9dX/LHDmKvljbquvU+4HWfj4gKe9SVnBPYEIFctH5ixHdGrD8bbee5lcktIh4aUSBAYHoCB0ZTbZ+5Jm16PWmJAAECBAgQIECAAAECBAgQmKnAo6L15gt9/Tq240Na2mgW5A6OvM+25Jd95VYOAoFNEtg1JnvNiP8n4ncilp+HruPcQuguEXP7E4EAgdkIXDua7foMZrpAgAABAgQIECBAgAABAgQIrIhAPvyu60v+PiPnkPsJ123sFmm3bUkvy30y8o+IKBDYBIEDYpK3j/i+iOXnoO/49Ch7UsTc/kQgQGD2AvlZ6/pMdm3jNftR6YEAAQIECBAgQIAAAQIECBCYWOD4qNH1Jf9KE7RWt/HKnnaz7C9HdOfqBMCKrqTAsTHq3MbnvIj1Z6Tr/Fei7AkRBQIE5i9w9eiy67N57vyHo0cCBAgQIECAAAECBAgQIEBgqwJHRcWuL/knTtDoRT3t1O3nHawCgXUU2DsmlYvWvxOxft93nX8tyt4rYm4ZJBAgsFiBvoXv/AwLBAgQIECAAAECBAgQIECAwIoI5JYkXQtyT51gDp/uaadp/0NR5goTtKkogVUQyM/QgyKeGbF5rw+9vjrK3jiiQIDAcgnsG8Pp+/wu12iNhgABAgQIECBAgAABAgQIEOgV6PqSn9uVjA1vjYJd7WT6fSPmXuACgVUXyC168q8WcuE6f5nT975v8v4myt0z4mERBQIEllfgBjG05nPb9rq8IzcyAgQIECBAgAABAgQIECBA4DIC346Uti/4mTYm/EIU6qqf6T82phFlCCyxQP7S5q4RHxXxzyP2vd8z7+sRnxHx2hHzjnCBAIHVEDgmhtn3+V6NWRglAQIECBAgQIAAAQIECBAg8N8CuU1D1xf9PqIDI/NlPXVz64eD+xqQR2DJBe4f43tNxN+O2PUZyfTvRXxDxLwT/PCIAgECqylwcgy777O+mrMyagIECBAgQIAAAQIECBAgsKECeSdr1xf9rj25d486f9lTL9sTCKySQN6ZnduYPDDiP0R8QcRLIrZ9NnKh+4MRT4l464hZTyBAYPUFfjam0PaZb9JWf4ZmQIAAAQIECBAgQIAAAQIENkhgz5hr86W+fj2kxeHHI+3LPXWaNo5oqSuJwDIJ5Hv/ZhFzATvf0+dGbN6/5aL3hZGef8Hw7ognRjwgokCAwPoJ5HZGzTWg7XX9ZmxGBAgQIECAAAECBAgQIEBgzQXavuBn2pOqeec2Dn8Vsat8mX6tqq5TAssgkHd2PyDiUyOeF7F8z5bHF0TeIyLmVic3jSgQILD+Av8rplheB+rj9RcwQwIECBAgQIAAAQIECBAgsGYCb4351F/w8/wlxTwfFscXd5R7Wkv6LxV1HRJYpMBx0fkdI54Vse193qTlXd6Pj5iLX9eLKBAgsFkCz4/pNteDttfN0jBbAgQIECBAgAABAgQIECCwBgJ3izm0fcn/80jfJWIuGrblZ9ovR8xQ55/x36n+Q2D+AntEl9eOmA+lzG1K6vdmeZ6/zMmHtN4gor9SCASBwAYLPC3mXl4f6uMNpjF1AgQIECBAgAABAgQIECCwmgJ3jmHXX/Cb89d15OXds7nfdxPeGwdNnXw9p8nwSmAOAvtHH7lX919ELN+HbcffijJ/HDHfv/tEFAgQIJACT47Yds1o0igRIECAAAECBAgQIECAAAECKyZwWIy3+WI/5jX3Rj6hmuMLW9qoijglMFWBfIBq7sP9nYhD79uzo8wTIt4m4s4RBQIECNQC94yErmvJR+vCzgkQIECAAAECBAgQIECAAIHVEOj6sl+n553d+7ZM6f6RVpfdtaWcJALbEbhxVH56xPq91nZ+bpTLOzgPjphb9ggECBDoE7hRZLZdSzLty30V5REgQIAAAQIECBAgQIAAAQLLK3BRDK3rC3+T/r4oc2DHFI5uqW/huwNL8miB3aLkz0R8fcTmfdj3+rdR7q4R825wgQABApMInBiFu64vr52kIWUJECBAgAABAgQIECBAgACB5RH4eAyl6wt/pp85MNTDW+ofP1BHNoE2gQMi8dERPx2x7z3Z5L06yt0pov26A0EgQGDLApeLml0PxH3slltVkQABAgQIECBAgAABAgQIEFiowOOi92YhsX7Nu233GzG6ul7+2bhAYEggtyG5WsRnRqzfQ13nz46yN4loC5NAEAgQmJpA27+F+YvhvafWg4YIECBAgAABAgQIECBAgACBuQlcP3rqWmDM9NNGjqRu44kj6ym2eQK7x5Rzv+6xW5jke+vxEa8aUSBAgMAsBXK7pDdGfE/E/CXb/hEFAgQIECBAgAABAgQIECBAYMUErhfjrRes287HTKuul3fwCgQagdxG4GER/zJi/V5pOz8ryt0v4l4RBQIECBAgQIAAAQIECBAgQIAAAQIECIwSuGaUaltwbEsb86DK+u7dd40ahULrLHBSTO7uET8Yse19Vae9OMrdPOLOEQUCBAgQIECAAAECBAgQIECAAAECBAhMJJAL2fWiY9/5DUe0/qyqzU+NqKPIegnkgvUNIr484mci9r2nMu/vIv58xPwljECAAAECBAgQIECAAAECBAgQIECAAIEtC1whag4tSNb5vzaitydX7f7niDqKrL7AsTGFK0bMPXG/FrF+79TnL4syt46YW58IBAgQIECAAAECBAgQIECAAAECBAgQ2LbAwdHCmMXJerEyz4fC0VGgrjdUR/5qCpwcw35IxGdErH/m9fk/RJkHRMz95AUCBAgQIECAAAECBAgQIECAAAECBAhMXeCj0WK9MNmcHxF5P9WTf8jAaO7QUveqA3Vkr47APWKoebf2L0Vs3jNtr7nFyUsiZvldIgoECBAgQIAAAQIECBAgQIAAAQIECBCYicBB0erpEdsWKjNt/x295h7NXWWetKNM18sBLXU9pLBLa7nT94nh5aL1IyJ+IOLzIv4gYtt745uR/vGIx0e8bcRdIwoECBAgQIAAAQIECBAgQIAAAQIECBCYucCHo4e2RctMO67q/a0dZd9elatPd2+plw86FFZDIPfpzrv2HxAx92fP2LxnLonjZuH73+L4FRHfGfGkiHtG9AuOQBAIECBAgAABAgQIECBAgAABAgQIEJiPQD7I8k0RmwXM8jUXM+/bMow7dZS/INIv31K+Scq8CyOWfdytyfS6dAK5WH1oxGdG7PtrgPx5nh/x5yLmVid+mREIAgECBAgQIPD/2bsPcDmq+v/jCQkJ6RAggVBCqNI7kQ6hivQiRZASxR+iUuQvYANBBewKCgoqoqJgBRQEpUvvTUBCMaEllNAh/f/5DPtdz87O7t2bu3uzuXmf5zmZ2SmnvObM5tnvzj2LAAIIIIAAAggggAACCCAwbwQc2HxcOQ1Ex/p72l7rxwY9VYUDnXFsuvyZttdLV2pnHD9d6yvWO5h93S4wQDXurPwl5cnKca2Kln7C+yjlk5TzfxWgTSQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKB7BbZTdQ5uFwU0ve37HTSn1lPiL3dw3i25Ov00MWneCnh+9wOU/6JcazzEdge7f6C8pfLKyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAtBDZUKyKQWbQ8VPv7ddDST9UpY/065xL4roPTTbv8pP/yyn6qOz/1TNF4mKnj/qrsQLenxiEhgAACCCCAAAIIIIAAAggggAACCCCAAAJtI+ApSv6oXBTcjG3faLC1g+uU4x+/rJW+qh1Rl5cn1zqQ7U0X+KBK/LOyn8pPr0Gt9XN03J7KJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAoC0FNlarXlWuFeT09v2UF1ZuNNUra6EahXgO8PS8O2ocx+auC/ga7KJ8j3JqXm/9hzp2K+X+yiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKBtBfZVy+oFO2do/x5z0fpt65R7Vo3yvpI758Eax7F57gQG6LRDlKco17vm6b5LdewWyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDtBTyXc0dP+zrovVwXepIGUPPrRcXurY3pcS8VHcS2TgmM0tFHK6euHa2fq+P9ZHdfZRICCCCAAAIIIIAAAggggAACCCCAAAIIIDBfCGyqVnYU/LxMx4zoYm9+WqeeDxSUnX/i221kWo0CqA42jdX+Lyt3dI3T/Z7ffWflWtPQaBcJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBoT4FN1Kw04Fm0fmiTmj60Tl0/Kqhj/YLjCw5jU07AT2Z/VPkXykXXs9a2u3X8dsp++p+EAAIIIIAAAggggAACCCCAAAIIIIAAAgjMlwJj1OpaQdDYvl6TexblFi3zTxcfVNC+ZZvcnp5SnJ/G/6byXcpFtrW2ed70ccoEu4VAQgABBBBAAAEEEEAAAQQQQAABBBBAAIH5W6Cfml8rGOrtf1P2fNDNTiuowFr17pKrbPWCY5ln+n0kT/nyYeV/FRjV8o3t1+uc7ZVJCCCAAAIIIIAAAggggAACCCCAAAIIIIBAjxL4nXoTgdD88sct7mm+vnh9X67eLQvauFbumAXlpb+o2ED5J8ovKodZo0vPr+4fqCQhgAACCCCAAAIIIIAAAggggAACCCCAAAI9VqBWwPTMbujx/qqjVv2DkvpHFxy3ZLK/J6962hcHuk9Xfli5lle97cfpPD81T0IAAQQQQAABBBBAAAEEEEAAAQQQQAABBHq8wDD1sFbAtDs6X2+alU8kDXDgN9/ObZP9PWm1jzqzp/Knla9Tzve7kdd36DxPYbKoMgkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEFigBBwYLQqkvtONCr+p0Ya/J20oaucqyf75eXU1NX5F5VOVH1Iuuh4dbXtK531GeaQyP04pBBICCCCAAAIIIIAAAggggAACCCCAAAIILNgCtYKqf+wmls1VT1EbZmh7/KjmOgXH7N1N7WtmNX1V2EDlo5TPVb5aebZyUf/rbbtL53xReSVlT4VCQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgE/AOWtYKs3THPt5syqUYbrvJOpSHK+TY6YN6uKYLRDkx/TtltdV/eVM73o6PXb+icvyqfqLyycpStVRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkUB/bawXfE2nHCk6vxnbzq7TBpc/umD/vt7RBsmBaD/JvaHyCcrfUZ6o7CfW67nW2ve8zvuW8meVPQe7rw8JAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJMC/qHIWoHY2L56J8vszOFj69S/n/YtX7D/wM5U0MRjl1JZY5S/rHy7sgPVYdTZ5Uyd+0vl85T9NPdoZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkwROUTkdBW5f0DGLN6m+tBg/NV2rbgeXPS92fv+eaQEtWne7/CT3l5T95Hu+DZ15/YDOf1P5XGVPgbK78sLKJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEWCpylshsJ5vopZweD+zWxLc+orFp1Fz3xfUQT63ZRDkKvpXys8jPKtdrS2e3/VFnHKNvKU6KQEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLpZ4Cuqr7PBXc9JfYiyg7uLKM9N8pPVter1tCL5fePnphKd4+DzKspbK/9G+R3lfNldef2IyjtNeVflPsokBBBAAAEEEEAAAQQQQAABBBZYgd4LbM/pOAIIIIBAOwpsqUbd1MWGTdT5FyovpPyg8v3KfqL6b8oOPE9Rfqm0PkFLp9nvLxr69zAd9SflacpDlGcpj1R+V3ldZf+4pPvhObk9rcgSyq1KngblHOXHlaMvraqLchFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTmUqC/zntGuStPPzd67mTV82I31dVom+od96zaepXydsp8eS0EEgIIIIAAAggggAACCCCAAAIIIIAAAgggMD8JrKbG+mnqeoHgBWXfcXJoxY97zk/jgbYigAACCCCAAAIIIIAAAggggAACCCCAAAI9RsABcM/lvaAEud3PR5U99/hgZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBADxbwHNq3Ks9P05M0ErB/Un06RtlzhpMQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEFlCBvur3FsrfV75IuZEAc7scc43au70y05cIgYQAAggggAACCCCAAAIIIIBAswX4Yaxmi1IeAggggMC8FlhFDXhOeT/lqcqjlR0gf0d5deVRyv2UhylPUF5UeVnlZqbXVNgdpfyEljcpv6ns9pAQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEGiJwMKlUv0lcAS+H9Z6R0+F/13HjFT2tCQDlRdR7qNMQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg7QQ2Uos6Cnzf13atpkEIIIAAAggggAACCCCAAAIIIIAAAggggAACCNQR6Cjw/Xydc9mFAAIIIIAAAggggAACCCCAAAJtILBQG7SBJiCAAAIIINBOApd30Bj/qCYJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIH5RmBntbSjp77nm87QUAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEhopglnK94PdwmBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQmJ8EJqqx9QLf81NfaC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 3/1/2026 11:27:24 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-01-03 3/1/2026 11:27:24 PM - Message: Response Documents : True 3/1/2026 11:27:25 PM - Message: update survey response : fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48, SurveyTitle: DIG/1-3-2026/6:11:24 3/1/2026 11:27:25 PM - Message: ResponseValues to delete : [{"ID":"ca268920-63ee-421d-8357-01c65dc76955","Value":"Personnel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"40b962fa-22f3-470a-8efc-08d27aed23d8","Value":"Fire of Paarl hospital. Fire of mountains. Road safety.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"115cba58-95fe-403f-8650-090e108e6ae2","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"df0000c1-b052-44cd-bfce-14f714612958","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"65c36899-9494-409a-afe7-1742500533dd","Value":"4","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e236e3e8-5877-4ade-b01d-ed15d841d96c","QuestionText":"Total number of content developed and/or published for reporting month (Afrikaans):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"7b380269-859f-4623-93b7-1802dffd4700","Value":"Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature.\n\nKey challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","QuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"703325ed-2de9-4be4-95b4-1c5f5e406676","Value":"English","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1fdd54ac-98ad-4324-82ba-3ea7b8dd3573","Value":"Rural","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b2369bc1-ddf7-4da7-8486-40abd5474b96","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"66e298f7-6015-4bbe-9b27-ce890609d0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"5c9f2d7d-633b-4359-a7c9-424d5c2489b1","Value":"Newsletter","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c0b7bf95-c534-4977-b655-43351d0e9294","Value":"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","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"3f5894b9-5a87-47aa-90e9-461b7d52b6bf","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"02c7a7db-b8b5-4ec2-adc3-4d763bf0318e","Value":"Urban","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"5fb91fba-7713-4d50-822d-547d32d0820b","Value":"Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","QuestionText":"2.1 Please provide a short summary of the interventions being implemented under this grant:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"9fd8f234-a634-4bbe-adcc-56d5b87d97af","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"44e0f89a-fac3-4197-bef3-673b350a2605","Value":"Afrikaans","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ec991fa6-0ea0-4809-85aa-6ec48282f2ca","Value":"Travel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"392c53fd-8b8a-4759-b128-70cd9f06984e","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dd54771b-787e-49e2-80ee-1ad409650e8d","QuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b14e5f0f-2145-4a9c-9c49-7dd80f35e7e3","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","QuestionText":"Actual: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"9da5242e-07c3-45ee-8f5e-8864e34e5d2f","Value":"Publisher","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"cbd02b26-d227-4afb-a904-93a4d8315d89","Value":"Grow","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"dfbcd427-95ba-4148-b32b-997ea88cad9b","Value":"Equipment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"223757c2-bf97-4cc7-9099-9da9dfcb70ce","Value":"Our funding will be drained if our digital platforms does not attract advertising to sustain it. ","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b90e4752-fd73-473d-88c1-9f3d649114a6","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"05dde613-a5bb-4a7c-ae67-09eb10a0dd0a","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"f631d534-db0d-4e31-89f8-aa3ff72ec36c","Value":"SocialMedia","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"288cfe1b-a825-4ca1-b2be-aa9913571c86","Value":"WebApp","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"458791b0-0e76-4e26-89b9-af50ffbcc9af","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"fbdebb7c-1879-4ecf-a357-b46a2f999a88","Value":"WesternCape","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"bde02198-9428-4e01-9361-ba42d914a6c6","Value":"Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"28496574-24d6-412e-b733-c5185f873648","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"37e745d2-6f8a-47f7-ab9d-c93a6761d36d","Value":"2026-01-03","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"65e8ef27-5ea5-4705-9afb-cce0134d64fc","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"7800ec2a-2f0c-4d6e-94c0-cfec8b00faf3","Value":"ads.wlecho@gmail.com","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e1dedf87-c22e-4dda-8c93-d28278231f87","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month (English):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"7253458f-3101-4c03-9321-d7e94314afba","Value":"Josef Bushby","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6e8612d8-80a3-4780-90d3-da31ebd97b1a","Value":"Website hosting company Nextlevel needed to improve our website and analytics.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6474ec12-6506-4dcb-b1d1-694c59874a1c","QuestionText":"7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"eada8981-a536-4866-b60f-daec814b127c","Value":"Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","QuestionText":"7.1 Provide a description of successes and highlights during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d16866f3-7747-4c72-9eec-dccafadda3d4","Value":"Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d112c127-51b4-4ee6-b27d-56b0b0283cab","QuestionText":"7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d724c3b3-a8f2-42e8-887c-df4fd1eaed15","Value":"1- 28 February","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","QuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d0301f1d-fe38-4325-80ca-e50bc37a1ea9","Value":"3","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"9436e560-df44-4597-a839-e8712274bc79","Value":"Growth","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"744cd4e5-e218-45e1-85ec-fa47b278839c","Value":"WINELANDS Echo","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null}] 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:WINELANDS Echo 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Growth 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1- 28 February 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo. 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature. Key challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production. 3/1/2026 11:27:25 PM - Message: ResponseValue(0/1) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 11:27:25 PM - Message: ResponseValue(0/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 11:27:25 PM - Message: ResponseValue(1/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram. 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of stories and news), Value:5 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of stories and news), Value:3 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Fire of Paarl hospital. Fire of mountains. Road safety. 3/1/2026 11:27:25 PM - Message: ResponseValue(0/1) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape 3/1/2026 11:27:25 PM - Message: ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural 3/1/2026 11:27:25 PM - Message: ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 3/1/2026 11:27:25 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Afrikaans 3/1/2026 11:27:25 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (Afrikaans):, Value:4 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:5 3/1/2026 11:27:25 PM - Message: ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 11:27:25 PM - Message: ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter 3/1/2026 11:27:25 PM - Message: ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website. 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:, Value:Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Our funding will be drained if our digital platforms does not attract advertising to sustain it. 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):, Value:Website hosting company Nextlevel needed to improve our website and analytics. 3/1/2026 11:27:25 PM - Message: ResponseValue(0/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 11:27:25 PM - Message: ResponseValue(1/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Travel 3/1/2026 11:27:25 PM - Message: ResponseValue(2/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 11:27:25 PM - Message: ResponseValue(3/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:TechnologyPlatformDevelopment 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Josef Bushby 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Publisher 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:ads.wlecho@gmail.com 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, 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AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAsMDOw0WUIECAAAECBAgQIECAwCiBa0epx0Q8KOKHIr404n9GFAgQIECAAAECBAgQIECAAAECBJZYYP8Y23ER7xrxuRE/F/HciP8V8ZsRXxPxkREPjigQIEBgkwROj8nmtbCOt94kBHMlQIAAAQIECBAgQIAAAQIECKyKwE1ioM+O+MmI9YLO0PnTo87eEQUCBAiss8D9YnJ918PD1nny5kaAAAECBAgQIECAAAECBAgQWBWBPWOgz4zYt5AzSd5Z0dZNV2XyxkmAAIEJBYauh1+fsD3FCRAgQIAAAQIECBAgQIAAAQIEpiiQz794VMShRZyt5n8n2j4z4hUjCgQIEFgHgevGJMZcEw9Zh8maAwECBAgQIECAAAECBAgQIEBg1QT2jQGPWbyZZpmbrxqS8RIgQKASeGqcj7kuPqCq55QAAQIECBAgQIAAAQIECBAgQGDGArtE+2MWbmZR5n3Rdy66CwQIEFhFgbHXxS+u4uSMmQABAgQIECBAYDUF8s+5BQIECBAgsOkCuwXAxUuAcESM4ctLMA5DIECAwFiBfB7CRWMLRznfPybAUpQAAQIECBAgQGDrAnl3m0CAAAECBDZd4A+WBOBLMY69lmQshkGAAIExAoeNKVSUsfBdYDgkQIAAAQIECBAgQIAAAQIECJQCN46T34l4XsT8E/tPRHxexKtEnDTcOyqM/TP9eZXzi+lJf4rKEyCwKIHnR8eTXBuvvqiB6pcAAQIECBAgQIAAAQIECBAgsIwCeZfgwyMOLbB8Msrcc+QEDoxy549os+nzCVH2+IjXibhHxLaQi9Z3i/jViE29SV+f29awNAIECCyhwOdjTJNc4265hHMwJAIECBAgQIAAAQIECBAgQIDAQgRuFL1OsrCSZb8e8YCB0f7uyHZzgXwrYfeodPOIb4w4yfgvifJ5J7pAgACBZRbI5xJMcm3Lsrdf5gkZGwECBAgQIECAAAECBAgQIEBgXgJPjI4mXVgpy9+wY6BHjmj3vI66W0nOB2g+ZUSf5dgP2UpH6hAgQGBOAm+Ofspr1pjjJ81pbLohQIAAAQIECBAgQIAAAQIECCylwH4xqj+POGYhZajMT7fM8Mkj2t61pd52k/Iu8KHxlvl5R6VAgACBZRPI7Z6+G7G8Xo05fsayTcR4CBAgQIAAAQIECBAgQIAAAQLzEjgmOhqzgDJJmXrx+8KePi6OvGNnPNl39PRfz2vGQ9E8AQIEJha4T9Sor1Vjzn9/4p5UIECAAAECBAgQIECAAAECBAisgcAdYg59i9JjFla6yly98Okqk+lvK8rN6jAf1vnsiH3jaPIeO6tBaJcAAQJbFMitoJpr1CSvr91if6oRIECAAAECBAgQIECAAAECBFZW4G4x8osiTrKIMmnZZvuSvnonzlHwJSPne+Acx6QrAgQI9AmcFpl919C+vDP7GpZHgAABAgQIECBAgAABAgQIEFg3gbyruW+xpM67b5TfJWLuM/vKCeo+M8pmqNsrz6/zP0Xm8t+88/uzA+PJsb1zLqPRCQECBPoFJn1OQXltzWN3fPf7yiVAgAABAgQIECBAgAABAgTWSOCmMZd6caTr/G+i7N4tc7/JBG3sM1B23ndXX25gPI1FLvQLBAgQWKTAQ6Lz5pq0ldfHLHLw+iZAgAABAgQIECBAgAABAgQIzEtgv+ho7OJJPkytLxwdmWPayoer9ZW7Vl8nM8o7ZWBMOd7fmFHfmiVAgMAYgfwLm75r5wcG8rPu7cZ0pAwBAgQIECBAgAABAgQIECBAYNUFhhahc6HkCxGPHDnRY6Nc38LMmLz8U/5FhAui077xfXQRg9InAQIEdgj03e099qHEB9AkQIAAAQIECBAgQIAAAQIECKy7wF4xwb6F3szLva0nXSh58Yh2+/qN6gsJh0evfeO6JPJPWMjIdEqAwKYL7BYAfdenfDZCX36Tt+mO5k+AAAECBAgQIECAAAECBAhsgMAdYo7NYkjXay6ObyV0tTeU/uGtdDbFOu+JtvrG+MEp9qUpAgQIjBW4exTsuja9PPL+sSe/qfeNsZ0pR4AAAQIECBAgQIAAAQIECBBYZYF/j8E3CyJtr3kH9FbDb0XFtjaH0p6z1Q6nVO+waOe7A2M/fkp9aYYAAQJjBfqunbk9VF9+k3fzsZ0pR4AAAQIECBAgQIAAAQIECBBYVYGhhZKPbHNil4/6zWLLJK8/tc1+p1H9cQNjPzfyd51GR9ogQIDACIFcsO66jt4r8sY+WHjnEX0pQoAAAQIECBAgQIAAAQIECBBYaYFTY/RdCymZPo27mr860Edb/3svgeoVR4z7PkswTkMgQGAzBF4X02y7XmZa7v39v3vym3pPiDICAQIECBAgQIAAAQIECBAgQGCtBfJu5c9FbBZE6tfzpzT7u/T0UffZnE+p6203M2arlm13ogECBAgMCFw18r8TsblGlq+P2FH3rI78sqy7vXdgeSFAgAABAgQIECBAgAABAgTWV+CkmFq5IFIf33lKU88F9rrtofMpdb3tZoa2gsl5pKNAgACBWQo8Mxpvu25+K9Ivt6PjL3SUaeo9ckc5LwQIECBAgAABAgQIECBAgACBtRZ4d8yuWRBpe53m5L840FfZ/99Ms+MptPX3A2P/1yn0oQkCBAh0CewbGeU1sjx+wY5KB8frxT3lso5AgAABAgQIECBAgAABAgQIEFh7gRvHDMvFk/r4D6YskH+KX/fRdf60Kfe93eauNGLseWe4QIAAgVkIPDYa7bpeHrGjwzv0lMm6j99RzgsBAgQIECBAgAABAgQIECBAYK0FLojZdS2kZF4+2HGa4SrRWFd/dXqzkDPN/rfbVj3G+vzk7XagPgECBFoEck/u+npTnjdVfren3CWRt39T0CsBAgQIECBAgAABAgQIECBAYF0F8k/iy4WT+viMGU18aGuVZhzNfrUzGsaWmj0lajXja3t9+pZaVYkAAQL9Ao+O7LZrTqadWFQ9p6dclhUIECBAgAABAgQIECBAgAABAmsv8PqYYddCSqZfc0YCpw30m32fNaO+t9vs0F2Xn9xuB+oTIECgRaDvWt0U3yUO+sq9qinolQABAgQIECBAgAABAgQIECCwzgJ9CySZN6twnWh4qO83zqrzKbT76oHxHzSFPjRBgACBRuBacdB1zXxUUyheT+opl/XvUZR1SIAAAQIECBAgQIAAAQIECBBYS4Grxqy6FlIy/XYznnVf35mXd4Uvazg1BtY3/rsv68CNiwCBlRTo27d7r2JGr4jjvmvTgUVZhwQIECBAgAABAgQIECBAgACBtRR4eMyqb4Ekt/SYZfjtaLyv/wfMsvNttn3owNi/uM32VSdAgEAp0HWtzAcQl6GrXJNelnVMgAABAgQIECBAgAABAgQIEFhLgdfErJrFkPr1A3OY8U17+s/x/NMcxrCdLmqz+nwZH8y5nfmqS4DAYgSuHt3W15fm/LhqSE1612tV3CkBAgQIECBAgAABAgQIECBAYP0EPhxT6locufccprt7T//NuOYwjC138ZSB8T94yy2rSIAAgR8JPDcOm2ti/fqjUjvttE9PuayXv+wUCBAgQIAAAQIECBAgQIAAAQJrL1AvoJTnuZXHPELZZ9vxvMaxlbkeHZXaxlymbaVddQgQIFAKvC1OyutKc/zUslAc36qjXFN+Hr/QrIbklAABAgQIECBAgAABAgQIECAwX4H9o7tmMaTtdR6j2W1gDDmuB81jINvoo82uTNtG06oSIEBgp3zWQnlNKY/rBxA/rads1tuPJwECBAgQIECAAAECBAgQIEBg3QUOjgmWCyjl8YfmNPm794yhGc+b5zSWrXbTjLPrNRf3BQIECGxV4HpRse368plIrx9AnNfutrJN2lbHoB4BAgQIECBAgAABAgQIECBAYGUE7hUjbRZD6te3z2kW7+0ZQzmmOQ1nS908f2AOx2ypVZUIECDwPwIvj5fyetgc/78WoCav67WliiQCBAgQIECAAAEC8xPYZX5d6YkAAQIENljgp3rmfl5P3jSzbjzNxhbU1pkD/X5rIF82AQIE+gRu2JH5po70ruSHdWVIJ0CAAAECBAgQIECAAAECBAisk8D5MZmuuwLPnsNEc6/Zrv7r9PrP+ecwvNFdnDAwjxuMbklBAgQIXFrgSnF6ccT6mpjX7z0vXXSnoWcmHFKVd0qAAAECBAgQIEBg7gLu+J47uQ4JECCwkQKX65n1PO74vmlP/3XWXnXCEp1/eWAsnx7Il02AAIEugcdFRttzAvK6892q0tBf0HytKu+UAAECBAgQIECAwNwFLHzPnVyHBAgQIFAJXL06n8Xpsydo9IgJys676LV6OvxB5F3Yky+LAAECfQL5YMu28FctiUe2pDVJf9oceCVAgAABAgQIECCwSAEL34vU1zcBAgQIpMABc2CYpI9lvuO73m6gpNu1PHFMgACBCQR2j7K37ij/mZb0g1vSmqQXNwdeCRAgQIAAAQIECCxSwML3IvX1TYAAAQLzENgnOrnaBB0t89601xyYR+7PKxAgQGBSgb5fnL2npbG7tqRl0icivrMjTzIBAgQIECBAgACBuQpY+J4rt84IECBAYAECk25d0rcAtIDhX6rL+1zq7NIn51761BkBAgRGC9yjp2QuZtfh5Dphx/kfd6RLJkCAAAECBAgQIDB3AQvfcyfXIQECBAjMWeCRE/a3zP82/mTPXP6rJ08WAQIE+gS69vfOOvWzA07oaeilPXmyCBAgQIAAAQIECBAgQIAAAQJrJ5CLsn1xlhN+60Df9bh+epaD2Ubbew/MwwPltoGrKoENF/hezL++FjbnNc37Jihb13VOgAABAgQIECBAYG4Cy3xX29wQdESAAAECMxd470AP+WC1WYTdotHjJ2y4vrtxwuozK37aQMtnDOTLJkCAQJdA1zU4F7/rcKM6Ycf5H3WkSyZAgAABAgQIECBAgAABAgQIrK3AW2Jmzd2Dba97zWjm+QC2tv4u6kjPsreb0Vi222zbPMq0fIinQIAAga0IlNeS8rj+S5IbR+Nlfnn8M1vpWB0CBAgQIECAAAECsxJwx/esZLVLgAABAqXAWeVJy/GhLWnTSLpmRyN/35Geyf/ak7eorFNGdHzBiDKKECBAoBY4qE4ozv+lOM7D+1bn5el7yhPHBAgQIECAAAECBAgQIECAAIFNEMgHTJZ3BtbHs/pFbN1Pc/6bPeO54RL+QD7YM96c04OWcMyGRIDAaghcI4bZXBvr1+tWU6jzy/OqqFMCBAgQIECAAAECBAgQIECAwPoL5MJsuUBSHx85A4Lcs7bupzk/pidv/xmMZTtN3rpnrM18ci9zgQABAlsReHRUaq4l9Wsuijchn5dQ5zfnv9cU8kqAAAECBAgQIECAAAECBAgQ2CSBX4nJNgskba9HzgDjIT19Zndt48i0wzJzSUIu3n89YtdYM/0BSzJWwyBAYDUFXhzD7rrGlDP6XE+5ZbpulmN2TIAAAQIECBAgQIAAAQIECBCYqcCfROtdCyuXRN6eM+j9PR19nh7pfXeD32gGY9lqk0/qmENj+ZHIn9U2MVsds3oECKyWQHM9aXttZrJzHLTlN2lNOa8ECBAgQIAAAQIECBAgQIAAgY0SaBZHul6Pm4FGV1933NFX212Oy/SAyKNinF1zyPSLI141okCAAIGtCuQvHbuuM08oGj2xp9yZRTmHBAgQIECAAAECBAgQIECAAIGNETgwZtq1sNKkZ5lphstHY03b9WveuZjhuRHrvDy/SWYuOORd3G1jK9Nev+Ax6p4AgdUXuF5MobyulMf3LKb35Z5y+xXlHBIgQIAAAQIECBBYGgF/Hr00PwoDIUCAwNoKPHTEzM4bUWaSIuUD2ep6ubCTYdp9/k+r0/nvx0Y089gRZRQhQIBAn8CP9WS+cUde/rLwyj3lzu/Jk0WAAAECBAgQIECAAAECBAgQWFuBs2Jm5V2EbcfTnvxrOvp8Z9HRlTrKHF2UWcThH3WMq3T7tUUMTJ8ECKydwHtjRuW1pTn+XjHTQzvKZNlXFOUcEiBAgAABAgQIECBAgAABAgQ2SqBZSOl7nTbIn0eDbf2dUHT0Ux1lnlOUmfdhLmi3jbtO23feA9MfAQJrJ7BrzOhbEevrS54/q5jtUzvKZLm9i3IOCRAgQIAAAQIECBAgQIAAAQIbJdC2qFKnTRukbr85P7zo6Npx3KSXr7n39yLCz0Wn5Ti6jnPBXiBAgMB2Be4cDbRdZ34Q6UcWjX+3o1zWFQgQIECAAAECBAgQIECAAAECGyvQtrBSp00TZ69orG6/OS/7yX1rm/Ty9cVloTkdHx/99C0uNeN765zGoxsCBNZfoLmu1K9fKaa+Zxx/P2JdJs9PK8o5JECAAAECBAgQIECAAAECBAhsnEDbgkmdlovQ0wrHREN1+3n+paqDvPu7rdx/VOVmfXqz6ODbHWOpxzfrsWifAIHNENgvpllfX5rzMwqCfOZBk16/3rIo55AAAQIECBAgQIAAAQIECBAgsHECfxUzrhdM6vO7TVHlsI7+HtjSRz2O5ryl6EySDopWmz6HXnefyQg0SoDAJgr8XUy665pzjwLkTh3lPhXp0/yFZdGlQwIECBAgQIAAAQIECBAgQIDAagj8bAyza4GlSf9MlJnWIkrXg9ja9sZu+q9fd5sD7bEjXJpx5d2ZAgECBKYhkNfa5trS9rpP0Ulur9RW5g+LMg4JECBAgAABAgQIECBAgAABAhspMLTI0iyqvHJKOi+Kdpo2y9ebt7Rf5pfHLUWnmnTDjjGWY8jjsyLmHrsCAQIEpiXw4GiovtaU52U/ZXp5/KSykGMCBAgQIECAAAECBAgQIECAwKYKnB4TLxdNuo4fNQWg17X09fWOdi9pKZtjy/2/ZxXuGw13zb9Mz60Idp3VILRLgMDGCpTXmfr4lELlSnFc5zfnhxTlHBIgQIAAAQIECBAgQIAAAQIENlbgCjHz8yM2iyZ9r/mgxyy/lZB/ot/W9rcivW0R+QMd5ffeSucj6jymo796zJ+Lclcc0Z4iBAgQmETgpChcX2/K87Kt3+wpO4vtoO4c/f1p1eeH4/zxEXeJKBAgQIAAAQIECBAgQIAAAQIEllLgYTGqcoFl6PidUf4a1Uz2iPPbRXxxxDMi/mfEiyO+P+KrInY9iO2rkdcW/j4S28Zxs7bC20x7YEdfbf3PauF9m1NQnQCBFRdou940ab9Xze3Ncd7kla/fqMpt9/TUaOBLHX2V/T5oux2pT4AAAQIECBAgQIAAAQIECBCYhUDecf3vEcuFjDHHF22hTt1uLqq0hVdEYl02z6/dVngbaTeIut+N2NZXnXatbfSjKgECBLoEDoyM+npTnte/cCvzyuNPdHWwhfRfHxhT2W9znFuwCAQIECBAgAABAgQGBWbxZ4qDnSpAgAABAhsp8IOY9fUjfmHC2U/j4Y65Z3cumlwQMceRd4r/UcRMawv58MlPtmVsIS3vUH9TxLxbfSgcFQU+P1RIPgECBLYg8MSeOl+JvAuL/L7r7guLcts5vGVUftoWGsi/4PmbiHlH+j9FzGt1bqWVv1zdK+JNIh4UMf+9yet9/puTc8vtUj4e8dyI+XyHz0bs+jcgsgQCBAgQIECAAAECBAgQIECAwGQCudiRiw3LED/TMY77TDalztJ59/bYeV6lsxUZBAgQ2L5A19ZOeY2qn6twVKR1Xbtusf2h7JQ333S1v6j0P4sx5dzqO9+nMN2lbCLneULEq++IOy/lKA2KAAECBAgQIECAAAECBAismMCtY7yLWtwY0+/TpuB5+wnmWC86TaF7TRAgQOCHAofGUd+174cFdxzcvaf8NLYaeUhP+33jnHfe22Kcd4uYfhlXOeRd/NeN+FsRuxwfFXkWwANBIECAAAECBAgQIECAAAEC2xE4Oip3ffledPrztjGxXDT4xZFz++cotyl3F26DVFUCBLYpcFrU77qu5l/h1OHBkdBVPrcM2W7oantZ03NrlLFjy2dK5LU9t2HJOufseO2rn1uxvC5ibsH1+oifjvjuiG11/jrS/zbihzrymzofi/wPRsxtbJq0Ma9vj/K5SC4QIECAAAECBAgQIECAAAEC2xS4X9Qf82V8FmWahYm67Xzo5VZDLkjU7bWdvy/KTWMBaavjVI8Agc0QyF/G5T7YbdehTMv8OvxuJHSVz720txN+PCp3tS19OWxyEV4gQIAAAQIECBAgQIAAAQIEpiRwp2gn706b5cLHd6L9b0X8YsTnROzajuSPI2/SsFdUyLv8xoz/7CiXD9wUCBAgMGuBfaODiyO2XZte2tH56R3ls43thu9FA21jKdOyj3uNKFfWcTzsOonRyflDEAgQIECAAAECBAgQIECAAIHpCewXTeUepBdFnORLel/ZrjsUr97RRz7kbNLwiajQN4YyL+coECBAYB4CPx+dlNef8vgnOgaQ18CyXHncUWVU8pN72m36uEnRUj70t0n3Ol+L/EWxQIAAAQIECBAgQIAAAQIECMxAYI9o85kRxyx2fCPK5b6oXWUjqzXkXdptdXKP00nCjaNwWzt12jlR7kqTNKwsAQIEtilQX4ea8/zrl66Q2z015crX3+mqMCL9oVFmzF7ZdVN5nc5fhv4gYjkWx7P3sNd3/W50ToAAAQIECBAgQIAAAQIEpixwVLR3m4iPiPjIiDeMuHvEMmR+10JIWa48vnxHnXeUhUYc50J5V99l+v4j2lKEAAEC0xLI5wiU16Dy+E09nXy8o96reur0Zb22o71yPHmcW151hctFxlMi5i8663rOZ2OS/64KBAgQIECAAIGVFdhtZUdu4AQIECCwSQLnxGQz9i1I5x3ik4Zvd1TIRZRJQi7ED4UXRoHDIvbdZTnUhnwCBAhMInCLnsJf7cn7sY68CzvS+5I/EpnH9RXYkZfbq7ylp1xer/OvgE6PeNKOmPPLsV4xYhm+FCdvi/jZiB+NmHcuXzliPlgzy54aURgWuH4U6ft3d7gFJQgQIECAAAECCxSw8L1AfF0TIECAwFQF6jvAm8b7FprzgW9toSu9rWym5Z/gD4XHRYGMZTgnTs6M+PWIuVDzyYgfiZgL77klQFvIee4T8eCI50XMhajvRuwqH1kCAQIbKnBCz7xz+5BJwz9MUCG3KMlr1NjtMu48su1sMxe1M04jXDMauW7Eh0e8TcSdI5bh/DjJuXT9G1OWbY7/JQ4uiJgLx5+PeGTEvnBRZOYd+PlvSX4/y59b/mLi5hHr8M5IyLHksyKOrzOL87xr/3sRs83vRPxoxHMj5s/wryJmyH9r+sI1+jLlESBAgAABAgSWXSD/x0ogQIAAAQLrIFDf8dfM6WvNwQSvky58nxNt50L0pOGoqPDEqlIugOQiy6QhF8xzoeODEd8TMRfDm4WPOBQIENhAgef3zDkXQdtC/mVKV7h2V0aVvm+cd/1FTVV0p7zenhJxaBG2rjet83+NhjL+SUuDuQie48oHJF8hYi66593ruZif1+nMz0XlXNzOvFzsXqdwyDpNxlwIECBAgAABAgQIECBAgMCqCjwwBp4LFHV86cCE6vJ5/scDdersR0dCWzvLlPasGOPV6oE7J0BgrQX6rkFdE+/bF/yXuioV6blI/M8R+/ou8+5a1HU4X4Hy59B2/OT5DkdvBAgQIECAAIHpCuT/2AoECBAgQGAdBLr+DP0bA5Nr26Zk0n1sXzbQxzJk/2oM4uyIubjR9ufzyzBGYyBAYHoCuSVSV/hUV0akH92Td3hPXmYdGPH7EXPrkDHh5VHojWMKKjN1gTF3779/6r1qkAABAgQIECAwRwEL33PE1hUBAgQIzFSg60v80P6yn2sZ1cUtaX1JWf7yfQWWLO/dMZ5cnDp2ycZlOAQITE/gV3qa+oOevHzmQFe4aldGpOcvH3P/6UnCIycprOxUBX5uRGvvHVFGEQIECBAgQIAAAQIECBAgQGDGAveJ9tv+VPt6A/3+35Z6Q9ujdDV5UGR8tqW9tnEtQ1ruJ55bF+wRUSBAYL0Ecs/qrutM3pndFfJ5BV31vtlRKX/B+Naeem3t5T7gwuIE2n4mddriRqdnAgQIECBAgMAUBNzxPQVETRAgQIDAUgic3DGKrjvBm+K5UF2HsQ9lq+vltiq5TcDP1BlLep6LVS+M+IWI+eA2gQCB9RDYP6Zxas9UzuvJ61sUb6uWD3h8c8RT2jI70vKXbflQSGExAgeM6HbSZ12MaFIRAgQIECBAgMB8BSx8z9dbbwQIECAwO4GhLU26em7b1qRvb9yudsr0XDDIxaDc5/aMiMseDo0Bfi3i8yNu1XHZ52h8BDZJ4H49k/35nrzM+kpPftui+J9F+dv11Kmzdo2EtutuXc757ARuNqLp54woowgBAgQIECBAgAABAgQIECAwB4EXRB/1n2nngyuH7mw7rqXek2c03lw0yjvC7xjxoRGfGPH0iG+JmHdMvifi5yPW8+g6PyvK/kHE3Ms379yedKuBrnaH7pKPrgQCBJZY4OwYW9fne6+BcR/RU/fcqm4+NLernzo9fyHY9RDiqlmnMxbIf2vqn099PuMhaJ4AAQIECBAgQIAAAQIECBAYK9C1YHyvgQbuHfn1F/5XDdSZdXb+RdZuEXNR/scj5kMorxFx7F7cWT8ftnnniFvdc/z2UVcgQGD1BO4aQ66vac35H46YTv61Sj78tqlTvn6sqH+XjjJl+eb4xUU9h4sXyLv6m59N22v+QlYgQIAAAQIECBAgQIAAAQIElkSg7ct7ph0zML7DIr+u+4sDdVYtOxey8i7zep5D57dctYkaL4ENF8jPet/nOn+RNhRy66OuNj6zo3JeV7vK1Om/G2VzexNhOQT6frHR/OyusxxDNQoCBAgQIECAAAECBAgQIECgb7HnpgM8l4v85st+8/rrA3VWOTsXwL8RsZnr0OvBqzxZYyewYQI/HfPt+kx/aKRF38L3v0Qb+SDcrj7q9DNG9qnY/ATuEV3VP6fy/JLIz39TBQIECBAgQIAAAQIECBAgQGBJBMov7uXx9QfGd5XIr/+s/yUDdVY9Oxe23haxdOo6fvWqT9b4CWyQQNfnONPzl15jQt/Cdt/e4XXf347Oxm7PNGZcykxH4E3RTP2zKs9fOZ1utEKAAAECBAgQIECAAAECBAhMQyD3wy6/uJfHtxrRwfur+rlH7iaEvr2AS0N3/23Cu8EcV10gH3Jbfm7r47HbjfRdF/LhlnW7bef5VyV7rjroGo4/n//Q9vMq0/KOcIEAAQIECBAg8cUZ+QAAQABJREFUQIAAAQIECBBYIoHyi3t5PHTHd07hoxHLOr+3RPOa9VByK5Ny7m3HR896ENonQGBbAkdG7bbPbpM2yXMLHjLQVtNm32s+XFdYPoFTYkh9P7fMO3z5hm1EBAgQIECAAIGtCeRv/QUCBAgQILDqAnnHd1c4siujSM8v+5sa/iMmfsOByX9nIF82AQKLFThnoPuXD+SX2bctT7ZwfFLU+eYW6qkye4G3jujiyyPKKEKAAAECBAgQWAkBC98r8WMySAIECBAYEPhBT37u3z0U8oFtZfi38mQDjq81MMeLBvJlEyCwOIEnDXT9lsi/YKBMmX1qeTLh8WOj/D9MWEfx+QgcN6Kb3xhRRhECBAgQIECAAAECBAgQIEBgjgK5B3XXn2/fZ8Q43lHVf9eIOutU5PPV/GvLA9dpsuZCYI0E8rNZf17r83yA79iQ+4DX9ceev3dsJ8otRGDMz3Hol6ALGbhOCRAgQIAAAQJbFXDH91bl1CNAgACBVRE4YMRAc7uPMlxSnqz5cf7S4KoDczxvIF82AQKLETh7oNu/iPwvDpQps48tTyY8vumE5RWfn8DVRnb1qZHlFCNAgAABAgQIrISAhe+V+DEZJAECBAgMCOSdbF1hzFYnX6oqb9Idzr9Qzb0+fW2d4JwAgaUQuEuMYughknedcKRjtsNoa7K587wtT9riBe43Ygg3GlFGEQIECBAgQIAAAQIECBAgQGABAl1/xv3YEWP5kyhT1v/aiDrrUGTMtgY3W4eJmgOBNRO4csynvGa1HW/ls3vvEe3WfY29m3jNfgQrNZ0Pj/i5rtSEDJYAAQIECBAgQIAAAQIECGySQL0Y05yfNgLhKVGmKd+8jqi28kXe0DLvZv7N68pP0gQIrKHA0Gf39C3O+fio13z2x7xec4v9qDY/gWOiq3wAdN/P86j5DUdPBAgQIECAAAECBAgQIECAwKQCF0eFti/2Q1t5ZD/Paam7Z2ascbh1zK3Nq0z7tTWev6kRWFWBK8bAvxex/KyWx/nMgvxrjq2E3aLSORHL9rqOcxzC8gv8cgyx62eY6X+6/FMwQgIECBAgQIAAAQIECBAgsNkCX4/pt325v/8Ilie11N3qwtGI7hZe5MiW+bbZ7bXwkRoAAQK1wJsjoe3z2qTl53s74cej8nciNu3Vr38Xeet8fdyO3TLWrX9+9flPLOOgjYkAAQIECBAgQIAAAQIECBD4kUDXHqZP/1GRzqOHRU69GLBHZ+nVzjigZa713PP8qas9TaMnsJYCd49ZtX1em7QxWzuNgTkoCuWdwN8q+vvbOD4iorA6AvvGUJv3RtfrzqszHSMlQIAAAQIECBAgQIAAAQKbKdC15+0NRnA8PsrUiwJXGFFv1YqMXfROi11WbXLGS2ADBOrrVHmeD+mdxZ3Yu2+A67pOMbf6Kt8j9fE71nXi5kWAAAECBAgQIECAAAECBNZJIL/A11/q8/yXRkzyLi118065dQqHxmTafNrS8mFoAgECyyXw/hhO2+c10969XEM1miUR+EiMo+s9k+l3WpJxGgYBAgQIECBAYCYC7uaaCatGCRAgQGABAhdto89DWuoe1pK2qkl5F+g7Rw7+XlHu0yPLKkaAwHwEHhzdXL+nq6f05MnaXIHjBqb+9oF82QQIECBAgAABAgQIECBAgMASCPxejKHtzrYbjRjbrVrqrsvC9/4xt0+0zK/NKrd8EQgQWC6BE2M4bZ/XJu0hyzVco1kigeY90vW6REM1FAIECBAgQIAAAQIECBAgQKBL4AOR0fbl/jldFYr0tq1Ohu6UK6ov9eHjYnRtLnXafZZ6FgZHYDMFrhzTrj+r9fmem0lj1gMC+4x47ww0IZsAAQIECBAgQIAAAQIECBBYBoGvxiDqBaE8z4d7DYVbRoG6bt5lucphtxj88yJ+P2I9t/r8lFWeqLETWFOBu8W86s9qfX74ms7dtLYvcJ2B98+rt9+FFggQIECAAAECBAgQIECAAIF5CHw7OqkXhfL86SM6P6Gl7k+MqLfMRX6mZU5tPtdY5kkYG4ENFbhazPsHEds+s03a0RtqY9rjBPL90bxX2l7zF74CAQIECBAgQGCtBTzccq1/vCZHgACBjRLYt2O2ucf1ULh8S4FVXVTaK+byaxHPbJlTmfSxODk04mfKRMcECCxc4AExgvdG7Pv/9FwY/+zCR2oAyyzQ9zDUHPenlnnwxkaAAAECBAgQIECAAAECBAj8SKDtjrZMe9mPinQeXTVy6vr5wMtVDKfFoOu5lOffi/wXreLEjJnABgjcKeZYfl7bjm1NtAFvhClM8eED76X8xadAgAABAgQIEFhrgdz/UyBAgAABAussMOaO7wNbAI5oSVvmpN1jcL8d8dE9g8z9vvOhne7060GSRWBBAvlLuocO9L1r5F8yUEY2gRTIX+j2hXP7MuURIECAAAECBNZBoO9PKNdhfuZAgAABAgT2GEFwUUuZMfVaqi0s6VnRc9+idw7sYREteqeEQGB5BPJGlE9H7Fv0fkPk59YVFr0DQRglsOrPqRg1SYUIECBAgAABAgQIECBAgMAmCLRtCZBpfzpi8nlXeF3/ESPqLUuRt7eMv57PAcsyWOMgQOCHAm0P1q0/u3/4w9IOCIwX+HoUrd9L5fn4lpQkQIAAAQIECBAgQIAAAQIEFipQfqEvj18/YlRXiTJlnTx+yoh6iy5ySAzgLyPWY6/PH7zogeqfAIHLCLwuUurPan3+9Ciz32VqSiAwLJBbW9Xvp/J8uAUlCBAgQIAAAQIECBAgQIAAgaUQKL/Ql8cvHzG6g6NMWSePf2NEvUUWya1YvhaxHnd97gFmi/wp6ZvAZQVuE0ljPrtPuGxVKQRGC9T/FtTnoxtSkAABAgQIECCwqgIebrmqPznjJkCAAIGxAheOKPjNljL7tqQtS1I+4O67IwZzryjjAWYjoBQhMAeBw6KPF0W8+4i+bhll3jWinCIEugRyq5MrdGVKJ0CAAAECBAgQIECAAAECBFZHIBe46zva8vwZI6aQi9x13ZeOqLeIIldrGWs99jy/7iIGp08CBC4jcMVI+dWIbZ/TtrS9LtOCBAKTC7w7qrS9v5q0/AWqQIAAAQIECBBYa4Fd1np2JkeAAAECmyRwfsdk/70jvUy+qDzZcbxnS9qik24SAzh7xCBy0fsjI8opQoDAbAWOjOb/NuKzRnTz1Cizc8S269GI6ooQuJTARy91dtmTH1w2SQoBAgQIECBAgAABAgQIECCwjAL/HINq7mQrX583crBlnTx+w8h68yp25+ioHmPbee4fLBAgsFiBvMv7LyJeErHtc1qm/UuUsf1gIAhTFfiFaK18n9XHHpo6VW6NESBAgAABAgQIECBAgACB2Qm8JZquv9jn+c1GdlnX/cuR9eZR7DHRST2+tnMPspzHT0MfBLoFLhdZub1S2+ezTsv993OBXCAwC4GTo9H6Pdec+6uCWYhrkwABAgQIECBAgAABAgQIzEjgXdFu86W+fH38yP7KOnmc+6MuOuQerK+JWI+t7fyARQ9W/wQ2WGD3mPuLIrZ9Nuu0z0W54zbYytTnI3Cr6KZ+7zXn34+8ZdzOaz4yeiFAgAABAgQ2RsCfVW7Mj9pECRAgsPYC076D7cAFi10++n9fxGNGjOPwKPOfI8opQoDAdAUOjub+MOIpA81eHPl/H/GMiK+POO3rVTQpELiUQC5ydwUPtuySkU6AAAECBAgQIECAAAECBJZQ4GUxpuZutvL1pJFjvaCq//GR9WZR7KhqLOV8yuOPRrmDZjEAbRIg0CmQD4e/XcQ3RSw/j13HH4pyPxtRIDBPgfyrgq73ZKYLBAgQIECAAAECBAgQIECAwIoInB3jbPuS/5yR4//rqv6/j6w37WLHVuNom1Om/X5Ed+1NW197BLoFjoys0yJ+JmLX57JMf0+Uu3VEgcAiBO4UnZbvx/p4/0UMSp8ECBAgQIAAAQIECBAgQIDA5AL1l/rm/KEjm/qzKNfUydevjqw3zWI/UY2hHE95fO9pdqotAgQ6BXLv7rxz9tcj5r7I5eew6zi3KLpeRIHAIgXuGJ13vUczXSBAgAABAgQIECBAgAABAgRWRKDrC/6vjBz/k6Nc3cbIqlMp9oCW/uvx5Pn1p9KbRggQ6BPIPf5vHvErEds+h21pfxRlF/1sgBiCQOC/BU6N/7a9T5u0/TgRIECAAAECBAgQIECAAAECqyHQfJmvXx8/cvi/GuXKupeMrDeNYrkdS9l32/Eno8wh0+hMGwQIdArknvlnRPxuxPMjtn0Wy7RXRplrRxQILJvA/WNA5Xu1Pt552QZsPAQIECBAgAABAgQIECBAgMBlBfILfP2lvjnPBe0x4a5RqKnTvI6pt50yeXfo6S39Nv03r7mvsECAwGwE9oxmbx/x/RGbz1zX64VR5tURbxHRHvuBICytwH1iZF3v40zfe2lHbmAECBAgQIAAAQIECBAgQIDApQS6vuA/+lKluk9yT966jV26i08lJx9+V/dZn584lZ40QoBALXBEJLwkYt7dXX/umvMm75+jzOERD44oEFgFgXvGIJv3cdvrHqswCWMkQIAAAQIECBAgQIAAAQKbLpB3bLZ9sc+0R47EObmljVktDFwj+vp4S3/lHHK/4H0jCgQITFcg9+7+WMTy89Z2/B9RJv8SJB9uKRBYNYFTYsBt7+smbdXmY7wECBAgQIAAAQIECBAgQGAjBfaPWTdf5uvXnx8p0rZdyiz2QM2xfrtnvDn+B48cs2IECIwTyAf5vShifX1oO/+zKHfdiLaCCARhZQVuESNve383abP+i6aVhTNwAgQIECBAgAABAgQIECCwTAJti9bNl/ufHjnQY6JcU6d5vebIumOL3SwKDj0wL+9eFwgQmI7A7aKZN0ZsPtNdr9+LMrmXvq1MAkFYC4Grxyy63u+ZLhAgQIAAAQIECBAgQIAAAQIrIJCLVV1f8HOf0zGhbfF8mnd8HxmD+MeIXeN8eOTNamuVMfNXhsC6CFwpJvLLEbs+a2X6h6LcT67LxM2DQCFwfByX7/X6uCjqkAABAgQIECBAgAABAgQIEFhWgV1jYPWX+ub85AkG/bWqnWnd8f2YaPf7VdvN+L4R6T8bUSBAYOsCeQ04NWLeud18tvpefzPKHRBRILCuArlVzyUR2z4HX1jXSZsXAQIECBAgQIAAAQIECBBYN4HLxYTavtxn2t1HTjb3O83FgLKdfAjedkJuW3L/iGWb5fHbt9O4ugQ2XCAXu28R8RURy89V13He3X1sRIHAJgj0/SXUZzcBwBwJECBAgAABAgQIECBAgMC6CHQtdk2yjcEzAqO5Q+4/4ni7D7d7f7TRNq5PR3ouiO8VUSBAYDKBk6L4syO2fbba0nKf/90m60JpAisv0LfwnZ8TgQABAgQIECBAgAABAgQIEFgBgVzUalvwyrRfnGD8r6ra+bkJ6pZFbxsn36raasZ3fqSfWBZ2TIDAoMCVo8SLI/5dxOaz1Pf6oCi3f0SBwKYK5F9E9H1GNtXFvAkQIECAAAECBAgQIECAwMoJ/FuMuO1L/nUnmMk0Fr5v1TGOHNuZES3GTfADUXSjBXaP2b8g4gcidu2R33zm868oHhkxH2wpECCw005HBULz+Wh7ZUSAAAECBAgQIECAAAECBAisiMBXYpxtX+7/1wTjv2XVxs0mqJtF31zVL8fz15GXd+AJBAi0C+Q++7m90GMjfi7iuyKWn6H6+IOR/8CIR0YUCBC4tMA+cVp/ZsrzS5d2RoAAAQIECBAgQIAAAQIECCytwDtiZOWX+ub4aROM+AlVG68ZWfc6Ue5zVd2m/3y9w8h2FCOwiQK5Z3d+Rs6OWH5u6uNzIv9jEXMrodz6RCBAoFvgqMiqP0PleXdNOQQIECBAgAABAgQIECBAgMBSCeSDKcsv9c3xoycY5b2qNl46ou4DqzpNv81rPsRSIEDg0gLHxulzI3ZtUdR8ft4QZXKrk4dEFAgQGC+Q2/40n6O21/EtKUmAAAECBAgQIECAAAECBAgsVOD10Xvbl/tcNBsbrhgFyzb+oqfiQZH32qp8WfdLkXf5nvqyCGySwM4x2dz//vkRu7Ylaj4/F0aZN0Z8XMTc/kQgQGBygcOiSvOZanudvEU1CBAgQIAAAQIECBAgQIAAgYUI5IJa25f7b08wmjtWbeTidVu4USS29dWk/VPk54P5BAKbLLBnTP7UiK+O2Hw2+l5/P8o9PmL+UkkgQGB7AteI6n2ft+21rjYBAgQIECBAgAABAgQIECAwN4EXRE9dX/LHDmKvljbquvU+4HWfj4gKe9SVnBPYEIFctH5ixHdGrD8bbee5lcktIh4aUSBAYHoCB0ZTbZ+5Jm16PWmJAAECBAgQIECAAAECBAgQmKnAo6L15gt9/Tq240Na2mgW5A6OvM+25Jd95VYOAoFNEtg1JnvNiP8n4ncilp+HruPcQuguEXP7E4EAgdkIXDua7foMZrpAgAABAgQIECBAgAABAgQIrIhAPvyu60v+PiPnkPsJ123sFmm3bUkvy30y8o+IKBDYBIEDYpK3j/i+iOXnoO/49Ch7UsTc/kQgQGD2AvlZ6/pMdm3jNftR6YEAAQIECBAgQIAAAQIECBCYWOD4qNH1Jf9KE7RWt/HKnnaz7C9HdOfqBMCKrqTAsTHq3MbnvIj1Z6Tr/Fei7AkRBQIE5i9w9eiy67N57vyHo0cCBAgQIECAAAECBAgQIEBgqwJHRcWuL/knTtDoRT3t1O3nHawCgXUU2DsmlYvWvxOxft93nX8tyt4rYm4ZJBAgsFiBvoXv/AwLBAgQIECAAAECBAgQIECAwIoI5JYkXQtyT51gDp/uaadp/0NR5goTtKkogVUQyM/QgyKeGbF5rw+9vjrK3jiiQIDAcgnsG8Pp+/wu12iNhgABAgQIECBAgAABAgQIEOgV6PqSn9uVjA1vjYJd7WT6fSPmXuACgVUXyC168q8WcuE6f5nT975v8v4myt0z4mERBQIEllfgBjG05nPb9rq8IzcyAgQIECBAgAABAgQIECBA4DIC346Uti/4mTYm/EIU6qqf6T82phFlCCyxQP7S5q4RHxXxzyP2vd8z7+sRnxHx2hHzjnCBAIHVEDgmhtn3+V6NWRglAQIECBAgQIAAAQIECBAg8N8CuU1D1xf9PqIDI/NlPXVz64eD+xqQR2DJBe4f43tNxN+O2PUZyfTvRXxDxLwT/PCIAgECqylwcgy777O+mrMyagIECBAgQIAAAQIECBAgsKECeSdr1xf9rj25d486f9lTL9sTCKySQN6ZnduYPDDiP0R8QcRLIrZ9NnKh+4MRT4l464hZTyBAYPUFfjam0PaZb9JWf4ZmQIAAAQIECBAgQIAAAQIENkhgz5hr86W+fj2kxeHHI+3LPXWaNo5oqSuJwDIJ5Hv/ZhFzATvf0+dGbN6/5aL3hZGef8Hw7ognRjwgokCAwPoJ5HZGzTWg7XX9ZmxGBAgQIECAAAECBAgQIEBgzQXavuBn2pOqeec2Dn8Vsat8mX6tqq5TAssgkHd2PyDiUyOeF7F8z5bHF0TeIyLmVic3jSgQILD+Av8rplheB+rj9RcwQwIECBAgQIAAAQIECBAgsGYCb4351F/w8/wlxTwfFscXd5R7Wkv6LxV1HRJYpMBx0fkdI54Vse193qTlXd6Pj5iLX9eLKBAgsFkCz4/pNteDttfN0jBbAgQIECBAgAABAgQIECCwBgJ3izm0fcn/80jfJWIuGrblZ9ovR8xQ55/x36n+Q2D+AntEl9eOmA+lzG1K6vdmeZ6/zMmHtN4gor9SCASBwAYLPC3mXl4f6uMNpjF1AgQIECBAgAABAgQIECCwmgJ3jmHXX/Cb89d15OXds7nfdxPeGwdNnXw9p8nwSmAOAvtHH7lX919ELN+HbcffijJ/HDHfv/tEFAgQIJACT47Yds1o0igRIECAAAECBAgQIECAAAECKyZwWIy3+WI/5jX3Rj6hmuMLW9qoijglMFWBfIBq7sP9nYhD79uzo8wTIt4m4s4RBQIECNQC94yErmvJR+vCzgkQIECAAAECBAgQIECAAIHVEOj6sl+n553d+7ZM6f6RVpfdtaWcJALbEbhxVH56xPq91nZ+bpTLOzgPjphb9ggECBDoE7hRZLZdSzLty30V5REgQIAAAQIECBAgQIAAAQLLK3BRDK3rC3+T/r4oc2DHFI5uqW/huwNL8miB3aLkz0R8fcTmfdj3+rdR7q4R825wgQABApMInBiFu64vr52kIWUJECBAgAABAgQIECBAgACB5RH4eAyl6wt/pp85MNTDW+ofP1BHNoE2gQMi8dERPx2x7z3Z5L06yt0pov26A0EgQGDLApeLml0PxH3slltVkQABAgQIECBAgAABAgQIEFiowOOi92YhsX7Nu233GzG6ul7+2bhAYEggtyG5WsRnRqzfQ13nz46yN4loC5NAEAgQmJpA27+F+YvhvafWg4YIECBAgAABAgQIECBAgACBuQlcP3rqWmDM9NNGjqRu44kj6ym2eQK7x5Rzv+6xW5jke+vxEa8aUSBAgMAsBXK7pDdGfE/E/CXb/hEFAgQIECBAgAABAgQIECBAYMUErhfjrRes287HTKuul3fwCgQagdxG4GER/zJi/V5pOz8ryt0v4l4RBQIECBAgQIAAAQIECBAgQIAAAQIECIwSuGaUaltwbEsb86DK+u7dd40ahULrLHBSTO7uET8Yse19Vae9OMrdPOLOEQUCBAgQIECAAAECBAgQIECAAAECBAhMJJAL2fWiY9/5DUe0/qyqzU+NqKPIegnkgvUNIr484mci9r2nMu/vIv58xPwljECAAAECBAgQIECAAAECBAgQIECAAIEtC1whag4tSNb5vzaitydX7f7niDqKrL7AsTGFK0bMPXG/FrF+79TnL4syt46YW58IBAgQIECAAAECBAgQIECAAAECBAgQ2LbAwdHCmMXJerEyz4fC0VGgrjdUR/5qCpwcw35IxGdErH/m9fk/RJkHRMz95AUCBAgQIECAAAECBAgQIECAAAECBAhMXeCj0WK9MNmcHxF5P9WTf8jAaO7QUveqA3Vkr47APWKoebf2L0Vs3jNtr7nFyUsiZvldIgoECBAgQIAAAQIECBAgQIAAAQIECBCYicBB0erpEdsWKjNt/x295h7NXWWetKNM18sBLXU9pLBLa7nT94nh5aL1IyJ+IOLzIv4gYtt745uR/vGIx0e8bcRdIwoECBAgQIAAAQIECBAgQIAAAQIECBCYucCHo4e2RctMO67q/a0dZd9elatPd2+plw86FFZDIPfpzrv2HxAx92fP2LxnLonjZuH73+L4FRHfGfGkiHtG9AuOQBAIECBAgAABAgQIECBAgAABAgQIEJiPQD7I8k0RmwXM8jUXM+/bMow7dZS/INIv31K+Scq8CyOWfdytyfS6dAK5WH1oxGdG7PtrgPx5nh/x5yLmVid+mREIAgECBAgQIPD/2bsPcDmq+v/jCQkJ6RAggVBCqNI7kQ6hivQiRZASxR+iUuQvYANBBewKCgoqoqJgBRQEpUvvTUBCMaEllNAh/f/5DPtdz87O7t2bu3uzuXmf5zmZ2SmnvObM5tnvzj2LAAIIIIAAAggggAACCCAwbwQc2HxcOQ1Ex/p72l7rxwY9VYUDnXFsuvyZttdLV2pnHD9d6yvWO5h93S4wQDXurPwl5cnKca2Kln7C+yjlk5TzfxWgTSQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKB7BbZTdQ5uFwU0ve37HTSn1lPiL3dw3i25Ov00MWneCnh+9wOU/6JcazzEdge7f6C8pfLKyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAtBDZUKyKQWbQ8VPv7ddDST9UpY/065xL4roPTTbv8pP/yyn6qOz/1TNF4mKnj/qrsQLenxiEhgAACCCCAAAIIIIAAAggggAACCCCAAAJtI+ApSv6oXBTcjG3faLC1g+uU4x+/rJW+qh1Rl5cn1zqQ7U0X+KBK/LOyn8pPr0Gt9XN03J7KJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAoC0FNlarXlWuFeT09v2UF1ZuNNUra6EahXgO8PS8O2ocx+auC/ga7KJ8j3JqXm/9hzp2K+X+yiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKBtBfZVy+oFO2do/x5z0fpt65R7Vo3yvpI758Eax7F57gQG6LRDlKco17vm6b5LdewWyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDtBTyXc0dP+zrovVwXepIGUPPrRcXurY3pcS8VHcS2TgmM0tFHK6euHa2fq+P9ZHdfZRICCCCAAAIIIIAAAggggAACCCCAAAIIIDBfCGyqVnYU/LxMx4zoYm9+WqeeDxSUnX/i221kWo0CqA42jdX+Lyt3dI3T/Z7ffWflWtPQaBcJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBoT4FN1Kw04Fm0fmiTmj60Tl0/Kqhj/YLjCw5jU07AT2Z/VPkXykXXs9a2u3X8dsp++p+EAAIIIIAAAggggAACCCCAAAIIIIAAAgjMlwJj1OpaQdDYvl6TexblFi3zTxcfVNC+ZZvcnp5SnJ/G/6byXcpFtrW2ed70ccoEu4VAQgABBBBAAAEEEEAAAQQQQAABBBBAAIH5W6Cfml8rGOrtf1P2fNDNTiuowFr17pKrbPWCY5ln+n0kT/nyYeV/FRjV8o3t1+uc7ZVJCCCAAAIIIIAAAggggAACCCCAAAIIIIBAjxL4nXoTgdD88sct7mm+vnh9X67eLQvauFbumAXlpb+o2ED5J8ovKodZo0vPr+4fqCQhgAACCCCAAAIIIIAAAggggAACCCCAAAI9VqBWwPTMbujx/qqjVv2DkvpHFxy3ZLK/J6962hcHuk9Xfli5lle97cfpPD81T0IAAQQQQAABBBBAAAEEEEAAAQQQQAABBHq8wDD1sFbAtDs6X2+alU8kDXDgN9/ObZP9PWm1jzqzp/Knla9Tzve7kdd36DxPYbKoMgkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEFigBBwYLQqkvtONCr+p0Ya/J20oaucqyf75eXU1NX5F5VOVH1Iuuh4dbXtK531GeaQyP04pBBICCCCAAAIIIIAAAggggAACCCCAAAIILNgCtYKqf+wmls1VT1EbZmh7/KjmOgXH7N1N7WtmNX1V2EDlo5TPVb5aebZyUf/rbbtL53xReSVlT4VCQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgE/AOWtYKs3THPt5syqUYbrvJOpSHK+TY6YN6uKYLRDkx/TtltdV/eVM73o6PXb+icvyqfqLyycpStVRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkUB/bawXfE2nHCk6vxnbzq7TBpc/umD/vt7RBsmBaD/JvaHyCcrfUZ6o7CfW67nW2ve8zvuW8meVPQe7rw8JAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJMC/qHIWoHY2L56J8vszOFj69S/n/YtX7D/wM5U0MRjl1JZY5S/rHy7sgPVYdTZ5Uyd+0vl85T9NPdoZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkwROUTkdBW5f0DGLN6m+tBg/NV2rbgeXPS92fv+eaQEtWne7/CT3l5T95Hu+DZ15/YDOf1P5XGVPgbK78sLKJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEWCpylshsJ5vopZweD+zWxLc+orFp1Fz3xfUQT63ZRDkKvpXys8jPKtdrS2e3/VFnHKNvKU6KQEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLpZ4Cuqr7PBXc9JfYiyg7uLKM9N8pPVter1tCL5fePnphKd4+DzKspbK/9G+R3lfNldef2IyjtNeVflPsokBBBAAAEEEEAAAQQQQAABBBZYgd4LbM/pOAIIIIBAOwpsqUbd1MWGTdT5FyovpPyg8v3KfqL6b8oOPE9Rfqm0PkFLp9nvLxr69zAd9SflacpDlGcpj1R+V3ldZf+4pPvhObk9rcgSyq1KngblHOXHlaMvraqLchFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTmUqC/zntGuStPPzd67mTV82I31dVom+od96zaepXydsp8eS0EEgIIIIAAAggggAACCCCAAAIIIIAAAgggMD8JrKbG+mnqeoHgBWXfcXJoxY97zk/jgbYigAACCCCAAAIIIIAAAggggAACCCCAAAI9RsABcM/lvaAEud3PR5U99/hgZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBADxbwHNq3Ks9P05M0ErB/Un06RtlzhpMQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEFlCBvur3FsrfV75IuZEAc7scc43au70y05cIgYQAAggggAACCCCAAAIIIIBAswX4Yaxmi1IeAggggMC8FlhFDXhOeT/lqcqjlR0gf0d5deVRyv2UhylPUF5UeVnlZqbXVNgdpfyEljcpv6ns9pAQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEGiJwMKlUv0lcAS+H9Z6R0+F/13HjFT2tCQDlRdR7qNMQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg7QQ2Uos6Cnzf13atpkEIIIAAAggggAACCCCAAAIIIIAAAggggAACCNQR6Cjw/Xydc9mFAAIIIIAAAggggAACCCCAAAJtILBQG7SBJiCAAAIIINBOApd30Bj/qCYJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIH5RmBntbSjp77nm87QUAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEhopglnK94PdwmBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQmJ8EJqqx9QLf81NfaC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 3/1/2026 11:27:25 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-01-03 3/1/2026 11:27:25 PM - Message: Response Documents : True 3/1/2026 11:27:26 PM - Message: update survey response : fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48, SurveyTitle: DIG/1-3-2026/6:11:24 3/1/2026 11:27:26 PM - Message: ResponseValues to delete : [{"ID":"4fbdcfb5-38ec-4af5-84f9-06e1962228fc","Value":"Josef Bushby","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"f281a5bb-22fe-49fa-9128-1114903ef22c","Value":"English","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"be90afe5-e70a-4d19-9c8c-112fd9fc9272","Value":"2026-01-03","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"78d4e2a7-ec29-4ea7-a73d-206267f4ef7f","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c4300216-9efa-4327-a1b4-2e3a09f87ba3","Value":"WesternCape","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"fdb74ec3-8d85-4a1c-8fd8-398eef182434","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"66e298f7-6015-4bbe-9b27-ce890609d0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1c2f52f7-3764-4ea8-a478-423311258826","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dd54771b-787e-49e2-80ee-1ad409650e8d","QuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ba78243b-cf4c-4475-9f21-46657aa6fa94","Value":"Travel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1186952b-7552-40c0-9614-4bc7f7aa0083","Value":"Our funding will be drained if our digital platforms does not attract advertising to sustain it. ","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"13aaf697-7f18-4dc4-a83d-4c87680bf9da","Value":"Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"27e43859-df3a-4322-ba10-50c829ee2d63","Value":"WebApp","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"cbe9eb33-5833-4cb2-9127-517d4b8c983d","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","QuestionText":"Actual: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1ecdcf8c-9adc-4187-b7e4-54bb8f370ee2","Value":"Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","QuestionText":"2.1 Please provide a short summary of the interventions being implemented under this grant:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6ea273a6-ddb7-40d0-83fd-70345eaf8815","Value":"Rural","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e2a44232-f519-4bdc-86f1-7108e51364c2","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"24aaa1c3-ec8d-43d8-85b3-77008ac49119","Value":"4","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e236e3e8-5877-4ade-b01d-ed15d841d96c","QuestionText":"Total number of content developed and/or published for reporting month (Afrikaans):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"bc35e186-a3de-41a6-9fde-887e7d90f27c","Value":"Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature.\n\nKey challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","QuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"be2964de-9d41-46c1-beed-89fec87d8b78","Value":"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","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b349565b-b8c6-4778-9cc9-8a67bf88c071","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c6c09a45-9f5a-4c76-9e63-8c05148e32b9","Value":"Urban","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e92c9cf5-9580-41eb-8b17-8e798e3c4328","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"05dde613-a5bb-4a7c-ae67-09eb10a0dd0a","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"37db37ed-e247-4b91-87c2-90b0a93db39e","Value":"WINELANDS Echo","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"61695e66-306e-4249-ae53-9c2c9af4abd2","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"42ac6d7e-d24b-455d-9ec2-a32c2d69b239","Value":"Personnel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c96a6cfb-19f1-4100-a7c5-ac611af81189","Value":"Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","QuestionText":"7.1 Provide a description of successes and highlights during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"eac91531-6556-4f4b-adf9-bce25ca7e650","Value":"3","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6076484b-af83-4a14-91a3-c143bf233e54","Value":"Equipment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"2c2fa90f-6744-4bde-bc74-c396868058a6","Value":"Growth","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"a6832611-113d-4162-a67e-c3b4bc72c03b","Value":"Newsletter","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1483b919-e12f-41cb-ab73-c48d77810ee7","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month (English):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"611b1fe1-207d-4fcb-8dea-c6c0eb0536ff","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"9a8337d4-2701-408f-a6f4-c8926766ed5f","Value":"Publisher","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c8af2add-f21a-4aba-ac02-d0d87a492a36","Value":"Afrikaans","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ff16f3db-734b-4eff-bb9a-d28ebe876fce","Value":"Website hosting company Nextlevel needed to improve our website and analytics.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6474ec12-6506-4dcb-b1d1-694c59874a1c","QuestionText":"7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6b0e83d1-e3ce-4704-b235-d42ba5da1ad0","Value":"SocialMedia","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"88856412-a44e-4ff5-80a9-d47566350b3b","Value":"Grow","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"3691bfbb-7b83-4dab-9321-e7f7170b02c0","Value":"1- 28 February","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","QuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"4e3f650d-4082-4790-acc3-e862db32e1be","Value":"Fire of Paarl hospital. Fire of mountains. Road safety.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"74858d08-5366-4c8a-8c70-e9ba6c941db6","Value":"ads.wlecho@gmail.com","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"5aa2500c-0f14-484f-818b-ead3d9acf950","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"77c0e44b-6ad9-4613-9885-ee1b911e9e37","Value":"Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d112c127-51b4-4ee6-b27d-56b0b0283cab","QuestionText":"7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c403e630-82ac-4280-b502-f0731caf8526","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null}] 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:WINELANDS Echo 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Growth 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1- 28 February 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature. Key challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/1) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of stories and news), Value:5 3/1/2026 11:27:26 PM - Message: update survey response : fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48, SurveyTitle: DIG/1-3-2026/6:11:24 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of stories and news), Value:3 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Fire of Paarl hospital. Fire of mountains. Road safety. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/1) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Afrikaans 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (Afrikaans):, Value:4 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 11:27:26 PM - Message: ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter 3/1/2026 11:27:26 PM - Message: ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:, Value:Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Our funding will be drained if our digital platforms does not attract advertising to sustain it. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):, Value:Website hosting company Nextlevel needed to improve our website and analytics. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 11:27:26 PM - Message: ResponseValue(1/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Travel 3/1/2026 11:27:26 PM - Message: ResponseValue(2/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 11:27:26 PM - Message: ResponseValue(3/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:TechnologyPlatformDevelopment 3/1/2026 11:27:26 PM - Message: ResponseValues to delete : [{"ID":"4fbdcfb5-38ec-4af5-84f9-06e1962228fc","Value":"Josef Bushby","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"f281a5bb-22fe-49fa-9128-1114903ef22c","Value":"English","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"be90afe5-e70a-4d19-9c8c-112fd9fc9272","Value":"2026-01-03","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"78d4e2a7-ec29-4ea7-a73d-206267f4ef7f","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c4300216-9efa-4327-a1b4-2e3a09f87ba3","Value":"WesternCape","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"fdb74ec3-8d85-4a1c-8fd8-398eef182434","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"66e298f7-6015-4bbe-9b27-ce890609d0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1c2f52f7-3764-4ea8-a478-423311258826","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dd54771b-787e-49e2-80ee-1ad409650e8d","QuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ba78243b-cf4c-4475-9f21-46657aa6fa94","Value":"Travel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1186952b-7552-40c0-9614-4bc7f7aa0083","Value":"Our funding will be drained if our digital platforms does not attract advertising to sustain it. ","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"13aaf697-7f18-4dc4-a83d-4c87680bf9da","Value":"Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"27e43859-df3a-4322-ba10-50c829ee2d63","Value":"WebApp","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"cbe9eb33-5833-4cb2-9127-517d4b8c983d","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","QuestionText":"Actual: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1ecdcf8c-9adc-4187-b7e4-54bb8f370ee2","Value":"Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","QuestionText":"2.1 Please provide a short summary of the interventions being implemented under this grant:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6ea273a6-ddb7-40d0-83fd-70345eaf8815","Value":"Rural","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e2a44232-f519-4bdc-86f1-7108e51364c2","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"24aaa1c3-ec8d-43d8-85b3-77008ac49119","Value":"4","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e236e3e8-5877-4ade-b01d-ed15d841d96c","QuestionText":"Total number of content developed and/or published for reporting month (Afrikaans):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"bc35e186-a3de-41a6-9fde-887e7d90f27c","Value":"Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature.\n\nKey challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","QuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"be2964de-9d41-46c1-beed-89fec87d8b78","Value":"iVBORw0KGgoAAAANSUhEUgAABb4AAAL2CAYAAACOt4D3AAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAFvqADAAQAAAABAAAC9gAAAADv+ILlAABAAElEQVR4AezdCbx9VV0ocOZRBkFEBAVFUUoMHBA1FcfIWbScc8jZJNPU0peWOZs2KPmceVY+5ZU5VJqZaZlYOeWUmiLOkaYkCihK7/er/9bFYk/n3jOf7/p8FmfvNa/vPWf/Oevuu/ZOOwkECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECB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","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b349565b-b8c6-4778-9cc9-8a67bf88c071","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c6c09a45-9f5a-4c76-9e63-8c05148e32b9","Value":"Urban","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e92c9cf5-9580-41eb-8b17-8e798e3c4328","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"05dde613-a5bb-4a7c-ae67-09eb10a0dd0a","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"37db37ed-e247-4b91-87c2-90b0a93db39e","Value":"WINELANDS Echo","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"61695e66-306e-4249-ae53-9c2c9af4abd2","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"42ac6d7e-d24b-455d-9ec2-a32c2d69b239","Value":"Personnel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c96a6cfb-19f1-4100-a7c5-ac611af81189","Value":"Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","QuestionText":"7.1 Provide a description of successes and highlights during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"eac91531-6556-4f4b-adf9-bce25ca7e650","Value":"3","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6076484b-af83-4a14-91a3-c143bf233e54","Value":"Equipment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"2c2fa90f-6744-4bde-bc74-c396868058a6","Value":"Growth","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"a6832611-113d-4162-a67e-c3b4bc72c03b","Value":"Newsletter","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1483b919-e12f-41cb-ab73-c48d77810ee7","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month (English):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"611b1fe1-207d-4fcb-8dea-c6c0eb0536ff","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"9a8337d4-2701-408f-a6f4-c8926766ed5f","Value":"Publisher","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c8af2add-f21a-4aba-ac02-d0d87a492a36","Value":"Afrikaans","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ff16f3db-734b-4eff-bb9a-d28ebe876fce","Value":"Website hosting company Nextlevel needed to improve our website and analytics.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6474ec12-6506-4dcb-b1d1-694c59874a1c","QuestionText":"7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"6b0e83d1-e3ce-4704-b235-d42ba5da1ad0","Value":"SocialMedia","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"88856412-a44e-4ff5-80a9-d47566350b3b","Value":"Grow","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"3691bfbb-7b83-4dab-9321-e7f7170b02c0","Value":"1- 28 February","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","QuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"4e3f650d-4082-4790-acc3-e862db32e1be","Value":"Fire of Paarl hospital. Fire of mountains. Road safety.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"74858d08-5366-4c8a-8c70-e9ba6c941db6","Value":"ads.wlecho@gmail.com","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"5aa2500c-0f14-484f-818b-ead3d9acf950","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"77c0e44b-6ad9-4613-9885-ee1b911e9e37","Value":"Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d112c127-51b4-4ee6-b27d-56b0b0283cab","QuestionText":"7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c403e630-82ac-4280-b502-f0731caf8526","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null}] 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Josef Bushby 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Publisher 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:WINELANDS Echo 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:ads.wlecho@gmail.com 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Growth 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, 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AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAsMDOw0WUIECAAAECBAgQIECAwCiBa0epx0Q8KOKHIr404n9GFAgQIECAAAECBAgQIECAAAECBJZYYP8Y23ER7xrxuRE/F/HciP8V8ZsRXxPxkREPjigQIEBgkwROj8nmtbCOt94kBHMlQIAAAQIECBAgQIAAAQIECKyKwE1ioM+O+MmI9YLO0PnTo87eEQUCBAiss8D9YnJ918PD1nny5kaAAAECBAgQIECAAAECBAgQWBWBPWOgz4zYt5AzSd5Z0dZNV2XyxkmAAIEJBYauh1+fsD3FCRAgQIAAAQIECBAgQIAAAQIEpiiQz794VMShRZyt5n8n2j4z4hUjCgQIEFgHgevGJMZcEw9Zh8maAwECBAgQIECAAAECBAgQIEBg1QT2jQGPWbyZZpmbrxqS8RIgQKASeGqcj7kuPqCq55QAAQIECBAgQIAAAQIECBAgQGDGArtE+2MWbmZR5n3Rdy66CwQIEFhFgbHXxS+u4uSMmQABAgQIECBAYDUF8s+5BQIECBAgsOkCuwXAxUuAcESM4ctLMA5DIECAwFiBfB7CRWMLRznfPybAUpQAAQIECBAgQGDrAnl3m0CAAAECBDZd4A+WBOBLMY69lmQshkGAAIExAoeNKVSUsfBdYDgkQIAAAQIECBAgQIAAAQIECJQCN46T34l4XsT8E/tPRHxexKtEnDTcOyqM/TP9eZXzi+lJf4rKEyCwKIHnR8eTXBuvvqiB6pcAAQIECBAgQIAAAQIECBAgsIwCeZfgwyMOLbB8Msrcc+QEDoxy549os+nzCVH2+IjXibhHxLaQi9Z3i/jViE29SV+f29awNAIECCyhwOdjTJNc4265hHMwJAIECBAgQIAAAQIECBAgQIDAQgRuFL1OsrCSZb8e8YCB0f7uyHZzgXwrYfeodPOIb4w4yfgvifJ5J7pAgACBZRbI5xJMcm3Lsrdf5gkZGwECBAgQIECAAAECBAgQIEBgXgJPjI4mXVgpy9+wY6BHjmj3vI66W0nOB2g+ZUSf5dgP2UpH6hAgQGBOAm+Ofspr1pjjJ81pbLohQIAAAQIECBAgQIAAAQIECCylwH4xqj+POGYhZajMT7fM8Mkj2t61pd52k/Iu8KHxlvl5R6VAgACBZRPI7Z6+G7G8Xo05fsayTcR4CBAgQIAAAQIECBAgQIAAAQLzEjgmOhqzgDJJmXrx+8KePi6OvGNnPNl39PRfz2vGQ9E8AQIEJha4T9Sor1Vjzn9/4p5UIECAAAECBAgQIECAAAECBAisgcAdYg59i9JjFla6yly98Okqk+lvK8rN6jAf1vnsiH3jaPIeO6tBaJcAAQJbFMitoJpr1CSvr91if6oRIECAAAECBAgQIECAAAECBFZW4G4x8osiTrKIMmnZZvuSvnonzlHwJSPne+Acx6QrAgQI9AmcFpl919C+vDP7GpZHgAABAgQIECBAgAABAgQIEFg3gbyruW+xpM67b5TfJWLuM/vKCeo+M8pmqNsrz6/zP0Xm8t+88/uzA+PJsb1zLqPRCQECBPoFJn1OQXltzWN3fPf7yiVAgAABAgQIECBAgAABAgTWSOCmMZd6caTr/G+i7N4tc7/JBG3sM1B23ndXX25gPI1FLvQLBAgQWKTAQ6Lz5pq0ldfHLHLw+iZAgAABAgQIECBAgAABAgQIzEtgv+ho7OJJPkytLxwdmWPayoer9ZW7Vl8nM8o7ZWBMOd7fmFHfmiVAgMAYgfwLm75r5wcG8rPu7cZ0pAwBAgQIECBAgAABAgQIECBAYNUFhhahc6HkCxGPHDnRY6Nc38LMmLz8U/5FhAui077xfXQRg9InAQIEdgj03e099qHEB9AkQIAAAQIECBAgQIAAAQIECKy7wF4xwb6F3szLva0nXSh58Yh2+/qN6gsJh0evfeO6JPJPWMjIdEqAwKYL7BYAfdenfDZCX36Tt+mO5k+AAAECBAgQIECAAAECBAhsgMAdYo7NYkjXay6ObyV0tTeU/uGtdDbFOu+JtvrG+MEp9qUpAgQIjBW4exTsuja9PPL+sSe/qfeNsZ0pR4AAAQIECBAgQIAAAQIECBBYZYF/j8E3CyJtr3kH9FbDb0XFtjaH0p6z1Q6nVO+waOe7A2M/fkp9aYYAAQJjBfqunbk9VF9+k3fzsZ0pR4AAAQIECBAgQIAAAQIECBBYVYGhhZKPbHNil4/6zWLLJK8/tc1+p1H9cQNjPzfyd51GR9ogQIDACIFcsO66jt4r8sY+WHjnEX0pQoAAAQIECBAgQIAAAQIECBBYaYFTY/RdCymZPo27mr860Edb/3svgeoVR4z7PkswTkMgQGAzBF4X02y7XmZa7v39v3vym3pPiDICAQIECBAgQIAAAQIECBAgQGCtBfJu5c9FbBZE6tfzpzT7u/T0UffZnE+p6203M2arlm13ogECBAgMCFw18r8TsblGlq+P2FH3rI78sqy7vXdgeSFAgAABAgQIECBAgAABAgTWV+CkmFq5IFIf33lKU88F9rrtofMpdb3tZoa2gsl5pKNAgACBWQo8Mxpvu25+K9Ivt6PjL3SUaeo9ckc5LwQIECBAgAABAgQIECBAgACBtRZ4d8yuWRBpe53m5L840FfZ/99Ms+MptPX3A2P/1yn0oQkCBAh0CewbGeU1sjx+wY5KB8frxT3lso5AgAABAgQIECBAgAABAgQIEFh7gRvHDMvFk/r4D6YskH+KX/fRdf60Kfe93eauNGLseWe4QIAAgVkIPDYa7bpeHrGjwzv0lMm6j99RzgsBAgQIECBAgAABAgQIECBAYK0FLojZdS2kZF4+2HGa4SrRWFd/dXqzkDPN/rfbVj3G+vzk7XagPgECBFoEck/u+npTnjdVfren3CWRt39T0CsBAgQIECBAgAABAgQIECBAYF0F8k/iy4WT+viMGU18aGuVZhzNfrUzGsaWmj0lajXja3t9+pZaVYkAAQL9Ao+O7LZrTqadWFQ9p6dclhUIECBAgAABAgQIECBAgAABAmsv8PqYYddCSqZfc0YCpw30m32fNaO+t9vs0F2Xn9xuB+oTIECgRaDvWt0U3yUO+sq9qinolQABAgQIECBAgAABAgQIECCwzgJ9CySZN6twnWh4qO83zqrzKbT76oHxHzSFPjRBgACBRuBacdB1zXxUUyheT+opl/XvUZR1SIAAAQIECBAgQIAAAQIECBBYS4Grxqy6FlIy/XYznnVf35mXd4Uvazg1BtY3/rsv68CNiwCBlRTo27d7r2JGr4jjvmvTgUVZhwQIECBAgAABAgQIECBAgACBtRR4eMyqb4Ekt/SYZfjtaLyv/wfMsvNttn3owNi/uM32VSdAgEAp0HWtzAcQl6GrXJNelnVMgAABAgQIECBAgAABAgQIEFhLgdfErJrFkPr1A3OY8U17+s/x/NMcxrCdLmqz+nwZH8y5nfmqS4DAYgSuHt3W15fm/LhqSE1612tV3CkBAgQIECBAgAABAgQIECBAYP0EPhxT6locufccprt7T//NuOYwjC138ZSB8T94yy2rSIAAgR8JPDcOm2ti/fqjUjvttE9PuayXv+wUCBAgQIAAAQIECBAgQIAAAQJrL1AvoJTnuZXHPELZZ9vxvMaxlbkeHZXaxlymbaVddQgQIFAKvC1OyutKc/zUslAc36qjXFN+Hr/QrIbklAABAgQIECBAgAABAgQIECAwX4H9o7tmMaTtdR6j2W1gDDmuB81jINvoo82uTNtG06oSIEBgp3zWQnlNKY/rBxA/rads1tuPJwECBAgQIECAAAECBAgQIEBg3QUOjgmWCyjl8YfmNPm794yhGc+b5zSWrXbTjLPrNRf3BQIECGxV4HpRse368plIrx9AnNfutrJN2lbHoB4BAgQIECBAgAABAgQIECBAYGUE7hUjbRZD6te3z2kW7+0ZQzmmOQ1nS908f2AOx2ypVZUIECDwPwIvj5fyetgc/78WoCav67WliiQCBAgQIECAAAEC8xPYZX5d6YkAAQIENljgp3rmfl5P3jSzbjzNxhbU1pkD/X5rIF82AQIE+gRu2JH5po70ruSHdWVIJ0CAAAECBAgQIECAAAECBAisk8D5MZmuuwLPnsNEc6/Zrv7r9PrP+ecwvNFdnDAwjxuMbklBAgQIXFrgSnF6ccT6mpjX7z0vXXSnoWcmHFKVd0qAAAECBAgQIEBg7gLu+J47uQ4JECCwkQKX65n1PO74vmlP/3XWXnXCEp1/eWAsnx7Il02AAIEugcdFRttzAvK6892q0tBf0HytKu+UAAECBAgQIECAwNwFLHzPnVyHBAgQIFAJXL06n8Xpsydo9IgJys676LV6OvxB5F3Yky+LAAECfQL5YMu28FctiUe2pDVJf9oceCVAgAABAgQIECCwSAEL34vU1zcBAgQIpMABc2CYpI9lvuO73m6gpNu1PHFMgACBCQR2j7K37ij/mZb0g1vSmqQXNwdeCRAgQIAAAQIECCxSwML3IvX1TYAAAQLzENgnOrnaBB0t89601xyYR+7PKxAgQGBSgb5fnL2npbG7tqRl0icivrMjTzIBAgQIECBAgACBuQpY+J4rt84IECBAYAECk25d0rcAtIDhX6rL+1zq7NIn51761BkBAgRGC9yjp2QuZtfh5Dphx/kfd6RLJkCAAAECBAgQIDB3AQvfcyfXIQECBAjMWeCRE/a3zP82/mTPXP6rJ08WAQIE+gS69vfOOvWzA07oaeilPXmyCBAgQIAAAQIECBAgQIAAAQJrJ5CLsn1xlhN+60Df9bh+epaD2Ubbew/MwwPltoGrKoENF/hezL++FjbnNc37Jihb13VOgAABAgQIECBAYG4Cy3xX29wQdESAAAECMxd470AP+WC1WYTdotHjJ2y4vrtxwuozK37aQMtnDOTLJkCAQJdA1zU4F7/rcKM6Ycf5H3WkSyZAgAABAgQIECBAgAABAgQIrK3AW2Jmzd2Dba97zWjm+QC2tv4u6kjPsreb0Vi222zbPMq0fIinQIAAga0IlNeS8rj+S5IbR+Nlfnn8M1vpWB0CBAgQIECAAAECsxJwx/esZLVLgAABAqXAWeVJy/GhLWnTSLpmRyN/35Geyf/ak7eorFNGdHzBiDKKECBAoBY4qE4ozv+lOM7D+1bn5el7yhPHBAgQIECAAAECBAgQIECAAIFNEMgHTJZ3BtbHs/pFbN1Pc/6bPeO54RL+QD7YM96c04OWcMyGRIDAaghcI4bZXBvr1+tWU6jzy/OqqFMCBAgQIECAAAECBAgQIECAwPoL5MJsuUBSHx85A4Lcs7bupzk/pidv/xmMZTtN3rpnrM18ci9zgQABAlsReHRUaq4l9Wsuijchn5dQ5zfnv9cU8kqAAAECBAgQIECAAAECBAgQ2CSBX4nJNgskba9HzgDjIT19Zndt48i0wzJzSUIu3n89YtdYM/0BSzJWwyBAYDUFXhzD7rrGlDP6XE+5ZbpulmN2TIAAAQIECBAgQIAAAQIECBCYqcCfROtdCyuXRN6eM+j9PR19nh7pfXeD32gGY9lqk0/qmENj+ZHIn9U2MVsds3oECKyWQHM9aXttZrJzHLTlN2lNOa8ECBAgQIAAAQIECBAgQIAAgY0SaBZHul6Pm4FGV1933NFX212Oy/SAyKNinF1zyPSLI141okCAAIGtCuQvHbuuM08oGj2xp9yZRTmHBAgQIECAAAECBAgQIECAAIGNETgwZtq1sNKkZ5lphstHY03b9WveuZjhuRHrvDy/SWYuOORd3G1jK9Nev+Ax6p4AgdUXuF5MobyulMf3LKb35Z5y+xXlHBIgQIAAAQIECBBYGgF/Hr00PwoDIUCAwNoKPHTEzM4bUWaSIuUD2ep6ubCTYdp9/k+r0/nvx0Y089gRZRQhQIBAn8CP9WS+cUde/rLwyj3lzu/Jk0WAAAECBAgQIECAAAECBAgQWFuBs2Jm5V2EbcfTnvxrOvp8Z9HRlTrKHF2UWcThH3WMq3T7tUUMTJ8ECKydwHtjRuW1pTn+XjHTQzvKZNlXFOUcEiBAgAABAgQIECBAgAABAgQ2SqBZSOl7nTbIn0eDbf2dUHT0Ux1lnlOUmfdhLmi3jbtO23feA9MfAQJrJ7BrzOhbEevrS54/q5jtUzvKZLm9i3IOCRAgQIAAAQIECBAgQIAAAQIbJdC2qFKnTRukbr85P7zo6Npx3KSXr7n39yLCz0Wn5Ti6jnPBXiBAgMB2Be4cDbRdZ34Q6UcWjX+3o1zWFQgQIECAAAECBAgQIECAAAECGyvQtrBSp00TZ69orG6/OS/7yX1rm/Ty9cVloTkdHx/99C0uNeN765zGoxsCBNZfoLmu1K9fKaa+Zxx/P2JdJs9PK8o5JECAAAECBAgQIECAAAECBAhsnEDbgkmdlovQ0wrHREN1+3n+paqDvPu7rdx/VOVmfXqz6ODbHWOpxzfrsWifAIHNENgvpllfX5rzMwqCfOZBk16/3rIo55AAAQIECBAgQIAAAQIECBAgsHECfxUzrhdM6vO7TVHlsI7+HtjSRz2O5ryl6EySDopWmz6HXnefyQg0SoDAJgr8XUy665pzjwLkTh3lPhXp0/yFZdGlQwIECBAgQIAAAQIECBAgQIDAagj8bAyza4GlSf9MlJnWIkrXg9ja9sZu+q9fd5sD7bEjXJpx5d2ZAgECBKYhkNfa5trS9rpP0Ulur9RW5g+LMg4JECBAgAABAgQIECBAgAABAhspMLTI0iyqvHJKOi+Kdpo2y9ebt7Rf5pfHLUWnmnTDjjGWY8jjsyLmHrsCAQIEpiXw4GiovtaU52U/ZXp5/KSykGMCBAgQIECAAAECBAgQIECAwKYKnB4TLxdNuo4fNQWg17X09fWOdi9pKZtjy/2/ZxXuGw13zb9Mz60Idp3VILRLgMDGCpTXmfr4lELlSnFc5zfnhxTlHBIgQIAAAQIECBAgQIAAAQIENlbgCjHz8yM2iyZ9r/mgxyy/lZB/ot/W9rcivW0R+QMd5ffeSucj6jymo796zJ+Lclcc0Z4iBAgQmETgpChcX2/K87Kt3+wpO4vtoO4c/f1p1eeH4/zxEXeJKBAgQIAAAQIECBAgQIAAAQIEllLgYTGqcoFl6PidUf4a1Uz2iPPbRXxxxDMi/mfEiyO+P+KrInY9iO2rkdcW/j4S28Zxs7bC20x7YEdfbf3PauF9m1NQnQCBFRdou940ab9Xze3Ncd7kla/fqMpt9/TUaOBLHX2V/T5oux2pT4AAAQIECBAgQIAAAQIECBCYhUDecf3vEcuFjDHHF22hTt1uLqq0hVdEYl02z6/dVngbaTeIut+N2NZXnXatbfSjKgECBLoEDoyM+npTnte/cCvzyuNPdHWwhfRfHxhT2W9znFuwCAQIECBAgAABAgQGBWbxZ4qDnSpAgAABAhsp8IOY9fUjfmHC2U/j4Y65Z3cumlwQMceRd4r/UcRMawv58MlPtmVsIS3vUH9TxLxbfSgcFQU+P1RIPgECBLYg8MSeOl+JvAuL/L7r7guLcts5vGVUftoWGsi/4PmbiHlH+j9FzGt1bqWVv1zdK+JNIh4UMf+9yet9/puTc8vtUj4e8dyI+XyHz0bs+jcgsgQCBAgQIECAAAECBAgQIECAwGQCudiRiw3LED/TMY77TDalztJ59/bYeV6lsxUZBAgQ2L5A19ZOeY2qn6twVKR1Xbtusf2h7JQ333S1v6j0P4sx5dzqO9+nMN2lbCLneULEq++IOy/lKA2KAAECBAgQIECAAAECBAismMCtY7yLWtwY0+/TpuB5+wnmWC86TaF7TRAgQOCHAofGUd+174cFdxzcvaf8NLYaeUhP+33jnHfe22Kcd4uYfhlXOeRd/NeN+FsRuxwfFXkWwANBIECAAAECBAgQIECAAAEC2xE4Oip3ffledPrztjGxXDT4xZFz++cotyl3F26DVFUCBLYpcFrU77qu5l/h1OHBkdBVPrcM2W7oantZ03NrlLFjy2dK5LU9t2HJOufseO2rn1uxvC5ibsH1+oifjvjuiG11/jrS/zbihzrymzofi/wPRsxtbJq0Ma9vj/K5SC4QIECAAAECBAgQIECAAAEC2xS4X9Qf82V8FmWahYm67Xzo5VZDLkjU7bWdvy/KTWMBaavjVI8Agc0QyF/G5T7YbdehTMv8OvxuJHSVz720txN+PCp3tS19OWxyEV4gQIAAAQIECBAgQIAAAQIEpiRwp2gn706b5cLHd6L9b0X8YsTnROzajuSPI2/SsFdUyLv8xoz/7CiXD9wUCBAgMGuBfaODiyO2XZte2tH56R3ls43thu9FA21jKdOyj3uNKFfWcTzsOonRyflDEAgQIECAAAECBAgQIECAAIHpCewXTeUepBdFnORLel/ZrjsUr97RRz7kbNLwiajQN4YyL+coECBAYB4CPx+dlNef8vgnOgaQ18CyXHncUWVU8pN72m36uEnRUj70t0n3Ol+L/EWxQIAAAQIECBAgQIAAAQIECMxAYI9o85kRxyx2fCPK5b6oXWUjqzXkXdptdXKP00nCjaNwWzt12jlR7kqTNKwsAQIEtilQX4ea8/zrl66Q2z015crX3+mqMCL9oVFmzF7ZdVN5nc5fhv4gYjkWx7P3sNd3/W50ToAAAQIECBAgQIAAAQIEpixwVLR3m4iPiPjIiDeMuHvEMmR+10JIWa48vnxHnXeUhUYc50J5V99l+v4j2lKEAAEC0xLI5wiU16Dy+E09nXy8o96reur0Zb22o71yPHmcW151hctFxlMi5i8663rOZ2OS/64KBAgQIECAAIGVFdhtZUdu4AQIECCwSQLnxGQz9i1I5x3ik4Zvd1TIRZRJQi7ED4UXRoHDIvbdZTnUhnwCBAhMInCLnsJf7cn7sY68CzvS+5I/EpnH9RXYkZfbq7ylp1xer/OvgE6PeNKOmPPLsV4xYhm+FCdvi/jZiB+NmHcuXzliPlgzy54aURgWuH4U6ft3d7gFJQgQIECAAAECCxSw8L1AfF0TIECAwFQF6jvAm8b7FprzgW9toSu9rWym5Z/gD4XHRYGMZTgnTs6M+PWIuVDzyYgfiZgL77klQFvIee4T8eCI50XMhajvRuwqH1kCAQIbKnBCz7xz+5BJwz9MUCG3KMlr1NjtMu48su1sMxe1M04jXDMauW7Eh0e8TcSdI5bh/DjJuXT9G1OWbY7/JQ4uiJgLx5+PeGTEvnBRZOYd+PlvSX4/y59b/mLi5hHr8M5IyLHksyKOrzOL87xr/3sRs83vRPxoxHMj5s/wryJmyH9r+sI1+jLlESBAgAABAgSWXSD/x0ogQIAAAQLrIFDf8dfM6WvNwQSvky58nxNt50L0pOGoqPDEqlIugOQiy6QhF8xzoeODEd8TMRfDm4WPOBQIENhAgef3zDkXQdtC/mVKV7h2V0aVvm+cd/1FTVV0p7zenhJxaBG2rjet83+NhjL+SUuDuQie48oHJF8hYi66593ruZif1+nMz0XlXNzOvFzsXqdwyDpNxlwIECBAgAABAgQIECBAgMCqCjwwBp4LFHV86cCE6vJ5/scDdersR0dCWzvLlPasGOPV6oE7J0BgrQX6rkFdE+/bF/yXuioV6blI/M8R+/ou8+5a1HU4X4Hy59B2/OT5DkdvBAgQIECAAIHpCuT/2AoECBAgQGAdBLr+DP0bA5Nr26Zk0n1sXzbQxzJk/2oM4uyIubjR9ufzyzBGYyBAYHoCuSVSV/hUV0akH92Td3hPXmYdGPH7EXPrkDHh5VHojWMKKjN1gTF3779/6r1qkAABAgQIECAwRwEL33PE1hUBAgQIzFSg60v80P6yn2sZ1cUtaX1JWf7yfQWWLO/dMZ5cnDp2ycZlOAQITE/gV3qa+oOevHzmQFe4aldGpOcvH3P/6UnCIycprOxUBX5uRGvvHVFGEQIECBAgQIAAAQIECBAgQGDGAveJ9tv+VPt6A/3+35Z6Q9ujdDV5UGR8tqW9tnEtQ1ruJ55bF+wRUSBAYL0Ecs/qrutM3pndFfJ5BV31vtlRKX/B+Naeem3t5T7gwuIE2n4mddriRqdnAgQIECBAgMAUBNzxPQVETRAgQIDAUgic3DGKrjvBm+K5UF2HsQ9lq+vltiq5TcDP1BlLep6LVS+M+IWI+eA2gQCB9RDYP6Zxas9UzuvJ61sUb6uWD3h8c8RT2jI70vKXbflQSGExAgeM6HbSZ12MaFIRAgQIECBAgMB8BSx8z9dbbwQIECAwO4GhLU26em7b1qRvb9yudsr0XDDIxaDc5/aMiMseDo0Bfi3i8yNu1XHZ52h8BDZJ4H49k/35nrzM+kpPftui+J9F+dv11Kmzdo2EtutuXc757ARuNqLp54woowgBAgQIECBAgAABAgQIECAwB4EXRB/1n2nngyuH7mw7rqXek2c03lw0yjvC7xjxoRGfGPH0iG+JmHdMvifi5yPW8+g6PyvK/kHE3Ms379yedKuBrnaH7pKPrgQCBJZY4OwYW9fne6+BcR/RU/fcqm4+NLernzo9fyHY9RDiqlmnMxbIf2vqn099PuMhaJ4AAQIECBAgQIAAAQIECBAYK9C1YHyvgQbuHfn1F/5XDdSZdXb+RdZuEXNR/scj5kMorxFx7F7cWT8ftnnniFvdc/z2UVcgQGD1BO4aQ66vac35H46YTv61Sj78tqlTvn6sqH+XjjJl+eb4xUU9h4sXyLv6m59N22v+QlYgQIAAAQIECBAgQIAAAQIElkSg7ct7ph0zML7DIr+u+4sDdVYtOxey8i7zep5D57dctYkaL4ENF8jPet/nOn+RNhRy66OuNj6zo3JeV7vK1Om/G2VzexNhOQT6frHR/OyusxxDNQoCBAgQIECAAAECBAgQIECgb7HnpgM8l4v85st+8/rrA3VWOTsXwL8RsZnr0OvBqzxZYyewYQI/HfPt+kx/aKRF38L3v0Qb+SDcrj7q9DNG9qnY/ATuEV3VP6fy/JLIz39TBQIECBAgQIAAAQIECBAgQGBJBMov7uXx9QfGd5XIr/+s/yUDdVY9Oxe23haxdOo6fvWqT9b4CWyQQNfnONPzl15jQt/Cdt/e4XXf347Oxm7PNGZcykxH4E3RTP2zKs9fOZ1utEKAAAECBAgQIECAAAECBAhMQyD3wy6/uJfHtxrRwfur+rlH7iaEvr2AS0N3/23Cu8EcV10gH3Jbfm7r47HbjfRdF/LhlnW7bef5VyV7rjroGo4/n//Q9vMq0/KOcIEAAQIECBAg8cUZ+QAAQABJREFUQIAAAQIECBBYIoHyi3t5PHTHd07hoxHLOr+3RPOa9VByK5Ny7m3HR896ENonQGBbAkdG7bbPbpM2yXMLHjLQVtNm32s+XFdYPoFTYkh9P7fMO3z5hm1EBAgQIECAAIGtCeRv/QUCBAgQILDqAnnHd1c4siujSM8v+5sa/iMmfsOByX9nIF82AQKLFThnoPuXD+SX2bctT7ZwfFLU+eYW6qkye4G3jujiyyPKKEKAAAECBAgQWAkBC98r8WMySAIECBAYEPhBT37u3z0U8oFtZfi38mQDjq81MMeLBvJlEyCwOIEnDXT9lsi/YKBMmX1qeTLh8WOj/D9MWEfx+QgcN6Kb3xhRRhECBAgQIECAAAECBAgQIEBgjgK5B3XXn2/fZ8Q43lHVf9eIOutU5PPV/GvLA9dpsuZCYI0E8rNZf17r83yA79iQ+4DX9ceev3dsJ8otRGDMz3Hol6ALGbhOCRAgQIAAAQJbFXDH91bl1CNAgACBVRE4YMRAc7uPMlxSnqz5cf7S4KoDczxvIF82AQKLETh7oNu/iPwvDpQps48tTyY8vumE5RWfn8DVRnb1qZHlFCNAgAABAgQIrISAhe+V+DEZJAECBAgMCOSdbF1hzFYnX6oqb9Idzr9Qzb0+fW2d4JwAgaUQuEuMYughknedcKRjtsNoa7K587wtT9riBe43Ygg3GlFGEQIECBAgQIAAAQIECBAgQGABAl1/xv3YEWP5kyhT1v/aiDrrUGTMtgY3W4eJmgOBNRO4csynvGa1HW/ls3vvEe3WfY29m3jNfgQrNZ0Pj/i5rtSEDJYAAQIECBAgQIAAAQIECGySQL0Y05yfNgLhKVGmKd+8jqi28kXe0DLvZv7N68pP0gQIrKHA0Gf39C3O+fio13z2x7xec4v9qDY/gWOiq3wAdN/P86j5DUdPBAgQIECAAAECBAgQIECAwKQCF0eFti/2Q1t5ZD/Paam7Z2ascbh1zK3Nq0z7tTWev6kRWFWBK8bAvxex/KyWx/nMgvxrjq2E3aLSORHL9rqOcxzC8gv8cgyx62eY6X+6/FMwQgIECBAgQIAAAQIECBAgsNkCX4/pt325v/8Ilie11N3qwtGI7hZe5MiW+bbZ7bXwkRoAAQK1wJsjoe3z2qTl53s74cej8nciNu3Vr38Xeet8fdyO3TLWrX9+9flPLOOgjYkAAQIECBAgQIAAAQIECBD4kUDXHqZP/1GRzqOHRU69GLBHZ+nVzjigZa713PP8qas9TaMnsJYCd49ZtX1em7QxWzuNgTkoCuWdwN8q+vvbOD4iorA6AvvGUJv3RtfrzqszHSMlQIAAAQIECBAgQIAAAQKbKdC15+0NRnA8PsrUiwJXGFFv1YqMXfROi11WbXLGS2ADBOrrVHmeD+mdxZ3Yu2+A67pOMbf6Kt8j9fE71nXi5kWAAAECBAgQIECAAAECBNZJIL/A11/q8/yXRkzyLi118065dQqHxmTafNrS8mFoAgECyyXw/hhO2+c10969XEM1miUR+EiMo+s9k+l3WpJxGgYBAgQIECBAYCYC7uaaCatGCRAgQGABAhdto89DWuoe1pK2qkl5F+g7Rw7+XlHu0yPLKkaAwHwEHhzdXL+nq6f05MnaXIHjBqb+9oF82QQIECBAgAABAgQIECBAgMASCPxejKHtzrYbjRjbrVrqrsvC9/4xt0+0zK/NKrd8EQgQWC6BE2M4bZ/XJu0hyzVco1kigeY90vW6REM1FAIECBAgQIAAAQIECBAgQKBL4AOR0fbl/jldFYr0tq1Ohu6UK6ov9eHjYnRtLnXafZZ6FgZHYDMFrhzTrj+r9fmem0lj1gMC+4x47ww0IZsAAQIECBAgQIAAAQIECBBYBoGvxiDqBaE8z4d7DYVbRoG6bt5lucphtxj88yJ+P2I9t/r8lFWeqLETWFOBu8W86s9qfX74ms7dtLYvcJ2B98+rt9+FFggQIECAAAECBAgQIECAAIF5CHw7OqkXhfL86SM6P6Gl7k+MqLfMRX6mZU5tPtdY5kkYG4ENFbhazPsHEds+s03a0RtqY9rjBPL90bxX2l7zF74CAQIECBAgQGCtBTzccq1/vCZHgACBjRLYt2O2ucf1ULh8S4FVXVTaK+byaxHPbJlTmfSxODk04mfKRMcECCxc4AExgvdG7Pv/9FwY/+zCR2oAyyzQ9zDUHPenlnnwxkaAAAECBAgQIECAAAECBAj8SKDtjrZMe9mPinQeXTVy6vr5wMtVDKfFoOu5lOffi/wXreLEjJnABgjcKeZYfl7bjm1NtAFvhClM8eED76X8xadAgAABAgQIEFhrgdz/UyBAgAABAussMOaO7wNbAI5oSVvmpN1jcL8d8dE9g8z9vvOhne7060GSRWBBAvlLuocO9L1r5F8yUEY2gRTIX+j2hXP7MuURIECAAAECBNZBoO9PKNdhfuZAgAABAgT2GEFwUUuZMfVaqi0s6VnRc9+idw7sYREteqeEQGB5BPJGlE9H7Fv0fkPk59YVFr0DQRglsOrPqRg1SYUIECBAgAABAgQIECBAgMAmCLRtCZBpfzpi8nlXeF3/ESPqLUuRt7eMv57PAcsyWOMgQOCHAm0P1q0/u3/4w9IOCIwX+HoUrd9L5fn4lpQkQIAAAQIECBAgQIAAAQIEFipQfqEvj18/YlRXiTJlnTx+yoh6iy5ySAzgLyPWY6/PH7zogeqfAIHLCLwuUurPan3+9Ciz32VqSiAwLJBbW9Xvp/J8uAUlCBAgQIAAAQIECBAgQIAAgaUQKL/Ql8cvHzG6g6NMWSePf2NEvUUWya1YvhaxHnd97gFmi/wp6ZvAZQVuE0ljPrtPuGxVKQRGC9T/FtTnoxtSkAABAgQIECCwqgIebrmqPznjJkCAAIGxAheOKPjNljL7tqQtS1I+4O67IwZzryjjAWYjoBQhMAeBw6KPF0W8+4i+bhll3jWinCIEugRyq5MrdGVKJ0CAAAECBAgQIECAAAECBFZHIBe46zva8vwZI6aQi9x13ZeOqLeIIldrGWs99jy/7iIGp08CBC4jcMVI+dWIbZ/TtrS9LtOCBAKTC7w7qrS9v5q0/AWqQIAAAQIECBBYa4Fd1np2JkeAAAECmyRwfsdk/70jvUy+qDzZcbxnS9qik24SAzh7xCBy0fsjI8opQoDAbAWOjOb/NuKzRnTz1Cizc8S269GI6ooQuJTARy91dtmTH1w2SQoBAgQIECBAgAABAgQIECCwjAL/HINq7mQrX583crBlnTx+w8h68yp25+ioHmPbee4fLBAgsFiBvMv7LyJeErHtc1qm/UuUsf1gIAhTFfiFaK18n9XHHpo6VW6NESBAgAABAgQIECBAgACB2Qm8JZquv9jn+c1GdlnX/cuR9eZR7DHRST2+tnMPspzHT0MfBLoFLhdZub1S2+ezTsv993OBXCAwC4GTo9H6Pdec+6uCWYhrkwABAgQIECBAgAABAgQIzEjgXdFu86W+fH38yP7KOnmc+6MuOuQerK+JWI+t7fyARQ9W/wQ2WGD3mPuLIrZ9Nuu0z0W54zbYytTnI3Cr6KZ+7zXn34+8ZdzOaz4yeiFAgAABAgQ2RsCfVW7Mj9pECRAgsPYC076D7cAFi10++n9fxGNGjOPwKPOfI8opQoDAdAUOjub+MOIpA81eHPl/H/GMiK+POO3rVTQpELiUQC5ydwUPtuySkU6AAAECBAgQIECAAAECBJZQ4GUxpuZutvL1pJFjvaCq//GR9WZR7KhqLOV8yuOPRrmDZjEAbRIg0CmQD4e/XcQ3RSw/j13HH4pyPxtRIDBPgfyrgq73ZKYLBAgQIECAAAECBAgQIECAwIoInB3jbPuS/5yR4//rqv6/j6w37WLHVuNom1Om/X5Ed+1NW197BLoFjoys0yJ+JmLX57JMf0+Uu3VEgcAiBO4UnZbvx/p4/0UMSp8ECBAgQIAAAQIECBAgQIDA5AL1l/rm/KEjm/qzKNfUydevjqw3zWI/UY2hHE95fO9pdqotAgQ6BXLv7rxz9tcj5r7I5eew6zi3KLpeRIHAIgXuGJ13vUczXSBAgAABAgQIECBAgAABAgRWRKDrC/6vjBz/k6Nc3cbIqlMp9oCW/uvx5Pn1p9KbRggQ6BPIPf5vHvErEds+h21pfxRlF/1sgBiCQOC/BU6N/7a9T5u0/TgRIECAAAECBAgQIECAAAECqyHQfJmvXx8/cvi/GuXKupeMrDeNYrkdS9l32/Eno8wh0+hMGwQIdArknvlnRPxuxPMjtn0Wy7RXRplrRxQILJvA/WNA5Xu1Pt552QZsPAQIECBAgAABAgQIECBAgMBlBfILfP2lvjnPBe0x4a5RqKnTvI6pt50yeXfo6S39Nv03r7mvsECAwGwE9oxmbx/x/RGbz1zX64VR5tURbxHRHvuBICytwH1iZF3v40zfe2lHbmAECBAgQIAAAQIECBAgQIDApQS6vuA/+lKluk9yT966jV26i08lJx9+V/dZn584lZ40QoBALXBEJLwkYt7dXX/umvMm75+jzOERD44oEFgFgXvGIJv3cdvrHqswCWMkQIAAAQIECBAgQIAAAQKbLpB3bLZ9sc+0R47EObmljVktDFwj+vp4S3/lHHK/4H0jCgQITFcg9+7+WMTy89Z2/B9RJv8SJB9uKRBYNYFTYsBt7+smbdXmY7wECBAgQIAAAQIECBAgQGAjBfaPWTdf5uvXnx8p0rZdyiz2QM2xfrtnvDn+B48cs2IECIwTyAf5vShifX1oO/+zKHfdiLaCCARhZQVuESNve383abP+i6aVhTNwAgQIECBAgAABAgQIECCwTAJti9bNl/ufHjnQY6JcU6d5vebIumOL3SwKDj0wL+9eFwgQmI7A7aKZN0ZsPtNdr9+LMrmXvq1MAkFYC4Grxyy63u+ZLhAgQIAAAQIECBAgQIAAAQIrIJCLVV1f8HOf0zGhbfF8mnd8HxmD+MeIXeN8eOTNamuVMfNXhsC6CFwpJvLLEbs+a2X6h6LcT67LxM2DQCFwfByX7/X6uCjqkAABAgQIECBAgAABAgQIEFhWgV1jYPWX+ub85AkG/bWqnWnd8f2YaPf7VdvN+L4R6T8bUSBAYOsCeQ04NWLeud18tvpefzPKHRBRILCuArlVzyUR2z4HX1jXSZsXAQIECBAgQIAAAQIECBBYN4HLxYTavtxn2t1HTjb3O83FgLKdfAjedkJuW3L/iGWb5fHbt9O4ugQ2XCAXu28R8RURy89V13He3X1sRIHAJgj0/SXUZzcBwBwJECBAgAABAgQIECBAgMC6CHQtdk2yjcEzAqO5Q+4/4ni7D7d7f7TRNq5PR3ouiO8VUSBAYDKBk6L4syO2fbba0nKf/90m60JpAisv0LfwnZ8TgQABAgQIECBAgAABAgQIEFgBgVzUalvwyrRfnGD8r6ra+bkJ6pZFbxsn36raasZ3fqSfWBZ2TIDAoMCVo8SLI/5dxOaz1Pf6oCi3f0SBwKYK5F9E9H1GNtXFvAkQIECAAAECBAgQIECAwMoJ/FuMuO1L/nUnmMk0Fr5v1TGOHNuZES3GTfADUXSjBXaP2b8g4gcidu2R33zm868oHhkxH2wpECCw005HBULz+Wh7ZUSAAAECBAgQIECAAAECBAisiMBXYpxtX+7/1wTjv2XVxs0mqJtF31zVL8fz15GXd+AJBAi0C+Q++7m90GMjfi7iuyKWn6H6+IOR/8CIR0YUCBC4tMA+cVp/ZsrzS5d2RoAAAQIECBAgQIAAAQIECCytwDtiZOWX+ub4aROM+AlVG68ZWfc6Ue5zVd2m/3y9w8h2FCOwiQK5Z3d+Rs6OWH5u6uNzIv9jEXMrodz6RCBAoFvgqMiqP0PleXdNOQQIECBAgAABAgQIECBAgMBSCeSDKcsv9c3xoycY5b2qNl46ou4DqzpNv81rPsRSIEDg0gLHxulzI3ZtUdR8ft4QZXKrk4dEFAgQGC+Q2/40n6O21/EtKUmAAAECBAgQIECAAAECBAgsVOD10Xvbl/tcNBsbrhgFyzb+oqfiQZH32qp8WfdLkXf5nvqyCGySwM4x2dz//vkRu7Ylaj4/F0aZN0Z8XMTc/kQgQGBygcOiSvOZanudvEU1CBAgQIAAAQIECBAgQIAAgYUI5IJa25f7b08wmjtWbeTidVu4USS29dWk/VPk54P5BAKbLLBnTP7UiK+O2Hw2+l5/P8o9PmL+UkkgQGB7AteI6n2ft+21rjYBAgQIECBAgAABAgQIECAwN4EXRE9dX/LHDmKvljbquvU+4HWfj4gKe9SVnBPYEIFctH5ixHdGrD8bbee5lcktIh4aUSBAYHoCB0ZTbZ+5Jm16PWmJAAECBAgQIECAAAECBAgQmKnAo6L15gt9/Tq240Na2mgW5A6OvM+25Jd95VYOAoFNEtg1JnvNiP8n4ncilp+HruPcQuguEXP7E4EAgdkIXDua7foMZrpAgAABAgQIECBAgAABAgQIrIhAPvyu60v+PiPnkPsJ123sFmm3bUkvy30y8o+IKBDYBIEDYpK3j/i+iOXnoO/49Ch7UsTc/kQgQGD2AvlZ6/pMdm3jNftR6YEAAQIECBAgQIAAAQIECBCYWOD4qNH1Jf9KE7RWt/HKnnaz7C9HdOfqBMCKrqTAsTHq3MbnvIj1Z6Tr/Fei7AkRBQIE5i9w9eiy67N57vyHo0cCBAgQIECAAAECBAgQIEBgqwJHRcWuL/knTtDoRT3t1O3nHawCgXUU2DsmlYvWvxOxft93nX8tyt4rYm4ZJBAgsFiBvoXv/AwLBAgQIECAAAECBAgQIECAwIoI5JYkXQtyT51gDp/uaadp/0NR5goTtKkogVUQyM/QgyKeGbF5rw+9vjrK3jiiQIDAcgnsG8Pp+/wu12iNhgABAgQIECBAgAABAgQIEOgV6PqSn9uVjA1vjYJd7WT6fSPmXuACgVUXyC168q8WcuE6f5nT975v8v4myt0z4mERBQIEllfgBjG05nPb9rq8IzcyAgQIECBAgAABAgQIECBA4DIC346Uti/4mTYm/EIU6qqf6T82phFlCCyxQP7S5q4RHxXxzyP2vd8z7+sRnxHx2hHzjnCBAIHVEDgmhtn3+V6NWRglAQIECBAgQIAAAQIECBAg8N8CuU1D1xf9PqIDI/NlPXVz64eD+xqQR2DJBe4f43tNxN+O2PUZyfTvRXxDxLwT/PCIAgECqylwcgy777O+mrMyagIECBAgQIAAAQIECBAgsKECeSdr1xf9rj25d486f9lTL9sTCKySQN6ZnduYPDDiP0R8QcRLIrZ9NnKh+4MRT4l464hZTyBAYPUFfjam0PaZb9JWf4ZmQIAAAQIECBAgQIAAAQIENkhgz5hr86W+fj2kxeHHI+3LPXWaNo5oqSuJwDIJ5Hv/ZhFzATvf0+dGbN6/5aL3hZGef8Hw7ognRjwgokCAwPoJ5HZGzTWg7XX9ZmxGBAgQIECAAAECBAgQIEBgzQXavuBn2pOqeec2Dn8Vsat8mX6tqq5TAssgkHd2PyDiUyOeF7F8z5bHF0TeIyLmVic3jSgQILD+Av8rplheB+rj9RcwQwIECBAgQIAAAQIECBAgsGYCb4351F/w8/wlxTwfFscXd5R7Wkv6LxV1HRJYpMBx0fkdI54Vse193qTlXd6Pj5iLX9eLKBAgsFkCz4/pNteDttfN0jBbAgQIECBAgAABAgQIECCwBgJ3izm0fcn/80jfJWIuGrblZ9ovR8xQ55/x36n+Q2D+AntEl9eOmA+lzG1K6vdmeZ6/zMmHtN4gor9SCASBwAYLPC3mXl4f6uMNpjF1AgQIECBAgAABAgQIECCwmgJ3jmHXX/Cb89d15OXds7nfdxPeGwdNnXw9p8nwSmAOAvtHH7lX919ELN+HbcffijJ/HDHfv/tEFAgQIJACT47Yds1o0igRIECAAAECBAgQIECAAAECKyZwWIy3+WI/5jX3Rj6hmuMLW9qoijglMFWBfIBq7sP9nYhD79uzo8wTIt4m4s4RBQIECNQC94yErmvJR+vCzgkQIECAAAECBAgQIECAAIHVEOj6sl+n553d+7ZM6f6RVpfdtaWcJALbEbhxVH56xPq91nZ+bpTLOzgPjphb9ggECBDoE7hRZLZdSzLty30V5REgQIAAAQIECBAgQIAAAQLLK3BRDK3rC3+T/r4oc2DHFI5uqW/huwNL8miB3aLkz0R8fcTmfdj3+rdR7q4R825wgQABApMInBiFu64vr52kIWUJECBAgAABAgQIECBAgACB5RH4eAyl6wt/pp85MNTDW+ofP1BHNoE2gQMi8dERPx2x7z3Z5L06yt0pov26A0EgQGDLApeLml0PxH3slltVkQABAgQIECBAgAABAgQIEFiowOOi92YhsX7Nu233GzG6ul7+2bhAYEggtyG5WsRnRqzfQ13nz46yN4loC5NAEAgQmJpA27+F+YvhvafWg4YIECBAgAABAgQIECBAgACBuQlcP3rqWmDM9NNGjqRu44kj6ym2eQK7x5Rzv+6xW5jke+vxEa8aUSBAgMAsBXK7pDdGfE/E/CXb/hEFAgQIECBAgAABAgQIECBAYMUErhfjrRes287HTKuul3fwCgQagdxG4GER/zJi/V5pOz8ryt0v4l4RBQIECBAgQIAAAQIECBAgQIAAAQIECIwSuGaUaltwbEsb86DK+u7dd40ahULrLHBSTO7uET8Yse19Vae9OMrdPOLOEQUCBAgQIECAAAECBAgQIECAAAECBAhMJJAL2fWiY9/5DUe0/qyqzU+NqKPIegnkgvUNIr484mci9r2nMu/vIv58xPwljECAAAECBAgQIECAAAECBAgQIECAAIEtC1whag4tSNb5vzaitydX7f7niDqKrL7AsTGFK0bMPXG/FrF+79TnL4syt46YW58IBAgQIECAAAECBAgQIECAAAECBAgQ2LbAwdHCmMXJerEyz4fC0VGgrjdUR/5qCpwcw35IxGdErH/m9fk/RJkHRMz95AUCBAgQIECAAAECBAgQIECAAAECBAhMXeCj0WK9MNmcHxF5P9WTf8jAaO7QUveqA3Vkr47APWKoebf2L0Vs3jNtr7nFyUsiZvldIgoECBAgQIAAAQIECBAgQIAAAQIECBCYicBB0erpEdsWKjNt/x295h7NXWWetKNM18sBLXU9pLBLa7nT94nh5aL1IyJ+IOLzIv4gYtt745uR/vGIx0e8bcRdIwoECBAgQIAAAQIECBAgQIAAAQIECBCYucCHo4e2RctMO67q/a0dZd9elatPd2+plw86FFZDIPfpzrv2HxAx92fP2LxnLonjZuH73+L4FRHfGfGkiHtG9AuOQBAIECBAgAABAgQIECBAgAABAgQIEJiPQD7I8k0RmwXM8jUXM+/bMow7dZS/INIv31K+Scq8CyOWfdytyfS6dAK5WH1oxGdG7PtrgPx5nh/x5yLmVid+mREIAgECBAgQIPD/2bsPcDmq+v/jCQkJ6RAggVBCqNI7kQ6hivQiRZASxR+iUuQvYANBBewKCgoqoqJgBRQEpUvvTUBCMaEllNAh/f/5DPtdz87O7t2bu3uzuXmf5zmZ2SmnvObM5tnvzj2LAAIIIIAAAggggAACCCAwbwQc2HxcOQ1Ex/p72l7rxwY9VYUDnXFsuvyZttdLV2pnHD9d6yvWO5h93S4wQDXurPwl5cnKca2Kln7C+yjlk5TzfxWgTSQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKB7BbZTdQ5uFwU0ve37HTSn1lPiL3dw3i25Ov00MWneCnh+9wOU/6JcazzEdge7f6C8pfLKyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAtBDZUKyKQWbQ8VPv7ddDST9UpY/065xL4roPTTbv8pP/yyn6qOz/1TNF4mKnj/qrsQLenxiEhgAACCCCAAAIIIIAAAggggAACCCCAAAJtI+ApSv6oXBTcjG3faLC1g+uU4x+/rJW+qh1Rl5cn1zqQ7U0X+KBK/LOyn8pPr0Gt9XN03J7KJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAoC0FNlarXlWuFeT09v2UF1ZuNNUra6EahXgO8PS8O2ocx+auC/ga7KJ8j3JqXm/9hzp2K+X+yiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKBtBfZVy+oFO2do/x5z0fpt65R7Vo3yvpI758Eax7F57gQG6LRDlKco17vm6b5LdewWyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDtBTyXc0dP+zrovVwXepIGUPPrRcXurY3pcS8VHcS2TgmM0tFHK6euHa2fq+P9ZHdfZRICCCCAAAIIIIAAAggggAACCCCAAAIIIDBfCGyqVnYU/LxMx4zoYm9+WqeeDxSUnX/i221kWo0CqA42jdX+Lyt3dI3T/Z7ffWflWtPQaBcJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBoT4FN1Kw04Fm0fmiTmj60Tl0/Kqhj/YLjCw5jU07AT2Z/VPkXykXXs9a2u3X8dsp++p+EAAIIIIAAAggggAACCCCAAAIIIIAAAgjMlwJj1OpaQdDYvl6TexblFi3zTxcfVNC+ZZvcnp5SnJ/G/6byXcpFtrW2ed70ccoEu4VAQgABBBBAAAEEEEAAAQQQQAABBBBAAIH5W6Cfml8rGOrtf1P2fNDNTiuowFr17pKrbPWCY5ln+n0kT/nyYeV/FRjV8o3t1+uc7ZVJCCCAAAIIIIAAAggggAACCCCAAAIIIIBAjxL4nXoTgdD88sct7mm+vnh9X67eLQvauFbumAXlpb+o2ED5J8ovKodZo0vPr+4fqCQhgAACCCCAAAIIIIAAAggggAACCCCAAAI9VqBWwPTMbujx/qqjVv2DkvpHFxy3ZLK/J6962hcHuk9Xfli5lle97cfpPD81T0IAAQQQQAABBBBAAAEEEEAAAQQQQAABBHq8wDD1sFbAtDs6X2+alU8kDXDgN9/ObZP9PWm1jzqzp/Knla9Tzve7kdd36DxPYbKoMgkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEFigBBwYLQqkvtONCr+p0Ya/J20oaucqyf75eXU1NX5F5VOVH1Iuuh4dbXtK531GeaQyP04pBBICCCCAAAIIIIAAAggggAACCCCAAAIILNgCtYKqf+wmls1VT1EbZmh7/KjmOgXH7N1N7WtmNX1V2EDlo5TPVb5aebZyUf/rbbtL53xReSVlT4VCQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgE/AOWtYKs3THPt5syqUYbrvJOpSHK+TY6YN6uKYLRDkx/TtltdV/eVM73o6PXb+icvyqfqLyycpStVRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkUB/bawXfE2nHCk6vxnbzq7TBpc/umD/vt7RBsmBaD/JvaHyCcrfUZ6o7CfW67nW2ve8zvuW8meVPQe7rw8JAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJMC/qHIWoHY2L56J8vszOFj69S/n/YtX7D/wM5U0MRjl1JZY5S/rHy7sgPVYdTZ5Uyd+0vl85T9NPdoZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkwROUTkdBW5f0DGLN6m+tBg/NV2rbgeXPS92fv+eaQEtWne7/CT3l5T95Hu+DZ15/YDOf1P5XGVPgbK78sLKJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEWCpylshsJ5vopZweD+zWxLc+orFp1Fz3xfUQT63ZRDkKvpXys8jPKtdrS2e3/VFnHKNvKU6KQEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLpZ4Cuqr7PBXc9JfYiyg7uLKM9N8pPVter1tCL5fePnphKd4+DzKspbK/9G+R3lfNldef2IyjtNeVflPsokBBBAAAEEEEAAAQQQQAABBBZYgd4LbM/pOAIIIIBAOwpsqUbd1MWGTdT5FyovpPyg8v3KfqL6b8oOPE9Rfqm0PkFLp9nvLxr69zAd9SflacpDlGcpj1R+V3ldZf+4pPvhObk9rcgSyq1KngblHOXHlaMvraqLchFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTmUqC/zntGuStPPzd67mTV82I31dVom+od96zaepXydsp8eS0EEgIIIIAAAggggAACCCCAAAIIIIAAAgggMD8JrKbG+mnqeoHgBWXfcXJoxY97zk/jgbYigAACCCCAAAIIIIAAAggggAACCCCAAAI9RsABcM/lvaAEud3PR5U99/hgZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBADxbwHNq3Ks9P05M0ErB/Un06RtlzhpMQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEFlCBvur3FsrfV75IuZEAc7scc43au70y05cIgYQAAggggAACCCCAAAIIIIBAswX4Yaxmi1IeAggggMC8FlhFDXhOeT/lqcqjlR0gf0d5deVRyv2UhylPUF5UeVnlZqbXVNgdpfyEljcpv6ns9pAQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEGiJwMKlUv0lcAS+H9Z6R0+F/13HjFT2tCQDlRdR7qNMQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg7QQ2Uos6Cnzf13atpkEIIIAAAggggAACCCCAAAIIIIAAAggggAACCNQR6Cjw/Xydc9mFAAIIIIAAAggggAACCCCAAAJtILBQG7SBJiCAAAIIINBOApd30Bj/qCYJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIH5RmBntbSjp77nm87QUAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEhopglnK94PdwmBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQmJ8EJqqx9QLf81NfaC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 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1- 28 February 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-01-03 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature. Key challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/1) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of stories and news), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of stories and news), Value:3 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Fire of Paarl hospital. Fire of mountains. Road safety. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/1) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Afrikaans 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (Afrikaans):, Value:4 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 11:27:26 PM - Message: ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter 3/1/2026 11:27:26 PM - Message: ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:, Value:Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Our funding will be drained if our digital platforms does not attract advertising to sustain it. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):, Value:Website hosting company Nextlevel needed to improve our website and analytics. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 11:27:26 PM - Message: ResponseValue(1/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Travel 3/1/2026 11:27:26 PM - Message: ResponseValue(2/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 11:27:26 PM - Message: ResponseValue(3/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:TechnologyPlatformDevelopment 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:26 PM - Message: Response Documents : True 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Josef Bushby 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Publisher 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:ads.wlecho@gmail.com 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, 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AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAsMDOw0WUIECAAAECBAgQIECAwCiBa0epx0Q8KOKHIr404n9GFAgQIECAAAECBAgQIECAAAECBJZYYP8Y23ER7xrxuRE/F/HciP8V8ZsRXxPxkREPjigQIEBgkwROj8nmtbCOt94kBHMlQIAAAQIECBAgQIAAAQIECKyKwE1ioM+O+MmI9YLO0PnTo87eEQUCBAiss8D9YnJ918PD1nny5kaAAAECBAgQIECAAAECBAgQWBWBPWOgz4zYt5AzSd5Z0dZNV2XyxkmAAIEJBYauh1+fsD3FCRAgQIAAAQIECBAgQIAAAQIEpiiQz794VMShRZyt5n8n2j4z4hUjCgQIEFgHgevGJMZcEw9Zh8maAwECBAgQIECAAAECBAgQIEBg1QT2jQGPWbyZZpmbrxqS8RIgQKASeGqcj7kuPqCq55QAAQIECBAgQIAAAQIECBAgQGDGArtE+2MWbmZR5n3Rdy66CwQIEFhFgbHXxS+u4uSMmQABAgQIECBAYDUF8s+5BQIECBAgsOkCuwXAxUuAcESM4ctLMA5DIECAwFiBfB7CRWMLRznfPybAUpQAAQIECBAgQGDrAnl3m0CAAAECBDZd4A+WBOBLMY69lmQshkGAAIExAoeNKVSUsfBdYDgkQIAAAQIECBAgQIAAAQIECJQCN46T34l4XsT8E/tPRHxexKtEnDTcOyqM/TP9eZXzi+lJf4rKEyCwKIHnR8eTXBuvvqiB6pcAAQIECBAgQIAAAQIECBAgsIwCeZfgwyMOLbB8Msrcc+QEDoxy549os+nzCVH2+IjXibhHxLaQi9Z3i/jViE29SV+f29awNAIECCyhwOdjTJNc4265hHMwJAIECBAgQIAAAQIECBAgQIDAQgRuFL1OsrCSZb8e8YCB0f7uyHZzgXwrYfeodPOIb4w4yfgvifJ5J7pAgACBZRbI5xJMcm3Lsrdf5gkZGwECBAgQIECAAAECBAgQIEBgXgJPjI4mXVgpy9+wY6BHjmj3vI66W0nOB2g+ZUSf5dgP2UpH6hAgQGBOAm+Ofspr1pjjJ81pbLohQIAAAQIECBAgQIAAAQIECCylwH4xqj+POGYhZajMT7fM8Mkj2t61pd52k/Iu8KHxlvl5R6VAgACBZRPI7Z6+G7G8Xo05fsayTcR4CBAgQIAAAQIECBAgQIAAAQLzEjgmOhqzgDJJmXrx+8KePi6OvGNnPNl39PRfz2vGQ9E8AQIEJha4T9Sor1Vjzn9/4p5UIECAAAECBAgQIECAAAECBAisgcAdYg59i9JjFla6yly98Okqk+lvK8rN6jAf1vnsiH3jaPIeO6tBaJcAAQJbFMitoJpr1CSvr91if6oRIECAAAECBAgQIECAAAECBFZW4G4x8osiTrKIMmnZZvuSvnonzlHwJSPne+Acx6QrAgQI9AmcFpl919C+vDP7GpZHgAABAgQIECBAgAABAgQIEFg3gbyruW+xpM67b5TfJWLuM/vKCeo+M8pmqNsrz6/zP0Xm8t+88/uzA+PJsb1zLqPRCQECBPoFJn1OQXltzWN3fPf7yiVAgAABAgQIECBAgAABAgTWSOCmMZd6caTr/G+i7N4tc7/JBG3sM1B23ndXX25gPI1FLvQLBAgQWKTAQ6Lz5pq0ldfHLHLw+iZAgAABAgQIECBAgAABAgQIzEtgv+ho7OJJPkytLxwdmWPayoer9ZW7Vl8nM8o7ZWBMOd7fmFHfmiVAgMAYgfwLm75r5wcG8rPu7cZ0pAwBAgQIECBAgAABAgQIECBAYNUFhhahc6HkCxGPHDnRY6Nc38LMmLz8U/5FhAui077xfXQRg9InAQIEdgj03e099qHEB9AkQIAAAQIECBAgQIAAAQIECKy7wF4xwb6F3szLva0nXSh58Yh2+/qN6gsJh0evfeO6JPJPWMjIdEqAwKYL7BYAfdenfDZCX36Tt+mO5k+AAAECBAgQIECAAAECBAhsgMAdYo7NYkjXay6ObyV0tTeU/uGtdDbFOu+JtvrG+MEp9qUpAgQIjBW4exTsuja9PPL+sSe/qfeNsZ0pR4AAAQIECBAgQIAAAQIECBBYZYF/j8E3CyJtr3kH9FbDb0XFtjaH0p6z1Q6nVO+waOe7A2M/fkp9aYYAAQJjBfqunbk9VF9+k3fzsZ0pR4AAAQIECBAgQIAAAQIECBBYVYGhhZKPbHNil4/6zWLLJK8/tc1+p1H9cQNjPzfyd51GR9ogQIDACIFcsO66jt4r8sY+WHjnEX0pQoAAAQIECBAgQIAAAQIECBBYaYFTY/RdCymZPo27mr860Edb/3svgeoVR4z7PkswTkMgQGAzBF4X02y7XmZa7v39v3vym3pPiDICAQIECBAgQIAAAQIECBAgQGCtBfJu5c9FbBZE6tfzpzT7u/T0UffZnE+p6203M2arlm13ogECBAgMCFw18r8TsblGlq+P2FH3rI78sqy7vXdgeSFAgAABAgQIECBAgAABAgTWV+CkmFq5IFIf33lKU88F9rrtofMpdb3tZoa2gsl5pKNAgACBWQo8Mxpvu25+K9Ivt6PjL3SUaeo9ckc5LwQIECBAgAABAgQIECBAgACBtRZ4d8yuWRBpe53m5L840FfZ/99Ms+MptPX3A2P/1yn0oQkCBAh0CewbGeU1sjx+wY5KB8frxT3lso5AgAABAgQIECBAgAABAgQIEFh7gRvHDMvFk/r4D6YskH+KX/fRdf60Kfe93eauNGLseWe4QIAAgVkIPDYa7bpeHrGjwzv0lMm6j99RzgsBAgQIECBAgAABAgQIECBAYK0FLojZdS2kZF4+2HGa4SrRWFd/dXqzkDPN/rfbVj3G+vzk7XagPgECBFoEck/u+npTnjdVfren3CWRt39T0CsBAgQIECBAgAABAgQIECBAYF0F8k/iy4WT+viMGU18aGuVZhzNfrUzGsaWmj0lajXja3t9+pZaVYkAAQL9Ao+O7LZrTqadWFQ9p6dclhUIECBAgAABAgQIECBAgAABAmsv8PqYYddCSqZfc0YCpw30m32fNaO+t9vs0F2Xn9xuB+oTIECgRaDvWt0U3yUO+sq9qinolQABAgQIECBAgAABAgQIECCwzgJ9CySZN6twnWh4qO83zqrzKbT76oHxHzSFPjRBgACBRuBacdB1zXxUUyheT+opl/XvUZR1SIAAAQIECBAgQIAAAQIECBBYS4Grxqy6FlIy/XYznnVf35mXd4Uvazg1BtY3/rsv68CNiwCBlRTo27d7r2JGr4jjvmvTgUVZhwQIECBAgAABAgQIECBAgACBtRR4eMyqb4Ekt/SYZfjtaLyv/wfMsvNttn3owNi/uM32VSdAgEAp0HWtzAcQl6GrXJNelnVMgAABAgQIECBAgAABAgQIEFhLgdfErJrFkPr1A3OY8U17+s/x/NMcxrCdLmqz+nwZH8y5nfmqS4DAYgSuHt3W15fm/LhqSE1612tV3CkBAgQIECBAgAABAgQIECBAYP0EPhxT6locufccprt7T//NuOYwjC138ZSB8T94yy2rSIAAgR8JPDcOm2ti/fqjUjvttE9PuayXv+wUCBAgQIAAAQIECBAgQIAAAQJrL1AvoJTnuZXHPELZZ9vxvMaxlbkeHZXaxlymbaVddQgQIFAKvC1OyutKc/zUslAc36qjXFN+Hr/QrIbklAABAgQIECBAgAABAgQIECAwX4H9o7tmMaTtdR6j2W1gDDmuB81jINvoo82uTNtG06oSIEBgp3zWQnlNKY/rBxA/rads1tuPJwECBAgQIECAAAECBAgQIEBg3QUOjgmWCyjl8YfmNPm794yhGc+b5zSWrXbTjLPrNRf3BQIECGxV4HpRse368plIrx9AnNfutrJN2lbHoB4BAgQIECBAgAABAgQIECBAYGUE7hUjbRZD6te3z2kW7+0ZQzmmOQ1nS908f2AOx2ypVZUIECDwPwIvj5fyetgc/78WoCav67WliiQCBAgQIECAAAEC8xPYZX5d6YkAAQIENljgp3rmfl5P3jSzbjzNxhbU1pkD/X5rIF82AQIE+gRu2JH5po70ruSHdWVIJ0CAAAECBAgQIECAAAECBAisk8D5MZmuuwLPnsNEc6/Zrv7r9PrP+ecwvNFdnDAwjxuMbklBAgQIXFrgSnF6ccT6mpjX7z0vXXSnoWcmHFKVd0qAAAECBAgQIEBg7gLu+J47uQ4JECCwkQKX65n1PO74vmlP/3XWXnXCEp1/eWAsnx7Il02AAIEugcdFRttzAvK6892q0tBf0HytKu+UAAECBAgQIECAwNwFLHzPnVyHBAgQIFAJXL06n8Xpsydo9IgJys676LV6OvxB5F3Yky+LAAECfQL5YMu28FctiUe2pDVJf9oceCVAgAABAgQIECCwSAEL34vU1zcBAgQIpMABc2CYpI9lvuO73m6gpNu1PHFMgACBCQR2j7K37ij/mZb0g1vSmqQXNwdeCRAgQIAAAQIECCxSwML3IvX1TYAAAQLzENgnOrnaBB0t89601xyYR+7PKxAgQGBSgb5fnL2npbG7tqRl0icivrMjTzIBAgQIECBAgACBuQpY+J4rt84IECBAYAECk25d0rcAtIDhX6rL+1zq7NIn51761BkBAgRGC9yjp2QuZtfh5Dphx/kfd6RLJkCAAAECBAgQIDB3AQvfcyfXIQECBAjMWeCRE/a3zP82/mTPXP6rJ08WAQIE+gS69vfOOvWzA07oaeilPXmyCBAgQIAAAQIECBAgQIAAAQJrJ5CLsn1xlhN+60Df9bh+epaD2Ubbew/MwwPltoGrKoENF/hezL++FjbnNc37Jihb13VOgAABAgQIECBAYG4Cy3xX29wQdESAAAECMxd470AP+WC1WYTdotHjJ2y4vrtxwuozK37aQMtnDOTLJkCAQJdA1zU4F7/rcKM6Ycf5H3WkSyZAgAABAgQIECBAgAABAgQIrK3AW2Jmzd2Dba97zWjm+QC2tv4u6kjPsreb0Vi222zbPMq0fIinQIAAga0IlNeS8rj+S5IbR+Nlfnn8M1vpWB0CBAgQIECAAAECsxJwx/esZLVLgAABAqXAWeVJy/GhLWnTSLpmRyN/35Geyf/ak7eorFNGdHzBiDKKECBAoBY4qE4ozv+lOM7D+1bn5el7yhPHBAgQIECAAAECBAgQIECAAIFNEMgHTJZ3BtbHs/pFbN1Pc/6bPeO54RL+QD7YM96c04OWcMyGRIDAaghcI4bZXBvr1+tWU6jzy/OqqFMCBAgQIECAAAECBAgQIECAwPoL5MJsuUBSHx85A4Lcs7bupzk/pidv/xmMZTtN3rpnrM18ci9zgQABAlsReHRUaq4l9Wsuijchn5dQ5zfnv9cU8kqAAAECBAgQIECAAAECBAgQ2CSBX4nJNgskba9HzgDjIT19Zndt48i0wzJzSUIu3n89YtdYM/0BSzJWwyBAYDUFXhzD7rrGlDP6XE+5ZbpulmN2TIAAAQIECBAgQIAAAQIECBCYqcCfROtdCyuXRN6eM+j9PR19nh7pfXeD32gGY9lqk0/qmENj+ZHIn9U2MVsds3oECKyWQHM9aXttZrJzHLTlN2lNOa8ECBAgQIAAAQIECBAgQIAAgY0SaBZHul6Pm4FGV1933NFX212Oy/SAyKNinF1zyPSLI141okCAAIGtCuQvHbuuM08oGj2xp9yZRTmHBAgQIECAAAECBAgQIECAAIGNETgwZtq1sNKkZ5lphstHY03b9WveuZjhuRHrvDy/SWYuOORd3G1jK9Nev+Ax6p4AgdUXuF5MobyulMf3LKb35Z5y+xXlHBIgQIAAAQIECBBYGgF/Hr00PwoDIUCAwNoKPHTEzM4bUWaSIuUD2ep6ubCTYdp9/k+r0/nvx0Y089gRZRQhQIBAn8CP9WS+cUde/rLwyj3lzu/Jk0WAAAECBAgQIECAAAECBAgQWFuBs2Jm5V2EbcfTnvxrOvp8Z9HRlTrKHF2UWcThH3WMq3T7tUUMTJ8ECKydwHtjRuW1pTn+XjHTQzvKZNlXFOUcEiBAgAABAgQIECBAgAABAgQ2SqBZSOl7nTbIn0eDbf2dUHT0Ux1lnlOUmfdhLmi3jbtO23feA9MfAQJrJ7BrzOhbEevrS54/q5jtUzvKZLm9i3IOCRAgQIAAAQIECBAgQIAAAQIbJdC2qFKnTRukbr85P7zo6Npx3KSXr7n39yLCz0Wn5Ti6jnPBXiBAgMB2Be4cDbRdZ34Q6UcWjX+3o1zWFQgQIECAAAECBAgQIECAAAECGyvQtrBSp00TZ69orG6/OS/7yX1rm/Ty9cVloTkdHx/99C0uNeN765zGoxsCBNZfoLmu1K9fKaa+Zxx/P2JdJs9PK8o5JECAAAECBAgQIECAAAECBAhsnEDbgkmdlovQ0wrHREN1+3n+paqDvPu7rdx/VOVmfXqz6ODbHWOpxzfrsWifAIHNENgvpllfX5rzMwqCfOZBk16/3rIo55AAAQIECBAgQIAAAQIECBAgsHECfxUzrhdM6vO7TVHlsI7+HtjSRz2O5ryl6EySDopWmz6HXnefyQg0SoDAJgr8XUy665pzjwLkTh3lPhXp0/yFZdGlQwIECBAgQIAAAQIECBAgQIDAagj8bAyza4GlSf9MlJnWIkrXg9ja9sZu+q9fd5sD7bEjXJpx5d2ZAgECBKYhkNfa5trS9rpP0Ulur9RW5g+LMg4JECBAgAABAgQIECBAgAABAhspMLTI0iyqvHJKOi+Kdpo2y9ebt7Rf5pfHLUWnmnTDjjGWY8jjsyLmHrsCAQIEpiXw4GiovtaU52U/ZXp5/KSykGMCBAgQIECAAAECBAgQIECAwKYKnB4TLxdNuo4fNQWg17X09fWOdi9pKZtjy/2/ZxXuGw13zb9Mz60Idp3VILRLgMDGCpTXmfr4lELlSnFc5zfnhxTlHBIgQIAAAQIECBAgQIAAAQIENlbgCjHz8yM2iyZ9r/mgxyy/lZB/ot/W9rcivW0R+QMd5ffeSucj6jymo796zJ+Lclcc0Z4iBAgQmETgpChcX2/K87Kt3+wpO4vtoO4c/f1p1eeH4/zxEXeJKBAgQIAAAQIECBAgQIAAAQIEllLgYTGqcoFl6PidUf4a1Uz2iPPbRXxxxDMi/mfEiyO+P+KrInY9iO2rkdcW/j4S28Zxs7bC20x7YEdfbf3PauF9m1NQnQCBFRdou940ab9Xze3Ncd7kla/fqMpt9/TUaOBLHX2V/T5oux2pT4AAAQIECBAgQIAAAQIECBCYhUDecf3vEcuFjDHHF22hTt1uLqq0hVdEYl02z6/dVngbaTeIut+N2NZXnXatbfSjKgECBLoEDoyM+npTnte/cCvzyuNPdHWwhfRfHxhT2W9znFuwCAQIECBAgAABAgQGBWbxZ4qDnSpAgAABAhsp8IOY9fUjfmHC2U/j4Y65Z3cumlwQMceRd4r/UcRMawv58MlPtmVsIS3vUH9TxLxbfSgcFQU+P1RIPgECBLYg8MSeOl+JvAuL/L7r7guLcts5vGVUftoWGsi/4PmbiHlH+j9FzGt1bqWVv1zdK+JNIh4UMf+9yet9/puTc8vtUj4e8dyI+XyHz0bs+jcgsgQCBAgQIECAAAECBAgQIECAwGQCudiRiw3LED/TMY77TDalztJ59/bYeV6lsxUZBAgQ2L5A19ZOeY2qn6twVKR1Xbtusf2h7JQ333S1v6j0P4sx5dzqO9+nMN2lbCLneULEq++IOy/lKA2KAAECBAgQIECAAAECBAismMCtY7yLWtwY0+/TpuB5+wnmWC86TaF7TRAgQOCHAofGUd+174cFdxzcvaf8NLYaeUhP+33jnHfe22Kcd4uYfhlXOeRd/NeN+FsRuxwfFXkWwANBIECAAAECBAgQIECAAAEC2xE4Oip3ffledPrztjGxXDT4xZFz++cotyl3F26DVFUCBLYpcFrU77qu5l/h1OHBkdBVPrcM2W7oantZ03NrlLFjy2dK5LU9t2HJOufseO2rn1uxvC5ibsH1+oifjvjuiG11/jrS/zbihzrymzofi/wPRsxtbJq0Ma9vj/K5SC4QIECAAAECBAgQIECAAAEC2xS4X9Qf82V8FmWahYm67Xzo5VZDLkjU7bWdvy/KTWMBaavjVI8Agc0QyF/G5T7YbdehTMv8OvxuJHSVz720txN+PCp3tS19OWxyEV4gQIAAAQIECBAgQIAAAQIEpiRwp2gn706b5cLHd6L9b0X8YsTnROzajuSPI2/SsFdUyLv8xoz/7CiXD9wUCBAgMGuBfaODiyO2XZte2tH56R3ls43thu9FA21jKdOyj3uNKFfWcTzsOonRyflDEAgQIECAAAECBAgQIECAAIHpCewXTeUepBdFnORLel/ZrjsUr97RRz7kbNLwiajQN4YyL+coECBAYB4CPx+dlNef8vgnOgaQ18CyXHncUWVU8pN72m36uEnRUj70t0n3Ol+L/EWxQIAAAQIECBAgQIAAAQIECMxAYI9o85kRxyx2fCPK5b6oXWUjqzXkXdptdXKP00nCjaNwWzt12jlR7kqTNKwsAQIEtilQX4ea8/zrl66Q2z015crX3+mqMCL9oVFmzF7ZdVN5nc5fhv4gYjkWx7P3sNd3/W50ToAAAQIECBAgQIAAAQIEpixwVLR3m4iPiPjIiDeMuHvEMmR+10JIWa48vnxHnXeUhUYc50J5V99l+v4j2lKEAAEC0xLI5wiU16Dy+E09nXy8o96reur0Zb22o71yPHmcW151hctFxlMi5i8663rOZ2OS/64KBAgQIECAAIGVFdhtZUdu4AQIECCwSQLnxGQz9i1I5x3ik4Zvd1TIRZRJQi7ED4UXRoHDIvbdZTnUhnwCBAhMInCLnsJf7cn7sY68CzvS+5I/EpnH9RXYkZfbq7ylp1xer/OvgE6PeNKOmPPLsV4xYhm+FCdvi/jZiB+NmHcuXzliPlgzy54aURgWuH4U6ft3d7gFJQgQIECAAAECCxSw8L1AfF0TIECAwFQF6jvAm8b7FprzgW9toSu9rWym5Z/gD4XHRYGMZTgnTs6M+PWIuVDzyYgfiZgL77klQFvIee4T8eCI50XMhajvRuwqH1kCAQIbKnBCz7xz+5BJwz9MUCG3KMlr1NjtMu48su1sMxe1M04jXDMauW7Eh0e8TcSdI5bh/DjJuXT9G1OWbY7/JQ4uiJgLx5+PeGTEvnBRZOYd+PlvSX4/y59b/mLi5hHr8M5IyLHksyKOrzOL87xr/3sRs83vRPxoxHMj5s/wryJmyH9r+sI1+jLlESBAgAABAgSWXSD/x0ogQIAAAQLrIFDf8dfM6WvNwQSvky58nxNt50L0pOGoqPDEqlIugOQiy6QhF8xzoeODEd8TMRfDm4WPOBQIENhAgef3zDkXQdtC/mVKV7h2V0aVvm+cd/1FTVV0p7zenhJxaBG2rjet83+NhjL+SUuDuQie48oHJF8hYi66593ruZif1+nMz0XlXNzOvFzsXqdwyDpNxlwIECBAgAABAgQIECBAgMCqCjwwBp4LFHV86cCE6vJ5/scDdersR0dCWzvLlPasGOPV6oE7J0BgrQX6rkFdE+/bF/yXuioV6blI/M8R+/ou8+5a1HU4X4Hy59B2/OT5DkdvBAgQIECAAIHpCuT/2AoECBAgQGAdBLr+DP0bA5Nr26Zk0n1sXzbQxzJk/2oM4uyIubjR9ufzyzBGYyBAYHoCuSVSV/hUV0akH92Td3hPXmYdGPH7EXPrkDHh5VHojWMKKjN1gTF3779/6r1qkAABAgQIECAwRwEL33PE1hUBAgQIzFSg60v80P6yn2sZ1cUtaX1JWf7yfQWWLO/dMZ5cnDp2ycZlOAQITE/gV3qa+oOevHzmQFe4aldGpOcvH3P/6UnCIycprOxUBX5uRGvvHVFGEQIECBAgQIAAAQIECBAgQGDGAveJ9tv+VPt6A/3+35Z6Q9ujdDV5UGR8tqW9tnEtQ1ruJ55bF+wRUSBAYL0Ecs/qrutM3pndFfJ5BV31vtlRKX/B+Naeem3t5T7gwuIE2n4mddriRqdnAgQIECBAgMAUBNzxPQVETRAgQIDAUgic3DGKrjvBm+K5UF2HsQ9lq+vltiq5TcDP1BlLep6LVS+M+IWI+eA2gQCB9RDYP6Zxas9UzuvJ61sUb6uWD3h8c8RT2jI70vKXbflQSGExAgeM6HbSZ12MaFIRAgQIECBAgMB8BSx8z9dbbwQIECAwO4GhLU26em7b1qRvb9yudsr0XDDIxaDc5/aMiMseDo0Bfi3i8yNu1XHZ52h8BDZJ4H49k/35nrzM+kpPftui+J9F+dv11Kmzdo2EtutuXc757ARuNqLp54woowgBAgQIECBAgAABAgQIECAwB4EXRB/1n2nngyuH7mw7rqXek2c03lw0yjvC7xjxoRGfGPH0iG+JmHdMvifi5yPW8+g6PyvK/kHE3Ms379yedKuBrnaH7pKPrgQCBJZY4OwYW9fne6+BcR/RU/fcqm4+NLernzo9fyHY9RDiqlmnMxbIf2vqn099PuMhaJ4AAQIECBAgQIAAAQIECBAYK9C1YHyvgQbuHfn1F/5XDdSZdXb+RdZuEXNR/scj5kMorxFx7F7cWT8ftnnniFvdc/z2UVcgQGD1BO4aQ66vac35H46YTv61Sj78tqlTvn6sqH+XjjJl+eb4xUU9h4sXyLv6m59N22v+QlYgQIAAAQIECBAgQIAAAQIElkSg7ct7ph0zML7DIr+u+4sDdVYtOxey8i7zep5D57dctYkaL4ENF8jPet/nOn+RNhRy66OuNj6zo3JeV7vK1Om/G2VzexNhOQT6frHR/OyusxxDNQoCBAgQIECAAAECBAgQIECgb7HnpgM8l4v85st+8/rrA3VWOTsXwL8RsZnr0OvBqzxZYyewYQI/HfPt+kx/aKRF38L3v0Qb+SDcrj7q9DNG9qnY/ATuEV3VP6fy/JLIz39TBQIECBAgQIAAAQIECBAgQGBJBMov7uXx9QfGd5XIr/+s/yUDdVY9Oxe23haxdOo6fvWqT9b4CWyQQNfnONPzl15jQt/Cdt/e4XXf347Oxm7PNGZcykxH4E3RTP2zKs9fOZ1utEKAAAECBAgQIECAAAECBAhMQyD3wy6/uJfHtxrRwfur+rlH7iaEvr2AS0N3/23Cu8EcV10gH3Jbfm7r47HbjfRdF/LhlnW7bef5VyV7rjroGo4/n//Q9vMq0/KOcIEAAQIECBAg8cUZ+QAAQABJREFUQIAAAQIECBBYIoHyi3t5PHTHd07hoxHLOr+3RPOa9VByK5Ny7m3HR896ENonQGBbAkdG7bbPbpM2yXMLHjLQVtNm32s+XFdYPoFTYkh9P7fMO3z5hm1EBAgQIECAAIGtCeRv/QUCBAgQILDqAnnHd1c4siujSM8v+5sa/iMmfsOByX9nIF82AQKLFThnoPuXD+SX2bctT7ZwfFLU+eYW6qkye4G3jujiyyPKKEKAAAECBAgQWAkBC98r8WMySAIECBAYEPhBT37u3z0U8oFtZfi38mQDjq81MMeLBvJlEyCwOIEnDXT9lsi/YKBMmX1qeTLh8WOj/D9MWEfx+QgcN6Kb3xhRRhECBAgQIECAAAECBAgQIEBgjgK5B3XXn2/fZ8Q43lHVf9eIOutU5PPV/GvLA9dpsuZCYI0E8rNZf17r83yA79iQ+4DX9ceev3dsJ8otRGDMz3Hol6ALGbhOCRAgQIAAAQJbFXDH91bl1CNAgACBVRE4YMRAc7uPMlxSnqz5cf7S4KoDczxvIF82AQKLETh7oNu/iPwvDpQps48tTyY8vumE5RWfn8DVRnb1qZHlFCNAgAABAgQIrISAhe+V+DEZJAECBAgMCOSdbF1hzFYnX6oqb9Idzr9Qzb0+fW2d4JwAgaUQuEuMYughknedcKRjtsNoa7K587wtT9riBe43Ygg3GlFGEQIECBAgQIAAAQIECBAgQGABAl1/xv3YEWP5kyhT1v/aiDrrUGTMtgY3W4eJmgOBNRO4csynvGa1HW/ls3vvEe3WfY29m3jNfgQrNZ0Pj/i5rtSEDJYAAQIECBAgQIAAAQIECGySQL0Y05yfNgLhKVGmKd+8jqi28kXe0DLvZv7N68pP0gQIrKHA0Gf39C3O+fio13z2x7xec4v9qDY/gWOiq3wAdN/P86j5DUdPBAgQIECAAAECBAgQIECAwKQCF0eFti/2Q1t5ZD/Paam7Z2ascbh1zK3Nq0z7tTWev6kRWFWBK8bAvxex/KyWx/nMgvxrjq2E3aLSORHL9rqOcxzC8gv8cgyx62eY6X+6/FMwQgIECBAgQIAAAQIECBAgsNkCX4/pt325v/8Ilie11N3qwtGI7hZe5MiW+bbZ7bXwkRoAAQK1wJsjoe3z2qTl53s74cej8nciNu3Vr38Xeet8fdyO3TLWrX9+9flPLOOgjYkAAQIECBAgQIAAAQIECBD4kUDXHqZP/1GRzqOHRU69GLBHZ+nVzjigZa713PP8qas9TaMnsJYCd49ZtX1em7QxWzuNgTkoCuWdwN8q+vvbOD4iorA6AvvGUJv3RtfrzqszHSMlQIAAAQIECBAgQIAAAQKbKdC15+0NRnA8PsrUiwJXGFFv1YqMXfROi11WbXLGS2ADBOrrVHmeD+mdxZ3Yu2+A67pOMbf6Kt8j9fE71nXi5kWAAAECBAgQIECAAAECBNZJIL/A11/q8/yXRkzyLi118065dQqHxmTafNrS8mFoAgECyyXw/hhO2+c10969XEM1miUR+EiMo+s9k+l3WpJxGgYBAgQIECBAYCYC7uaaCatGCRAgQGABAhdto89DWuoe1pK2qkl5F+g7Rw7+XlHu0yPLKkaAwHwEHhzdXL+nq6f05MnaXIHjBqb+9oF82QQIECBAgAABAgQIECBAgMASCPxejKHtzrYbjRjbrVrqrsvC9/4xt0+0zK/NKrd8EQgQWC6BE2M4bZ/XJu0hyzVco1kigeY90vW6REM1FAIECBAgQIAAAQIECBAgQKBL4AOR0fbl/jldFYr0tq1Ohu6UK6ov9eHjYnRtLnXafZZ6FgZHYDMFrhzTrj+r9fmem0lj1gMC+4x47ww0IZsAAQIECBAgQIAAAQIECBBYBoGvxiDqBaE8z4d7DYVbRoG6bt5lucphtxj88yJ+P2I9t/r8lFWeqLETWFOBu8W86s9qfX74ms7dtLYvcJ2B98+rt9+FFggQIECAAAECBAgQIECAAIF5CHw7OqkXhfL86SM6P6Gl7k+MqLfMRX6mZU5tPtdY5kkYG4ENFbhazPsHEds+s03a0RtqY9rjBPL90bxX2l7zF74CAQIECBAgQGCtBTzccq1/vCZHgACBjRLYt2O2ucf1ULh8S4FVXVTaK+byaxHPbJlTmfSxODk04mfKRMcECCxc4AExgvdG7Pv/9FwY/+zCR2oAyyzQ9zDUHPenlnnwxkaAAAECBAgQIECAAAECBAj8SKDtjrZMe9mPinQeXTVy6vr5wMtVDKfFoOu5lOffi/wXreLEjJnABgjcKeZYfl7bjm1NtAFvhClM8eED76X8xadAgAABAgQIEFhrgdz/UyBAgAABAussMOaO7wNbAI5oSVvmpN1jcL8d8dE9g8z9vvOhne7060GSRWBBAvlLuocO9L1r5F8yUEY2gRTIX+j2hXP7MuURIECAAAECBNZBoO9PKNdhfuZAgAABAgT2GEFwUUuZMfVaqi0s6VnRc9+idw7sYREteqeEQGB5BPJGlE9H7Fv0fkPk59YVFr0DQRglsOrPqRg1SYUIECBAgAABAgQIECBAgMAmCLRtCZBpfzpi8nlXeF3/ESPqLUuRt7eMv57PAcsyWOMgQOCHAm0P1q0/u3/4w9IOCIwX+HoUrd9L5fn4lpQkQIAAAQIECBAgQIAAAQIEFipQfqEvj18/YlRXiTJlnTx+yoh6iy5ySAzgLyPWY6/PH7zogeqfAIHLCLwuUurPan3+9Ciz32VqSiAwLJBbW9Xvp/J8uAUlCBAgQIAAAQIECBAgQIAAgaUQKL/Ql8cvHzG6g6NMWSePf2NEvUUWya1YvhaxHnd97gFmi/wp6ZvAZQVuE0ljPrtPuGxVKQRGC9T/FtTnoxtSkAABAgQIECCwqgIebrmqPznjJkCAAIGxAheOKPjNljL7tqQtS1I+4O67IwZzryjjAWYjoBQhMAeBw6KPF0W8+4i+bhll3jWinCIEugRyq5MrdGVKJ0CAAAECBAgQIECAAAECBFZHIBe46zva8vwZI6aQi9x13ZeOqLeIIldrGWs99jy/7iIGp08CBC4jcMVI+dWIbZ/TtrS9LtOCBAKTC7w7qrS9v5q0/AWqQIAAAQIECBBYa4Fd1np2JkeAAAECmyRwfsdk/70jvUy+qDzZcbxnS9qik24SAzh7xCBy0fsjI8opQoDAbAWOjOb/NuKzRnTz1Cizc8S269GI6ooQuJTARy91dtmTH1w2SQoBAgQIECBAgAABAgQIECCwjAL/HINq7mQrX583crBlnTx+w8h68yp25+ioHmPbee4fLBAgsFiBvMv7LyJeErHtc1qm/UuUsf1gIAhTFfiFaK18n9XHHpo6VW6NESBAgAABAgQIECBAgACB2Qm8JZquv9jn+c1GdlnX/cuR9eZR7DHRST2+tnMPspzHT0MfBLoFLhdZub1S2+ezTsv993OBXCAwC4GTo9H6Pdec+6uCWYhrkwABAgQIECBAgAABAgQIzEjgXdFu86W+fH38yP7KOnmc+6MuOuQerK+JWI+t7fyARQ9W/wQ2WGD3mPuLIrZ9Nuu0z0W54zbYytTnI3Cr6KZ+7zXn34+8ZdzOaz4yeiFAgAABAgQ2RsCfVW7Mj9pECRAgsPYC076D7cAFi10++n9fxGNGjOPwKPOfI8opQoDAdAUOjub+MOIpA81eHPl/H/GMiK+POO3rVTQpELiUQC5ydwUPtuySkU6AAAECBAgQIECAAAECBJZQ4GUxpuZutvL1pJFjvaCq//GR9WZR7KhqLOV8yuOPRrmDZjEAbRIg0CmQD4e/XcQ3RSw/j13HH4pyPxtRIDBPgfyrgq73ZKYLBAgQIECAAAECBAgQIECAwIoInB3jbPuS/5yR4//rqv6/j6w37WLHVuNom1Om/X5Ed+1NW197BLoFjoys0yJ+JmLX57JMf0+Uu3VEgcAiBO4UnZbvx/p4/0UMSp8ECBAgQIAAAQIECBAgQIDA5AL1l/rm/KEjm/qzKNfUydevjqw3zWI/UY2hHE95fO9pdqotAgQ6BXLv7rxz9tcj5r7I5eew6zi3KLpeRIHAIgXuGJ13vUczXSBAgAABAgQIECBAgAABAgRWRKDrC/6vjBz/k6Nc3cbIqlMp9oCW/uvx5Pn1p9KbRggQ6BPIPf5vHvErEds+h21pfxRlF/1sgBiCQOC/BU6N/7a9T5u0/TgRIECAAAECBAgQIECAAAECqyHQfJmvXx8/cvi/GuXKupeMrDeNYrkdS9l32/Eno8wh0+hMGwQIdArknvlnRPxuxPMjtn0Wy7RXRplrRxQILJvA/WNA5Xu1Pt552QZsPAQIECBAgAABAgQIECBAgMBlBfILfP2lvjnPBe0x4a5RqKnTvI6pt50yeXfo6S39Nv03r7mvsECAwGwE9oxmbx/x/RGbz1zX64VR5tURbxHRHvuBICytwH1iZF3v40zfe2lHbmAECBAgQIAAAQIECBAgQIDApQS6vuA/+lKluk9yT966jV26i08lJx9+V/dZn584lZ40QoBALXBEJLwkYt7dXX/umvMm75+jzOERD44oEFgFgXvGIJv3cdvrHqswCWMkQIAAAQIECBAgQIAAAQKbLpB3bLZ9sc+0R47EObmljVktDFwj+vp4S3/lHHK/4H0jCgQITFcg9+7+WMTy89Z2/B9RJv8SJB9uKRBYNYFTYsBt7+smbdXmY7wECBAgQIAAAQIECBAgQGAjBfaPWTdf5uvXnx8p0rZdyiz2QM2xfrtnvDn+B48cs2IECIwTyAf5vShifX1oO/+zKHfdiLaCCARhZQVuESNve383abP+i6aVhTNwAgQIECBAgAABAgQIECCwTAJti9bNl/ufHjnQY6JcU6d5vebIumOL3SwKDj0wL+9eFwgQmI7A7aKZN0ZsPtNdr9+LMrmXvq1MAkFYC4Grxyy63u+ZLhAgQIAAAQIECBAgQIAAAQIrIJCLVV1f8HOf0zGhbfF8mnd8HxmD+MeIXeN8eOTNamuVMfNXhsC6CFwpJvLLEbs+a2X6h6LcT67LxM2DQCFwfByX7/X6uCjqkAABAgQIECBAgAABAgQIEFhWgV1jYPWX+ub85AkG/bWqnWnd8f2YaPf7VdvN+L4R6T8bUSBAYOsCeQ04NWLeud18tvpefzPKHRBRILCuArlVzyUR2z4HX1jXSZsXAQIECBAgQIAAAQIECBBYN4HLxYTavtxn2t1HTjb3O83FgLKdfAjedkJuW3L/iGWb5fHbt9O4ugQ2XCAXu28R8RURy89V13He3X1sRIHAJgj0/SXUZzcBwBwJECBAgAABAgQIECBAgMC6CHQtdk2yjcEzAqO5Q+4/4ni7D7d7f7TRNq5PR3ouiO8VUSBAYDKBk6L4syO2fbba0nKf/90m60JpAisv0LfwnZ8TgQABAgQIECBAgAABAgQIEFgBgVzUalvwyrRfnGD8r6ra+bkJ6pZFbxsn36raasZ3fqSfWBZ2TIDAoMCVo8SLI/5dxOaz1Pf6oCi3f0SBwKYK5F9E9H1GNtXFvAkQIECAAAECBAgQIECAwMoJ/FuMuO1L/nUnmMk0Fr5v1TGOHNuZES3GTfADUXSjBXaP2b8g4gcidu2R33zm868oHhkxH2wpECCw005HBULz+Wh7ZUSAAAECBAgQIECAAAECBAisiMBXYpxtX+7/1wTjv2XVxs0mqJtF31zVL8fz15GXd+AJBAi0C+Q++7m90GMjfi7iuyKWn6H6+IOR/8CIR0YUCBC4tMA+cVp/ZsrzS5d2RoAAAQIECBAgQIAAAQIECCytwDtiZOWX+ub4aROM+AlVG68ZWfc6Ue5zVd2m/3y9w8h2FCOwiQK5Z3d+Rs6OWH5u6uNzIv9jEXMrodz6RCBAoFvgqMiqP0PleXdNOQQIECBAgAABAgQIECBAgMBSCeSDKcsv9c3xoycY5b2qNl46ou4DqzpNv81rPsRSIEDg0gLHxulzI3ZtUdR8ft4QZXKrk4dEFAgQGC+Q2/40n6O21/EtKUmAAAECBAgQIECAAAECBAgsVOD10Xvbl/tcNBsbrhgFyzb+oqfiQZH32qp8WfdLkXf5nvqyCGySwM4x2dz//vkRu7Ylaj4/F0aZN0Z8XMTc/kQgQGBygcOiSvOZanudvEU1CBAgQIAAAQIECBAgQIAAgYUI5IJa25f7b08wmjtWbeTidVu4USS29dWk/VPk54P5BAKbLLBnTP7UiK+O2Hw2+l5/P8o9PmL+UkkgQGB7AteI6n2ft+21rjYBAgQIECBAgAABAgQIECAwN4EXRE9dX/LHDmKvljbquvU+4HWfj4gKe9SVnBPYEIFctH5ixHdGrD8bbee5lcktIh4aUSBAYHoCB0ZTbZ+5Jm16PWmJAAECBAgQIECAAAECBAgQmKnAo6L15gt9/Tq240Na2mgW5A6OvM+25Jd95VYOAoFNEtg1JnvNiP8n4ncilp+HruPcQuguEXP7E4EAgdkIXDua7foMZrpAgAABAgQIECBAgAABAgQIrIhAPvyu60v+PiPnkPsJ123sFmm3bUkvy30y8o+IKBDYBIEDYpK3j/i+iOXnoO/49Ch7UsTc/kQgQGD2AvlZ6/pMdm3jNftR6YEAAQIECBAgQIAAAQIECBCYWOD4qNH1Jf9KE7RWt/HKnnaz7C9HdOfqBMCKrqTAsTHq3MbnvIj1Z6Tr/Fei7AkRBQIE5i9w9eiy67N57vyHo0cCBAgQIECAAAECBAgQIEBgqwJHRcWuL/knTtDoRT3t1O3nHawCgXUU2DsmlYvWvxOxft93nX8tyt4rYm4ZJBAgsFiBvoXv/AwLBAgQIECAAAECBAgQIECAwIoI5JYkXQtyT51gDp/uaadp/0NR5goTtKkogVUQyM/QgyKeGbF5rw+9vjrK3jiiQIDAcgnsG8Pp+/wu12iNhgABAgQIECBAgAABAgQIEOgV6PqSn9uVjA1vjYJd7WT6fSPmXuACgVUXyC168q8WcuE6f5nT975v8v4myt0z4mERBQIEllfgBjG05nPb9rq8IzcyAgQIECBAgAABAgQIECBA4DIC346Uti/4mTYm/EIU6qqf6T82phFlCCyxQP7S5q4RHxXxzyP2vd8z7+sRnxHx2hHzjnCBAIHVEDgmhtn3+V6NWRglAQIECBAgQIAAAQIECBAg8N8CuU1D1xf9PqIDI/NlPXVz64eD+xqQR2DJBe4f43tNxN+O2PUZyfTvRXxDxLwT/PCIAgECqylwcgy777O+mrMyagIECBAgQIAAAQIECBAgsKECeSdr1xf9rj25d486f9lTL9sTCKySQN6ZnduYPDDiP0R8QcRLIrZ9NnKh+4MRT4l464hZTyBAYPUFfjam0PaZb9JWf4ZmQIAAAQIECBAgQIAAAQIENkhgz5hr86W+fj2kxeHHI+3LPXWaNo5oqSuJwDIJ5Hv/ZhFzATvf0+dGbN6/5aL3hZGef8Hw7ognRjwgokCAwPoJ5HZGzTWg7XX9ZmxGBAgQIECAAAECBAgQIEBgzQXavuBn2pOqeec2Dn8Vsat8mX6tqq5TAssgkHd2PyDiUyOeF7F8z5bHF0TeIyLmVic3jSgQILD+Av8rplheB+rj9RcwQwIECBAgQIAAAQIECBAgsGYCb4351F/w8/wlxTwfFscXd5R7Wkv6LxV1HRJYpMBx0fkdI54Vse193qTlXd6Pj5iLX9eLKBAgsFkCz4/pNteDttfN0jBbAgQIECBAgAABAgQIECCwBgJ3izm0fcn/80jfJWIuGrblZ9ovR8xQ55/x36n+Q2D+AntEl9eOmA+lzG1K6vdmeZ6/zMmHtN4gor9SCASBwAYLPC3mXl4f6uMNpjF1AgQIECBAgAABAgQIECCwmgJ3jmHXX/Cb89d15OXds7nfdxPeGwdNnXw9p8nwSmAOAvtHH7lX919ELN+HbcffijJ/HDHfv/tEFAgQIJACT47Yds1o0igRIECAAAECBAgQIECAAAECKyZwWIy3+WI/5jX3Rj6hmuMLW9qoijglMFWBfIBq7sP9nYhD79uzo8wTIt4m4s4RBQIECNQC94yErmvJR+vCzgkQIECAAAECBAgQIECAAIHVEOj6sl+n553d+7ZM6f6RVpfdtaWcJALbEbhxVH56xPq91nZ+bpTLOzgPjphb9ggECBDoE7hRZLZdSzLty30V5REgQIAAAQIECBAgQIAAAQLLK3BRDK3rC3+T/r4oc2DHFI5uqW/huwNL8miB3aLkz0R8fcTmfdj3+rdR7q4R825wgQABApMInBiFu64vr52kIWUJECBAgAABAgQIECBAgACB5RH4eAyl6wt/pp85MNTDW+ofP1BHNoE2gQMi8dERPx2x7z3Z5L06yt0pov26A0EgQGDLApeLml0PxH3slltVkQABAgQIECBAgAABAgQIEFiowOOi92YhsX7Nu233GzG6ul7+2bhAYEggtyG5WsRnRqzfQ13nz46yN4loC5NAEAgQmJpA27+F+YvhvafWg4YIECBAgAABAgQIECBAgACBuQlcP3rqWmDM9NNGjqRu44kj6ym2eQK7x5Rzv+6xW5jke+vxEa8aUSBAgMAsBXK7pDdGfE/E/CXb/hEFAgQIECBAgAABAgQIECBAYMUErhfjrRes287HTKuul3fwCgQagdxG4GER/zJi/V5pOz8ryt0v4l4RBQIECBAgQIAAAQIECBAgQIAAAQIECIwSuGaUaltwbEsb86DK+u7dd40ahULrLHBSTO7uET8Yse19Vae9OMrdPOLOEQUCBAgQIECAAAECBAgQIECAAAECBAhMJJAL2fWiY9/5DUe0/qyqzU+NqKPIegnkgvUNIr484mci9r2nMu/vIv58xPwljECAAAECBAgQIECAAAECBAgQIECAAIEtC1whag4tSNb5vzaitydX7f7niDqKrL7AsTGFK0bMPXG/FrF+79TnL4syt46YW58IBAgQIECAAAECBAgQIECAAAECBAgQ2LbAwdHCmMXJerEyz4fC0VGgrjdUR/5qCpwcw35IxGdErH/m9fk/RJkHRMz95AUCBAgQIECAAAECBAgQIECAAAECBAhMXeCj0WK9MNmcHxF5P9WTf8jAaO7QUveqA3Vkr47APWKoebf2L0Vs3jNtr7nFyUsiZvldIgoECBAgQIAAAQIECBAgQIAAAQIECBCYicBB0erpEdsWKjNt/x295h7NXWWetKNM18sBLXU9pLBLa7nT94nh5aL1IyJ+IOLzIv4gYtt745uR/vGIx0e8bcRdIwoECBAgQIAAAQIECBAgQIAAAQIECBCYucCHo4e2RctMO67q/a0dZd9elatPd2+plw86FFZDIPfpzrv2HxAx92fP2LxnLonjZuH73+L4FRHfGfGkiHtG9AuOQBAIECBAgAABAgQIECBAgAABAgQIEJiPQD7I8k0RmwXM8jUXM+/bMow7dZS/INIv31K+Scq8CyOWfdytyfS6dAK5WH1oxGdG7PtrgPx5nh/x5yLmVid+mREIAgECBAgQIPD/2bsPcDmq+v/jCQkJ6RAggVBCqNI7kQ6hivQiRZASxR+iUuQvYANBBewKCgoqoqJgBRQEpUvvTUBCMaEllNAh/f/5DPtdz87O7t2bu3uzuXmf5zmZ2SmnvObM5tnvzj2LAAIIIIAAAggggAACCCAwbwQc2HxcOQ1Ex/p72l7rxwY9VYUDnXFsuvyZttdLV2pnHD9d6yvWO5h93S4wQDXurPwl5cnKca2Kln7C+yjlk5TzfxWgTSQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKB7BbZTdQ5uFwU0ve37HTSn1lPiL3dw3i25Ov00MWneCnh+9wOU/6JcazzEdge7f6C8pfLKyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAtBDZUKyKQWbQ8VPv7ddDST9UpY/065xL4roPTTbv8pP/yyn6qOz/1TNF4mKnj/qrsQLenxiEhgAACCCCAAAIIIIAAAggggAACCCCAAAJtI+ApSv6oXBTcjG3faLC1g+uU4x+/rJW+qh1Rl5cn1zqQ7U0X+KBK/LOyn8pPr0Gt9XN03J7KJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAoC0FNlarXlWuFeT09v2UF1ZuNNUra6EahXgO8PS8O2ocx+auC/ga7KJ8j3JqXm/9hzp2K+X+yiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKBtBfZVy+oFO2do/x5z0fpt65R7Vo3yvpI758Eax7F57gQG6LRDlKco17vm6b5LdewWyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDtBTyXc0dP+zrovVwXepIGUPPrRcXurY3pcS8VHcS2TgmM0tFHK6euHa2fq+P9ZHdfZRICCCCAAAIIIIAAAggggAACCCCAAAIIIDBfCGyqVnYU/LxMx4zoYm9+WqeeDxSUnX/i221kWo0CqA42jdX+Lyt3dI3T/Z7ffWflWtPQaBcJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBoT4FN1Kw04Fm0fmiTmj60Tl0/Kqhj/YLjCw5jU07AT2Z/VPkXykXXs9a2u3X8dsp++p+EAAIIIIAAAggggAACCCCAAAIIIIAAAgjMlwJj1OpaQdDYvl6TexblFi3zTxcfVNC+ZZvcnp5SnJ/G/6byXcpFtrW2ed70ccoEu4VAQgABBBBAAAEEEEAAAQQQQAABBBBAAIH5W6Cfml8rGOrtf1P2fNDNTiuowFr17pKrbPWCY5ln+n0kT/nyYeV/FRjV8o3t1+uc7ZVJCCCAAAIIIIAAAggggAACCCCAAAIIIIBAjxL4nXoTgdD88sct7mm+vnh9X67eLQvauFbumAXlpb+o2ED5J8ovKodZo0vPr+4fqCQhgAACCCCAAAIIIIAAAggggAACCCCAAAI9VqBWwPTMbujx/qqjVv2DkvpHFxy3ZLK/J6962hcHuk9Xfli5lle97cfpPD81T0IAAQQQQAABBBBAAAEEEEAAAQQQQAABBHq8wDD1sFbAtDs6X2+alU8kDXDgN9/ObZP9PWm1jzqzp/Knla9Tzve7kdd36DxPYbKoMgkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEFigBBwYLQqkvtONCr+p0Ya/J20oaucqyf75eXU1NX5F5VOVH1Iuuh4dbXtK531GeaQyP04pBBICCCCAAAIIIIAAAggggAACCCCAAAIILNgCtYKqf+wmls1VT1EbZmh7/KjmOgXH7N1N7WtmNX1V2EDlo5TPVb5aebZyUf/rbbtL53xReSVlT4VCQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgE/AOWtYKs3THPt5syqUYbrvJOpSHK+TY6YN6uKYLRDkx/TtltdV/eVM73o6PXb+icvyqfqLyycpStVRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkUB/bawXfE2nHCk6vxnbzq7TBpc/umD/vt7RBsmBaD/JvaHyCcrfUZ6o7CfW67nW2ve8zvuW8meVPQe7rw8JAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJMC/qHIWoHY2L56J8vszOFj69S/n/YtX7D/wM5U0MRjl1JZY5S/rHy7sgPVYdTZ5Uyd+0vl85T9NPdoZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkwROUTkdBW5f0DGLN6m+tBg/NV2rbgeXPS92fv+eaQEtWne7/CT3l5T95Hu+DZ15/YDOf1P5XGVPgbK78sLKJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEWCpylshsJ5vopZweD+zWxLc+orFp1Fz3xfUQT63ZRDkKvpXys8jPKtdrS2e3/VFnHKNvKU6KQEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLpZ4Cuqr7PBXc9JfYiyg7uLKM9N8pPVter1tCL5fePnphKd4+DzKspbK/9G+R3lfNldef2IyjtNeVflPsokBBBAAAEEEEAAAQQQQAABBBZYgd4LbM/pOAIIIIBAOwpsqUbd1MWGTdT5FyovpPyg8v3KfqL6b8oOPE9Rfqm0PkFLp9nvLxr69zAd9SflacpDlGcpj1R+V3ldZf+4pPvhObk9rcgSyq1KngblHOXHlaMvraqLchFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTmUqC/zntGuStPPzd67mTV82I31dVom+od96zaepXydsp8eS0EEgIIIIAAAggggAACCCCAAAIIIIAAAgggMD8JrKbG+mnqeoHgBWXfcXJoxY97zk/jgbYigAACCCCAAAIIIIAAAggggAACCCCAAAI9RsABcM/lvaAEud3PR5U99/hgZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBADxbwHNq3Ks9P05M0ErB/Un06RtlzhpMQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEFlCBvur3FsrfV75IuZEAc7scc43au70y05cIgYQAAggggAACCCCAAAIIIIBAswX4Yaxmi1IeAggggMC8FlhFDXhOeT/lqcqjlR0gf0d5deVRyv2UhylPUF5UeVnlZqbXVNgdpfyEljcpv6ns9pAQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEGiJwMKlUv0lcAS+H9Z6R0+F/13HjFT2tCQDlRdR7qNMQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg7QQ2Uos6Cnzf13atpkEIIIAAAggggAACCCCAAAIIIIAAAggggAACCNQR6Cjw/Xydc9mFAAIIIIAAAggggAACCCCAAAJtILBQG7SBJiCAAAIIINBOApd30Bj/qCYJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIH5RmBntbSjp77nm87QUAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEhopglnK94PdwmBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQmJ8EJqqx9QLf81NfaC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 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-01-03 3/1/2026 11:27:26 PM - Message: update survey response : fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48, SurveyTitle: DIG/1-3-2026/6:11:24 3/1/2026 11:27:26 PM - Message: ResponseValues to delete : [{"ID":"8434db8f-1dd2-4d0d-a956-008cf501b04f","Value":"WesternCape","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","QuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"0b3516eb-6faa-42b8-b229-07f287264609","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"05dde613-a5bb-4a7c-ae67-09eb10a0dd0a","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"5d31426f-7c02-4ade-8bf6-14b0ce7fa780","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month (English):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"24b20412-26a8-43a4-a915-2f02a8c30eff","Value":"Publisher","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b43e44a3-7a6e-4924-b3a8-3a8576ecd0b7","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b7657b6c-cc76-4d6c-8542-3ff2d2d46299","Value":"Website hosting company Nextlevel needed to improve our website and analytics.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6474ec12-6506-4dcb-b1d1-694c59874a1c","QuestionText":"7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e93e9033-25dd-4864-bb36-4979eb462851","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b8317afe-7a96-410a-a2e6-4d269433efef","Value":"Afrikaans","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d2a467e8-f4b3-4bf0-ae37-4e4f322cac4e","Value":"Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","QuestionText":"2.1 Please provide a short summary of the interventions being implemented under this grant:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"edf7458f-0264-47c1-8ecc-51d87a2c78dd","Value":"English","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ff41ed5a-8265-4951-a29c-54a0f4965a64","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","QuestionText":"Actual: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"752d1092-b3ab-49d2-8e8a-5513e41647c2","Value":"WINELANDS Echo","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e9d805cd-1887-41b6-b045-56711f832337","Value":"Rural","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"5aef593b-9551-4617-a495-58c77fff9fd5","Value":"Fire of Paarl hospital. Fire of mountains. Road safety.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"307eb430-3645-4b53-8b11-5ea90a88eba7","Value":"1- 28 February","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","QuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1577047f-b5d3-4872-b711-6d02b861f62e","Value":"Our funding will be drained if our digital platforms does not attract advertising to sustain it. ","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"dbb7287e-5333-449e-809a-768df705d8bf","Value":"4","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e236e3e8-5877-4ade-b01d-ed15d841d96c","QuestionText":"Total number of content developed and/or published for reporting month (Afrikaans):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"e4b49184-8fb7-4ac1-a5b3-7f4bf7822ee0","Value":"Josef Bushby","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"5cfadb5b-24c3-4026-9bcb-8028d99f60fb","Value":"ads.wlecho@gmail.com","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"4740c120-176e-4866-9876-8364161272e3","Value":"3000","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"66e298f7-6015-4bbe-9b27-ce890609d0cc","QuestionText":"Total Budget:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"574496e6-8756-4206-ad83-89aff7771cc3","Value":"3","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"78cb1d3d-a5b9-45a2-9d0c-8e25c2061ae2","Value":"Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"c8829003-2534-4b87-a145-8f7d2bd011c2","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target: (Grow - # of stories and news)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1fed930d-bdb3-429f-844a-95999c700c0f","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b48366f7-cfa8-4897-b094-9819d73f9f0c","Value":"SocialMedia","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"21ef9f0c-234e-4894-97f0-a27beaf54807","Value":"2026-01-03","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1d038a52-7598-4191-b332-a7576954a047","Value":"Travel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"ebe9aa6e-3c3f-423d-9032-a77de9047e8e","Value":"Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d112c127-51b4-4ee6-b27d-56b0b0283cab","QuestionText":"7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"45b9066c-29bd-47f0-9367-b18d8831546a","Value":"5","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target: (Grow - # of social media platforms)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"b9729aba-8e6c-4e7a-bb95-b632df707703","Value":"Equipment","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"25673941-8111-4c27-9aae-bc16d89d5166","Value":"Grow","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"29b94d25-cc70-4a37-9834-c06acb6a4a3f","Value":"Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","QuestionText":"7.1 Provide a description of successes and highlights during the reporting period:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"83370d82-3c38-42cc-81a9-c284d199e3a3","Value":"Growth","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"d3fce141-f8f5-4e7d-8192-c64a6e53999a","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"325a5433-d588-4482-a56a-3569ca73457c","QuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"9631a1c3-b0dd-44dc-bcc0-cc329e25265d","Value":"WebApp","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"74f9e98d-a9a9-4908-8fcc-ce1045ef0e19","Value":"Personnel","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abafb132-f28f-41f5-af1b-c22213947131","QuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"a4cce281-3e19-4647-8d14-dc38815c7f83","Value":"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AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAsMDOw0WUIECAAAECBAgQIECAwCiBa0epx0Q8KOKHIr404n9GFAgQIECAAAECBAgQIECAAAECBJZYYP8Y23ER7xrxuRE/F/HciP8V8ZsRXxPxkREPjigQIEBgkwROj8nmtbCOt94kBHMlQIAAAQIECBAgQIAAAQIECKyKwE1ioM+O+MmI9YLO0PnTo87eEQUCBAiss8D9YnJ918PD1nny5kaAAAECBAgQIECAAAECBAgQWBWBPWOgz4zYt5AzSd5Z0dZNV2XyxkmAAIEJBYauh1+fsD3FCRAgQIAAAQIECBAgQIAAAQIEpiiQz794VMShRZyt5n8n2j4z4hUjCgQIEFgHgevGJMZcEw9Zh8maAwECBAgQIECAAAECBAgQIEBg1QT2jQGPWbyZZpmbrxqS8RIgQKASeGqcj7kuPqCq55QAAQIECBAgQIAAAQIECBAgQGDGArtE+2MWbmZR5n3Rdy66CwQIEFhFgbHXxS+u4uSMmQABAgQIECBAYDUF8s+5BQIECBAgsOkCuwXAxUuAcESM4ctLMA5DIECAwFiBfB7CRWMLRznfPybAUpQAAQIECBAgQGDrAnl3m0CAAAECBDZd4A+WBOBLMY69lmQshkGAAIExAoeNKVSUsfBdYDgkQIAAAQIECBAgQIAAAQIECJQCN46T34l4XsT8E/tPRHxexKtEnDTcOyqM/TP9eZXzi+lJf4rKEyCwKIHnR8eTXBuvvqiB6pcAAQIECBAgQIAAAQIECBAgsIwCeZfgwyMOLbB8Msrcc+QEDoxy549os+nzCVH2+IjXibhHxLaQi9Z3i/jViE29SV+f29awNAIECCyhwOdjTJNc4265hHMwJAIECBAgQIAAAQIECBAgQIDAQgRuFL1OsrCSZb8e8YCB0f7uyHZzgXwrYfeodPOIb4w4yfgvifJ5J7pAgACBZRbI5xJMcm3Lsrdf5gkZGwECBAgQIECAAAECBAgQIEBgXgJPjI4mXVgpy9+wY6BHjmj3vI66W0nOB2g+ZUSf5dgP2UpH6hAgQGBOAm+Ofspr1pjjJ81pbLohQIAAAQIECBAgQIAAAQIECCylwH4xqj+POGYhZajMT7fM8Mkj2t61pd52k/Iu8KHxlvl5R6VAgACBZRPI7Z6+G7G8Xo05fsayTcR4CBAgQIAAAQIECBAgQIAAAQLzEjgmOhqzgDJJmXrx+8KePi6OvGNnPNl39PRfz2vGQ9E8AQIEJha4T9Sor1Vjzn9/4p5UIECAAAECBAgQIECAAAECBAisgcAdYg59i9JjFla6yly98Okqk+lvK8rN6jAf1vnsiH3jaPIeO6tBaJcAAQJbFMitoJpr1CSvr91if6oRIECAAAECBAgQIECAAAECBFZW4G4x8osiTrKIMmnZZvuSvnonzlHwJSPne+Acx6QrAgQI9AmcFpl919C+vDP7GpZHgAABAgQIECBAgAABAgQIEFg3gbyruW+xpM67b5TfJWLuM/vKCeo+M8pmqNsrz6/zP0Xm8t+88/uzA+PJsb1zLqPRCQECBPoFJn1OQXltzWN3fPf7yiVAgAABAgQIECBAgAABAgTWSOCmMZd6caTr/G+i7N4tc7/JBG3sM1B23ndXX25gPI1FLvQLBAgQWKTAQ6Lz5pq0ldfHLHLw+iZAgAABAgQIECBAgAABAgQIzEtgv+ho7OJJPkytLxwdmWPayoer9ZW7Vl8nM8o7ZWBMOd7fmFHfmiVAgMAYgfwLm75r5wcG8rPu7cZ0pAwBAgQIECBAgAABAgQIECBAYNUFhhahc6HkCxGPHDnRY6Nc38LMmLz8U/5FhAui077xfXQRg9InAQIEdgj03e099qHEB9AkQIAAAQIECBAgQIAAAQIECKy7wF4xwb6F3szLva0nXSh58Yh2+/qN6gsJh0evfeO6JPJPWMjIdEqAwKYL7BYAfdenfDZCX36Tt+mO5k+AAAECBAgQIECAAAECBAhsgMAdYo7NYkjXay6ObyV0tTeU/uGtdDbFOu+JtvrG+MEp9qUpAgQIjBW4exTsuja9PPL+sSe/qfeNsZ0pR4AAAQIECBAgQIAAAQIECBBYZYF/j8E3CyJtr3kH9FbDb0XFtjaH0p6z1Q6nVO+waOe7A2M/fkp9aYYAAQJjBfqunbk9VF9+k3fzsZ0pR4AAAQIECBAgQIAAAQIECBBYVYGhhZKPbHNil4/6zWLLJK8/tc1+p1H9cQNjPzfyd51GR9ogQIDACIFcsO66jt4r8sY+WHjnEX0pQoAAAQIECBAgQIAAAQIECBBYaYFTY/RdCymZPo27mr860Edb/3svgeoVR4z7PkswTkMgQGAzBF4X02y7XmZa7v39v3vym3pPiDICAQIECBAgQIAAAQIECBAgQGCtBfJu5c9FbBZE6tfzpzT7u/T0UffZnE+p6203M2arlm13ogECBAgMCFw18r8TsblGlq+P2FH3rI78sqy7vXdgeSFAgAABAgQIECBAgAABAgTWV+CkmFq5IFIf33lKU88F9rrtofMpdb3tZoa2gsl5pKNAgACBWQo8Mxpvu25+K9Ivt6PjL3SUaeo9ckc5LwQIECBAgAABAgQIECBAgACBtRZ4d8yuWRBpe53m5L840FfZ/99Ms+MptPX3A2P/1yn0oQkCBAh0CewbGeU1sjx+wY5KB8frxT3lso5AgAABAgQIECBAgAABAgQIEFh7gRvHDMvFk/r4D6YskH+KX/fRdf60Kfe93eauNGLseWe4QIAAgVkIPDYa7bpeHrGjwzv0lMm6j99RzgsBAgQIECBAgAABAgQIECBAYK0FLojZdS2kZF4+2HGa4SrRWFd/dXqzkDPN/rfbVj3G+vzk7XagPgECBFoEck/u+npTnjdVfren3CWRt39T0CsBAgQIECBAgAABAgQIECBAYF0F8k/iy4WT+viMGU18aGuVZhzNfrUzGsaWmj0lajXja3t9+pZaVYkAAQL9Ao+O7LZrTqadWFQ9p6dclhUIECBAgAABAgQIECBAgAABAmsv8PqYYddCSqZfc0YCpw30m32fNaO+t9vs0F2Xn9xuB+oTIECgRaDvWt0U3yUO+sq9qinolQABAgQIECBAgAABAgQIECCwzgJ9CySZN6twnWh4qO83zqrzKbT76oHxHzSFPjRBgACBRuBacdB1zXxUUyheT+opl/XvUZR1SIAAAQIECBAgQIAAAQIECBBYS4Grxqy6FlIy/XYznnVf35mXd4Uvazg1BtY3/rsv68CNiwCBlRTo27d7r2JGr4jjvmvTgUVZhwQIECBAgAABAgQIECBAgACBtRR4eMyqb4Ekt/SYZfjtaLyv/wfMsvNttn3owNi/uM32VSdAgEAp0HWtzAcQl6GrXJNelnVMgAABAgQIECBAgAABAgQIEFhLgdfErJrFkPr1A3OY8U17+s/x/NMcxrCdLmqz+nwZH8y5nfmqS4DAYgSuHt3W15fm/LhqSE1612tV3CkBAgQIECBAgAABAgQIECBAYP0EPhxT6locufccprt7T//NuOYwjC138ZSB8T94yy2rSIAAgR8JPDcOm2ti/fqjUjvttE9PuayXv+wUCBAgQIAAAQIECBAgQIAAAQJrL1AvoJTnuZXHPELZZ9vxvMaxlbkeHZXaxlymbaVddQgQIFAKvC1OyutKc/zUslAc36qjXFN+Hr/QrIbklAABAgQIECBAgAABAgQIECAwX4H9o7tmMaTtdR6j2W1gDDmuB81jINvoo82uTNtG06oSIEBgp3zWQnlNKY/rBxA/rads1tuPJwECBAgQIECAAAECBAgQIEBg3QUOjgmWCyjl8YfmNPm794yhGc+b5zSWrXbTjLPrNRf3BQIECGxV4HpRse368plIrx9AnNfutrJN2lbHoB4BAgQIECBAgAABAgQIECBAYGUE7hUjbRZD6te3z2kW7+0ZQzmmOQ1nS908f2AOx2ypVZUIECDwPwIvj5fyetgc/78WoCav67WliiQCBAgQIECAAAEC8xPYZX5d6YkAAQIENljgp3rmfl5P3jSzbjzNxhbU1pkD/X5rIF82AQIE+gRu2JH5po70ruSHdWVIJ0CAAAECBAgQIECAAAECBAisk8D5MZmuuwLPnsNEc6/Zrv7r9PrP+ecwvNFdnDAwjxuMbklBAgQIXFrgSnF6ccT6mpjX7z0vXXSnoWcmHFKVd0qAAAECBAgQIEBg7gLu+J47uQ4JECCwkQKX65n1PO74vmlP/3XWXnXCEp1/eWAsnx7Il02AAIEugcdFRttzAvK6892q0tBf0HytKu+UAAECBAgQIECAwNwFLHzPnVyHBAgQIFAJXL06n8Xpsydo9IgJys676LV6OvxB5F3Yky+LAAECfQL5YMu28FctiUe2pDVJf9oceCVAgAABAgQIECCwSAEL34vU1zcBAgQIpMABc2CYpI9lvuO73m6gpNu1PHFMgACBCQR2j7K37ij/mZb0g1vSmqQXNwdeCRAgQIAAAQIECCxSwML3IvX1TYAAAQLzENgnOrnaBB0t89601xyYR+7PKxAgQGBSgb5fnL2npbG7tqRl0icivrMjTzIBAgQIECBAgACBuQpY+J4rt84IECBAYAECk25d0rcAtIDhX6rL+1zq7NIn51761BkBAgRGC9yjp2QuZtfh5Dphx/kfd6RLJkCAAAECBAgQIDB3AQvfcyfXIQECBAjMWeCRE/a3zP82/mTPXP6rJ08WAQIE+gS69vfOOvWzA07oaeilPXmyCBAgQIAAAQIECBAgQIAAAQJrJ5CLsn1xlhN+60Df9bh+epaD2Ubbew/MwwPltoGrKoENF/hezL++FjbnNc37Jihb13VOgAABAgQIECBAYG4Cy3xX29wQdESAAAECMxd470AP+WC1WYTdotHjJ2y4vrtxwuozK37aQMtnDOTLJkCAQJdA1zU4F7/rcKM6Ycf5H3WkSyZAgAABAgQIECBAgAABAgQIrK3AW2Jmzd2Dba97zWjm+QC2tv4u6kjPsreb0Vi222zbPMq0fIinQIAAga0IlNeS8rj+S5IbR+Nlfnn8M1vpWB0CBAgQIECAAAECsxJwx/esZLVLgAABAqXAWeVJy/GhLWnTSLpmRyN/35Geyf/ak7eorFNGdHzBiDKKECBAoBY4qE4ozv+lOM7D+1bn5el7yhPHBAgQIECAAAECBAgQIECAAIFNEMgHTJZ3BtbHs/pFbN1Pc/6bPeO54RL+QD7YM96c04OWcMyGRIDAaghcI4bZXBvr1+tWU6jzy/OqqFMCBAgQIECAAAECBAgQIECAwPoL5MJsuUBSHx85A4Lcs7bupzk/pidv/xmMZTtN3rpnrM18ci9zgQABAlsReHRUaq4l9Wsuijchn5dQ5zfnv9cU8kqAAAECBAgQIECAAAECBAgQ2CSBX4nJNgskba9HzgDjIT19Zndt48i0wzJzSUIu3n89YtdYM/0BSzJWwyBAYDUFXhzD7rrGlDP6XE+5ZbpulmN2TIAAAQIECBAgQIAAAQIECBCYqcCfROtdCyuXRN6eM+j9PR19nh7pfXeD32gGY9lqk0/qmENj+ZHIn9U2MVsds3oECKyWQHM9aXttZrJzHLTlN2lNOa8ECBAgQIAAAQIECBAgQIAAgY0SaBZHul6Pm4FGV1933NFX212Oy/SAyKNinF1zyPSLI141okCAAIGtCuQvHbuuM08oGj2xp9yZRTmHBAgQIECAAAECBAgQIECAAIGNETgwZtq1sNKkZ5lphstHY03b9WveuZjhuRHrvDy/SWYuOORd3G1jK9Nev+Ax6p4AgdUXuF5MobyulMf3LKb35Z5y+xXlHBIgQIAAAQIECBBYGgF/Hr00PwoDIUCAwNoKPHTEzM4bUWaSIuUD2ep6ubCTYdp9/k+r0/nvx0Y089gRZRQhQIBAn8CP9WS+cUde/rLwyj3lzu/Jk0WAAAECBAgQIECAAAECBAgQWFuBs2Jm5V2EbcfTnvxrOvp8Z9HRlTrKHF2UWcThH3WMq3T7tUUMTJ8ECKydwHtjRuW1pTn+XjHTQzvKZNlXFOUcEiBAgAABAgQIECBAgAABAgQ2SqBZSOl7nTbIn0eDbf2dUHT0Ux1lnlOUmfdhLmi3jbtO23feA9MfAQJrJ7BrzOhbEevrS54/q5jtUzvKZLm9i3IOCRAgQIAAAQIECBAgQIAAAQIbJdC2qFKnTRukbr85P7zo6Npx3KSXr7n39yLCz0Wn5Ti6jnPBXiBAgMB2Be4cDbRdZ34Q6UcWjX+3o1zWFQgQIECAAAECBAgQIECAAAECGyvQtrBSp00TZ69orG6/OS/7yX1rm/Ty9cVloTkdHx/99C0uNeN765zGoxsCBNZfoLmu1K9fKaa+Zxx/P2JdJs9PK8o5JECAAAECBAgQIECAAAECBAhsnEDbgkmdlovQ0wrHREN1+3n+paqDvPu7rdx/VOVmfXqz6ODbHWOpxzfrsWifAIHNENgvpllfX5rzMwqCfOZBk16/3rIo55AAAQIECBAgQIAAAQIECBAgsHECfxUzrhdM6vO7TVHlsI7+HtjSRz2O5ryl6EySDopWmz6HXnefyQg0SoDAJgr8XUy665pzjwLkTh3lPhXp0/yFZdGlQwIECBAgQIAAAQIECBAgQIDAagj8bAyza4GlSf9MlJnWIkrXg9ja9sZu+q9fd5sD7bEjXJpx5d2ZAgECBKYhkNfa5trS9rpP0Ulur9RW5g+LMg4JECBAgAABAgQIECBAgAABAhspMLTI0iyqvHJKOi+Kdpo2y9ebt7Rf5pfHLUWnmnTDjjGWY8jjsyLmHrsCAQIEpiXw4GiovtaU52U/ZXp5/KSykGMCBAgQIECAAAECBAgQIECAwKYKnB4TLxdNuo4fNQWg17X09fWOdi9pKZtjy/2/ZxXuGw13zb9Mz60Idp3VILRLgMDGCpTXmfr4lELlSnFc5zfnhxTlHBIgQIAAAQIECBAgQIAAAQIENlbgCjHz8yM2iyZ9r/mgxyy/lZB/ot/W9rcivW0R+QMd5ffeSucj6jymo796zJ+Lclcc0Z4iBAgQmETgpChcX2/K87Kt3+wpO4vtoO4c/f1p1eeH4/zxEXeJKBAgQIAAAQIECBAgQIAAAQIEllLgYTGqcoFl6PidUf4a1Uz2iPPbRXxxxDMi/mfEiyO+P+KrInY9iO2rkdcW/j4S28Zxs7bC20x7YEdfbf3PauF9m1NQnQCBFRdou940ab9Xze3Ncd7kla/fqMpt9/TUaOBLHX2V/T5oux2pT4AAAQIECBAgQIAAAQIECBCYhUDecf3vEcuFjDHHF22hTt1uLqq0hVdEYl02z6/dVngbaTeIut+N2NZXnXatbfSjKgECBLoEDoyM+npTnte/cCvzyuNPdHWwhfRfHxhT2W9znFuwCAQIECBAgAABAgQGBWbxZ4qDnSpAgAABAhsp8IOY9fUjfmHC2U/j4Y65Z3cumlwQMceRd4r/UcRMawv58MlPtmVsIS3vUH9TxLxbfSgcFQU+P1RIPgECBLYg8MSeOl+JvAuL/L7r7guLcts5vGVUftoWGsi/4PmbiHlH+j9FzGt1bqWVv1zdK+JNIh4UMf+9yet9/puTc8vtUj4e8dyI+XyHz0bs+jcgsgQCBAgQIECAAAECBAgQIECAwGQCudiRiw3LED/TMY77TDalztJ59/bYeV6lsxUZBAgQ2L5A19ZOeY2qn6twVKR1Xbtusf2h7JQ333S1v6j0P4sx5dzqO9+nMN2lbCLneULEq++IOy/lKA2KAAECBAgQIECAAAECBAismMCtY7yLWtwY0+/TpuB5+wnmWC86TaF7TRAgQOCHAofGUd+174cFdxzcvaf8NLYaeUhP+33jnHfe22Kcd4uYfhlXOeRd/NeN+FsRuxwfFXkWwANBIECAAAECBAgQIECAAAEC2xE4Oip3ffledPrztjGxXDT4xZFz++cotyl3F26DVFUCBLYpcFrU77qu5l/h1OHBkdBVPrcM2W7oantZ03NrlLFjy2dK5LU9t2HJOufseO2rn1uxvC5ibsH1+oifjvjuiG11/jrS/zbihzrymzofi/wPRsxtbJq0Ma9vj/K5SC4QIECAAAECBAgQIECAAAEC2xS4X9Qf82V8FmWahYm67Xzo5VZDLkjU7bWdvy/KTWMBaavjVI8Agc0QyF/G5T7YbdehTMv8OvxuJHSVz720txN+PCp3tS19OWxyEV4gQIAAAQIECBAgQIAAAQIEpiRwp2gn706b5cLHd6L9b0X8YsTnROzajuSPI2/SsFdUyLv8xoz/7CiXD9wUCBAgMGuBfaODiyO2XZte2tH56R3ls43thu9FA21jKdOyj3uNKFfWcTzsOonRyflDEAgQIECAAAECBAgQIECAAIHpCewXTeUepBdFnORLel/ZrjsUr97RRz7kbNLwiajQN4YyL+coECBAYB4CPx+dlNef8vgnOgaQ18CyXHncUWVU8pN72m36uEnRUj70t0n3Ol+L/EWxQIAAAQIECBAgQIAAAQIECMxAYI9o85kRxyx2fCPK5b6oXWUjqzXkXdptdXKP00nCjaNwWzt12jlR7kqTNKwsAQIEtilQX4ea8/zrl66Q2z015crX3+mqMCL9oVFmzF7ZdVN5nc5fhv4gYjkWx7P3sNd3/W50ToAAAQIECBAgQIAAAQIEpixwVLR3m4iPiPjIiDeMuHvEMmR+10JIWa48vnxHnXeUhUYc50J5V99l+v4j2lKEAAEC0xLI5wiU16Dy+E09nXy8o96reur0Zb22o71yPHmcW151hctFxlMi5i8663rOZ2OS/64KBAgQIECAAIGVFdhtZUdu4AQIECCwSQLnxGQz9i1I5x3ik4Zvd1TIRZRJQi7ED4UXRoHDIvbdZTnUhnwCBAhMInCLnsJf7cn7sY68CzvS+5I/EpnH9RXYkZfbq7ylp1xer/OvgE6PeNKOmPPLsV4xYhm+FCdvi/jZiB+NmHcuXzliPlgzy54aURgWuH4U6ft3d7gFJQgQIECAAAECCxSw8L1AfF0TIECAwFQF6jvAm8b7FprzgW9toSu9rWym5Z/gD4XHRYGMZTgnTs6M+PWIuVDzyYgfiZgL77klQFvIee4T8eCI50XMhajvRuwqH1kCAQIbKnBCz7xz+5BJwz9MUCG3KMlr1NjtMu48su1sMxe1M04jXDMauW7Eh0e8TcSdI5bh/DjJuXT9G1OWbY7/JQ4uiJgLx5+PeGTEvnBRZOYd+PlvSX4/y59b/mLi5hHr8M5IyLHksyKOrzOL87xr/3sRs83vRPxoxHMj5s/wryJmyH9r+sI1+jLlESBAgAABAgSWXSD/x0ogQIAAAQLrIFDf8dfM6WvNwQSvky58nxNt50L0pOGoqPDEqlIugOQiy6QhF8xzoeODEd8TMRfDm4WPOBQIENhAgef3zDkXQdtC/mVKV7h2V0aVvm+cd/1FTVV0p7zenhJxaBG2rjet83+NhjL+SUuDuQie48oHJF8hYi66593ruZif1+nMz0XlXNzOvFzsXqdwyDpNxlwIECBAgAABAgQIECBAgMCqCjwwBp4LFHV86cCE6vJ5/scDdersR0dCWzvLlPasGOPV6oE7J0BgrQX6rkFdE+/bF/yXuioV6blI/M8R+/ou8+5a1HU4X4Hy59B2/OT5DkdvBAgQIECAAIHpCuT/2AoECBAgQGAdBLr+DP0bA5Nr26Zk0n1sXzbQxzJk/2oM4uyIubjR9ufzyzBGYyBAYHoCuSVSV/hUV0akH92Td3hPXmYdGPH7EXPrkDHh5VHojWMKKjN1gTF3779/6r1qkAABAgQIECAwRwEL33PE1hUBAgQIzFSg60v80P6yn2sZ1cUtaX1JWf7yfQWWLO/dMZ5cnDp2ycZlOAQITE/gV3qa+oOevHzmQFe4aldGpOcvH3P/6UnCIycprOxUBX5uRGvvHVFGEQIECBAgQIAAAQIECBAgQGDGAveJ9tv+VPt6A/3+35Z6Q9ujdDV5UGR8tqW9tnEtQ1ruJ55bF+wRUSBAYL0Ecs/qrutM3pndFfJ5BV31vtlRKX/B+Naeem3t5T7gwuIE2n4mddriRqdnAgQIECBAgMAUBNzxPQVETRAgQIDAUgic3DGKrjvBm+K5UF2HsQ9lq+vltiq5TcDP1BlLep6LVS+M+IWI+eA2gQCB9RDYP6Zxas9UzuvJ61sUb6uWD3h8c8RT2jI70vKXbflQSGExAgeM6HbSZ12MaFIRAgQIECBAgMB8BSx8z9dbbwQIECAwO4GhLU26em7b1qRvb9yudsr0XDDIxaDc5/aMiMseDo0Bfi3i8yNu1XHZ52h8BDZJ4H49k/35nrzM+kpPftui+J9F+dv11Kmzdo2EtutuXc757ARuNqLp54woowgBAgQIECBAgAABAgQIECAwB4EXRB/1n2nngyuH7mw7rqXek2c03lw0yjvC7xjxoRGfGPH0iG+JmHdMvifi5yPW8+g6PyvK/kHE3Ms379yedKuBrnaH7pKPrgQCBJZY4OwYW9fne6+BcR/RU/fcqm4+NLernzo9fyHY9RDiqlmnMxbIf2vqn099PuMhaJ4AAQIECBAgQIAAAQIECBAYK9C1YHyvgQbuHfn1F/5XDdSZdXb+RdZuEXNR/scj5kMorxFx7F7cWT8ftnnniFvdc/z2UVcgQGD1BO4aQ66vac35H46YTv61Sj78tqlTvn6sqH+XjjJl+eb4xUU9h4sXyLv6m59N22v+QlYgQIAAAQIECBAgQIAAAQIElkSg7ct7ph0zML7DIr+u+4sDdVYtOxey8i7zep5D57dctYkaL4ENF8jPet/nOn+RNhRy66OuNj6zo3JeV7vK1Om/G2VzexNhOQT6frHR/OyusxxDNQoCBAgQIECAAAECBAgQIECgb7HnpgM8l4v85st+8/rrA3VWOTsXwL8RsZnr0OvBqzxZYyewYQI/HfPt+kx/aKRF38L3v0Qb+SDcrj7q9DNG9qnY/ATuEV3VP6fy/JLIz39TBQIECBAgQIAAAQIECBAgQGBJBMov7uXx9QfGd5XIr/+s/yUDdVY9Oxe23haxdOo6fvWqT9b4CWyQQNfnONPzl15jQt/Cdt/e4XXf347Oxm7PNGZcykxH4E3RTP2zKs9fOZ1utEKAAAECBAgQIECAAAECBAhMQyD3wy6/uJfHtxrRwfur+rlH7iaEvr2AS0N3/23Cu8EcV10gH3Jbfm7r47HbjfRdF/LhlnW7bef5VyV7rjroGo4/n//Q9vMq0/KOcIEAAQIECBAg8cUZ+QAAQABJREFUQIAAAQIECBBYIoHyi3t5PHTHd07hoxHLOr+3RPOa9VByK5Ny7m3HR896ENonQGBbAkdG7bbPbpM2yXMLHjLQVtNm32s+XFdYPoFTYkh9P7fMO3z5hm1EBAgQIECAAIGtCeRv/QUCBAgQILDqAnnHd1c4siujSM8v+5sa/iMmfsOByX9nIF82AQKLFThnoPuXD+SX2bctT7ZwfFLU+eYW6qkye4G3jujiyyPKKEKAAAECBAgQWAkBC98r8WMySAIECBAYEPhBT37u3z0U8oFtZfi38mQDjq81MMeLBvJlEyCwOIEnDXT9lsi/YKBMmX1qeTLh8WOj/D9MWEfx+QgcN6Kb3xhRRhECBAgQIECAAAECBAgQIEBgjgK5B3XXn2/fZ8Q43lHVf9eIOutU5PPV/GvLA9dpsuZCYI0E8rNZf17r83yA79iQ+4DX9ceev3dsJ8otRGDMz3Hol6ALGbhOCRAgQIAAAQJbFXDH91bl1CNAgACBVRE4YMRAc7uPMlxSnqz5cf7S4KoDczxvIF82AQKLETh7oNu/iPwvDpQps48tTyY8vumE5RWfn8DVRnb1qZHlFCNAgAABAgQIrISAhe+V+DEZJAECBAgMCOSdbF1hzFYnX6oqb9Idzr9Qzb0+fW2d4JwAgaUQuEuMYughknedcKRjtsNoa7K587wtT9riBe43Ygg3GlFGEQIECBAgQIAAAQIECBAgQGABAl1/xv3YEWP5kyhT1v/aiDrrUGTMtgY3W4eJmgOBNRO4csynvGa1HW/ls3vvEe3WfY29m3jNfgQrNZ0Pj/i5rtSEDJYAAQIECBAgQIAAAQIECGySQL0Y05yfNgLhKVGmKd+8jqi28kXe0DLvZv7N68pP0gQIrKHA0Gf39C3O+fio13z2x7xec4v9qDY/gWOiq3wAdN/P86j5DUdPBAgQIECAAAECBAgQIECAwKQCF0eFti/2Q1t5ZD/Paam7Z2ascbh1zK3Nq0z7tTWev6kRWFWBK8bAvxex/KyWx/nMgvxrjq2E3aLSORHL9rqOcxzC8gv8cgyx62eY6X+6/FMwQgIECBAgQIAAAQIECBAgsNkCX4/pt325v/8Ilie11N3qwtGI7hZe5MiW+bbZ7bXwkRoAAQK1wJsjoe3z2qTl53s74cej8nciNu3Vr38Xeet8fdyO3TLWrX9+9flPLOOgjYkAAQIECBAgQIAAAQIECBD4kUDXHqZP/1GRzqOHRU69GLBHZ+nVzjigZa713PP8qas9TaMnsJYCd49ZtX1em7QxWzuNgTkoCuWdwN8q+vvbOD4iorA6AvvGUJv3RtfrzqszHSMlQIAAAQIECBAgQIAAAQKbKdC15+0NRnA8PsrUiwJXGFFv1YqMXfROi11WbXLGS2ADBOrrVHmeD+mdxZ3Yu2+A67pOMbf6Kt8j9fE71nXi5kWAAAECBAgQIECAAAECBNZJIL/A11/q8/yXRkzyLi118065dQqHxmTafNrS8mFoAgECyyXw/hhO2+c10969XEM1miUR+EiMo+s9k+l3WpJxGgYBAgQIECBAYCYC7uaaCatGCRAgQGABAhdto89DWuoe1pK2qkl5F+g7Rw7+XlHu0yPLKkaAwHwEHhzdXL+nq6f05MnaXIHjBqb+9oF82QQIECBAgAABAgQIECBAgMASCPxejKHtzrYbjRjbrVrqrsvC9/4xt0+0zK/NKrd8EQgQWC6BE2M4bZ/XJu0hyzVco1kigeY90vW6REM1FAIECBAgQIAAAQIECBAgQKBL4AOR0fbl/jldFYr0tq1Ohu6UK6ov9eHjYnRtLnXafZZ6FgZHYDMFrhzTrj+r9fmem0lj1gMC+4x47ww0IZsAAQIECBAgQIAAAQIECBBYBoGvxiDqBaE8z4d7DYVbRoG6bt5lucphtxj88yJ+P2I9t/r8lFWeqLETWFOBu8W86s9qfX74ms7dtLYvcJ2B98+rt9+FFggQIECAAAECBAgQIECAAIF5CHw7OqkXhfL86SM6P6Gl7k+MqLfMRX6mZU5tPtdY5kkYG4ENFbhazPsHEds+s03a0RtqY9rjBPL90bxX2l7zF74CAQIECBAgQGCtBTzccq1/vCZHgACBjRLYt2O2ucf1ULh8S4FVXVTaK+byaxHPbJlTmfSxODk04mfKRMcECCxc4AExgvdG7Pv/9FwY/+zCR2oAyyzQ9zDUHPenlnnwxkaAAAECBAgQIECAAAECBAj8SKDtjrZMe9mPinQeXTVy6vr5wMtVDKfFoOu5lOffi/wXreLEjJnABgjcKeZYfl7bjm1NtAFvhClM8eED76X8xadAgAABAgQIEFhrgdz/UyBAgAABAussMOaO7wNbAI5oSVvmpN1jcL8d8dE9g8z9vvOhne7060GSRWBBAvlLuocO9L1r5F8yUEY2gRTIX+j2hXP7MuURIECAAAECBNZBoO9PKNdhfuZAgAABAgT2GEFwUUuZMfVaqi0s6VnRc9+idw7sYREteqeEQGB5BPJGlE9H7Fv0fkPk59YVFr0DQRglsOrPqRg1SYUIECBAgAABAgQIECBAgMAmCLRtCZBpfzpi8nlXeF3/ESPqLUuRt7eMv57PAcsyWOMgQOCHAm0P1q0/u3/4w9IOCIwX+HoUrd9L5fn4lpQkQIAAAQIECBAgQIAAAQIEFipQfqEvj18/YlRXiTJlnTx+yoh6iy5ySAzgLyPWY6/PH7zogeqfAIHLCLwuUurPan3+9Ciz32VqSiAwLJBbW9Xvp/J8uAUlCBAgQIAAAQIECBAgQIAAgaUQKL/Ql8cvHzG6g6NMWSePf2NEvUUWya1YvhaxHnd97gFmi/wp6ZvAZQVuE0ljPrtPuGxVKQRGC9T/FtTnoxtSkAABAgQIECCwqgIebrmqPznjJkCAAIGxAheOKPjNljL7tqQtS1I+4O67IwZzryjjAWYjoBQhMAeBw6KPF0W8+4i+bhll3jWinCIEugRyq5MrdGVKJ0CAAAECBAgQIECAAAECBFZHIBe46zva8vwZI6aQi9x13ZeOqLeIIldrGWs99jy/7iIGp08CBC4jcMVI+dWIbZ/TtrS9LtOCBAKTC7w7qrS9v5q0/AWqQIAAAQIECBBYa4Fd1np2JkeAAAECmyRwfsdk/70jvUy+qDzZcbxnS9qik24SAzh7xCBy0fsjI8opQoDAbAWOjOb/NuKzRnTz1Cizc8S269GI6ooQuJTARy91dtmTH1w2SQoBAgQIECBAgAABAgQIECCwjAL/HINq7mQrX583crBlnTx+w8h68yp25+ioHmPbee4fLBAgsFiBvMv7LyJeErHtc1qm/UuUsf1gIAhTFfiFaK18n9XHHpo6VW6NESBAgAABAgQIECBAgACB2Qm8JZquv9jn+c1GdlnX/cuR9eZR7DHRST2+tnMPspzHT0MfBLoFLhdZub1S2+ezTsv993OBXCAwC4GTo9H6Pdec+6uCWYhrkwABAgQIECBAgAABAgQIzEjgXdFu86W+fH38yP7KOnmc+6MuOuQerK+JWI+t7fyARQ9W/wQ2WGD3mPuLIrZ9Nuu0z0W54zbYytTnI3Cr6KZ+7zXn34+8ZdzOaz4yeiFAgAABAgQ2RsCfVW7Mj9pECRAgsPYC076D7cAFi10++n9fxGNGjOPwKPOfI8opQoDAdAUOjub+MOIpA81eHPl/H/GMiK+POO3rVTQpELiUQC5ydwUPtuySkU6AAAECBAgQIECAAAECBJZQ4GUxpuZutvL1pJFjvaCq//GR9WZR7KhqLOV8yuOPRrmDZjEAbRIg0CmQD4e/XcQ3RSw/j13HH4pyPxtRIDBPgfyrgq73ZKYLBAgQIECAAAECBAgQIECAwIoInB3jbPuS/5yR4//rqv6/j6w37WLHVuNom1Om/X5Ed+1NW197BLoFjoys0yJ+JmLX57JMf0+Uu3VEgcAiBO4UnZbvx/p4/0UMSp8ECBAgQIAAAQIECBAgQIDA5AL1l/rm/KEjm/qzKNfUydevjqw3zWI/UY2hHE95fO9pdqotAgQ6BXLv7rxz9tcj5r7I5eew6zi3KLpeRIHAIgXuGJ13vUczXSBAgAABAgQIECBAgAABAgRWRKDrC/6vjBz/k6Nc3cbIqlMp9oCW/uvx5Pn1p9KbRggQ6BPIPf5vHvErEds+h21pfxRlF/1sgBiCQOC/BU6N/7a9T5u0/TgRIECAAAECBAgQIECAAAECqyHQfJmvXx8/cvi/GuXKupeMrDeNYrkdS9l32/Eno8wh0+hMGwQIdArknvlnRPxuxPMjtn0Wy7RXRplrRxQILJvA/WNA5Xu1Pt552QZsPAQIECBAgAABAgQIECBAgMBlBfILfP2lvjnPBe0x4a5RqKnTvI6pt50yeXfo6S39Nv03r7mvsECAwGwE9oxmbx/x/RGbz1zX64VR5tURbxHRHvuBICytwH1iZF3v40zfe2lHbmAECBAgQIAAAQIECBAgQIDApQS6vuA/+lKluk9yT966jV26i08lJx9+V/dZn584lZ40QoBALXBEJLwkYt7dXX/umvMm75+jzOERD44oEFgFgXvGIJv3cdvrHqswCWMkQIAAAQIECBAgQIAAAQKbLpB3bLZ9sc+0R47EObmljVktDFwj+vp4S3/lHHK/4H0jCgQITFcg9+7+WMTy89Z2/B9RJv8SJB9uKRBYNYFTYsBt7+smbdXmY7wECBAgQIAAAQIECBAgQGAjBfaPWTdf5uvXnx8p0rZdyiz2QM2xfrtnvDn+B48cs2IECIwTyAf5vShifX1oO/+zKHfdiLaCCARhZQVuESNve383abP+i6aVhTNwAgQIECBAgAABAgQIECCwTAJti9bNl/ufHjnQY6JcU6d5vebIumOL3SwKDj0wL+9eFwgQmI7A7aKZN0ZsPtNdr9+LMrmXvq1MAkFYC4Grxyy63u+ZLhAgQIAAAQIECBAgQIAAAQIrIJCLVV1f8HOf0zGhbfF8mnd8HxmD+MeIXeN8eOTNamuVMfNXhsC6CFwpJvLLEbs+a2X6h6LcT67LxM2DQCFwfByX7/X6uCjqkAABAgQIECBAgAABAgQIEFhWgV1jYPWX+ub85AkG/bWqnWnd8f2YaPf7VdvN+L4R6T8bUSBAYOsCeQ04NWLeud18tvpefzPKHRBRILCuArlVzyUR2z4HX1jXSZsXAQIECBAgQIAAAQIECBBYN4HLxYTavtxn2t1HTjb3O83FgLKdfAjedkJuW3L/iGWb5fHbt9O4ugQ2XCAXu28R8RURy89V13He3X1sRIHAJgj0/SXUZzcBwBwJECBAgAABAgQIECBAgMC6CHQtdk2yjcEzAqO5Q+4/4ni7D7d7f7TRNq5PR3ouiO8VUSBAYDKBk6L4syO2fbba0nKf/90m60JpAisv0LfwnZ8TgQABAgQIECBAgAABAgQIEFgBgVzUalvwyrRfnGD8r6ra+bkJ6pZFbxsn36raasZ3fqSfWBZ2TIDAoMCVo8SLI/5dxOaz1Pf6oCi3f0SBwKYK5F9E9H1GNtXFvAkQIECAAAECBAgQIECAwMoJ/FuMuO1L/nUnmMk0Fr5v1TGOHNuZES3GTfADUXSjBXaP2b8g4gcidu2R33zm868oHhkxH2wpECCw005HBULz+Wh7ZUSAAAECBAgQIECAAAECBAisiMBXYpxtX+7/1wTjv2XVxs0mqJtF31zVL8fz15GXd+AJBAi0C+Q++7m90GMjfi7iuyKWn6H6+IOR/8CIR0YUCBC4tMA+cVp/ZsrzS5d2RoAAAQIECBAgQIAAAQIECCytwDtiZOWX+ub4aROM+AlVG68ZWfc6Ue5zVd2m/3y9w8h2FCOwiQK5Z3d+Rs6OWH5u6uNzIv9jEXMrodz6RCBAoFvgqMiqP0PleXdNOQQIECBAgAABAgQIECBAgMBSCeSDKcsv9c3xoycY5b2qNl46ou4DqzpNv81rPsRSIEDg0gLHxulzI3ZtUdR8ft4QZXKrk4dEFAgQGC+Q2/40n6O21/EtKUmAAAECBAgQIECAAAECBAgsVOD10Xvbl/tcNBsbrhgFyzb+oqfiQZH32qp8WfdLkXf5nvqyCGySwM4x2dz//vkRu7Ylaj4/F0aZN0Z8XMTc/kQgQGBygcOiSvOZanudvEU1CBAgQIAAAQIECBAgQIAAgYUI5IJa25f7b08wmjtWbeTidVu4USS29dWk/VPk54P5BAKbLLBnTP7UiK+O2Hw2+l5/P8o9PmL+UkkgQGB7AteI6n2ft+21rjYBAgQIECBAgAABAgQIECAwN4EXRE9dX/LHDmKvljbquvU+4HWfj4gKe9SVnBPYEIFctH5ixHdGrD8bbee5lcktIh4aUSBAYHoCB0ZTbZ+5Jm16PWmJAAECBAgQIECAAAECBAgQmKnAo6L15gt9/Tq240Na2mgW5A6OvM+25Jd95VYOAoFNEtg1JnvNiP8n4ncilp+HruPcQuguEXP7E4EAgdkIXDua7foMZrpAgAABAgQIECBAgAABAgQIrIhAPvyu60v+PiPnkPsJ123sFmm3bUkvy30y8o+IKBDYBIEDYpK3j/i+iOXnoO/49Ch7UsTc/kQgQGD2AvlZ6/pMdm3jNftR6YEAAQIECBAgQIAAAQIECBCYWOD4qNH1Jf9KE7RWt/HKnnaz7C9HdOfqBMCKrqTAsTHq3MbnvIj1Z6Tr/Fei7AkRBQIE5i9w9eiy67N57vyHo0cCBAgQIECAAAECBAgQIEBgqwJHRcWuL/knTtDoRT3t1O3nHawCgXUU2DsmlYvWvxOxft93nX8tyt4rYm4ZJBAgsFiBvoXv/AwLBAgQIECAAAECBAgQIECAwIoI5JYkXQtyT51gDp/uaadp/0NR5goTtKkogVUQyM/QgyKeGbF5rw+9vjrK3jiiQIDAcgnsG8Pp+/wu12iNhgABAgQIECBAgAABAgQIEOgV6PqSn9uVjA1vjYJd7WT6fSPmXuACgVUXyC168q8WcuE6f5nT975v8v4myt0z4mERBQIEllfgBjG05nPb9rq8IzcyAgQIECBAgAABAgQIECBA4DIC346Uti/4mTYm/EIU6qqf6T82phFlCCyxQP7S5q4RHxXxzyP2vd8z7+sRnxHx2hHzjnCBAIHVEDgmhtn3+V6NWRglAQIECBAgQIAAAQIECBAg8N8CuU1D1xf9PqIDI/NlPXVz64eD+xqQR2DJBe4f43tNxN+O2PUZyfTvRXxDxLwT/PCIAgECqylwcgy777O+mrMyagIECBAgQIAAAQIECBAgsKECeSdr1xf9rj25d486f9lTL9sTCKySQN6ZnduYPDDiP0R8QcRLIrZ9NnKh+4MRT4l464hZTyBAYPUFfjam0PaZb9JWf4ZmQIAAAQIECBAgQIAAAQIENkhgz5hr86W+fj2kxeHHI+3LPXWaNo5oqSuJwDIJ5Hv/ZhFzATvf0+dGbN6/5aL3hZGef8Hw7ognRjwgokCAwPoJ5HZGzTWg7XX9ZmxGBAgQIECAAAECBAgQIEBgzQXavuBn2pOqeec2Dn8Vsat8mX6tqq5TAssgkHd2PyDiUyOeF7F8z5bHF0TeIyLmVic3jSgQILD+Av8rplheB+rj9RcwQwIECBAgQIAAAQIECBAgsGYCb4351F/w8/wlxTwfFscXd5R7Wkv6LxV1HRJYpMBx0fkdI54Vse193qTlXd6Pj5iLX9eLKBAgsFkCz4/pNteDttfN0jBbAgQIECBAgAABAgQIECCwBgJ3izm0fcn/80jfJWIuGrblZ9ovR8xQ55/x36n+Q2D+AntEl9eOmA+lzG1K6vdmeZ6/zMmHtN4gor9SCASBwAYLPC3mXl4f6uMNpjF1AgQIECBAgAABAgQIECCwmgJ3jmHXX/Cb89d15OXds7nfdxPeGwdNnXw9p8nwSmAOAvtHH7lX919ELN+HbcffijJ/HDHfv/tEFAgQIJACT47Yds1o0igRIECAAAECBAgQIECAAAECKyZwWIy3+WI/5jX3Rj6hmuMLW9qoijglMFWBfIBq7sP9nYhD79uzo8wTIt4m4s4RBQIECNQC94yErmvJR+vCzgkQIECAAAECBAgQIECAAIHVEOj6sl+n553d+7ZM6f6RVpfdtaWcJALbEbhxVH56xPq91nZ+bpTLOzgPjphb9ggECBDoE7hRZLZdSzLty30V5REgQIAAAQIECBAgQIAAAQLLK3BRDK3rC3+T/r4oc2DHFI5uqW/huwNL8miB3aLkz0R8fcTmfdj3+rdR7q4R825wgQABApMInBiFu64vr52kIWUJECBAgAABAgQIECBAgACB5RH4eAyl6wt/pp85MNTDW+ofP1BHNoE2gQMi8dERPx2x7z3Z5L06yt0pov26A0EgQGDLApeLml0PxH3slltVkQABAgQIECBAgAABAgQIEFiowOOi92YhsX7Nu233GzG6ul7+2bhAYEggtyG5WsRnRqzfQ13nz46yN4loC5NAEAgQmJpA27+F+YvhvafWg4YIECBAgAABAgQIECBAgACBuQlcP3rqWmDM9NNGjqRu44kj6ym2eQK7x5Rzv+6xW5jke+vxEa8aUSBAgMAsBXK7pDdGfE/E/CXb/hEFAgQIECBAgAABAgQIECBAYMUErhfjrRes287HTKuul3fwCgQagdxG4GER/zJi/V5pOz8ryt0v4l4RBQIECBAgQIAAAQIECBAgQIAAAQIECIwSuGaUaltwbEsb86DK+u7dd40ahULrLHBSTO7uET8Yse19Vae9OMrdPOLOEQUCBAgQIECAAAECBAgQIECAAAECBAhMJJAL2fWiY9/5DUe0/qyqzU+NqKPIegnkgvUNIr484mci9r2nMu/vIv58xPwljECAAAECBAgQIECAAAECBAgQIECAAIEtC1whag4tSNb5vzaitydX7f7niDqKrL7AsTGFK0bMPXG/FrF+79TnL4syt46YW58IBAgQIECAAAECBAgQIECAAAECBAgQ2LbAwdHCmMXJerEyz4fC0VGgrjdUR/5qCpwcw35IxGdErH/m9fk/RJkHRMz95AUCBAgQIECAAAECBAgQIECAAAECBAhMXeCj0WK9MNmcHxF5P9WTf8jAaO7QUveqA3Vkr47APWKoebf2L0Vs3jNtr7nFyUsiZvldIgoECBAgQIAAAQIECBAgQIAAAQIECBCYicBB0erpEdsWKjNt/x295h7NXWWetKNM18sBLXU9pLBLa7nT94nh5aL1IyJ+IOLzIv4gYtt745uR/vGIx0e8bcRdIwoECBAgQIAAAQIECBAgQIAAAQIECBCYucCHo4e2RctMO67q/a0dZd9elatPd2+plw86FFZDIPfpzrv2HxAx92fP2LxnLonjZuH73+L4FRHfGfGkiHtG9AuOQBAIECBAgAABAgQIECBAgAABAgQIEJiPQD7I8k0RmwXM8jUXM+/bMow7dZS/INIv31K+Scq8CyOWfdytyfS6dAK5WH1oxGdG7PtrgPx5nh/x5yLmVid+mREIAgECBAgQIPD/2bsPcDmq+v/jCQkJ6RAggVBCqNI7kQ6hivQiRZASxR+iUuQvYANBBewKCgoqoqJgBRQEpUvvTUBCMaEllNAh/f/5DPtdz87O7t2bu3uzuXmf5zmZ2SmnvObM5tnvzj2LAAIIIIAAAggggAACCCAwbwQc2HxcOQ1Ex/p72l7rxwY9VYUDnXFsuvyZttdLV2pnHD9d6yvWO5h93S4wQDXurPwl5cnKca2Kln7C+yjlk5TzfxWgTSQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKB7BbZTdQ5uFwU0ve37HTSn1lPiL3dw3i25Ov00MWneCnh+9wOU/6JcazzEdge7f6C8pfLKyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAtBDZUKyKQWbQ8VPv7ddDST9UpY/065xL4roPTTbv8pP/yyn6qOz/1TNF4mKnj/qrsQLenxiEhgAACCCCAAAIIIIAAAggggAACCCCAAAJtI+ApSv6oXBTcjG3faLC1g+uU4x+/rJW+qh1Rl5cn1zqQ7U0X+KBK/LOyn8pPr0Gt9XN03J7KJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAoC0FNlarXlWuFeT09v2UF1ZuNNUra6EahXgO8PS8O2ocx+auC/ga7KJ8j3JqXm/9hzp2K+X+yiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKBtBfZVy+oFO2do/x5z0fpt65R7Vo3yvpI758Eax7F57gQG6LRDlKco17vm6b5LdewWyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDtBTyXc0dP+zrovVwXepIGUPPrRcXurY3pcS8VHcS2TgmM0tFHK6euHa2fq+P9ZHdfZRICCCCAAAIIIIAAAggggAACCCCAAAIIIDBfCGyqVnYU/LxMx4zoYm9+WqeeDxSUnX/i221kWo0CqA42jdX+Lyt3dI3T/Z7ffWflWtPQaBcJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBoT4FN1Kw04Fm0fmiTmj60Tl0/Kqhj/YLjCw5jU07AT2Z/VPkXykXXs9a2u3X8dsp++p+EAAIIIIAAAggggAACCCCAAAIIIIAAAgjMlwJj1OpaQdDYvl6TexblFi3zTxcfVNC+ZZvcnp5SnJ/G/6byXcpFtrW2ed70ccoEu4VAQgABBBBAAAEEEEAAAQQQQAABBBBAAIH5W6Cfml8rGOrtf1P2fNDNTiuowFr17pKrbPWCY5ln+n0kT/nyYeV/FRjV8o3t1+uc7ZVJCCCAAAIIIIAAAggggAACCCCAAAIIIIBAjxL4nXoTgdD88sct7mm+vnh9X67eLQvauFbumAXlpb+o2ED5J8ovKodZo0vPr+4fqCQhgAACCCCAAAIIIIAAAggggAACCCCAAAI9VqBWwPTMbujx/qqjVv2DkvpHFxy3ZLK/J6962hcHuk9Xfli5lle97cfpPD81T0IAAQQQQAABBBBAAAEEEEAAAQQQQAABBHq8wDD1sFbAtDs6X2+alU8kDXDgN9/ObZP9PWm1jzqzp/Knla9Tzve7kdd36DxPYbKoMgkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEFigBBwYLQqkvtONCr+p0Ya/J20oaucqyf75eXU1NX5F5VOVH1Iuuh4dbXtK531GeaQyP04pBBICCCCAAAIIIIAAAggggAACCCCAAAIILNgCtYKqf+wmls1VT1EbZmh7/KjmOgXH7N1N7WtmNX1V2EDlo5TPVb5aebZyUf/rbbtL53xReSVlT4VCQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgE/AOWtYKs3THPt5syqUYbrvJOpSHK+TY6YN6uKYLRDkx/TtltdV/eVM73o6PXb+icvyqfqLyycpStVRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkUB/bawXfE2nHCk6vxnbzq7TBpc/umD/vt7RBsmBaD/JvaHyCcrfUZ6o7CfW67nW2ve8zvuW8meVPQe7rw8JAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJMC/qHIWoHY2L56J8vszOFj69S/n/YtX7D/wM5U0MRjl1JZY5S/rHy7sgPVYdTZ5Uyd+0vl85T9NPdoZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkwROUTkdBW5f0DGLN6m+tBg/NV2rbgeXPS92fv+eaQEtWne7/CT3l5T95Hu+DZ15/YDOf1P5XGVPgbK78sLKJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEWCpylshsJ5vopZweD+zWxLc+orFp1Fz3xfUQT63ZRDkKvpXys8jPKtdrS2e3/VFnHKNvKU6KQEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLpZ4Cuqr7PBXc9JfYiyg7uLKM9N8pPVter1tCL5fePnphKd4+DzKspbK/9G+R3lfNldef2IyjtNeVflPsokBBBAAAEEEEAAAQQQQAABBBZYgd4LbM/pOAIIIIBAOwpsqUbd1MWGTdT5FyovpPyg8v3KfqL6b8oOPE9Rfqm0PkFLp9nvLxr69zAd9SflacpDlGcpj1R+V3ldZf+4pPvhObk9rcgSyq1KngblHOXHlaMvraqLchFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTmUqC/zntGuStPPzd67mTV82I31dVom+od96zaepXydsp8eS0EEgIIIIAAAggggAACCCCAAAIIIIAAAgggMD8JrKbG+mnqeoHgBWXfcXJoxY97zk/jgbYigAACCCCAAAIIIIAAAggggAACCCCAAAI9RsABcM/lvaAEud3PR5U99/hgZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBADxbwHNq3Ks9P05M0ErB/Un06RtlzhpMQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEFlCBvur3FsrfV75IuZEAc7scc43au70y05cIgYQAAggggAACCCCAAAIIIIBAswX4Yaxmi1IeAggggMC8FlhFDXhOeT/lqcqjlR0gf0d5deVRyv2UhylPUF5UeVnlZqbXVNgdpfyEljcpv6ns9pAQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEGiJwMKlUv0lcAS+H9Z6R0+F/13HjFT2tCQDlRdR7qNMQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg7QQ2Uos6Cnzf13atpkEIIIAAAggggAACCCCAAAIIIIAAAggggAACCNQR6Cjw/Xydc9mFAAIIIIAAAggggAACCCCAAAJtILBQG7SBJiCAAAIIINBOApd30Bj/qCYJAQQQQAABBBBAAAEEEEAAAQQ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","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"52409c13-48bb-4412-b676-ea6d32a1ce95","Value":"Newsletter","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","QuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"1e234a7d-313b-4790-b74f-f380423b9d56","Value":"Urban","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"8a8df518-4fc5-4b89-bfff-f5054d5a7b65","Value":"300","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"0c385c45-4bfb-4c4f-80cd-f7101d117732","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dd54771b-787e-49e2-80ee-1ad409650e8d","QuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null},{"ID":"0ef5f5cf-9a02-43b3-945d-fc03143d6ad3","Value":"Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature.\n\nKey challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production.","DateCreated":"\/Date(1772381484380)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","QuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:","ResponseID":"fcb831bf-a0f8-4d4a-a8cd-6632cf20ae48","QuestionRowID":null}] 3/1/2026 11:27:26 PM - Message: Response Documents : True 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:WINELANDS Echo 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Growth 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1- 28 February 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Under the fund Wienelands Echo is strengthening its digital presence and community engagement through the following key interventions; Website Development and Upgrading-Improving the Winelands Echo website to ensure regular news updates, mobile-friendly access, and improved visibility for readers and advertisers. Introducing newsletter monthly, Facebook growth and engagement, actively updating the page with breaking news community events to increase readers interaction.Instagram expansion developing instagram platform to attract younger audience short news updates visual story telling these interventions expand readership improve community access online visibility create sustainable advertising revenue streams for Winelands Echo. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Website development progress, Contact information clearly display. Regular uploading of stories. Mobile friendly layout-tested. WORK in PROGRESS; improving home page design for stronger visual impact. Setting up Google Analytics for traffic tracking. Add breaking news section .Comumunity events calendar. Strengthen local business directory listing. Facebook page. Regular posting of news articles from website. Sharing community notices and local events. Launch Community Voice, monthly feature. Key challenges: small team managing mutiple platforms. Growing advertising base. Need consistent daily production. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/1) to add :- questionText:2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply), Value:Percentagechangeindigitalcontentproductionaccordingtoschedule 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of social media platforms), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Website, Digital newsletter monthly, Facebook, WhatsApp, Instagram. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Target: (Grow - # of stories and news), Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Actual: (Grow - # of stories and news), Value:3 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Fire of Paarl hospital. Fire of mountains. Road safety. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/1) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 3/1/2026 11:27:26 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Afrikaans 3/1/2026 11:27:26 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (Afrikaans):, Value:4 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month (English):, Value:5 3/1/2026 11:27:26 PM - Message: ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 3/1/2026 11:27:26 PM - Message: ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter 3/1/2026 11:27:26 PM - Message: ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Strengthening digital presents to improve community engagement, expand readership, and create sustainability. Increase readership on the website. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:, Value:Monetizing of website and social media platforms. Creating visibility for local businesses through online advertising still a problem. improving accessibility of the newspaper beyond print distribution. Podcast has not been started as funding was cut. Some Equipment needs to be bought. Salaries is not market related 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Our funding will be drained if our digital platforms does not attract advertising to sustain it. 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:7.5 Describe how stakeholders were engaged during the reporting period, including peers, accelerators, and shared services (e.g. sessions attended, collaborations, or co-developed solutions):, Value:Website hosting company Nextlevel needed to improve our website and analytics. 3/1/2026 11:27:26 PM - Message: ResponseValue(0/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Personnel 3/1/2026 11:27:26 PM - Message: ResponseValue(1/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Travel 3/1/2026 11:27:26 PM - Message: ResponseValue(2/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:Equipment 3/1/2026 11:27:26 PM - Message: ResponseValue(3/4) to add :- questionText:8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):, Value:TechnologyPlatformDevelopment 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:3000 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:300 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Josef Bushby 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Publisher 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:ads.wlecho@gmail.com 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, 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AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAsMDOw0WUIECAAAECBAgQIECAwCiBa0epx0Q8KOKHIr404n9GFAgQIECAAAECBAgQIECAAAECBJZYYP8Y23ER7xrxuRE/F/HciP8V8ZsRXxPxkREPjigQIEBgkwROj8nmtbCOt94kBHMlQIAAAQIECBAgQIAAAQIECKyKwE1ioM+O+MmI9YLO0PnTo87eEQUCBAiss8D9YnJ918PD1nny5kaAAAECBAgQIECAAAECBAgQWBWBPWOgz4zYt5AzSd5Z0dZNV2XyxkmAAIEJBYauh1+fsD3FCRAgQIAAAQIECBAgQIAAAQIEpiiQz794VMShRZyt5n8n2j4z4hUjCgQIEFgHgevGJMZcEw9Zh8maAwECBAgQIECAAAECBAgQIEBg1QT2jQGPWbyZZpmbrxqS8RIgQKASeGqcj7kuPqCq55QAAQIECBAgQIAAAQIECBAgQGDGArtE+2MWbmZR5n3Rdy66CwQIEFhFgbHXxS+u4uSMmQABAgQIECBAYDUF8s+5BQIECBAgsOkCuwXAxUuAcESM4ctLMA5DIECAwFiBfB7CRWMLRznfPybAUpQAAQIECBAgQGDrAnl3m0CAAAECBDZd4A+WBOBLMY69lmQshkGAAIExAoeNKVSUsfBdYDgkQIAAAQIECBAgQIAAAQIECJQCN46T34l4XsT8E/tPRHxexKtEnDTcOyqM/TP9eZXzi+lJf4rKEyCwKIHnR8eTXBuvvqiB6pcAAQIECBAgQIAAAQIECBAgsIwCeZfgwyMOLbB8Msrcc+QEDoxy549os+nzCVH2+IjXibhHxLaQi9Z3i/jViE29SV+f29awNAIECCyhwOdjTJNc4265hHMwJAIECBAgQIAAAQIECBAgQIDAQgRuFL1OsrCSZb8e8YCB0f7uyHZzgXwrYfeodPOIb4w4yfgvifJ5J7pAgACBZRbI5xJMcm3Lsrdf5gkZGwECBAgQIECAAAECBAgQIEBgXgJPjI4mXVgpy9+wY6BHjmj3vI66W0nOB2g+ZUSf5dgP2UpH6hAgQGBOAm+Ofspr1pjjJ81pbLohQIAAAQIECBAgQIAAAQIECCylwH4xqj+POGYhZajMT7fM8Mkj2t61pd52k/Iu8KHxlvl5R6VAgACBZRPI7Z6+G7G8Xo05fsayTcR4CBAgQIAAAQIECBAgQIAAAQLzEjgmOhqzgDJJmXrx+8KePi6OvGNnPNl39PRfz2vGQ9E8AQIEJha4T9Sor1Vjzn9/4p5UIECAAAECBAgQIECAAAECBAisgcAdYg59i9JjFla6yly98Okqk+lvK8rN6jAf1vnsiH3jaPIeO6tBaJcAAQJbFMitoJpr1CSvr91if6oRIECAAAECBAgQIECAAAECBFZW4G4x8osiTrKIMmnZZvuSvnonzlHwJSPne+Acx6QrAgQI9AmcFpl919C+vDP7GpZHgAABAgQIECBAgAABAgQIEFg3gbyruW+xpM67b5TfJWLuM/vKCeo+M8pmqNsrz6/zP0Xm8t+88/uzA+PJsb1zLqPRCQECBPoFJn1OQXltzWN3fPf7yiVAgAABAgQIECBAgAABAgTWSOCmMZd6caTr/G+i7N4tc7/JBG3sM1B23ndXX25gPI1FLvQLBAgQWKTAQ6Lz5pq0ldfHLHLw+iZAgAABAgQIECBAgAABAgQIzEtgv+ho7OJJPkytLxwdmWPayoer9ZW7Vl8nM8o7ZWBMOd7fmFHfmiVAgMAYgfwLm75r5wcG8rPu7cZ0pAwBAgQIECBAgAABAgQIECBAYNUFhhahc6HkCxGPHDnRY6Nc38LMmLz8U/5FhAui077xfXQRg9InAQIEdgj03e099qHEB9AkQIAAAQIECBAgQIAAAQIECKy7wF4xwb6F3szLva0nXSh58Yh2+/qN6gsJh0evfeO6JPJPWMjIdEqAwKYL7BYAfdenfDZCX36Tt+mO5k+AAAECBAgQIECAAAECBAhsgMAdYo7NYkjXay6ObyV0tTeU/uGtdDbFOu+JtvrG+MEp9qUpAgQIjBW4exTsuja9PPL+sSe/qfeNsZ0pR4AAAQIECBAgQIAAAQIECBBYZYF/j8E3CyJtr3kH9FbDb0XFtjaH0p6z1Q6nVO+waOe7A2M/fkp9aYYAAQJjBfqunbk9VF9+k3fzsZ0pR4AAAQIECBAgQIAAAQIECBBYVYGhhZKPbHNil4/6zWLLJK8/tc1+p1H9cQNjPzfyd51GR9ogQIDACIFcsO66jt4r8sY+WHjnEX0pQoAAAQIECBAgQIAAAQIECBBYaYFTY/RdCymZPo27mr860Edb/3svgeoVR4z7PkswTkMgQGAzBF4X02y7XmZa7v39v3vym3pPiDICAQIECBAgQIAAAQIECBAgQGCtBfJu5c9FbBZE6tfzpzT7u/T0UffZnE+p6203M2arlm13ogECBAgMCFw18r8TsblGlq+P2FH3rI78sqy7vXdgeSFAgAABAgQIECBAgAABAgTWV+CkmFq5IFIf33lKU88F9rrtofMpdb3tZoa2gsl5pKNAgACBWQo8Mxpvu25+K9Ivt6PjL3SUaeo9ckc5LwQIECBAgAABAgQIECBAgACBtRZ4d8yuWRBpe53m5L840FfZ/99Ms+MptPX3A2P/1yn0oQkCBAh0CewbGeU1sjx+wY5KB8frxT3lso5AgAABAgQIECBAgAABAgQIEFh7gRvHDMvFk/r4D6YskH+KX/fRdf60Kfe93eauNGLseWe4QIAAgVkIPDYa7bpeHrGjwzv0lMm6j99RzgsBAgQIECBAgAABAgQIECBAYK0FLojZdS2kZF4+2HGa4SrRWFd/dXqzkDPN/rfbVj3G+vzk7XagPgECBFoEck/u+npTnjdVfren3CWRt39T0CsBAgQIECBAgAABAgQIECBAYF0F8k/iy4WT+viMGU18aGuVZhzNfrUzGsaWmj0lajXja3t9+pZaVYkAAQL9Ao+O7LZrTqadWFQ9p6dclhUIECBAgAABAgQIECBAgAABAmsv8PqYYddCSqZfc0YCpw30m32fNaO+t9vs0F2Xn9xuB+oTIECgRaDvWt0U3yUO+sq9qinolQABAgQIECBAgAABAgQIECCwzgJ9CySZN6twnWh4qO83zqrzKbT76oHxHzSFPjRBgACBRuBacdB1zXxUUyheT+opl/XvUZR1SIAAAQIECBAgQIAAAQIECBBYS4Grxqy6FlIy/XYznnVf35mXd4Uvazg1BtY3/rsv68CNiwCBlRTo27d7r2JGr4jjvmvTgUVZhwQIECBAgAABAgQIECBAgACBtRR4eMyqb4Ekt/SYZfjtaLyv/wfMsvNttn3owNi/uM32VSdAgEAp0HWtzAcQl6GrXJNelnVMgAABAgQIECBAgAABAgQIEFhLgdfErJrFkPr1A3OY8U17+s/x/NMcxrCdLmqz+nwZH8y5nfmqS4DAYgSuHt3W15fm/LhqSE1612tV3CkBAgQIECBAgAABAgQIECBAYP0EPhxT6locufccprt7T//NuOYwjC138ZSB8T94yy2rSIAAgR8JPDcOm2ti/fqjUjvttE9PuayXv+wUCBAgQIAAAQIECBAgQIAAAQJrL1AvoJTnuZXHPELZZ9vxvMaxlbkeHZXaxlymbaVddQgQIFAKvC1OyutKc/zUslAc36qjXFN+Hr/QrIbklAABAgQIECBAgAABAgQIECAwX4H9o7tmMaTtdR6j2W1gDDmuB81jINvoo82uTNtG06oSIEBgp3zWQnlNKY/rBxA/rads1tuPJwECBAgQIECAAAECBAgQIEBg3QUOjgmWCyjl8YfmNPm794yhGc+b5zSWrXbTjLPrNRf3BQIECGxV4HpRse368plIrx9AnNfutrJN2lbHoB4BAgQIECBAgAABAgQIECBAYGUE7hUjbRZD6te3z2kW7+0ZQzmmOQ1nS908f2AOx2ypVZUIECDwPwIvj5fyetgc/78WoCav67WliiQCBAgQIECAAAEC8xPYZX5d6YkAAQIENljgp3rmfl5P3jSzbjzNxhbU1pkD/X5rIF82AQIE+gRu2JH5po70ruSHdWVIJ0CAAAECBAgQIECAAAECBAisk8D5MZmuuwLPnsNEc6/Zrv7r9PrP+ecwvNFdnDAwjxuMbklBAgQIXFrgSnF6ccT6mpjX7z0vXXSnoWcmHFKVd0qAAAECBAgQIEBg7gLu+J47uQ4JECCwkQKX65n1PO74vmlP/3XWXnXCEp1/eWAsnx7Il02AAIEugcdFRttzAvK6892q0tBf0HytKu+UAAECBAgQIECAwNwFLHzPnVyHBAgQIFAJXL06n8Xpsydo9IgJys676LV6OvxB5F3Yky+LAAECfQL5YMu28FctiUe2pDVJf9oceCVAgAABAgQIECCwSAEL34vU1zcBAgQIpMABc2CYpI9lvuO73m6gpNu1PHFMgACBCQR2j7K37ij/mZb0g1vSmqQXNwdeCRAgQIAAAQIECCxSwML3IvX1TYAAAQLzENgnOrnaBB0t89601xyYR+7PKxAgQGBSgb5fnL2npbG7tqRl0icivrMjTzIBAgQIECBAgACBuQpY+J4rt84IECBAYAECk25d0rcAtIDhX6rL+1zq7NIn51761BkBAgRGC9yjp2QuZtfh5Dphx/kfd6RLJkCAAAECBAgQIDB3AQvfcyfXIQECBAjMWeCRE/a3zP82/mTPXP6rJ08WAQIE+gS69vfOOvWzA07oaeilPXmyCBAgQIAAAQIECBAgQIAAAQJrJ5CLsn1xlhN+60Df9bh+epaD2Ubbew/MwwPltoGrKoENF/hezL++FjbnNc37Jihb13VOgAABAgQIECBAYG4Cy3xX29wQdESAAAECMxd470AP+WC1WYTdotHjJ2y4vrtxwuozK37aQMtnDOTLJkCAQJdA1zU4F7/rcKM6Ycf5H3WkSyZAgAABAgQIECBAgAABAgQIrK3AW2Jmzd2Dba97zWjm+QC2tv4u6kjPsreb0Vi222zbPMq0fIinQIAAga0IlNeS8rj+S5IbR+Nlfnn8M1vpWB0CBAgQIECAAAECsxJwx/esZLVLgAABAqXAWeVJy/GhLWnTSLpmRyN/35Geyf/ak7eorFNGdHzBiDKKECBAoBY4qE4ozv+lOM7D+1bn5el7yhPHBAgQIECAAAECBAgQIECAAIFNEMgHTJZ3BtbHs/pFbN1Pc/6bPeO54RL+QD7YM96c04OWcMyGRIDAaghcI4bZXBvr1+tWU6jzy/OqqFMCBAgQIECAAAECBAgQIECAwPoL5MJsuUBSHx85A4Lcs7bupzk/pidv/xmMZTtN3rpnrM18ci9zgQABAlsReHRUaq4l9Wsuijchn5dQ5zfnv9cU8kqAAAECBAgQIECAAAECBAgQ2CSBX4nJNgskba9HzgDjIT19Zndt48i0wzJzSUIu3n89YtdYM/0BSzJWwyBAYDUFXhzD7rrGlDP6XE+5ZbpulmN2TIAAAQIECBAgQIAAAQIECBCYqcCfROtdCyuXRN6eM+j9PR19nh7pfXeD32gGY9lqk0/qmENj+ZHIn9U2MVsds3oECKyWQHM9aXttZrJzHLTlN2lNOa8ECBAgQIAAAQIECBAgQIAAgY0SaBZHul6Pm4FGV1933NFX212Oy/SAyKNinF1zyPSLI141okCAAIGtCuQvHbuuM08oGj2xp9yZRTmHBAgQIECAAAECBAgQIECAAIGNETgwZtq1sNKkZ5lphstHY03b9WveuZjhuRHrvDy/SWYuOORd3G1jK9Nev+Ax6p4AgdUXuF5MobyulMf3LKb35Z5y+xXlHBIgQIAAAQIECBBYGgF/Hr00PwoDIUCAwNoKPHTEzM4bUWaSIuUD2ep6ubCTYdp9/k+r0/nvx0Y089gRZRQhQIBAn8CP9WS+cUde/rLwyj3lzu/Jk0WAAAECBAgQIECAAAECBAgQWFuBs2Jm5V2EbcfTnvxrOvp8Z9HRlTrKHF2UWcThH3WMq3T7tUUMTJ8ECKydwHtjRuW1pTn+XjHTQzvKZNlXFOUcEiBAgAABAgQIECBAgAABAgQ2SqBZSOl7nTbIn0eDbf2dUHT0Ux1lnlOUmfdhLmi3jbtO23feA9MfAQJrJ7BrzOhbEevrS54/q5jtUzvKZLm9i3IOCRAgQIAAAQIECBAgQIAAAQIbJdC2qFKnTRukbr85P7zo6Npx3KSXr7n39yLCz0Wn5Ti6jnPBXiBAgMB2Be4cDbRdZ34Q6UcWjX+3o1zWFQgQIECAAAECBAgQIECAAAECGyvQtrBSp00TZ69orG6/OS/7yX1rm/Ty9cVloTkdHx/99C0uNeN765zGoxsCBNZfoLmu1K9fKaa+Zxx/P2JdJs9PK8o5JECAAAECBAgQIECAAAECBAhsnEDbgkmdlovQ0wrHREN1+3n+paqDvPu7rdx/VOVmfXqz6ODbHWOpxzfrsWifAIHNENgvpllfX5rzMwqCfOZBk16/3rIo55AAAQIECBAgQIAAAQIECBAgsHECfxUzrhdM6vO7TVHlsI7+HtjSRz2O5ryl6EySDopWmz6HXnefyQg0SoDAJgr8XUy665pzjwLkTh3lPhXp0/yFZdGlQwIECBAgQIAAAQIECBAgQIDAagj8bAyza4GlSf9MlJnWIkrXg9ja9sZu+q9fd5sD7bEjXJpx5d2ZAgECBKYhkNfa5trS9rpP0Ulur9RW5g+LMg4JECBAgAABAgQIECBAgAABAhspMLTI0iyqvHJKOi+Kdpo2y9ebt7Rf5pfHLUWnmnTDjjGWY8jjsyLmHrsCAQIEpiXw4GiovtaU52U/ZXp5/KSykGMCBAgQIECAAAECBAgQIECAwKYKnB4TLxdNuo4fNQWg17X09fWOdi9pKZtjy/2/ZxXuGw13zb9Mz60Idp3VILRLgMDGCpTXmfr4lELlSnFc5zfnhxTlHBIgQIAAAQIECBAgQIAAAQIENlbgCjHz8yM2iyZ9r/mgxyy/lZB/ot/W9rcivW0R+QMd5ffeSucj6jymo796zJ+Lclcc0Z4iBAgQmETgpChcX2/K87Kt3+wpO4vtoO4c/f1p1eeH4/zxEXeJKBAgQIAAAQIECBAgQIAAAQIEllLgYTGqcoFl6PidUf4a1Uz2iPPbRXxxxDMi/mfEiyO+P+KrInY9iO2rkdcW/j4S28Zxs7bC20x7YEdfbf3PauF9m1NQnQCBFRdou940ab9Xze3Ncd7kla/fqMpt9/TUaOBLHX2V/T5oux2pT4AAAQIECBAgQIAAAQIECBCYhUDecf3vEcuFjDHHF22hTt1uLqq0hVdEYl02z6/dVngbaTeIut+N2NZXnXatbfSjKgECBLoEDoyM+npTnte/cCvzyuNPdHWwhfRfHxhT2W9znFuwCAQIECBAgAABAgQGBWbxZ4qDnSpAgAABAhsp8IOY9fUjfmHC2U/j4Y65Z3cumlwQMceRd4r/UcRMawv58MlPtmVsIS3vUH9TxLxbfSgcFQU+P1RIPgECBLYg8MSeOl+JvAuL/L7r7guLcts5vGVUftoWGsi/4PmbiHlH+j9FzGt1bqWVv1zdK+JNIh4UMf+9yet9/puTc8vtUj4e8dyI+XyHz0bs+jcgsgQCBAgQIECAAAECBAgQIECAwGQCudiRiw3LED/TMY77TDalztJ59/bYeV6lsxUZBAgQ2L5A19ZOeY2qn6twVKR1Xbtusf2h7JQ333S1v6j0P4sx5dzqO9+nMN2lbCLneULEq++IOy/lKA2KAAECBAgQIECAAAECBAismMCtY7yLWtwY0+/TpuB5+wnmWC86TaF7TRAgQOCHAofGUd+174cFdxzcvaf8NLYaeUhP+33jnHfe22Kcd4uYfhlXOeRd/NeN+FsRuxwfFXkWwANBIECAAAECBAgQIECAAAEC2xE4Oip3ffledPrztjGxXDT4xZFz++cotyl3F26DVFUCBLYpcFrU77qu5l/h1OHBkdBVPrcM2W7oantZ03NrlLFjy2dK5LU9t2HJOufseO2rn1uxvC5ibsH1+oifjvjuiG11/jrS/zbihzrymzofi/wPRsxtbJq0Ma9vj/K5SC4QIECAAAECBAgQIECAAAEC2xS4X9Qf82V8FmWahYm67Xzo5VZDLkjU7bWdvy/KTWMBaavjVI8Agc0QyF/G5T7YbdehTMv8OvxuJHSVz720txN+PCp3tS19OWxyEV4gQIAAAQIECBAgQIAAAQIEpiRwp2gn706b5cLHd6L9b0X8YsTnROzajuSPI2/SsFdUyLv8xoz/7CiXD9wUCBAgMGuBfaODiyO2XZte2tH56R3ls43thu9FA21jKdOyj3uNKFfWcTzsOonRyflDEAgQIECAAAECBAgQIECAAIHpCewXTeUepBdFnORLel/ZrjsUr97RRz7kbNLwiajQN4YyL+coECBAYB4CPx+dlNef8vgnOgaQ18CyXHncUWVU8pN72m36uEnRUj70t0n3Ol+L/EWxQIAAAQIECBAgQIAAAQIECMxAYI9o85kRxyx2fCPK5b6oXWUjqzXkXdptdXKP00nCjaNwWzt12jlR7kqTNKwsAQIEtilQX4ea8/zrl66Q2z015crX3+mqMCL9oVFmzF7ZdVN5nc5fhv4gYjkWx7P3sNd3/W50ToAAAQIECBAgQIAAAQIEpixwVLR3m4iPiPjIiDeMuHvEMmR+10JIWa48vnxHnXeUhUYc50J5V99l+v4j2lKEAAEC0xLI5wiU16Dy+E09nXy8o96reur0Zb22o71yPHmcW151hctFxlMi5i8663rOZ2OS/64KBAgQIECAAIGVFdhtZUdu4AQIECCwSQLnxGQz9i1I5x3ik4Zvd1TIRZRJQi7ED4UXRoHDIvbdZTnUhnwCBAhMInCLnsJf7cn7sY68CzvS+5I/EpnH9RXYkZfbq7ylp1xer/OvgE6PeNKOmPPLsV4xYhm+FCdvi/jZiB+NmHcuXzliPlgzy54aURgWuH4U6ft3d7gFJQgQIECAAAECCxSw8L1AfF0TIECAwFQF6jvAm8b7FprzgW9toSu9rWym5Z/gD4XHRYGMZTgnTs6M+PWIuVDzyYgfiZgL77klQFvIee4T8eCI50XMhajvRuwqH1kCAQIbKnBCz7xz+5BJwz9MUCG3KMlr1NjtMu48su1sMxe1M04jXDMauW7Eh0e8TcSdI5bh/DjJuXT9G1OWbY7/JQ4uiJgLx5+PeGTEvnBRZOYd+PlvSX4/y59b/mLi5hHr8M5IyLHksyKOrzOL87xr/3sRs83vRPxoxHMj5s/wryJmyH9r+sI1+jLlESBAgAABAgSWXSD/x0ogQIAAAQLrIFDf8dfM6WvNwQSvky58nxNt50L0pOGoqPDEqlIugOQiy6QhF8xzoeODEd8TMRfDm4WPOBQIENhAgef3zDkXQdtC/mVKV7h2V0aVvm+cd/1FTVV0p7zenhJxaBG2rjet83+NhjL+SUuDuQie48oHJF8hYi66593ruZif1+nMz0XlXNzOvFzsXqdwyDpNxlwIECBAgAABAgQIECBAgMCqCjwwBp4LFHV86cCE6vJ5/scDdersR0dCWzvLlPasGOPV6oE7J0BgrQX6rkFdE+/bF/yXuioV6blI/M8R+/ou8+5a1HU4X4Hy59B2/OT5DkdvBAgQIECAAIHpCuT/2AoECBAgQGAdBLr+DP0bA5Nr26Zk0n1sXzbQxzJk/2oM4uyIubjR9ufzyzBGYyBAYHoCuSVSV/hUV0akH92Td3hPXmYdGPH7EXPrkDHh5VHojWMKKjN1gTF3779/6r1qkAABAgQIECAwRwEL33PE1hUBAgQIzFSg60v80P6yn2sZ1cUtaX1JWf7yfQWWLO/dMZ5cnDp2ycZlOAQITE/gV3qa+oOevHzmQFe4aldGpOcvH3P/6UnCIycprOxUBX5uRGvvHVFGEQIECBAgQIAAAQIECBAgQGDGAveJ9tv+VPt6A/3+35Z6Q9ujdDV5UGR8tqW9tnEtQ1ruJ55bF+wRUSBAYL0Ecs/qrutM3pndFfJ5BV31vtlRKX/B+Naeem3t5T7gwuIE2n4mddriRqdnAgQIECBAgMAUBNzxPQVETRAgQIDAUgic3DGKrjvBm+K5UF2HsQ9lq+vltiq5TcDP1BlLep6LVS+M+IWI+eA2gQCB9RDYP6Zxas9UzuvJ61sUb6uWD3h8c8RT2jI70vKXbflQSGExAgeM6HbSZ12MaFIRAgQIECBAgMB8BSx8z9dbbwQIECAwO4GhLU26em7b1qRvb9yudsr0XDDIxaDc5/aMiMseDo0Bfi3i8yNu1XHZ52h8BDZJ4H49k/35nrzM+kpPftui+J9F+dv11Kmzdo2EtutuXc757ARuNqLp54woowgBAgQIECBAgAABAgQIECAwB4EXRB/1n2nngyuH7mw7rqXek2c03lw0yjvC7xjxoRGfGPH0iG+JmHdMvifi5yPW8+g6PyvK/kHE3Ms379yedKuBrnaH7pKPrgQCBJZY4OwYW9fne6+BcR/RU/fcqm4+NLernzo9fyHY9RDiqlmnMxbIf2vqn099PuMhaJ4AAQIECBAgQIAAAQIECBAYK9C1YHyvgQbuHfn1F/5XDdSZdXb+RdZuEXNR/scj5kMorxFx7F7cWT8ftnnniFvdc/z2UVcgQGD1BO4aQ66vac35H46YTv61Sj78tqlTvn6sqH+XjjJl+eb4xUU9h4sXyLv6m59N22v+QlYgQIAAAQIECBAgQIAAAQIElkSg7ct7ph0zML7DIr+u+4sDdVYtOxey8i7zep5D57dctYkaL4ENF8jPet/nOn+RNhRy66OuNj6zo3JeV7vK1Om/G2VzexNhOQT6frHR/OyusxxDNQoCBAgQIECAAAECBAgQIECgb7HnpgM8l4v85st+8/rrA3VWOTsXwL8RsZnr0OvBqzxZYyewYQI/HfPt+kx/aKRF38L3v0Qb+SDcrj7q9DNG9qnY/ATuEV3VP6fy/JLIz39TBQIECBAgQIAAAQIECBAgQGBJBMov7uXx9QfGd5XIr/+s/yUDdVY9Oxe23haxdOo6fvWqT9b4CWyQQNfnONPzl15jQt/Cdt/e4XXf347Oxm7PNGZcykxH4E3RTP2zKs9fOZ1utEKAAAECBAgQIECAAAECBAhMQyD3wy6/uJfHtxrRwfur+rlH7iaEvr2AS0N3/23Cu8EcV10gH3Jbfm7r47HbjfRdF/LhlnW7bef5VyV7rjroGo4/n//Q9vMq0/KOcIEAAQIECBAg8cUZ+QAAQABJREFUQIAAAQIECBBYIoHyi3t5PHTHd07hoxHLOr+3RPOa9VByK5Ny7m3HR896ENonQGBbAkdG7bbPbpM2yXMLHjLQVtNm32s+XFdYPoFTYkh9P7fMO3z5hm1EBAgQIECAAIGtCeRv/QUCBAgQILDqAnnHd1c4siujSM8v+5sa/iMmfsOByX9nIF82AQKLFThnoPuXD+SX2bctT7ZwfFLU+eYW6qkye4G3jujiyyPKKEKAAAECBAgQWAkBC98r8WMySAIECBAYEPhBT37u3z0U8oFtZfi38mQDjq81MMeLBvJlEyCwOIEnDXT9lsi/YKBMmX1qeTLh8WOj/D9MWEfx+QgcN6Kb3xhRRhECBAgQIECAAAECBAgQIEBgjgK5B3XXn2/fZ8Q43lHVf9eIOutU5PPV/GvLA9dpsuZCYI0E8rNZf17r83yA79iQ+4DX9ceev3dsJ8otRGDMz3Hol6ALGbhOCRAgQIAAAQJbFXDH91bl1CNAgACBVRE4YMRAc7uPMlxSnqz5cf7S4KoDczxvIF82AQKLETh7oNu/iPwvDpQps48tTyY8vumE5RWfn8DVRnb1qZHlFCNAgAABAgQIrISAhe+V+DEZJAECBAgMCOSdbF1hzFYnX6oqb9Idzr9Qzb0+fW2d4JwAgaUQuEuMYughknedcKRjtsNoa7K587wtT9riBe43Ygg3GlFGEQIECBAgQIAAAQIECBAgQGABAl1/xv3YEWP5kyhT1v/aiDrrUGTMtgY3W4eJmgOBNRO4csynvGa1HW/ls3vvEe3WfY29m3jNfgQrNZ0Pj/i5rtSEDJYAAQIECBAgQIAAAQIECGySQL0Y05yfNgLhKVGmKd+8jqi28kXe0DLvZv7N68pP0gQIrKHA0Gf39C3O+fio13z2x7xec4v9qDY/gWOiq3wAdN/P86j5DUdPBAgQIECAAAECBAgQIECAwKQCF0eFti/2Q1t5ZD/Paam7Z2ascbh1zK3Nq0z7tTWev6kRWFWBK8bAvxex/KyWx/nMgvxrjq2E3aLSORHL9rqOcxzC8gv8cgyx62eY6X+6/FMwQgIECBAgQIAAAQIECBAgsNkCX4/pt325v/8Ilie11N3qwtGI7hZe5MiW+bbZ7bXwkRoAAQK1wJsjoe3z2qTl53s74cej8nciNu3Vr38Xeet8fdyO3TLWrX9+9flPLOOgjYkAAQIECBAgQIAAAQIECBD4kUDXHqZP/1GRzqOHRU69GLBHZ+nVzjigZa713PP8qas9TaMnsJYCd49ZtX1em7QxWzuNgTkoCuWdwN8q+vvbOD4iorA6AvvGUJv3RtfrzqszHSMlQIAAAQIECBAgQIAAAQKbKdC15+0NRnA8PsrUiwJXGFFv1YqMXfROi11WbXLGS2ADBOrrVHmeD+mdxZ3Yu2+A67pOMbf6Kt8j9fE71nXi5kWAAAECBAgQIECAAAECBNZJIL/A11/q8/yXRkzyLi118065dQqHxmTafNrS8mFoAgECyyXw/hhO2+c10969XEM1miUR+EiMo+s9k+l3WpJxGgYBAgQIECBAYCYC7uaaCatGCRAgQGABAhdto89DWuoe1pK2qkl5F+g7Rw7+XlHu0yPLKkaAwHwEHhzdXL+nq6f05MnaXIHjBqb+9oF82QQIECBAgAABAgQIECBAgMASCPxejKHtzrYbjRjbrVrqrsvC9/4xt0+0zK/NKrd8EQgQWC6BE2M4bZ/XJu0hyzVco1kigeY90vW6REM1FAIECBAgQIAAAQIECBAgQKBL4AOR0fbl/jldFYr0tq1Ohu6UK6ov9eHjYnRtLnXafZZ6FgZHYDMFrhzTrj+r9fmem0lj1gMC+4x47ww0IZsAAQIECBAgQIAAAQIECBBYBoGvxiDqBaE8z4d7DYVbRoG6bt5lucphtxj88yJ+P2I9t/r8lFWeqLETWFOBu8W86s9qfX74ms7dtLYvcJ2B98+rt9+FFggQIECAAAECBAgQIECAAIF5CHw7OqkXhfL86SM6P6Gl7k+MqLfMRX6mZU5tPtdY5kkYG4ENFbhazPsHEds+s03a0RtqY9rjBPL90bxX2l7zF74CAQIECBAgQGCtBTzccq1/vCZHgACBjRLYt2O2ucf1ULh8S4FVXVTaK+byaxHPbJlTmfSxODk04mfKRMcECCxc4AExgvdG7Pv/9FwY/+zCR2oAyyzQ9zDUHPenlnnwxkaAAAECBAgQIECAAAECBAj8SKDtjrZMe9mPinQeXTVy6vr5wMtVDKfFoOu5lOffi/wXreLEjJnABgjcKeZYfl7bjm1NtAFvhClM8eED76X8xadAgAABAgQIEFhrgdz/UyBAgAABAussMOaO7wNbAI5oSVvmpN1jcL8d8dE9g8z9vvOhne7060GSRWBBAvlLuocO9L1r5F8yUEY2gRTIX+j2hXP7MuURIECAAAECBNZBoO9PKNdhfuZAgAABAgT2GEFwUUuZMfVaqi0s6VnRc9+idw7sYREteqeEQGB5BPJGlE9H7Fv0fkPk59YVFr0DQRglsOrPqRg1SYUIECBAgAABAgQIECBAgMAmCLRtCZBpfzpi8nlXeF3/ESPqLUuRt7eMv57PAcsyWOMgQOCHAm0P1q0/u3/4w9IOCIwX+HoUrd9L5fn4lpQkQIAAAQIECBAgQIAAAQIEFipQfqEvj18/YlRXiTJlnTx+yoh6iy5ySAzgLyPWY6/PH7zogeqfAIHLCLwuUurPan3+9Ciz32VqSiAwLJBbW9Xvp/J8uAUlCBAgQIAAAQIECBAgQIAAgaUQKL/Ql8cvHzG6g6NMWSePf2NEvUUWya1YvhaxHnd97gFmi/wp6ZvAZQVuE0ljPrtPuGxVKQRGC9T/FtTnoxtSkAABAgQIECCwqgIebrmqPznjJkCAAIGxAheOKPjNljL7tqQtS1I+4O67IwZzryjjAWYjoBQhMAeBw6KPF0W8+4i+bhll3jWinCIEugRyq5MrdGVKJ0CAAAECBAgQIECAAAECBFZHIBe46zva8vwZI6aQi9x13ZeOqLeIIldrGWs99jy/7iIGp08CBC4jcMVI+dWIbZ/TtrS9LtOCBAKTC7w7qrS9v5q0/AWqQIAAAQIECBBYa4Fd1np2JkeAAAECmyRwfsdk/70jvUy+qDzZcbxnS9qik24SAzh7xCBy0fsjI8opQoDAbAWOjOb/NuKzRnTz1Cizc8S269GI6ooQuJTARy91dtmTH1w2SQoBAgQIECBAgAABAgQIECCwjAL/HINq7mQrX583crBlnTx+w8h68yp25+ioHmPbee4fLBAgsFiBvMv7LyJeErHtc1qm/UuUsf1gIAhTFfiFaK18n9XHHpo6VW6NESBAgAABAgQIECBAgACB2Qm8JZquv9jn+c1GdlnX/cuR9eZR7DHRST2+tnMPspzHT0MfBLoFLhdZub1S2+ezTsv993OBXCAwC4GTo9H6Pdec+6uCWYhrkwABAgQIECBAgAABAgQIzEjgXdFu86W+fH38yP7KOnmc+6MuOuQerK+JWI+t7fyARQ9W/wQ2WGD3mPuLIrZ9Nuu0z0W54zbYytTnI3Cr6KZ+7zXn34+8ZdzOaz4yeiFAgAABAgQ2RsCfVW7Mj9pECRAgsPYC076D7cAFi10++n9fxGNGjOPwKPOfI8opQoDAdAUOjub+MOIpA81eHPl/H/GMiK+POO3rVTQpELiUQC5ydwUPtuySkU6AAAECBAgQIECAAAECBJZQ4GUxpuZutvL1pJFjvaCq//GR9WZR7KhqLOV8yuOPRrmDZjEAbRIg0CmQD4e/XcQ3RSw/j13HH4pyPxtRIDBPgfyrgq73ZKYLBAgQIECAAAECBAgQIECAwIoInB3jbPuS/5yR4//rqv6/j6w37WLHVuNom1Om/X5Ed+1NW197BLoFjoys0yJ+JmLX57JMf0+Uu3VEgcAiBO4UnZbvx/p4/0UMSp8ECBAgQIAAAQIECBAgQIDA5AL1l/rm/KEjm/qzKNfUydevjqw3zWI/UY2hHE95fO9pdqotAgQ6BXLv7rxz9tcj5r7I5eew6zi3KLpeRIHAIgXuGJ13vUczXSBAgAABAgQIECBAgAABAgRWRKDrC/6vjBz/k6Nc3cbIqlMp9oCW/uvx5Pn1p9KbRggQ6BPIPf5vHvErEds+h21pfxRlF/1sgBiCQOC/BU6N/7a9T5u0/TgRIECAAAECBAgQIECAAAECqyHQfJmvXx8/cvi/GuXKupeMrDeNYrkdS9l32/Eno8wh0+hMGwQIdArknvlnRPxuxPMjtn0Wy7RXRplrRxQILJvA/WNA5Xu1Pt552QZsPAQIECBAgAABAgQIECBAgMBlBfILfP2lvjnPBe0x4a5RqKnTvI6pt50yeXfo6S39Nv03r7mvsECAwGwE9oxmbx/x/RGbz1zX64VR5tURbxHRHvuBICytwH1iZF3v40zfe2lHbmAECBAgQIAAAQIECBAgQIDApQS6vuA/+lKluk9yT966jV26i08lJx9+V/dZn584lZ40QoBALXBEJLwkYt7dXX/umvMm75+jzOERD44oEFgFgXvGIJv3cdvrHqswCWMkQIAAAQIECBAgQIAAAQKbLpB3bLZ9sc+0R47EObmljVktDFwj+vp4S3/lHHK/4H0jCgQITFcg9+7+WMTy89Z2/B9RJv8SJB9uKRBYNYFTYsBt7+smbdXmY7wECBAgQIAAAQIECBAgQGAjBfaPWTdf5uvXnx8p0rZdyiz2QM2xfrtnvDn+B48cs2IECIwTyAf5vShifX1oO/+zKHfdiLaCCARhZQVuESNve383abP+i6aVhTNwAgQIECBAgAABAgQIECCwTAJti9bNl/ufHjnQY6JcU6d5vebIumOL3SwKDj0wL+9eFwgQmI7A7aKZN0ZsPtNdr9+LMrmXvq1MAkFYC4Grxyy63u+ZLhAgQIAAAQIECBAgQIAAAQIrIJCLVV1f8HOf0zGhbfF8mnd8HxmD+MeIXeN8eOTNamuVMfNXhsC6CFwpJvLLEbs+a2X6h6LcT67LxM2DQCFwfByX7/X6uCjqkAABAgQIECBAgAABAgQIEFhWgV1jYPWX+ub85AkG/bWqnWnd8f2YaPf7VdvN+L4R6T8bUSBAYOsCeQ04NWLeud18tvpefzPKHRBRILCuArlVzyUR2z4HX1jXSZsXAQIECBAgQIAAAQIECBBYN4HLxYTavtxn2t1HTjb3O83FgLKdfAjedkJuW3L/iGWb5fHbt9O4ugQ2XCAXu28R8RURy89V13He3X1sRIHAJgj0/SXUZzcBwBwJECBAgAABAgQIECBAgMC6CHQtdk2yjcEzAqO5Q+4/4ni7D7d7f7TRNq5PR3ouiO8VUSBAYDKBk6L4syO2fbba0nKf/90m60JpAisv0LfwnZ8TgQABAgQIECBAgAABAgQIEFgBgVzUalvwyrRfnGD8r6ra+bkJ6pZFbxsn36raasZ3fqSfWBZ2TIDAoMCVo8SLI/5dxOaz1Pf6oCi3f0SBwKYK5F9E9H1GNtXFvAkQIECAAAECBAgQIECAwMoJ/FuMuO1L/nUnmMk0Fr5v1TGOHNuZES3GTfADUXSjBXaP2b8g4gcidu2R33zm868oHhkxH2wpECCw005HBULz+Wh7ZUSAAAECBAgQIECAAAECBAisiMBXYpxtX+7/1wTjv2XVxs0mqJtF31zVL8fz15GXd+AJBAi0C+Q++7m90GMjfi7iuyKWn6H6+IOR/8CIR0YUCBC4tMA+cVp/ZsrzS5d2RoAAAQIECBAgQIAAAQIECCytwDtiZOWX+ub4aROM+AlVG68ZWfc6Ue5zVd2m/3y9w8h2FCOwiQK5Z3d+Rs6OWH5u6uNzIv9jEXMrodz6RCBAoFvgqMiqP0PleXdNOQQIECBAgAABAgQIECBAgMBSCeSDKcsv9c3xoycY5b2qNl46ou4DqzpNv81rPsRSIEDg0gLHxulzI3ZtUdR8ft4QZXKrk4dEFAgQGC+Q2/40n6O21/EtKUmAAAECBAgQIECAAAECBAgsVOD10Xvbl/tcNBsbrhgFyzb+oqfiQZH32qp8WfdLkXf5nvqyCGySwM4x2dz//vkRu7Ylaj4/F0aZN0Z8XMTc/kQgQGBygcOiSvOZanudvEU1CBAgQIAAAQIECBAgQIAAgYUI5IJa25f7b08wmjtWbeTidVu4USS29dWk/VPk54P5BAKbLLBnTP7UiK+O2Hw2+l5/P8o9PmL+UkkgQGB7AteI6n2ft+21rjYBAgQIECBAgAABAgQIECAwN4EXRE9dX/LHDmKvljbquvU+4HWfj4gKe9SVnBPYEIFctH5ixHdGrD8bbee5lcktIh4aUSBAYHoCB0ZTbZ+5Jm16PWmJAAECBAgQIECAAAECBAgQmKnAo6L15gt9/Tq240Na2mgW5A6OvM+25Jd95VYOAoFNEtg1JnvNiP8n4ncilp+HruPcQuguEXP7E4EAgdkIXDua7foMZrpAgAABAgQIECBAgAABAgQIrIhAPvyu60v+PiPnkPsJ123sFmm3bUkvy30y8o+IKBDYBIEDYpK3j/i+iOXnoO/49Ch7UsTc/kQgQGD2AvlZ6/pMdm3jNftR6YEAAQIECBAgQIAAAQIECBCYWOD4qNH1Jf9KE7RWt/HKnnaz7C9HdOfqBMCKrqTAsTHq3MbnvIj1Z6Tr/Fei7AkRBQIE5i9w9eiy67N57vyHo0cCBAgQIECAAAECBAgQIEBgqwJHRcWuL/knTtDoRT3t1O3nHawCgXUU2DsmlYvWvxOxft93nX8tyt4rYm4ZJBAgsFiBvoXv/AwLBAgQIECAAAECBAgQIECAwIoI5JYkXQtyT51gDp/uaadp/0NR5goTtKkogVUQyM/QgyKeGbF5rw+9vjrK3jiiQIDAcgnsG8Pp+/wu12iNhgABAgQIECBAgAABAgQIEOgV6PqSn9uVjA1vjYJd7WT6fSPmXuACgVUXyC168q8WcuE6f5nT975v8v4myt0z4mERBQIEllfgBjG05nPb9rq8IzcyAgQIECBAgAABAgQIECBA4DIC346Uti/4mTYm/EIU6qqf6T82phFlCCyxQP7S5q4RHxXxzyP2vd8z7+sRnxHx2hHzjnCBAIHVEDgmhtn3+V6NWRglAQIECBAgQIAAAQIECBAg8N8CuU1D1xf9PqIDI/NlPXVz64eD+xqQR2DJBe4f43tNxN+O2PUZyfTvRXxDxLwT/PCIAgECqylwcgy777O+mrMyagIECBAgQIAAAQIECBAgsKECeSdr1xf9rj25d486f9lTL9sTCKySQN6ZnduYPDDiP0R8QcRLIrZ9NnKh+4MRT4l464hZTyBAYPUFfjam0PaZb9JWf4ZmQIAAAQIECBAgQIAAAQIENkhgz5hr86W+fj2kxeHHI+3LPXWaNo5oqSuJwDIJ5Hv/ZhFzATvf0+dGbN6/5aL3hZGef8Hw7ognRjwgokCAwPoJ5HZGzTWg7XX9ZmxGBAgQIECAAAECBAgQIEBgzQXavuBn2pOqeec2Dn8Vsat8mX6tqq5TAssgkHd2PyDiUyOeF7F8z5bHF0TeIyLmVic3jSgQILD+Av8rplheB+rj9RcwQwIECBAgQIAAAQIECBAgsGYCb4351F/w8/wlxTwfFscXd5R7Wkv6LxV1HRJYpMBx0fkdI54Vse193qTlXd6Pj5iLX9eLKBAgsFkCz4/pNteDttfN0jBbAgQIECBAgAABAgQIECCwBgJ3izm0fcn/80jfJWIuGrblZ9ovR8xQ55/x36n+Q2D+AntEl9eOmA+lzG1K6vdmeZ6/zMmHtN4gor9SCASBwAYLPC3mXl4f6uMNpjF1AgQIECBAgAABAgQIECCwmgJ3jmHXX/Cb89d15OXds7nfdxPeGwdNnXw9p8nwSmAOAvtHH7lX919ELN+HbcffijJ/HDHfv/tEFAgQIJACT47Yds1o0igRIECAAAECBAgQIECAAAECKyZwWIy3+WI/5jX3Rj6hmuMLW9qoijglMFWBfIBq7sP9nYhD79uzo8wTIt4m4s4RBQIECNQC94yErmvJR+vCzgkQIECAAAECBAgQIECAAIHVEOj6sl+n553d+7ZM6f6RVpfdtaWcJALbEbhxVH56xPq91nZ+bpTLOzgPjphb9ggECBDoE7hRZLZdSzLty30V5REgQIAAAQIECBAgQIAAAQLLK3BRDK3rC3+T/r4oc2DHFI5uqW/huwNL8miB3aLkz0R8fcTmfdj3+rdR7q4R825wgQABApMInBiFu64vr52kIWUJECBAgAABAgQIECBAgACB5RH4eAyl6wt/pp85MNTDW+ofP1BHNoE2gQMi8dERPx2x7z3Z5L06yt0pov26A0EgQGDLApeLml0PxH3slltVkQABAgQIECBAgAABAgQIEFiowOOi92YhsX7Nu233GzG6ul7+2bhAYEggtyG5WsRnRqzfQ13nz46yN4loC5NAEAgQmJpA27+F+YvhvafWg4YIECBAgAABAgQIECBAgACBuQlcP3rqWmDM9NNGjqRu44kj6ym2eQK7x5Rzv+6xW5jke+vxEa8aUSBAgMAsBXK7pDdGfE/E/CXb/hEFAgQIECBAgAABAgQIECBAYMUErhfjrRes287HTKuul3fwCgQagdxG4GER/zJi/V5pOz8ryt0v4l4RBQIECBAgQIAAAQIECBAgQIAAAQIECIwSuGaUaltwbEsb86DK+u7dd40ahULrLHBSTO7uET8Yse19Vae9OMrdPOLOEQUCBAgQIECAAAECBAgQIECAAAECBAhMJJAL2fWiY9/5DUe0/qyqzU+NqKPIegnkgvUNIr484mci9r2nMu/vIv58xPwljECAAAECBAgQIECAAAECBAgQIECAAIEtC1whag4tSNb5vzaitydX7f7niDqKrL7AsTGFK0bMPXG/FrF+79TnL4syt46YW58IBAgQIECAAAECBAgQIECAAAECBAgQ2LbAwdHCmMXJerEyz4fC0VGgrjdUR/5qCpwcw35IxGdErH/m9fk/RJkHRMz95AUCBAgQIECAAAECBAgQIECAAAECBAhMXeCj0WK9MNmcHxF5P9WTf8jAaO7QUveqA3Vkr47APWKoebf2L0Vs3jNtr7nFyUsiZvldIgoECBAgQIAAAQIECBAgQIAAAQIECBCYicBB0erpEdsWKjNt/x295h7NXWWetKNM18sBLXU9pLBLa7nT94nh5aL1IyJ+IOLzIv4gYtt745uR/vGIx0e8bcRdIwoECBAgQIAAAQIECBAgQIAAAQIECBCYucCHo4e2RctMO67q/a0dZd9elatPd2+plw86FFZDIPfpzrv2HxAx92fP2LxnLonjZuH73+L4FRHfGfGkiHtG9AuOQBAIECBAgAABAgQIECBAgAABAgQIEJiPQD7I8k0RmwXM8jUXM+/bMow7dZS/INIv31K+Scq8CyOWfdytyfS6dAK5WH1oxGdG7PtrgPx5nh/x5yLmVid+mREIAgECBAgQIPD/2bsPcDmq+v/jCQkJ6RAggVBCqNI7kQ6hivQiRZASxR+iUuQvYANBBewKCgoqoqJgBRQEpUvvTUBCMaEllNAh/f/5DPtdz87O7t2bu3uzuXmf5zmZ2SmnvObM5tnvzj2LAAIIIIAAAggggAACCCAwbwQc2HxcOQ1Ex/p72l7rxwY9VYUDnXFsuvyZttdLV2pnHD9d6yvWO5h93S4wQDXurPwl5cnKca2Kln7C+yjlk5TzfxWgTSQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKB7BbZTdQ5uFwU0ve37HTSn1lPiL3dw3i25Ov00MWneCnh+9wOU/6JcazzEdge7f6C8pfLKyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAtBDZUKyKQWbQ8VPv7ddDST9UpY/065xL4roPTTbv8pP/yyn6qOz/1TNF4mKnj/qrsQLenxiEhgAACCCCAAAIIIIAAAggggAACCCCAAAJtI+ApSv6oXBTcjG3faLC1g+uU4x+/rJW+qh1Rl5cn1zqQ7U0X+KBK/LOyn8pPr0Gt9XN03J7KJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAoC0FNlarXlWuFeT09v2UF1ZuNNUra6EahXgO8PS8O2ocx+auC/ga7KJ8j3JqXm/9hzp2K+X+yiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKBtBfZVy+oFO2do/x5z0fpt65R7Vo3yvpI758Eax7F57gQG6LRDlKco17vm6b5LdewWyiQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDtBTyXc0dP+zrovVwXepIGUPPrRcXurY3pcS8VHcS2TgmM0tFHK6euHa2fq+P9ZHdfZRICCCCAAAIIIIAAAggggAACCCCAAAIIIDBfCGyqVnYU/LxMx4zoYm9+WqeeDxSUnX/i221kWo0CqA42jdX+Lyt3dI3T/Z7ffWflWtPQaBcJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBoT4FN1Kw04Fm0fmiTmj60Tl0/Kqhj/YLjCw5jU07AT2Z/VPkXykXXs9a2u3X8dsp++p+EAAIIIIAAAggggAACCCCAAAIIIIAAAgjMlwJj1OpaQdDYvl6TexblFi3zTxcfVNC+ZZvcnp5SnJ/G/6byXcpFtrW2ed70ccoEu4VAQgABBBBAAAEEEEAAAQQQQAABBBBAAIH5W6Cfml8rGOrtf1P2fNDNTiuowFr17pKrbPWCY5ln+n0kT/nyYeV/FRjV8o3t1+uc7ZVJCCCAAAIIIIAAAggggAACCCCAAAIIIIBAjxL4nXoTgdD88sct7mm+vnh9X67eLQvauFbumAXlpb+o2ED5J8ovKodZo0vPr+4fqCQhgAACCCCAAAIIIIAAAggggAACCCCAAAI9VqBWwPTMbujx/qqjVv2DkvpHFxy3ZLK/J6962hcHuk9Xfli5lle97cfpPD81T0IAAQQQQAABBBBAAAEEEEAAAQQQQAABBHq8wDD1sFbAtDs6X2+alU8kDXDgN9/ObZP9PWm1jzqzp/Knla9Tzve7kdd36DxPYbKoMgkBBBBAAAEEEEAAAQQQQAABBBBAAAEEEFigBBwYLQqkvtONCr+p0Ya/J20oaucqyf75eXU1NX5F5VOVH1Iuuh4dbXtK531GeaQyP04pBBICCCCAAAIIIIAAAggggAACCCCAAAIILNgCtYKqf+wmls1VT1EbZmh7/KjmOgXH7N1N7WtmNX1V2EDlo5TPVb5aebZyUf/rbbtL53xReSVlT4VCQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgE/AOWtYKs3THPt5syqUYbrvJOpSHK+TY6YN6uKYLRDkx/TtltdV/eVM73o6PXb+icvyqfqLyycpStVRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkUB/bawXfE2nHCk6vxnbzq7TBpc/umD/vt7RBsmBaD/JvaHyCcrfUZ6o7CfW67nW2ve8zvuW8meVPQe7rw8JAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJMC/qHIWoHY2L56J8vszOFj69S/n/YtX7D/wM5U0MRjl1JZY5S/rHy7sgPVYdTZ5Uyd+0vl85T9NPdoZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBAkwROUTkdBW5f0DGLN6m+tBg/NV2rbgeXPS92fv+eaQEtWne7/CT3l5T95Hu+DZ15/YDOf1P5XGVPgbK78sLKJAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEWCpylshsJ5vopZweD+zWxLc+orFp1Fz3xfUQT63ZRDkKvpXys8jPKtdrS2e3/VFnHKNvKU6KQEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLpZ4Cuqr7PBXc9JfYiyg7uLKM9N8pPVter1tCL5fePnphKd4+DzKspbK/9G+R3lfNldef2IyjtNeVflPsokBBBAAAEEEEAAAQQQQAABBBZYgd4LbM/pOAIIIIBAOwpsqUbd1MWGTdT5FyovpPyg8v3KfqL6b8oOPE9Rfqm0PkFLp9nvLxr69zAd9SflacpDlGcpj1R+V3ldZf+4pPvhObk9rcgSyq1KngblHOXHlaMvraqLchFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTmUqC/zntGuStPPzd67mTV82I31dVom+od96zaepXydsp8eS0EEgIIIIAAAggggAACCCCAAAIIIIAAAgggMD8JrKbG+mnqeoHgBWXfcXJoxY97zk/jgbYigAACCCCAAAIIIIAAAggggAACCCCAAAI9RsABcM/lvaAEud3PR5U99/hgZRICCCCAAAIIIIAAAggggAACCCCAAAIIIIBADxbwHNq3Ks9P05M0ErB/Un06RtlzhpMQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEFlCBvur3FsrfV75IuZEAc7scc43au70y05cIgYQAAggggAACCCCAAAIIIIBAswX4Yaxmi1IeAggggMC8FlhFDXhOeT/lqcqjlR0gf0d5deVRyv2UhylPUF5UeVnlZqbXVNgdpfyEljcpv6ns9pAQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEGiJwMKlUv0lcAS+H9Z6R0+F/13HjFT2tCQDlRdR7qNMQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg7QQ2Uos6Cnzf13atpkEIIIAAAggggAACCCCAAAIIIIAAAggggAACCNQR6Cjw/Xydc9mFAAIIIIAAAggggAACCCCAAAJtILBQG7SBJiCAAAIIINBOApd30Bj/qCYJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIH5RmBntbSjp77nm87QUAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEhopglnK94PdwmBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQmJ8EJqqx9QLf81NfaC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 3/1/2026 11:27:26 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-01-03 3/1/2026 11:27:27 PM - Message: Response Documents : True