2/2/2026 12:16:13 PM - 
Message:	New survey response : ae42311a-33c4-4178-99f6-11466e193e2a, SurveyTitle: DIG/2-2-2026/11:58:41


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Eagle Eye News 


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Build


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Eagle Eye Digital Activation Project 


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:1 - 31 January 2026


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:280000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Department of Education agreement


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:High progress with schools and learners


2/2/2026 12:16:13 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:Notapplicable


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(0/1) 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:Notapplicable


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A), Value:5000


2/2/2026 12:16:13 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:EasternCape


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:5000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total audiences reached across South Africa for the reporting month:, Value:5000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(0/1) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiXhosa


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:10


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total people reached by content this month:, Value:5000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:10


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total people reached by content this month:, Value:5000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(0/1) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Other


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Specify 'other platforms' used to reach audiences:, Value:WhatsApp


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(0/6) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(1/6) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(2/6) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(3/6) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(4/6) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(5/6) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total males reached:, Value:500


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total females reached:, Value:4500


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total teenagers reached:, Value:2500


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total youth reached:, Value:1900


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total adults reached:, Value:600


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total elderly reached:, Value:500


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Reaching out to people


2/2/2026 12:16:13 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:Technology
Skills


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:People Management


2/2/2026 12:16:13 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:Financial risk
Fundraising


2/2/2026 12:16:13 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:Communication. Respect


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:280000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:168000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(0/7) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(1/7) 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:FringeBenefits


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(2/7) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(3/7) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(4/7) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(5/7) 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:Contractual


2/2/2026 12:16:13 PM - 
Message:	ResponseValue(6/7) 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


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:20000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:20000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Need people 


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:30000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:30000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:For positive people


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:40000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:40000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Rural traveling


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:30000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:30000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Needed equipment 


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:20000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:20000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:For ongoing. 


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:25000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:25000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Website and social media


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:4000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:3000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Partnership


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:169000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:168000


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:Lizo Nodada 


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:10.2 Position:, Value:Director


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0781646117


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:lizonodada12@gmail.com


2/2/2026 12:16:13 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 12:16:13 PM - 
Message:	Response Documents : True


2/2/2026 12:54:27 PM - 
Message:	update survey response : 396ad533-05e3-48c4-b609-52e301fd969a, SurveyTitle: DIG/2-2-2026/12:19:31


2/2/2026 12:54:27 PM - 
Message:	ResponseValues to delete : [{"ID":"230ec4a1-5ec1-44eb-a813-1de8a946700b","Value":"{\r\n  \"latitude\": -29.851125188673791,\r\n  \"longitude\": 31.031198939411027\r\n}","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","QuestionText":"1.2 Location (GPS Coordinates):","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"3a29511a-dbf1-43ce-9bf1-27e578a5094c","Value":"KwaZulu-Natal","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"2edd6a26-3978-47df-a5f1-2907e6092a86","Value":"3","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1a1747f7-2a07-47d1-97bb-1d07f3140d9c","QuestionText":"Target:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"57451b23-9193-46d3-87ef-46d8f11a73bf","Value":"N/A","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"36dee685-0036-4c19-b5c0-f765895332c8","QuestionText":"Comments:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"38af03f5-b8dc-48fb-b242-4cf7a3c76191","Value":"2","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1c912e64-d807-4ec3-a885-d7c8e85a96bc","QuestionText":"Actual:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"e3527518-c24a-4ad5-ae23-5bab72190ff0","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"fba6a8b8-952f-4010-b092-5ee17e2a679d","Value":"Noofstaffperorganisationwhocompletedtrainingaspartoftheirgrantactivities","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"be3827bd-2538-4c06-b8c4-5fcdc1c9e04e","Value":"During the reporting period, freelance agreements were drafted and payment terms negotiated. A website service provider was appointed and a sample site is under review, with the first payment scheduled. Price comparisons for office equipment were conducted, and new social media platforms were launched with content posting underway. ","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"e8ba0787-e260-4b2a-b3f0-61c8c5d7134b","Value":"Build","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"b2da7e60-c226-4d6b-8053-6b4f9a16f9cf","Value":"Created new pages aligned with our news niche and tailored to the content needs of our community.","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"983a8682-3759-43e1-ba77-675db0b16913","QuestionText":"Comments:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"1d044874-d7e2-4953-828e-6e513a669083","Value":"3","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"82107536-e5d7-4fd5-8874-c1dc2abf437a","QuestionText":"Actual:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"1db1f269-9d12-4272-b4e3-82643fe13f34","Value":"The Inkundla Yezindaba Digital Transformation and Community Engagement Project","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"3eb87bef-a2ad-4790-8354-9d8877c22eb5","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"701ce9d5-31be-4cc2-b9f2-a91b8e444e64","Value":"0","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bee6e864-54e8-479b-b60e-7264fcb6d13a","QuestionText":"Actual:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"206734d3-8f83-4534-863f-adc77f0c7ca8","Value":"19 - 30 January ","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"b1e5a5fa-0805-4ade-a55b-b063b2a67c21","Value":"I began drafting freelance agreements and negotiating payment terms. We appointed a service provider for our website and are currently awaiting a sample of the site, after which the first payment will be made by Wednesday. We also visited various suppliers to compare prices, as we are sourcing suitable equipment for our newsroom. \n\n","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"3db65340-12da-4a59-95f8-b4abe727eda0","Value":"0","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e077ffa6-b0d5-4ebc-833c-24c17000ac81","QuestionText":"Target:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"f5589e97-9f5c-4f70-a3ea-c1e2463b2493","Value":"245000","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"3bfcd046-74d1-4bca-add7-c2a04299bc7e","Value":"while we busy with the website we decided to publised the article on our whatsapp channel ","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ff45a213-cc19-434a-b37d-9ddc099df96a","QuestionText":"Comments:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"c9988b5b-d407-4be7-a028-c4e8b9cb39d2","Value":"Inkundla Yezindaba Newspaper","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"ef328364-d2aa-4609-a958-ebfbc4f4cb2a","Value":"we only hand a meeting and share content production and newsgathering tips. ","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"069cf245-c80e-4e5c-be9a-236ab8c4a328","QuestionText":"Detail training completed as part of grant activities:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"09e07f7b-17f2-41e6-978c-f893836bc837","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1770027571160)\/","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":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null},{"ID":"0ab61aba-1da5-4c9d-a30f-f920a0f2a50c","Value":"5","DateCreated":"\/Date(1770027571160)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0234361a-b7e0-41eb-9bd7-109e24878343","QuestionText":"Target:","ResponseID":"396ad533-05e3-48c4-b609-52e301fd969a","QuestionRowID":null}]


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Inkundla Yezindaba Newspaper


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{
  "latitude": -29.851125188673791,
  "longitude": 31.031198939411027
}


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Build


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:The Inkundla Yezindaba Digital Transformation and Community Engagement Project


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:19 - 30 January 


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:245000


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:I began drafting freelance agreements and negotiating payment terms. We appointed a service provider for our website and are currently awaiting a sample of the site, after which the first payment will be made by Wednesday. We also visited various suppliers to compare prices, as we are sourcing suitable equipment for our newsroom. 




2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:During the reporting period, freelance agreements were drafted and payment terms negotiated. A website service provider was appointed and a sample site is under review, with the first payment scheduled. Price comparisons for office equipment were conducted, and new social media platforms were launched with content posting underway. 


2/2/2026 12:54:27 PM - 
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


2/2/2026 12:54:27 PM - 
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


2/2/2026 12:54:27 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


2/2/2026 12:54:27 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


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:0


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:0


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Detail training completed as part of grant activities:, Value:we only hand a meeting and share content production and newsgathering tips. 


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:N/A


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:3


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:2


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:Created new pages aligned with our news niche and tailored to the content needs of our community.


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:5


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:3


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:we coved most of our local stories, although we are busy upgrading the site. but we have published some of the stories on our WhatsApp. 


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:5


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:We are still working on the content and doing researched. but we have published some articles on our WhatsApp channel. 


2/2/2026 12:54:27 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:KwaZulu-Natal


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:0


2/2/2026 12:54:27 PM - 
Message:	ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural


2/2/2026 12:54:27 PM - 
Message:	ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban


2/2/2026 12:54:27 PM - 
Message:	ResponseValue(0/1) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiZulu


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:3


2/2/2026 12:54:27 PM - 
Message:	ResponseValue(0/1) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia


2/2/2026 12:54:27 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:Teenagers


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Not much to say as am in the first stage of implementing. 


2/2/2026 12:54:27 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:We receive the money on the 22 January, and we hand to plane before implementing the plan. 


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:N/A


2/2/2026 12:54:27 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:N/A


2/2/2026 12:54:27 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:N/A


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:245000


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:147000


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:zinhle Cebekhulu


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:10.2 Position:, Value:Publishing editor


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0699709529


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:zinhle.cebekhulu"gmail.com


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 12:54:27 PM - 
Message:	ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-02


2/2/2026 12:54:27 PM - 
Message:	FAILED to send Response email to :- zinhle.cebekhulu"gmail.com


2/2/2026 12:54:27 PM - 
Message:	Response Documents : True


2/2/2026 2:08:59 PM - 
Message:	New survey response : 55f64db7-16f1-4b1d-97ae-00238700319a, SurveyTitle: DIG/2-2-2026/12:00:00


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:BT NEWS (PTY) LTD


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{
  "latitude": -29.860652016287172,
  "longitude": 30.994070420569265
}


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Build


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:BUILD


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:1 - 31 JANUARY 2026


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:329190


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:BT News aim is to establish digital foundation to expand the reach, access and  engagement for IsiZulu speaking communities via a mobile-first bilingual website, which will link to other digital social media platforms low-data distribution and audience analytics


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Facebook articles:- a  total number of three  articles were posted on BT News face book page

Facebook valentine competition:-  an advert has attracted lot of couples who have shared our own platform their stories on how they met which is very interesting which revitalise love and not hatred within the communities.

A visit to a school to motivate learners followed by an article on BT News platforms





2/2/2026 2:09:00 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


2/2/2026 2:09:00 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


2/2/2026 2:09:00 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:Percentagechangeinweeklypostscontentpublicationperdigitalplatformsincomparisontobaseline


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:Facebook - 8000


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:1,016


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:The 1016 on the first month is a proof that we are in track with the 23th month target


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:10 per week  which 40 articles per month


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:3 stories for the past two weeks


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:The funds has been received and the pace of doing work will progress as planned


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:10


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:3 - 30%


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:We have started now in January which will be our baseline the 30%


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A), Value:11000


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(0/3) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:Gauteng


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(1/3) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:KwaZulu-Natal


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(2/3) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:264


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:4301


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:363


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total audiences reached across South Africa for the reporting month:, Value:4928


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(0/1) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Periurban


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:KZN is mainly Durban central, Umlazi and PMB. All the areas are peri-urban


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(0/1) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiZulu


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:3


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total people reached by content this month:, Value:11000


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(0/1) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(0/6) 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


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(1/6) 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


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(2/6) 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


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(3/6) 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


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(4/6) 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


2/2/2026 2:09:00 PM - 
Message:	ResponseValue(5/6) 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:Other


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total females reached:, Value:164160


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total youth reached:, Value:12266


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total adults reached:, Value:10579


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total followers reached:, Value:456


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Specify 'other' audiences reached:, Value:old  females


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total 'other' audiences reached:, Value:130872


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:The posted articles and competition for Valentine has attracted so much interest and has made the platform so active


2/2/2026 2:09:00 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:The absence of funding on time to develop a website hence were unable to kickstart as planned. Other planned programs require finance as well.


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:The management systems especially for finance and the KPIs that have been developed for individuals participating on the program  helps to manage the program efficiently. The personnel knows what is expected of them as we link it to the signed agreement expectations


2/2/2026 2:09:00 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:N/A


2/2/2026 2:09:00 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:We used the analytics to receive the stats. The reporting items were submitted and discussed on three instances so that we are all on the same page including variances.


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:329190


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:196


2/2/2026 2:09:00 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


2/2/2026 2:09:00 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


2/2/2026 2:09:00 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


2/2/2026 2:09:00 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:Supplies


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:6680


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:9000


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:The variance of 2316 is a once-off as were developing the HR systems


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:0


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:1353


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Budget from the balance of personnel of R684
Budget of Accounting services of R500
Budget of R400 Insurance
Total R1584 was utilised and a balance of R231 


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:52588


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:26196


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Computer 12000
Phone 13000
Router 968
Total 26196
Budget balance 26392


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:0


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:3005


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:The office rental for January has been utilised for the supplies since it was office work outside the office. A balance of 231 from travel budget has been added which totals to 3231. There is a balance of 226


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:59268


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:39554


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:Cynthia Blose


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:10.2 Position:, Value:Managing Member


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0792278383


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:thobileb@btnews.co.za


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 2:09:00 PM - 
Message:	ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-02


2/2/2026 2:09:00 PM - 
Message:	Response Documents : True


2/2/2026 2:43:57 PM - 
Message:	update survey response : c353c3dd-d2e5-40be-90ce-4796b6abf7ad, SurveyTitle: DIG/2-2-2026/2:37:17


2/2/2026 2:43:57 PM - 
Message:	ResponseValues to delete : [{"ID":"b311cc1d-01f8-4f1a-9780-03d8b254fb57","Value":"Office Manager","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"b712b3a1-53a8-411f-9040-07c1b72a84a8","Value":"0","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"99b1fd52-081e-4487-b9ff-fd91c34d2a24","QuestionText":"Total people reached across the Province for the reporting month:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"680da304-10db-4b56-8bdc-3fc59e8f3975","Value":"0833755334","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","QuestionText":"10.3 Contact Number:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"3509fcd7-20c7-4e21-ba81-4fff69c0b2c5","Value":"{\r\n  \"latitude\": -26.3889,\r\n  \"longitude\": 27.84896\r\n}","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","QuestionText":"1.2 Location (GPS Coordinates):","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"f740f705-1adb-46c6-95f1-529fce9d16b9","Value":"savannacitytimes1@gmail.com","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"76cbb0d8-66d9-41c3-a265-5ead4200c08f","Value":"2026-02-02","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"fe028306-beaa-4e0c-9340-6cd4c9d3834f","Value":"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","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"0cec2984-caff-4886-ab0d-6e7dcd53427c","Value":"Grow","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"a64237e0-6f9f-46fd-9a46-8677eeaf3a4b","Value":"699421","DateCreated":"\/Date(1770035837763)\/","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":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"4a2b32ae-78e3-44a1-84fe-89bfd4dc629e","Value":"Minutesofmeetings","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3fa87ec4-2ce4-4571-a498-b8508eae7d05","QuestionText":"9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report)","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"b3482de0-ec61-4470-ad11-91d57cdc4306","Value":"1 - 31 January 2026","DateCreated":"\/Date(1770035837763)\/","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":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"e7ce36c4-e814-49c7-ae14-94a950659814","Value":"Omesha Chetty","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"c647fe6e-08b0-4182-93fe-a3638727bbd7","Value":"Xenor Projects ","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"6c9c6a0c-8390-4b22-88a9-b2dddf115d0c","Value":"ProjectWorkplans","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3fa87ec4-2ce4-4571-a498-b8508eae7d05","QuestionText":"9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report)","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"a94def9c-d063-4c9f-93b1-bf7857f2e4dd","Value":"419652.60","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","QuestionText":"8.2 Amount Disbursed by DNTF to Date:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"8043ea06-9f5a-4df4-8275-cd423db74d1c","Value":"699421","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","QuestionText":"8.1 Total Grant Amount:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"12be42f3-d5e8-49c0-8389-da83dd71514e","Value":"Xenor Projects","DateCreated":"\/Date(1770035837763)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"c282c1c1-4b7e-40e0-9f53-de09518a4041","Value":"Under this grant, Xenor Projects is implementing a Grow-Tier Digital Transformation Programme to strengthen the sustainability, reach and impact of its three hyper-local community publications: Globe Post, Orange Farm News and Walkerville \u0026 Savanna City Times.\n\nThe interventions focus on rebuilding Xenor’s digital foundations through the redesign of publication websites and content management systems, procurement of essential digital hardware and software and improved cybersecurity and cloud storage. The programme also expands newsroom capacity through the recruitment of specialised digital staff and the integration of digital consultancy support to embed product thinking and experimentation.\n\nIn parallel, the project strengthens audience growth and engagement through newsletters, WhatsApp distribution channels and multimedia storytelling, while establishing reader-revenue mechanisms such as memberships, donations and classifieds. Training in Solutions Journalism and AI is embedded throughout to support high-quality, community-centred public-interest reporting. Collectively, these interventions position Xenor for long-term financial resilience, stronger community reach, and sustainable digital journalism practice.","DateCreated":"\/Date(1770035837763)\/","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":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"302ba70c-dd76-44a5-811f-f3eb98dbbac7","Value":"During the reporting period, Xenor Projects initiated key foundational activities for the Grow-Tier Digital Transformation Programme. The process to engage a digital consultancy has commenced, with the scope defined to support digital product development, audience growth strategies, and the integration of experimentation and data-informed practices across the newsroom. Initial consultations have been conducted in line with the approved project timeline.\n\nIn parallel, recruitment and advertising posts for priority project roles — including a digital media expert, digital journalist and digital sales representative — have been developed and published across Xenor’s digital platforms and professional networks. These actions mark an important step toward strengthening newsroom capacity and enabling effective implementation of subsequent digital infrastructure, audience growth and revenue-generation activities.","DateCreated":"\/Date(1770035837763)\/","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":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null},{"ID":"ebdc97a2-a270-4634-9276-fd3ea811e408","Value":"A key highlight during the reporting period was the successful initiation of the Grow-Tier Digital Transformation Programme, with critical groundwork completed to enable effective implementation. Xenor Projects advanced the engagement of a digital consultancy, clarifying strategic priorities around digital product development, audience growth and revenue experimentation.\n\nIn addition and advertising for key digital roles were successfully launched, signalling a decisive shift toward strengthening newsroom capacity and building the skills required for a sustainable digital-first operating model. These early milestones demonstrate strong project momentum and alignment with the approved implementation plan, positioning Xenor well for the next phase of delivery.","DateCreated":"\/Date(1770035837763)\/","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":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","QuestionRowID":null}]


2/2/2026 2:43:57 PM - 
Message:	Audited Responses to delete : [{"ID":"514cda69-a625-4a6b-b6ee-028314e0e461","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"1787c332-badc-487e-9261-3eff7cc8d825","ResponseValue":"Omesha Chetty","ResponseValueQuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","ResponseValueQuestionText":"10.1 Full Name:"},{"ID":"8bb7f12b-21e5-47b3-90e0-0ea2dc82a844","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"f6e0defe-4e7d-4790-90f6-67ba4b21b334","ResponseValue":"Office Manager","ResponseValueQuestionID":"9359961b-79b0-4263-b43c-018ed9837820","ResponseValueQuestionText":"10.2 Position:"},{"ID":"6d7c2fcc-cfef-4c23-b1c4-16fd6fceee38","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"927798d3-d680-4996-a337-b3f798386ef6","ResponseValue":"699421","ResponseValueQuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","ResponseValueQuestionText":"8.1 Total Grant Amount:"},{"ID":"3e23b9d0-d59d-485a-97df-18a142812b80","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"646c82a7-1a10-4d82-b28a-1231fa8ee505","ResponseValue":"{\r\n  \"latitude\": -26.3889,\r\n  \"longitude\": 27.84896\r\n}","ResponseValueQuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","ResponseValueQuestionText":"1.2 Location (GPS Coordinates):"},{"ID":"e2ceae9d-84a9-40bc-a414-1ee7cc665d29","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"167ae773-512d-4566-b98b-d15f46c4bb6d","ResponseValue":"2026-02-02","ResponseValueQuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","ResponseValueQuestionText":"10.6 Date:"},{"ID":"447dd43d-7fdc-4b1c-9e01-2bae31975b0b","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"ca99ef45-7bd6-4b80-a7a3-a0fb915ea9ed","ResponseValue":"","ResponseValueQuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","ResponseValueQuestionText":"10.5 Signature:"},{"ID":"f3f0ae2b-36ef-4d03-a085-3687ca52e3e4","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"d96cdada-5a10-4ee0-8630-7a553ec7ea1e","ResponseValue":"0827720989","ResponseValueQuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","ResponseValueQuestionText":"10.3 Contact Number:"},{"ID":"c83f16e5-6032-4c60-ae24-4fa8ff643c0c","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"d0228195-2f11-4f80-88c8-cdb30d4e8181","ResponseValue":"1 - 31 January 2026","ResponseValueQuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","ResponseValueQuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):"},{"ID":"6d5c16ec-1b1f-433d-9f3b-572369e9f275","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"b6bc50af-a6ca-4ae7-86da-4ad044196d7c","ResponseValue":"Xenor Projects ","ResponseValueQuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","ResponseValueQuestionText":"1.1 Name of Outlet:"},{"ID":"cb675847-cdf7-4d45-8225-63b06a332639","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"3a3fd158-3f26-445d-b5b4-9f29236d6e68","ResponseValue":"savannacitytimes1@gmail.com","ResponseValueQuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","ResponseValueQuestionText":"10.4 Email Address:"},{"ID":"2f414172-e375-42d3-a7a9-68e415295d9d","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"55313bae-d760-4b54-8077-8315d03f478f","ResponseValue":"699421","ResponseValueQuestionID":"fde0ae89-d987-4782-9086-9324f00afa32","ResponseValueQuestionText":"1.6 Total value of grant funding (As stipulated in the funding agreement):"},{"ID":"ce15fc66-9716-4776-be61-8df29b8dee15","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"63f64109-b540-41a9-a2e6-dc6522fb3a85","ResponseValue":"Xenor Projects","ResponseValueQuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","ResponseValueQuestionText":"1.4 Programme/Project Title:"},{"ID":"f4cfb48f-ac37-435a-a260-b290272669c1","DateCreated":"\/Date(1769588141197)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"c353c3dd-d2e5-40be-90ce-4796b6abf7ad","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769519986303)\/","ResponseValueID":"68165759-745b-4713-b5aa-28f031315878","ResponseValue":"Grow","ResponseValueQuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","ResponseValueQuestionText":"1.3 Tier of Support:"}]


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Xenor Projects 


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{
  "latitude": -26.3889,
  "longitude": 27.84896
}


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Xenor Projects


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:1 - 31 January 2026


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:699421


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Under this grant, Xenor Projects is implementing a Grow-Tier Digital Transformation Programme to strengthen the sustainability, reach and impact of its three hyper-local community publications: Globe Post, Orange Farm News and Walkerville & Savanna City Times.

The interventions focus on rebuilding Xenor’s digital foundations through the redesign of publication websites and content management systems, procurement of essential digital hardware and software and improved cybersecurity and cloud storage. The programme also expands newsroom capacity through the recruitment of specialised digital staff and the integration of digital consultancy support to embed product thinking and experimentation.

In parallel, the project strengthens audience growth and engagement through newsletters, WhatsApp distribution channels and multimedia storytelling, while establishing reader-revenue mechanisms such as memberships, donations and classifieds. Training in Solutions Journalism and AI is embedded throughout to support high-quality, community-centred public-interest reporting. Collectively, these interventions position Xenor for long-term financial resilience, stronger community reach, and sustainable digital journalism practice.


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:During the reporting period, Xenor Projects initiated key foundational activities for the Grow-Tier Digital Transformation Programme. The process to engage a digital consultancy has commenced, with the scope defined to support digital product development, audience growth strategies, and the integration of experimentation and data-informed practices across the newsroom. Initial consultations have been conducted in line with the approved project timeline.

In parallel, recruitment and advertising posts for priority project roles — including a digital media expert, digital journalist and digital sales representative — have been developed and published across Xenor’s digital platforms and professional networks. These actions mark an important step toward strengthening newsroom capacity and enabling effective implementation of subsequent digital infrastructure, audience growth and revenue-generation activities.


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:0


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:A key highlight during the reporting period was the successful initiation of the Grow-Tier Digital Transformation Programme, with critical groundwork completed to enable effective implementation. Xenor Projects advanced the engagement of a digital consultancy, clarifying strategic priorities around digital product development, audience growth and revenue experimentation.

In addition and advertising for key digital roles were successfully launched, signalling a decisive shift toward strengthening newsroom capacity and building the skills required for a sustainable digital-first operating model. These early milestones demonstrate strong project momentum and alignment with the approved implementation plan, positioning Xenor well for the next phase of delivery.


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:699421


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:419652.60


2/2/2026 2:43:57 PM - 
Message:	ResponseValue(0/2) to add :- questionText:9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report), Value:ProjectWorkplans


2/2/2026 2:43:57 PM - 
Message:	ResponseValue(1/2) to add :- questionText:9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report), Value:Minutesofmeetings


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:Omesha Chetty


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:10.2 Position:, Value:Office Manager


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0833755334


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:savannacitytimes1@gmail.com


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 2:43:57 PM - 
Message:	ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-02


2/2/2026 2:43:58 PM - 
Message:	Response Documents : True


2/2/2026 4:26:14 PM - 
Message:	update survey response : cf6855aa-65c0-4f01-b449-f499fcbe7056, SurveyTitle: DIG/2-2-2026/16:02:35


2/2/2026 4:26:14 PM - 
Message:	ResponseValues to delete : [{"ID":"66ea61a9-43b5-4dc0-9bbd-06e974b32ed6","Value":"N/A","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"625c6af2-dfa6-41fb-ba76-ccc2ef982183","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:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"6dc70aa2-2c73-4ab4-8666-07a2945bb2a5","Value":"Petrol  - 2900,25\nCar battery  -  1199,99\nMechenic -  650,00\nPhone -   249","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3dcac44a-a2d4-43c2-b1b9-5c7f8a362ab9","QuestionText":"Notes:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"c5c0ce17-844d-4a4c-b4c9-0f869794ed70","Value":"50000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a7342e79-9bd0-4d48-87e0-5421020b5c77","QuestionText":"Total Expenditure:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"7002fb35-e4da-4650-b83e-12240a67b85e","Value":"72420","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"9762201c-f044-4cd6-a9e2-139c9bb5034d","Value":"12420","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06668f5e-b1ef-4c34-aaf1-fda5656b8725","QuestionText":"Total Expenditure:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"41d57187-24a0-4a8b-9b3d-20a0f95b267e","Value":"Please note its still at early stage","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"375709c6-fbfa-465d-b5ec-d4aaaa09f624","QuestionText":"Comments:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"3e69e6b6-e062-4132-bed6-24b40673389c","Value":"The project started with positive energy and excitement looking at the goals ahead. January is by far one of the slowest months of the year. Our research planning started in December with few appointments set for January. Some couldn\u0027t happen as people still lingering and not back yet from the holidays. Those that we managed to present to are quite happy to be part of this exciting project.   Planned the flow of digital data hub and which companies or stakeholders will be an ideal partner as we start this unique project.\nIdentified project lead manager and planned online presents including ways to financially sustained the project beyond its life-time(12months). Planned the first outreach program with key relevant partners in the medical field. ","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"a48704ea-48a6-45cb-9d5a-27fb9651b5e7","Value":"Contractual","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"b08dcb88-d682-4881-8e4e-2ba13f450db9","Value":"Travel","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"62361cfd-7638-44c6-aa38-2c4205e6975b","Value":"Project management:\nInclude: \n1. Web upgrade development\n2. Infographic Dashboard design\n3. Online store","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"157388f9-a8c0-4ce9-a0f1-f4eba04d980b","QuestionText":"Notes:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"b2c31289-7002-4c03-9188-2cba75f33faa","Value":"0835675037","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","QuestionText":"10.3 Contact Number:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"a23a58e8-d9cc-4c80-9fe4-2cc55fd3a6e8","Value":"Please note that this is still early stage of the project - we in a planning stage.","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"963b0bb6-a32a-4441-a287-2fe8c2cf9631","Value":"Office Rent \n ","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"30afd8cb-6513-48e1-8e98-fea4587c74a1","QuestionText":"Notes:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"8a43922e-bf57-4038-9d3e-30c5b24350aa","Value":"FinancialReports","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3fa87ec4-2ce4-4571-a498-b8508eae7d05","QuestionText":"9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report)","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"f36bf5bf-6e61-4127-a1d0-3a30e77134fe","Value":"12420","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"e1a8a4a8-6eb9-4489-ae82-cec409e2e6ac","QuestionText":"Total Budget:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"cea50c1a-fe40-45ea-a4d5-40ac0b4b1ac4","Value":"English","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"8669a92d-2e19-4c68-bdfe-42e6a1f25890","Value":"Grow","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"fa196ba8-e305-4d5d-863c-4876685e0163","Value":"5000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"927fb08f-0c53-4ad7-bd91-44389766eed8","QuestionText":"Total Expenditure:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"f6a8b9dc-e78e-467a-af36-4ca68db6f32e","Value":"72420","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"13c703f1-6acd-4e68-9b44-59d2957c0110","Value":"Domains and hosting","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"656a9824-d42c-4906-a104-5819370114e6","QuestionText":"Notes:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"6f5f0e90-23aa-4afe-a187-6259ee74d542","Value":"Notapplicable","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"ec351713-04f6-4be5-bca3-62a3f105b472","Value":"5000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"66e298f7-6015-4bbe-9b27-ce890609d0cc","QuestionText":"Total Budget:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"6666d0e5-5118-4c06-a7ff-66b4a7a29a21","Value":"5000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"05dde613-a5bb-4a7c-ae67-09eb10a0dd0a","QuestionText":"Total Expenditure:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"ff2076e7-5c74-47cd-acd5-67cdc41f9549","Value":"700000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","QuestionText":"8.1 Total Grant Amount:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"bfce1574-efbb-40c3-a3b5-6c4421c8d3ef","Value":"January 2026","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"1b59aae3-1a6b-4c67-b0bc-6c4638354846","Value":"Meeting via zoom and telephone. Some scheduled faced meeting which will happen in February.","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"03b85f76-da3e-4fe7-8558-7402d12812ff","Value":"africamyvoice@gmail.com","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"7f00e10e-2842-4d6a-9a14-773836c74771","Value":"5000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"663d421f-5255-4b90-9760-067ffb0499c9","QuestionText":"Total Budget:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"e8a1f67b-de0b-4a8d-b025-803515a7e606","Value":"Paul Mabusa","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"55e462df-9f6c-436a-91db-80643dd994e2","Value":"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","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"3b2b6f2a-8195-4f0a-ac0c-8710eb41de5d","Value":"1. Held a meeting with Urology for possible partnership - was requested to send proposal and presentation for consideration.\n\n2. Brief presentation with Mr Michael Currin - Deputy Director General with GCIS.  He will facilitate a formal meeting with all relevant officials and a way forward.\n\n3. Spoke to the office of MEC of Health Ms Nomantu Nkomo for participation in our first outreach program to be held in February. Respond was positive.\n\n4. Have secured domains which will be used for infographic and data story telling - Design still in progress\n\n5. Have also secured online store domain - design still in progress. This is vital in order to create financial sustainability beyond 12 months.\n\n6. Extensive research and data collection with regards to project itself and the sensitivity of the topic. Collaboration with GBV as this project highlight the source and foundation of GBV in many households in South Africa.\n\n7. Designed a logo to be used across all platforms and online. This will be on all branding materials. It will be the symbol of the project and men\u0027s program.","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"c45556d5-7ebc-406f-acb8-a2898ea444f5","Value":"50000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"5e7fe060-44e6-4d88-97e2-353e26b768e5","QuestionText":"Total Budget:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"86d13191-6b9d-4200-ae35-ad4d38646091","Value":"ProjectWorkplans","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3fa87ec4-2ce4-4571-a498-b8508eae7d05","QuestionText":"9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report)","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"7912d112-0035-464c-ac02-ae892ebb440e","Value":"700000","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"d9648f01-0f3c-4d59-86a1-b026c8c75890","Value":"Patience - some people take time to respond to your request and that affect your planning schedule.\nPositive responds in terms of the project. 3 in 5 are affected by this from their family members.","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"cd5abecc-0bb5-44c2-827d-bba96b5d3d09","Value":"Men Speak Up: Prostate Health Awareness in South Africa- ","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"bd76f94c-6f73-496c-a03c-c1c4d0900b9f","Value":"Managing Director","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"85c213e6-9b59-4f8f-a90c-c479b3ccf307","Value":"The Voice of Africa The Nations Speak","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"50762c1c-c263-4638-8ff6-c5f19d15a34b","Value":"Other","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"a896f757-8ef2-47ba-9810-e7e1a6542c36","Value":"420000","DateCreated":"\/Date(1770040955610)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","QuestionText":"8.2 Amount Disbursed by DNTF to Date:","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"859a224b-fb4d-44e1-8b13-f25f6ad69965","Value":"This month was mainly for meeting arrangements, proposal distribution and partnership agreements. ","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"dc252ee3-4602-4e88-a5c4-f7a34d3a7f0e","Value":"Notapplicable","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null},{"ID":"0daaa539-af6b-4322-a437-f7bb6acd5d4e","Value":"Gauteng","DateCreated":"\/Date(1770040955610)\/","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":"cf6855aa-65c0-4f01-b449-f499fcbe7056","QuestionRowID":null}]


2/2/2026 4:26:14 PM - 
Message:	Audited Responses to delete : [{"ID":"7c029ee3-4964-4aa5-a57c-058db63d7aa6","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"d7d95666-73d0-47b0-99e0-bbfdb7153c05","ResponseValue":"Men Speak Up: Prostate Health Awareness in South Africa- ","ResponseValueQuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","ResponseValueQuestionText":"1.4 Programme/Project Title:"},{"ID":"cc6b8db8-e508-4b19-aaa2-06561d8f56cc","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"fba318dc-faa8-4ba0-b0a9-a9ab8aa69392","ResponseValue":"Please note that this is still early stage of the project - we in a planning stage.","ResponseValueQuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","ResponseValueQuestionText":"7.1 Provide a description of successes and highlights during the reporting period:"},{"ID":"c9f2c993-9231-4499-9a3b-0cc05140e783","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"323e877b-fde3-49ec-a8ee-e6c4b362e539","ResponseValue":"Other","ResponseValueQuestionID":"abafb132-f28f-41f5-af1b-c22213947131","ResponseValueQuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):"},{"ID":"0a1dbaba-ab97-4a5c-9645-18a4d2d7222d","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"635ac0a0-1540-478d-a11e-204e8397c062","ResponseValue":"Meeting via zoom and telephone. Some scheduled faced meeting which will happen in February.","ResponseValueQuestionID":"6474ec12-6506-4dcb-b1d1-694c59874a1c","ResponseValueQuestionText":"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):"},{"ID":"cf7571a5-891e-4b4b-8164-19231c1df2b2","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"63977574-343b-4656-b264-1b191a102bcf","ResponseValue":"Gauteng","ResponseValueQuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","ResponseValueQuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)"},{"ID":"4b5ebd08-6069-4721-939f-1e8a943b6f94","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"d70a103c-f438-48d4-b607-959d8274b863","ResponseValue":"Equipment","ResponseValueQuestionID":"abafb132-f28f-41f5-af1b-c22213947131","ResponseValueQuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):"},{"ID":"031919a2-3a2c-41dc-8df5-215e24f05e2c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"fd4a10ec-0a07-4bd4-970c-a2bb649f991e","ResponseValue":"67412","ResponseValueQuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","ResponseValueQuestionText":"Total Budget:"},{"ID":"063a5c14-8bd6-4437-ba40-27f43f48d786","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"d7f12ea5-9e7d-457d-9138-d3ad2897124f","ResponseValue":"The Voice of Africa The Nations Speak","ResponseValueQuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","ResponseValueQuestionText":"1.1 Name of Outlet:"},{"ID":"2787d64c-f6fc-4a2d-b8d7-2b9b491963e2","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"e0baa467-19d8-45fe-bd61-57148367e67e","ResponseValue":"700000","ResponseValueQuestionID":"fde0ae89-d987-4782-9086-9324f00afa32","ResponseValueQuestionText":"1.6 Total value of grant funding (As stipulated in the funding agreement):"},{"ID":"94be3179-3a6e-4421-aef9-2cce21600f33","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"5f72a631-83e0-4b15-94c6-bc65831c9b86","ResponseValue":"Personnel","ResponseValueQuestionID":"abafb132-f28f-41f5-af1b-c22213947131","ResponseValueQuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):"},{"ID":"79eff22e-1b5f-40ba-9577-3fca327c9d83","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"a4b3eab3-8b0b-4f90-ad22-2f8768c70fa3","ResponseValue":"Web development a","ResponseValueQuestionID":"157388f9-a8c0-4ce9-a0f1-f4eba04d980b","ResponseValueQuestionText":"Notes:"},{"ID":"94230da4-8d71-4736-897d-4871bf57e602","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"846e7fc3-757b-4665-b6e9-b367448c3645","ResponseValue":"Grow","ResponseValueQuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","ResponseValueQuestionText":"1.3 Tier of Support:"},{"ID":"39cd6865-beb3-477c-81f4-55f9fce4c156","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"10a7c990-d595-403a-baca-fe3d3caf18c7","ResponseValue":"5000","ResponseValueQuestionID":"927fb08f-0c53-4ad7-bd91-44389766eed8","ResponseValueQuestionText":"Total Expenditure:"},{"ID":"e73a6049-e6c9-45b7-ac25-59142753c61b","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"23f13f4e-277e-49e0-8e10-8199fc236a3e","ResponseValue":"English","ResponseValueQuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","ResponseValueQuestionText":"5.1 Select targeted languages: (Select all that apply)"},{"ID":"607cd64f-23c8-4fdb-9851-598c1245e537","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"c8af2e16-1734-486e-83ca-6663ff5bb15a","ResponseValue":"africamyvoice@gmail.com","ResponseValueQuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","ResponseValueQuestionText":"10.4 Email Address:"},{"ID":"047daad1-8fed-4a26-b4ef-609912eb2835","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"ccc22753-8c4f-4921-ad09-924c8a1b667c","ResponseValue":"Managing Director","ResponseValueQuestionID":"9359961b-79b0-4263-b43c-018ed9837820","ResponseValueQuestionText":"10.2 Position:"},{"ID":"e604b2b8-a482-4a28-b39e-61042ae37410","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"b4462a0c-c292-444d-88aa-c17f1c6f7481","ResponseValue":"Notapplicable","ResponseValueQuestionID":"325a5433-d588-4482-a56a-3569ca73457c","ResponseValueQuestionText":"2.4 Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)"},{"ID":"74de7fb3-5ec5-455f-9434-6cf838ece05c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"06382655-2e0e-4d5b-8501-97aa9c4f4d5e","ResponseValue":"Patients - some people take time to respond to your request and that affect your planning schedule.\nPositive responds in terms of the project. 3 in 5 are affected by this.","ResponseValueQuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","ResponseValueQuestionText":"7.3 Describe lessons learned during the reporting period:"},{"ID":"2a083bc2-72d6-435c-8c31-716cec91da0e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"0de03e62-b517-4c85-aa7b-b1512f238aa0","ResponseValue":"50000","ResponseValueQuestionID":"5e7fe060-44e6-4d88-97e2-353e26b768e5","ResponseValueQuestionText":"Total Budget:"},{"ID":"d36d3762-77e3-4acb-85ee-7855056d9e17","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"17d33a2e-eabc-41ce-bf5f-070d797007fe","ResponseValue":"Travel","ResponseValueQuestionID":"abafb132-f28f-41f5-af1b-c22213947131","ResponseValueQuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):"},{"ID":"d7a42bc7-1393-4b7a-9a8c-79b496a08d3e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"13463733-4b49-4949-87e5-73152bd9fbfa","ResponseValue":"WebApp","ResponseValueQuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","ResponseValueQuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)"},{"ID":"9f2910d0-e39d-4866-8a3f-7b0016f5efb2","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"b0a27030-26ec-4827-977d-dd0ae7e4f325","ResponseValue":"Domains and hosting","ResponseValueQuestionID":"656a9824-d42c-4906-a104-5819370114e6","ResponseValueQuestionText":"Notes:"},{"ID":"3e380dbe-dda4-4a60-b38b-87965be71c93","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"a6cad769-350e-4f50-bc72-5c18d3d2f6f4","ResponseValue":"1. Held a meeting with Urology for possible partnership - was requested to send proposal and presentation for consideration.\n\n2. Brief presentation with Mr Michael Currin - Deputy Director General with GCIS.  He will facilitate a formal meeting with all relevant officials and a way forward.\n\n3. Spoke to the office of MEC of Health Ms Nomantu Nkomo for participation in our first outreach program to be held in February. Respond was positive.\n\n4. Have secured domains which will be used for infographic and data story telling - Design still in progress\n\n5. Have also secured online store domain - design still in progress. This is vital in order to create financial sustainability beyond 12 months.\n\n6. Extensive research and data collection with regards to project itself and the sensitivity of the topic. Collaboration with GBV as this project highlight the source and foundation of GBV in many households in South Africa.\n\n7. Designed a logo to be used across all platforms and online. This will be on all branding materials. It will be the symbol of the project and men\u0027s program.","ResponseValueQuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","ResponseValueQuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:"},{"ID":"cebd3e1f-6921-4fb3-8041-89fcf111b3f7","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"4c34f213-5739-4582-b9e7-bb14dd59dc77","ResponseValue":"0835675037","ResponseValueQuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","ResponseValueQuestionText":"10.3 Contact Number:"},{"ID":"0cdc82de-99ce-49f9-abbd-8a446858e360","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"faa8aca5-e250-4526-81d7-2c1db858d355","ResponseValue":"Paul Mabusa","ResponseValueQuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","ResponseValueQuestionText":"10.1 Full Name:"},{"ID":"55e46651-49cf-4e9d-bf5e-934e18e2de5b","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"11be742b-a39a-416a-88bf-5858b0c41ff8","ResponseValue":"Notapplicable","ResponseValueQuestionID":"dd54771b-787e-49e2-80ee-1ad409650e8d","ResponseValueQuestionText":"2.3 Select applicable OUTPUT Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)"},{"ID":"ecb3c687-8ea5-488f-9c06-9d78adf9c659","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"d1322444-ea7e-4bbd-835c-f8acad165518","ResponseValue":"700000","ResponseValueQuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","ResponseValueQuestionText":"8.1 Total Grant Amount:"},{"ID":"2e80f642-39fd-403c-911d-ac1577c27863","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"3672c34f-c877-448b-867f-871762c917b5","ResponseValue":"The project started with positive energy and excitement looking at the goals ahead. January is by far one of the slowest months of the year. Our research planning started in December with few appointments set for January. Some couldn\u0027t happen as people still lingering and not back yet from the holidays. Those that we managed to present to are quite happy to be part of this exciting project.   Planned the flow of digital data hub and which companies or stakeholders will be an ideal partner as we start this unique project.\nIdentified project lead manager and planned online presents including ways to financially sustained the project beyond its life-time(12months). Planned the first outreach program with key relevant partners in the medical field. ","ResponseValueQuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","ResponseValueQuestionText":"2.1 Please provide a short summary of the interventions being implemented under this grant:"},{"ID":"91f73179-2359-4ecd-a430-b30ded9907fc","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"f6f5fc4d-7ab5-4708-80d0-df684bbb2d00","ResponseValue":"TechnologyPlatformDevelopment","ResponseValueQuestionID":"abafb132-f28f-41f5-af1b-c22213947131","ResponseValueQuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):"},{"ID":"eb1e2861-846c-4f9e-b66f-b3fdb29ce40f","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"61edc9a9-56a6-498d-a8ba-fa718abe4b72","ResponseValue":"This month was mainly for meeting arrangements, proposal distribution and partnership agreements. ","ResponseValueQuestionID":"d112c127-51b4-4ee6-b27d-56b0b0283cab","ResponseValueQuestionText":"7.2 Describe key challenges, failures, or missed targets during the reporting period, and the adjustments or course corrections made in response:"},{"ID":"a547c725-5499-4781-9f75-bb7df84b6f25","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"4d86f463-149e-4433-aa18-f9f6ff8bc2f4","ResponseValue":"5000","ResponseValueQuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","ResponseValueQuestionText":"Total Expenditure:"},{"ID":"0ec8fac5-afcf-47a8-a3ed-bc66b0b0367c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"3f05bba1-9472-4251-acc8-43b7ce820d1f","ResponseValue":"Please note its still at early stage","ResponseValueQuestionID":"375709c6-fbfa-465d-b5ec-d4aaaa09f624","ResponseValueQuestionText":"Comments:"},{"ID":"f2a1aeb8-f53a-4bd2-9e1b-bcbb25308113","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"7cb8d06c-607d-464f-94a6-46f318515684","ResponseValue":"Petrol","ResponseValueQuestionID":"3dcac44a-a2d4-43c2-b1b9-5c7f8a362ab9","ResponseValueQuestionText":"Notes:"},{"ID":"ff017711-bfd5-485a-befa-bd2f64d79b78","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"02f06641-ce5e-40c9-9b34-a646eb578934","ResponseValue":"420000","ResponseValueQuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","ResponseValueQuestionText":"8.2 Amount Disbursed by DNTF to Date:"},{"ID":"ec179fa5-f05b-4118-b9cb-bdd8cdbd63d5","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"3e9ca132-7f0d-4a66-a8d2-6c056ad5608b","ResponseValue":"5000","ResponseValueQuestionID":"663d421f-5255-4b90-9760-067ffb0499c9","ResponseValueQuestionText":"Total Budget:"},{"ID":"9287f885-6aa7-4ff4-8a03-caf11702cbe5","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"4a1e9181-2736-4a6b-9e2b-a8523afe2b82","ResponseValue":"Salary","ResponseValueQuestionID":"9beffe76-ee69-457b-be37-89851f81406a","ResponseValueQuestionText":"Notes:"},{"ID":"ce2b8151-75b0-46bb-bbb2-ddd876fd3308","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"e5c174ac-02f7-408e-ac6d-998cb9eddb3f","ResponseValue":"Contractual","ResponseValueQuestionID":"abafb132-f28f-41f5-af1b-c22213947131","ResponseValueQuestionText":"8.3 Utilisation of the Grant by Item/Activity (Select all that apply and provide details on applicable expenditure and notes below):"},{"ID":"5d24bfda-bb43-4f26-be9c-e013f637e9f5","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"09ac9c51-1fa0-44e5-b80e-c33dc9f40ebe","ResponseValue":"12412","ResponseValueQuestionID":"e1a8a4a8-6eb9-4489-ae82-cec409e2e6ac","ResponseValueQuestionText":"Total Budget:"},{"ID":"3e53b585-c0e7-4b38-811b-e0852a3e8b3e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"f6f7768b-3f6b-4bd7-aeda-6511416d4a38","ResponseValue":"N/A","ResponseValueQuestionID":"625c6af2-dfa6-41fb-ba76-ccc2ef982183","ResponseValueQuestionText":"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:"},{"ID":"3b8d040b-0740-48d8-9292-f2e48b6e1f64","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"c5f4d5a4-7e8b-4308-96f4-55e1f486488b","ResponseValue":"Office Rent \nCar battry ","ResponseValueQuestionID":"30afd8cb-6513-48e1-8e98-fea4587c74a1","ResponseValueQuestionText":"Notes:"},{"ID":"a2fa4b04-765b-45ea-8638-fab87583614a","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"cf6855aa-65c0-4f01-b449-f499fcbe7056","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769920327053)\/","ResponseValueID":"3bc651b3-51c0-4fc9-a010-66d06caac3f0","ResponseValue":"January 2026","ResponseValueQuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","ResponseValueQuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):"}]


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:The Voice of Africa The Nations Speak


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Men Speak Up: Prostate Health Awareness in South Africa- 


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:January 2026


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:700000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:The project started with positive energy and excitement looking at the goals ahead. January is by far one of the slowest months of the year. Our research planning started in December with few appointments set for January. Some couldn't happen as people still lingering and not back yet from the holidays. Those that we managed to present to are quite happy to be part of this exciting project.   Planned the flow of digital data hub and which companies or stakeholders will be an ideal partner as we start this unique project.
Identified project lead manager and planned online presents including ways to financially sustained the project beyond its life-time(12months). Planned the first outreach program with key relevant partners in the medical field. 


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:1. Held a meeting with Urology for possible partnership - was requested to send proposal and presentation for consideration.

2. Brief presentation with Mr Michael Currin - Deputy Director General with GCIS.  He will facilitate a formal meeting with all relevant officials and a way forward.

3. Spoke to the office of MEC of Health Ms Nomantu Nkomo for participation in our first outreach program to be held in February. Respond was positive.

4. Have secured domains which will be used for infographic and data story telling - Design still in progress

5. Have also secured online store domain - design still in progress. This is vital in order to create financial sustainability beyond 12 months.

6. Extensive research and data collection with regards to project itself and the sensitivity of the topic. Collaboration with GBV as this project highlight the source and foundation of GBV in many households in South Africa.

7. Designed a logo to be used across all platforms and online. This will be on all branding materials. It will be the symbol of the project and men's program.


2/2/2026 4:26:14 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:Notapplicable


2/2/2026 4:26:14 PM - 
Message:	ResponseValue(0/1) 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:Notapplicable


2/2/2026 4:26:14 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:Gauteng


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:Please note its still at early stage


2/2/2026 4:26:14 PM - 
Message:	ResponseValue(0/1) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Please note that this is still early stage of the project - we in a planning stage.


2/2/2026 4:26:14 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:This month was mainly for meeting arrangements, proposal distribution and partnership agreements. 


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Patience - some people take time to respond to your request and that affect your planning schedule.
Positive responds in terms of the project. 3 in 5 are affected by this from their family members.


2/2/2026 4:26:14 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:N/A


2/2/2026 4:26:14 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:Meeting via zoom and telephone. Some scheduled faced meeting which will happen in February.


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:700000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:420000


2/2/2026 4:26:14 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:Travel


2/2/2026 4:26:14 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:Contractual


2/2/2026 4:26:14 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


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:5000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:5000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:5000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:5000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Petrol  - 2900,25
Car battery  -  1199,99
Mechenic -  650,00
Phone -   249


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Domains and hosting


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:50000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:50000


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Project management:
Include: 
1. Web upgrade development
2. Infographic Dashboard design
3. Online store


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:12420


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:12420


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Office Rent 
 


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:72420


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:72420


2/2/2026 4:26:14 PM - 
Message:	ResponseValue(0/2) to add :- questionText:9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report), Value:ProjectWorkplans


2/2/2026 4:26:14 PM - 
Message:	ResponseValue(1/2) to add :- questionText:9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report), Value:FinancialReports


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:Paul Mabusa


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:10.2 Position:, Value:Managing Director


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0835675037


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:africamyvoice@gmail.com


2/2/2026 4:26:14 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 4:26:15 PM - 
Message:	Response Documents : True


2/2/2026 4:33:09 PM - 
Message:	New survey response : 7eb052c3-c306-42bd-a3ac-f2cbbfa0b109, SurveyTitle: DIG/2-2-2026/2:14:29


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Indaba News


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Indaba en Meer


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:2 - 31 January 2026


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:737600


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Digital Infrastructure Upgrade
Enhancing the "Indaba News" website architecture to improve user experience, page load speeds, and mobile accessibility.

Podcast Production Scaling
Investing in high-quality audio equipment and editing software to increase the output and sound fidelity of "Indaba en Meer."

Audience Engagement Strategy
Implementing data analytics tools to better understand reader behavior and tailor content to the specific interests of their community.

Revenue Stream Diversification
Developing a sustainable monetization model through membership programs, sponsored podcast segments, and digital advertising.

Journalistic Capacity Building
Providing specialized training for the editorial team to improve investigative reporting and multimedia storytelling techniques.


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Multilingual Site Launch
The low-bandwidth website has been successfully established to serve the Graaff-Reinet and broader Karoo region, providing news in isiXhosa, Afrikaans, and English.

Podcast Integration
The "Indaba en Meer" audio platform is now live, focusing on community-centric storytelling to reach audiences in areas surrounding Graaff-Reinet.

Digital Transformation
The project has transitioned from the "foundational" phase (website setup and hosting) to active content generation, moving the newsroom toward a digital-first model.

Audience Reach Expansion
By utilizing a low-data site design, the company has successfully increased its reach among historically underserved communities who face high data costs.

Capacity Building
The team has completed initial training on entry-level digital skills and content management systems (CMS) to maintain the new platform independently.


2/2/2026 4:33:09 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


2/2/2026 4:33:09 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


2/2/2026 4:33:09 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


2/2/2026 4:33:09 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


2/2/2026 4:33:09 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


2/2/2026 4:33:09 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:Percentagechangeinnumberofuserssubscribersfollowersorengagementmetricsondigitalplatformsincomparisontobaseline


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:1000 per month


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:500 per month


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:Usage of IFNOTYNOT MEDIA's WhatsApp broadcasting (links to Indaba News website) and WhatsApp channel for redirection to the Indaba News website. 


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:8 per month


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:6 per month


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:Reporting as news develop. Currently undergoing a name change of the town from "GRAAFF-REINET" to "ROBERT SOBUKWE TOWN".


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:80%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:30%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:Improvement in digital engagement with community via WhatsApp  channel for news and Youtube for podcasts.


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:50%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:25%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:50%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:25%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Target:, Value:10%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Actual:, Value:5%


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A), Value:1000


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(0/2) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:EasternCape


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(1/2) to add :- questionText:4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply), Value:WesternCape


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:3200


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:800


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total audiences reached across South Africa for the reporting month:, Value:4000


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(0/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(1/2) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(0/3) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:Afrikaans


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(1/3) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(2/3) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiXhosa


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:6


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total people reached by content this month:, Value:250


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total people reached by content this month:, Value:750


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:2


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter


2/2/2026 4:33:09 PM - 
Message:	ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia


2/2/2026 4:33:09 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


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total unique users reached:, Value:4000


2/2/2026 4:33:09 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:Subscribers


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total subscribers reached:, Value:1000


2/2/2026 4:33:09 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:Followers


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total followers reached:, Value:3000


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:
1.  Our Team is proud to successfully relaunch our website with a new look and better offer. Visit https://indabanews.co.za/  

a.	This site loads faster for better results
b.	Layout of the website meets our desired objectives   and works well with our brand
c.	Its Mobile Friendly with a great menu
d.	It is secure with HTTPS and also has integration of other things we will be launching in the year such as a Merchandise Shop and Check-out system for donations and subscriptions. 
e.	The new platform is user friendly and easy to navigate for readers. 
f.	We also have a great CMS to load articles on and great support 
g.	We also are happy that it has a stock image option to find free stock images when we don’t have real images. 

2.	We relaunched our new Facebook page called Indaba News – Indaba & Meer Podcast. Currently not having many followers but we will grow it. – We struggled to get the old page back but we decided to relaunch 

3.	We launched our WhatsApp Channel. 

4.	First week of Launch we had 70 unique visitors on our site and currently sitting on 519 (as of 30 January 2025) Our Launch was on the 15th. Meaning that we achieved 519 in 15 Days. Thanks to our editorial team that ran stories about initiation camps, Matric stories and a touch of National news such as the taxi accident that stole the lives of young scholars. 

5.	We successfully places a proofreader who is excellent in English and Afrikaans. He too is looking after the editorial integrity of our newsroom and makes sure that everything makes sense. 

6.	We also placed a permanent Local Videographer/Photographer that attends events and can write short articles to help with current affairs in our community. 

7.	We managed to also get the equipment as stated in the budget. And the equipment is currently being installed with software. We negotiated good prices for high spec equipment. 

8.	The Designer is also busy with the launch material for the new look as we want all the elements to speak to (Look uniform) to the new site. 






2/2/2026 4:33:09 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:1.	Challenge we faced was getting access to our old Facebook page that had over 5000 followers and was active. 
2.	We struggled to get the previous news editor onboard as he is now fully employed in another town. 
3.	We struggled to add a co-signatory to the Absa account to allow for delegating payments. This will be resolved in February. 
4.	We struggled to get the content of our old website back from the service provider Domains as the content expires and they delete their servers. 



2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:1.	Always keep all Login Details at a central place and make sure that there is a second party also responsible for the access to the platforms. The Facebook issue hit us as we thought we would at least get 1500 unique visitors on launch day through Facebook. However, because no one had access to the Facebook page, we had to start from scratch. 
2.	Keep articles short and add more photos. We saw this with the initiation school story as we could see that people wanted to go to the gallery to view. We published the gallery on Facebook and invited people to read the article online of which we had more photos. So this is working for now. 
3.	Videos work. Through our dedicated local reporter /  Videographer we are able to produce quality videos (Edited and narrated) these are great for Social Media and we share the video on Facebook and ask people to read the article online. 



2/2/2026 4:33:09 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:No risks identified. – Our AI Ethics are still being developed to make sure that we are inline with the press councils code of conduct. 
No Cyber issues as we have a great service provider with years of experience in this sector. 



2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:737600


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:737600


2/2/2026 4:33:09 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


2/2/2026 4:33:09 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:Equipment


2/2/2026 4:33:09 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:TechnologyPlatformDevelopment


2/2/2026 4:33:09 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:Other


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:15300


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:21168


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Freelance journalists


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:65000


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:41000


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Podcast equipment


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:5000


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:2000


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Using IFNOTYNOT MEDIA to promote stories on WhatsApp channel, promote INDABA NEWS WhatsApp channel, promote INDABA NEWS via broadcasting to divert traffic to INDABA NEWS website and Facebook page.


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:85300


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:64168


2/2/2026 4:33:09 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:FinancialReports


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:EVERTON WILLIAMS


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:10.2 Position:, Value:CEO and Founder


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0780348598


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:evertonwilliams007@gmail.com


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 4:33:09 PM - 
Message:	ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-02


2/2/2026 4:33:10 PM - 
Message:	Response Documents : True


2/2/2026 5:05:10 PM - 
Message:	update survey response : da1cf470-0dff-423c-bf9f-dbce8553107c, SurveyTitle: DIG/2-2-2026/5:25:45


2/2/2026 5:05:10 PM - 
Message:	ResponseValues to delete : [{"ID":"a2d1e65d-dca2-4656-98ed-068ef930c600","Value":"Spreadsheet Attached","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"abc0b81f-b7c6-4a1f-8ac6-bc216dc2ac36","QuestionText":"Notes:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"ed5ed6c1-8cfc-466e-8640-18e336b5f547","Value":"0","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d47b1283-83ea-4f8a-a0fc-0662413a255b","QuestionText":"Total people reached by content this month:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"d4fcb1a8-de24-4439-b571-1f6205c648d1","Value":"Mfanizile Abram Dlakude","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"8a0fcea9-a762-468a-a8bc-26431e4fe527","Value":"0813037023","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","QuestionText":"10.3 Contact Number:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"bfaa783f-3601-4d42-afe0-279f044fc2da","Value":"Publisher","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"093dc386-4b48-4130-8538-27cbb450c58d","Value":"514000","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","QuestionText":"8.1 Total Grant Amount:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"2e44c3e0-a5be-484d-83ae-2c45260e94bb","Value":"No tracking yet","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"8ebc2067-de25-4b5b-b4ee-2f0949ebac59","Value":"None so far","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"a1b71555-568b-45f2-9834-3376e75f25c9","Value":"Other","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"fc51b7d2-380f-4af0-9251-3aa0d535b921","Value":"Grow","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"ccd0f695-c863-40ec-9304-41d336a6e3d7","Value":"None","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"625c6af2-dfa6-41fb-ba76-ccc2ef982183","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:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"fcd72269-7d5c-458c-a528-49360a6de088","Value":"Personnel","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"f02051cc-e2e3-46ff-b098-4d6d0842f6c3","Value":"58894","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"375f9ff9-1dc4-47c4-b76b-d268d252142f","QuestionText":"Total Budget:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"9f5f6d60-7059-4ea3-9cc9-4fbc8a61fbd1","Value":"0","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"70afa6cb-3cbc-4868-8ff3-0934e057a3ed","QuestionText":"Total number of content developed and/or published for reporting month:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"601a94ac-683f-46d8-9419-50ab934c4207","Value":"SocialMedia","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"74710c23-f5f8-4f81-9f97-5155c29dac0f","Value":"Other","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"623ef92c-d971-4d97-8441-5342160c3daf","Value":"147094","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"2edc143c-59c0-442a-8470-5e3f30fd47da","Value":"Other(specify)","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f2bf886-5a87-48e5-a19b-b57d656e3311","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"5fd826bc-a3bc-4418-a736-5e4af48a55c4","Value":"None so far","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"efd2ec66-dab5-4c63-9b8a-633f4ceed7ef","Value":"No tracking yet","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bd1b47b8-9f64-4614-81cf-e2e6ca021324","QuestionText":"Specify \u0027other\u0027 audiences reached:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"61876930-3175-4ad7-b6e8-650c3b78f628","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"c8fbb36e-95cc-4bfb-ba7e-6b49dd549e14","Value":"Work Tools Purchased\nHeld strat planning and developed strategies for Isindebele Content Development Growth and events to host\nWebsite and CMS almost done, trial upgraded site already live\nDeveloped Plan or Strategy for content that pays and also introduced Sales strategies for revenue growth on all advertising platforms especially online\n\n","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"2418b2d2-17c1-4f7d-9252-730873749c8d","Value":"25000","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7e20047c-163d-4e1b-9f8c-975d6144b52f","QuestionText":"Total Budget:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"07ac8c54-be48-452f-93c6-735c39bf0057","Value":"2026-02-02","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"e57ab6cb-85b4-4bc1-924b-75918466622b","Value":"info@highveldchronicle.co.za","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"e69e8fb6-ba02-414f-836c-7a5b100a1e2a","Value":"Spreadsheet Attached","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"656a9824-d42c-4906-a104-5819370114e6","QuestionText":"Notes:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"8fcdc8ed-ab4d-43b3-a220-7e90ea840f0f","Value":"58894","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bd726557-32ff-46ad-b5b9-b99d811b5eed","QuestionText":"Total Expenditure:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"c5c9c1c9-3db9-4031-8931-87d3bd968626","Value":"Periurban","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"b3a31227-4440-4aa3-91c5-8813b9266833","Value":"514000","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"5e05377f-032d-4814-9106-8a8d28bffde3","Value":"25000","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a5f7f489-8cc3-414e-99bf-63b1bc3754c3","QuestionText":"Total Expenditure:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"5c49014a-218f-4492-99f4-8e31cf77d550","Value":"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","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"9b7d769b-4c45-48de-982b-8f764f15ff62","Value":"R 514,000 have been secured to implement a 12-month digital expansion project in Mpumalanga\u0027s Nkangala District. The project aims to address information gaps and social challenges by expanding digital access, promoting the IsiNdebele language and culture, and improving health, environmental, and business awareness through multimedia journalism.\nKey interventions include the production of over 100 multimedia stories in both IsiNdebele and English, distributed in low-data formats to ensure accessibility. A mobile-friendly website and a dedicated mobile app will be launched by March 2026 to further enhance digital access. To engage the community directly, the project will host four community events to educate the public, promote the new digital platforms, and build partnerships with local organizations to amplify reach.\nTo ensure long-term sustainability, the project will focus on revenue generation through online advertising and marketing platforms for small businesses. The goal is to increase monthly revenue from R80,000 to R130,000 within six months, a 60% increase. The project also includes training for the team in AI, multimedia, and digital tools to create sustainable content. The total project budget is R 514,000, with R 411,200 allocated for project implementation and R 102,800 for administration.\n\n","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"af816616-003e-40d6-b4e5-917c6ec04305","Value":"Highveld Chronicle","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"b34e78e6-8059-4bfa-9b52-92e2520e5ef0","Value":"Equipment","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"3c810f39-ebd2-46c2-aa4c-93644246328f","Value":"Mpumalanga","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"15e46175-5a42-4153-8478-97e97b248c66","Value":"Spreadsheet Attached","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9beffe76-ee69-457b-be37-89851f81406a","QuestionText":"Notes:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"04f7dd64-f9c4-45d1-87ea-9b2a2db724af","Value":"English","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"90ea5926-ebfd-4a32-88a3-a0b639168fcc","Value":"21000","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c6558efe-bcdd-4d40-8834-0a3f01d847be","QuestionText":"Total Expenditure:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"422553d9-5147-4e8c-a325-af6ed8ce62ca","Value":"42200","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"927fb08f-0c53-4ad7-bd91-44389766eed8","QuestionText":"Total Expenditure:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"46c34906-4409-4987-9dc5-b4f20908e259","Value":"21000","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"478d11a2-977e-4617-bb7c-81fb103266f1","QuestionText":"Total Budget:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"4912d124-5418-407a-8bc9-ba7e3a2bff82","Value":"We approached those who can in areas where we lacking","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"568b0715-cc45-4046-9c39-bbafc2384cd2","Value":"Supplies","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"037e74ad-6728-4e97-94c5-bc9b19ed95b7","Value":"FinancialReports","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3fa87ec4-2ce4-4571-a498-b8508eae7d05","QuestionText":"9.1 SUPPORTING DOCUMENTS (Select the relevant supporting documents that provide additional context or evidence for the performance report)","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"10d3229f-dcc6-46a8-bf08-c0b5f70e5de6","Value":"308400","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","QuestionText":"8.2 Amount Disbursed by DNTF to Date:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"6550a031-2ec7-4295-87ee-c1bf9821ed47","Value":"isiNdebele","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"d7b5c475-d866-4cab-9d2b-c3cda055726b","Value":"147094","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"33f9af04-e24c-4b3e-b30b-c89ec6098925","Value":"Urban","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"f65e7ebf-fd15-4111-ac6a-ca1dcac67a5d","Value":"Rural","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"36cc9fee-38d2-4894-9936-d970e89ec04a","Value":"WebApp","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"838d324c-5f65-4edf-8e1b-e44d25220f83","Value":"0","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","QuestionText":"Total number of content developed and/or published for reporting month:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"51def0a9-e55d-470a-9297-e5754e8c3a6d","Value":"{\r\n  \"latitude\": -26.145756000000002,\r\n  \"longitude\": 28.675795\r\n}","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","QuestionText":"1.2 Location (GPS Coordinates):","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"02a0c92c-382c-416b-9546-e5e506b7141c","Value":"No tracking yet","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"8cea3864-2758-437b-b1ea-fca08c67b7a1","QuestionText":"Specify \u0027other\u0027 audiences reached:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"db9b69ca-30ce-44be-929e-e71a7059ae8f","Value":"Spreadsheet Attached","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"67c28d92-b380-4026-a358-4fa5eb2b7010","QuestionText":"Notes:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"2df111b1-3e94-4d20-826f-ea5e09c9122c","Value":"No tracking yet","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cf573e90-b3be-400a-8a7b-8cb115b70672","QuestionText":"Specify \u0027other\u0027 users reached:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"c985fba4-9737-4215-9fa6-ed2540565b68","Value":"0","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"29a19269-50ef-45f6-ba0f-dd734019da9a","QuestionText":"Total people reached by content this month:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"bb214dd9-6e1a-4c77-aed7-ee7b3b94a09d","Value":"1-31 January 2026","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"abf34c7d-42d0-4728-beb8-efbc4ca87d1b","Value":"Other","DateCreated":"\/Date(1770002745687)\/","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":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"4ba03f87-030e-4ba9-85a7-f205ddbf4ae1","Value":"42200","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"663d421f-5255-4b90-9760-067ffb0499c9","QuestionText":"Total Budget:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null},{"ID":"d4b333bc-82b5-4d27-a128-f56feba1e965","Value":"Highveld Chronicle","DateCreated":"\/Date(1770002745687)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","QuestionRowID":null}]


2/2/2026 5:05:10 PM - 
Message:	Audited Responses to delete : [{"ID":"25301b06-6cba-40a7-a1a5-02aa420238a9","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"9fd76418-0215-41d8-81e6-7d4a624c3144","ResponseValue":"Periurban","ResponseValueQuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","ResponseValueQuestionText":"Please indicate the settlement type of the communities reached:"},{"ID":"cc293098-f216-41a8-88d4-1a45b4f293fb","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"5a52507d-6360-4a15-afdd-aaf2eac684fb","ResponseValue":"0813037023","ResponseValueQuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","ResponseValueQuestionText":"10.3 Contact Number:"},{"ID":"eb7e6be6-53b5-42df-af68-1f3506ea09e1","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"cc0fc0c9-0fd8-4c25-8f2b-877c280bf7d8","ResponseValue":"Grow","ResponseValueQuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","ResponseValueQuestionText":"1.3 Tier of Support:"},{"ID":"5d05cc08-eace-4e22-974d-2140c8bdd62b","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"557c5c36-1e70-45fd-b927-8dffc80c450d","ResponseValue":"Highveld Chronicle","ResponseValueQuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","ResponseValueQuestionText":"1.4 Programme/Project Title:"},{"ID":"e2d2636b-dab5-48cf-b55a-26242d39a55d","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"fca57d9a-4ceb-4007-8ff1-30697c6099b0","ResponseValue":"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","ResponseValueQuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","ResponseValueQuestionText":"10.5 Signature:"},{"ID":"a9244926-e1c5-4bcb-b416-4e8ccc6da8be","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"7ed753f4-cd1e-490a-98f4-0c970b5654f6","ResponseValue":"2026-02-02","ResponseValueQuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","ResponseValueQuestionText":"10.6 Date:"},{"ID":"26d3f733-7b4d-4dc9-8181-7c68ea5bf6c0","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"94e50d1e-b4b0-47bb-9fdb-3a2e2b99d43d","ResponseValue":"info@highveldchronicle.co.za","ResponseValueQuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","ResponseValueQuestionText":"10.4 Email Address:"},{"ID":"c7bbd3e5-7f66-437f-8418-7f30807935ca","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"6029ba63-95f2-40c0-86d8-75a43731189f","ResponseValue":"1-31 January 2026","ResponseValueQuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","ResponseValueQuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):"},{"ID":"37ce0b7b-7308-43fc-b847-a3a8601dc7f0","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"cb920215-ad17-4cb6-a032-193a8cd21650","ResponseValue":"Mpumalanga","ResponseValueQuestionID":"569ce78d-7bd3-4064-aa15-625817df8d0c","ResponseValueQuestionText":"4.1 Select targeted Provinces: (Below disaggregate the total number of people reached. Select all Provinces that apply)"},{"ID":"9bb344b4-323a-4473-9625-b4362bcd30fc","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"2bb37783-a642-4e16-87d5-9e34711116ae","ResponseValue":"isiNdebele","ResponseValueQuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","ResponseValueQuestionText":"5.1 Select targeted languages: (Select all that apply)"},{"ID":"f6d75e25-e31d-4254-8de1-b8ef039e2a38","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"2a4a3f21-ae9b-4e30-8d7b-7bdb30a4499e","ResponseValue":"Mfanizile Abram Dlakude","ResponseValueQuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","ResponseValueQuestionText":"10.1 Full Name:"},{"ID":"cbb787eb-d2e7-4d35-bba5-c9586ebf511b","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"682c5c6b-0f3d-469a-81ad-77aa73b77ae6","ResponseValue":"514000","ResponseValueQuestionID":"fde0ae89-d987-4782-9086-9324f00afa32","ResponseValueQuestionText":"1.6 Total value of grant funding (As stipulated in the funding agreement):"},{"ID":"8b4e97be-3f1c-4d7e-9efa-ca2382f90686","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"e4d65309-b3ef-4723-86d0-f823fcaa529e","ResponseValue":"Publisher","ResponseValueQuestionID":"9359961b-79b0-4263-b43c-018ed9837820","ResponseValueQuestionText":"10.2 Position:"},{"ID":"c6c2c01b-fcee-4a50-9b9c-d8dbc0831341","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"140913b5-b0da-47cd-8b2f-3b44d166ed4a","ResponseValue":"Rural","ResponseValueQuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","ResponseValueQuestionText":"Please indicate the settlement type of the communities reached:"},{"ID":"f909feab-5ca3-40b4-902c-f560ae164068","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"33fd92bf-e247-41e7-a015-6782a438c677","ResponseValue":"Urban","ResponseValueQuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","ResponseValueQuestionText":"Please indicate the settlement type of the communities reached:"},{"ID":"68168bfd-112f-4609-96bd-f9add1bc076a","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"9f4e7b5b-ecf7-469b-b4c3-6506b18befe8","ResponseValue":"English","ResponseValueQuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","ResponseValueQuestionText":"5.1 Select targeted languages: (Select all that apply)"},{"ID":"c442e526-c72e-40c7-bd61-fcc6b5cda10a","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"da1cf470-0dff-423c-bf9f-dbce8553107c","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1770002745687)\/","ResponseValueID":"6a235c3f-31e7-4ca1-8e8b-5ae1d2a926a7","ResponseValue":"Highveld Chronicle","ResponseValueQuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","ResponseValueQuestionText":"1.1 Name of Outlet:"}]


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Highveld Chronicle


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{
  "latitude": -26.145756000000002,
  "longitude": 28.675795
}


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Highveld Chronicle


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:1-31 January 2026


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:514000


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:R 514,000 have been secured to implement a 12-month digital expansion project in Mpumalanga's Nkangala District. The project aims to address information gaps and social challenges by expanding digital access, promoting the IsiNdebele language and culture, and improving health, environmental, and business awareness through multimedia journalism.
Key interventions include the production of over 100 multimedia stories in both IsiNdebele and English, distributed in low-data formats to ensure accessibility. A mobile-friendly website and a dedicated mobile app will be launched by March 2026 to further enhance digital access. To engage the community directly, the project will host four community events to educate the public, promote the new digital platforms, and build partnerships with local organizations to amplify reach.
To ensure long-term sustainability, the project will focus on revenue generation through online advertising and marketing platforms for small businesses. The goal is to increase monthly revenue from R80,000 to R130,000 within six months, a 60% increase. The project also includes training for the team in AI, multimedia, and digital tools to create sustainable content. The total project budget is R 514,000, with R 411,200 allocated for project implementation and R 102,800 for administration.




2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Work Tools Purchased
Held strat planning and developed strategies for Isindebele Content Development Growth and events to host
Website and CMS almost done, trial upgraded site already live
Developed Plan or Strategy for content that pays and also introduced Sales strategies for revenue growth on all advertising platforms especially online




2/2/2026 5:05:10 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:Mpumalanga


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(0/3) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Rural


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(1/3) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(2/3) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Periurban


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiNdebele


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:0


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total people reached by content this month:, Value:0


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:0


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total people reached by content this month:, Value:0


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(0/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(1/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia


2/2/2026 5:05:10 PM - 
Message:	ResponseValue(2/3) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Other


2/2/2026 5:05:10 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:Other


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Specify 'other' users reached:, Value:No tracking yet


2/2/2026 5:05:10 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:Other


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Specify 'other' audiences reached:, Value:No tracking yet


2/2/2026 5:05:10 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:Other(specify)


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Specify 'other' audiences reached:, Value:No tracking yet


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:No tracking yet


2/2/2026 5:05:10 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:None so far


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:None so far


2/2/2026 5:05:10 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:None


2/2/2026 5:05:10 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:We approached those who can in areas where we lacking


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:514000


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:308400


2/2/2026 5:05:10 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


2/2/2026 5:05:10 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:Equipment


2/2/2026 5:05:10 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:Supplies


2/2/2026 5:05:10 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


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:42200


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:42200


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Spreadsheet Attached


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:58894


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:58894


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Spreadsheet Attached


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:25000


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:25000


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Spreadsheet Attached


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:21000


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:21000


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Notes:, Value:Spreadsheet Attached


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:147094


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:147094


2/2/2026 5:05:10 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:FinancialReports


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:Mfanizile Abram Dlakude


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:10.2 Position:, Value:Publisher


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0813037023


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:info@highveldchronicle.co.za


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 5:05:10 PM - 
Message:	ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-02


2/2/2026 5:05:11 PM - 
Message:	Response Documents : True


2/2/2026 5:10:04 PM - 
Message:	update survey response : a6046ad1-bb00-4e7a-bef4-d66420e9758f, SurveyTitle: DIG/3-2-2026/07:05:59


2/2/2026 5:10:04 PM - 
Message:	ResponseValues to delete : [{"ID":"df13813e-002d-49bf-8a8a-03a806a66ff9","Value":"0799854184","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","QuestionText":"10.3 Contact Number:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"4cffb00c-f1b1-41ed-8a83-05d2e368f5e5","Value":"220163","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"e5a98672-48ba-43bb-ba11-13bf90ce7258","Value":"Personnel","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"29465773-2ea3-4720-a68b-1c0e6804881f","Value":"siSwati","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"a1d2a737-17a7-418c-8cb1-205ac20674df","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"3a760eb4-33c4-44b1-aed1-2848336eee5a","Value":"English","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"ed33c50b-467e-4edf-acfd-2c18db118af3","Value":"250000","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","QuestionText":"8.1 Total Grant Amount:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"8841bce2-9ef6-4755-a672-2f2f8e2aed69","Value":"Still developing","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"dfbad8b1-7570-4e63-8609-30dbc01d3a3e","Value":"Build","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"93d8f2ee-d89c-4a10-bd54-3550e7f7f065","Value":"Equipment","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"9ec54596-c7de-4333-b482-42a6c2456786","Value":"150000","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","QuestionText":"8.2 Amount Disbursed by DNTF to Date:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"0e69d27f-9e21-4549-abd8-4c04c4eef836","Value":"1-31 January 2026","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"22a5ed46-6ca1-43e7-a3d4-710194d561ab","Value":"We\u0027re online yet.","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"375709c6-fbfa-465d-b5ec-d4aaaa09f624","QuestionText":"Comments:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"fb06ed78-e05c-43a5-af3e-79de5a202590","Value":"Notapplicable","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"a2463280-d4be-47e0-b730-8231cf232913","Value":"79128","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"375f9ff9-1dc4-47c4-b76b-d268d252142f","QuestionText":"Total Budget:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"3dfd8d77-e32a-45fd-bc44-9296c001a860","Value":"Sipho Theledi","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"2aa6adb0-668a-4a45-b7bf-95279c4f5b01","Value":"23335","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"478d11a2-977e-4617-bb7c-81fb103266f1","QuestionText":"Total Budget:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"6be3ce7c-31d4-4e45-8217-9a2ee9178228","Value":"250000","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"756a0fbd-6fd6-4da3-988c-9aa44803bcfe","Value":"17527","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c6558efe-bcdd-4d40-8834-0a3f01d847be","QuestionText":"Total Expenditure:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"6742a09d-f2c4-46a0-b765-aceb2fb0a60a","Value":"Thaba Chweu News and Printing","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"147cf56f-cb1f-4fff-b070-b7d683f0d7fd","Value":"2026-02-02","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"4959ee87-1ec3-42e8-83f1-c976a323d1f9","Value":"Website Design","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"f5ab548c-c486-4134-a98e-d0261ff10a03","Value":"0","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"927fb08f-0c53-4ad7-bd91-44389766eed8","QuestionText":"Total Expenditure:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"13064f8e-43bc-427d-91f4-d04e2d8aa027","Value":"iVBORw0KGgoAAAANSUhEUgAAAjAAAAFlCAYAAAD1WtK2AAAQAElEQVR4AeydB7wkRbn2B1jCBmDJC6JEAQFJghcUVJCrcAURDIAZBeViAAWvYgRFRRElmP0QFQNKEFRAEAVEBJSoBJGMICA5h112v+c/njrWqVM10zPnnD3TM8/+uk5XV731VtW/e6eeqeruWbDhfyZgAiZgAiZgAiZQMwIWMDU7YW6uCZiACZhALxBwGyabgAXMZJ8B128CJmACJmACJtAxAQuYjpG5gAmYgAlMPgG3wAQGnYAFzKBfAe6/CZiACZiACdSQgAVMDU+am2wCk0/ALTABEzCBySVgATO5/F27CZiACZiACZhAFwQsYLqA5iKTT8AtMAETMAETGGwCFjCDff7dexMwARMwAROoJQELmK5OmwuZgAmYgAmYgAlMJgELmMmk77pNwARMwARMYJAIjGNfLWDGEaZdmYAJmIAJmIAJzB8CFjDzh7NrMQETMAETmHwCbkEfEbCA6aOT6a6YgAmYgAmYwKAQsIAZlDPtfpqACUw+AbfABExg3AhYwIwbSjsyARMwARMwAROYXwQsYOYXaddjApNPwC0wARMwgb4hYAHTN6fSHTEBEzABEzCBwSFgATM453rye+oWmIAJmIAJmMA4EbCAGSeQdmMCJmACJmACJjD/CAySgJl/VF2TCZiACZiACZjAhBKwgJlQvHZuAiZgAiZgAnUn0Jvtt4DpzfPiVpmACZiACZiACbQgYAHTAo6zTMAETMAEJp+AW2ACOQIWMDkqTjMBEzABEzABE+hpAhYwPX163DgTMIHJJ+AWmIAJ9CIBC5hePCtukwmYgAmYgAmYQEsCFjAt8TjTBCafgFtgAiZgAiYwmoAFzGgmTjEBEzABEzABE+hxAhYwPX6CJr95boEJmIAJmIAJ9B4BC5jeOydukQmYgAmYgAmYQBsCPS9g2rTf2SZgAiZgAiZgAgNIwAJmAE+6u2wCJmACJtD3BPq+gxYwfX+K3UETMAETMAET6D8CFjD9d07dIxMwAROYfAJugQlMMAELmAkGbPcmYAImYAImYALjT8ACZvyZ2qMJmMDkE3ALTMAE+pyABUyfn2B3zwRMwARMwAT6kYAFTD+eVfdp8gm4BSZgAiZgAhNKwAJmQvHauQmYgAmYgAmYwEQQsICZCKqT79MtMAETMAETMIG+JmAB09en150zARMwARMwgf4kMDECpj9ZuVcmYAImYAImYAI9QsACpkdOhJthAiZgAiZgAiZQnYAFTHVWtjQBEzABEzABE+gRAhYwPXIi3AwTMAETmHwCboEJ1IeABUx9zpVbagImYAImYAImMETAAmYIhHcmYAKTT8AtMAETMIGqBCxgqpKynQmYgAmYgAmYQM8QsIDpmVPhhkw+AbfABEzABEygLgQsYOpyptxOEzABEzABEzCBYQIWMMMoJj/iFpiACZiACZiACVQjYAFTjZOtTMAETMAETMAEeohAJGB6qFVuigmYgAmYgAmYgAm0IGAB0wKOs0zABEzABEygLQEbTAoBC5hJwe5KTcAETMAETMAExkLAAmYs9FzWBEzABCafgFtgAgNJwAJmIE+7O20CJmACJmAC9SZgAVPv8+fWm8DkE3ALTMAETGASCFjATAJ0V2kCJmACJmACJjA2AhYwY+Pn0pNPwC0wARMwARMYQAIWMAN40t1lEzABEzABE6g7AQuYsZ5BlzcBEzABEzABE5jvBCxg5jtyV2gCJmACJmACJjBWAhYwYyXo8iZgAiZgAiZgAvOdgAXMfEfuCk3ABEzABCafgFtQdwIWMHU/g26/CZiACZiACQwgAQuYATzp7rIJmMDkE3ALTMAExkbAAmZs/FzaBEzABEzABExgEghYwEwCdFdpApNPwC0wARMwgXoTsICp9/lz603ABEzABExgIAlYwAzkaZ/8TrsFJmACJmACJjAWAhYwY6HnsiZgAiZgAiZgApNCYEAFzKSwdqUmYAImYAImYALjRMACZpxA2o0JmIAJmIAJ9D2BHuqgBUwPnQw3xQRMwARMwARMoBoBC5hqnGxlAiZgAiYw+QTcAhMYJmABM4zCERMwARMwARMwgboQsICpy5lyO03ABCafgFtgAibQMwQsYHrmVLghJmACJmACJmACVQlYwFQlZTsTmHwCboEJmIAJmMAQAQuYIRDemYAJmIAJmIAJ1IeABUx9ztXkt9QtMAETMAETMIEeIWAB0yMnws0wARMwARMwAROoTqBOAqZ6r2xpAiZgAiZgAibQ1wQsYPr69LpzJmACJmACJtCfBCxg+vO8ulcmYAImYAIm0NcELGD6+vS6cyZgAiYw+QTcAhOYCAIWMBNB1T5NwARMwARMwAQmlIAFzITitXMTMIHJJ+AWmIAJ9CMBC5h+PKvukwmYgAmYgAn0OQELmD4/we7e5BNwC0zABEzABMafgAXM+DONPd6pg3kKpyh4MwETMAETMAETGCcCFjDjBDLjBtEyayh9J+23VJiEzVWagAmYgAmYQP8RsICZuHP64MS5tmcTMAETMAETGGwCEy5gBhjvuQPcd3fdBEzABEzABCaUgAXMxOFddeJc27MJmIAJmECfE3D32hCwgGkDaAzZqyRlV06OfWgCJmACJmACJtAlAQuYLsF1Uez2Lsq4iAmYgAlMDgHXagI9TsACZv6doM3nX1WuyQRMwARMwAT6m4AFzPw7vyfOv6pckwnUnoA7YAImYAItCVjAtMQzrpm+qXdccdqZCZiACZjAIBOwgJm4s58KFj9WPXGsx9+zPZqACZiACfQ0AQuYiTs9tySuU0GTZPvQBEzABEzABEygKgELmKqkOreb0XmR4RKOmIAJmIAJmIAJtCBgAdMCzhizYgEzR77SGRkleTMBEzABEzABE+iGQF7AdOPJZVIC8WPTU9JMH5uACZiACZiACXRPwAKme3btSqY/5uh7YNoRc74JmIAJ1JyAmz//CFjATBzrWRPn2p5NwARMwARMYLAJWMBM3PlfLHHtGZgEiA9NwATGm4D9mcDgELCAmZhznRMrvol3YljbqwmYgAmYwAASsICZmJP+9ozbnKjJmDnJBOpLwC03ARMwgflFwAJmYki/LePWAiYDxUkmYAImYAIm0A0BC5huqLUug1AhpFa5tNTGx2Mi4MImYAImYAKDQsACZvzPdG75iFrW44+DCZiACZiACZjA2AlYwIyd4bCHochLh/bpbrk0wccmYAImYAImYALdEbCA6Y5bq1IvK2TOK6Q72QRMwARMwAQGmUBXfbeA6QpbsVB8n0v6Jt5iIWeYgAmYgAmYgAl0RsACpjNe7axLsy+UIy8WOKQ5mIAJmIAJTDYB119LAhYw43vaYoFydsY1IiaT7CQTMAETMAETMIFOCFjAdEKrM9uvZcxflUlrlXSQMs9XOEAhFkc69GYCJtAnBNwNEzCBLghYwHQBrUWR+AV258ouvQ9mW6VV3b4nw08pbKlwmMIRCt5MwARMwARMwAREwAJGECZgu2LIZypgZg6lV9ntmhjtpGPPwgiCt3EmYHcmYAImUEMCFjDje9KCwAhCZU7i/snkuNVhKn6wDf6JO5iACZiACZjAwBKwgBm/Ux+LC5aP8Lwmf6KwmOKxnQ6L212ZnKplM0V7NskNm78EfA3NX96uzQRMYIIIWMCMH9h4YLh1yO3coX28Wzk+aBG/NJNXestvxtRJJjCCwBk64mWKN2v/gMJuCt5MwARMoLYELGDG79TFAiZ4TZeQSN+cPxXCvRmbXB0ZMyeZwAgC3AC+XZTCEudPdOzrSRC8mYAJ1JOABcz4nbfcYPBMxr1/1DEDxUkTRoDrct+Cd7+XqADGySZgAu0JTLbFoAoYPrjfLvghcMyUOnsld7XllnfuyXhaJ5OWS5qVSaR9DEiZLCeZQJYA13g2Q4m5a1bJ3kzABEyg9wkMmoBhKp37AM7RqTk2Chwzpc6efO4T4CVyCAaZdbzdMlRikaF9vEuXkBAktOVCGcWDzR06zm3Y59KdZgIpAa4V3iWUpodj8kPcexOoGQE3d9AJDIqAQYg8opNdmkpX1oiND3Y++BE0/1DOKQr40K645fIfLVjjP2R9QxGEC8IGIcNbd5XUuJ4/mZCrJ2PmJBNocF01WvyLr8MWZs4yARMwgd4jMAgChgEfITKjS/w8NcRL5PDBzAwiA5+t3IUZmCULRnH5+OZKzKmLfWlw8bQ/dByqEFilipFtuiPgUiZgApNLoN8FDEIB4TFelBEVfKvFJ0Kmnd+FCwZBhOAvNQlCK/5ZgtgmVybOd9wEAgGu1RD33gRMwAT6ikA/CxgGeoTGRJ0wBgeWl/CPUGKfhtKbd2lbahuOeYEd+YSQFu9JL9UX2zne1wTado7rpJ0RNoR2ds43ARMwgZ4j0M8CptUMCSJhD52N1RS2Hgq7D+1JD2/SVVLLjeUlXgqWe2KIgjfwJxNaDRrXZezTpFblU1sfDyYBBPZg9ty9NgETGAgC/SpgmKEg5E4i4mRFZfBrz9yrwjHheKWxJx1Rg7hBzJyqdNLIU3TUxkvBvjIqtXUCAiSE1PIlSiBPu+JWWl4qFhjvDPvreQK+/6XnT5EbaAImMBYC/SpgeIIoxwURgjjJ5aVpiBuEy2uUgZChHKKGNCWN2EozMCOMMge5cszqUHcwfzpEon07gROZOjqgBDwDM6An3t02gUEhUFMB0/L0MLiXZl8QIS0LK5PyBEVHbQiLg5X6N4UqW+5NvKEcbVwsHET75RTnkWrtmltJwFC+aeA/JpAQKF2/iZkPTcAETKC+BPpRwJS+ebYTL7yJN7zEjseleZFd7swiYrbPZWTSrs2khSQGGXyF43gfC5jSu2Rie8dNICZQ+j8Q2zhuAiYwiAT6qM/9KGByy0csHRFKpw4xwZt443z8lJ5iQnjklpLi8sQf4k8hcI8CfnLZcXruByEp4xkYKDjkCHBt5dKdZgImYAJ9Q6DfBMwJmTODGOAelkzWcFJJDJBeepqJpaRhB4VI7helgymiibaF43gf3xuDgMmJr1fGBRw3gYgA12102Izy5F0zkvwpXYOJmQ9NYFwI2IkJjBuBfhIwLPm8LkMG8dLuQxoxkSnaTGI6ntA8iP7gMycsMNmPPwq3K5S23CATbOMffKRt54WMaJ+7fybKdnRACXC9ENLuX5Em+NgETMAE6kygXwQMsyQs+aTngne7xCKD+1w4PlSGuQ95JWe3nG8MS7Mw/0WmQulbr7KaG23IzdKs18z99x+E0tn/jo74G8/SjMjwgQlkCNydSRu8JPfYBEygbwj0g4BBvORmSLhHhXe7hJPFMfe58Br/DyvxcgUEhHZtN+yY4UkNEReENB1xgVhK03PHU3KJSVpuJoc6EjMfmkCRwBOZnNKbojOmTjIBEzCB3iJQdwGDcCGkVJllYekopCNA0pe/8QK6sNSTEyGhbNin5Umn3PeJZAJPErUTGbTrwUzZZaM0bKgnSnK0pgQms9m5ZcjctTeZbXTdJmACJlCZQN0FB4opbgAAEABJREFUDLMvaWeZaUkfmS7db7KvClcVCNjlZlWoT25GbfgelZgk4LPKIIJdUtSHJtARgXg2MhSs+j6jYO+9CZiACfQMgToLmCMyFNOZl2DSSgCU7m+5JhSO9jlbZkdythSrMgOTe9Sa2SHKh8BsToiHfW5ZKeTl904dVAK+Vgb1zLvfJtDHBOosYNIZDl74ls68VDl1LEEhQlLbp9IEHfN0UE4M/Vl5ua3d/S28r2OhXMEk7fnJMYf85AB7BxNoR+DMdgbONwETMIG6EZifAmY82SA6Un+HpwkdHCNKUhFzWaF8bjnq0oJtlWSEVzu7tQsGtLuQ1ffJ3FTNiwZ5ezKBtycTcuen72G06eAhhfzcE3AFUyebgAmYQG8RqKuASW+oRXwwoJXoMtNRyiM99Udaadqdp5jIj8Oi8UEU3zKK56LM6OTS07SL0oQBPka8IlhYzovFCmKOgKjJvdBwUJDFTEKf+f9BPH3qaE0SHUzABHqdgNuXI1BHAcMglX5Il54ECn2mTIjn9qX88MEfl8nZ5u5Rocwf+NMiIGDavSuG4iUxlXLAtp8DN20T2vWRFxqWbq5uV7bu+anADtcw12368sN292jVnYXbbwIm0McE6ihg+AaenpKxDlYIgXQWhRtpuSk4rQvbNC1+7DnOC4NHnBbHqSM+LsVLA006WJXK90M6M2y5c1/qW25WrWTbT+kIlbg/ra5BrqvUPi7ruAk0CfiPCfQigToKmHRg4gOa0IpvTnSk9nOTBKbbc+/OwCz90C8JiUswbhNmtMknm0etc31M24FtPwb6yZJRp32jXKdl6m6fXuula7ju/XT7TcAEBpxA3QQMAxIhPm1jXT4KvqaHyNAeATMUbbljZiBnUHVW6I5c4Uxa1dmgTNHaJ7WbecmJOzpdSievH0P6f4M+tmOQCh7K9Fhwc0zABExgNIG6CZjcQFYSEKG3uTLPhMxonz7yzI2/pQ//eKBIZ4SCy3bCKthVfRz66lAg2Q/CAFSa4eL8LCAeOdbkKWugtty1PogcBuqku7MmMKgE6iZg0oGs2w/nezInvMpSTlqMG0pjMRPymS0hVGlf6Qbd4CvsTwyRZJ+rPzHp28PwcxHpdTGuHa6xM64/rsNWXcCmVb7zTMAETKAnCdRJwDBQp7MNuW/eKejc4HZ/alQ4Ln24h0Fhu0K5MLCS3U6glOqgbBywI8RpxHP9I72fQq7fcf/S64K8KtcGdv0UWl0L/P/pp766LyZgAgNOoG4CJj1dVe4zyQ1uJ6WOCsetBk788hRHWpQX04VyDBpVl4hSP0PHI3bBb5zIsgH1xGn9Fm/1vpJS33Os+o1L2p+URSziNk2Nh44HkdNQ170zAROoM4E6CRgEQ8yaD15CnJbG0w/0kF/67aKQ32of6izd+/JIVBhbniCKksYUjQekMTmqWeGSCAwzYbnuVL0JO1e2rmnp9R7zKb1UkWu0rv11u03ABAaYQFsB00Ns0unxsQzmx6tfVT+4U7twzMyH3IzaVkxSmJFJkkYcXqGj4FPR7BYGppIdL27LFuyTxND/uDvhBYCpsA02IT8c9/s+xygWMBtmAPwtk+YkEzABE6gFgToJmPQDOv5wLsEuvSEX+5IYIC8OqR3HJfFCOfLZh3BDiIzDvtTnHcbBd6+6SM97aGcYfEv5JVahfL/vYwGHyMtx+mm/Q3D/TGASCbjqCSZQFwHDhy8h4EAkVBmg0lenUz4s6XQ7g3OrnJSWj5TViNvZqPCPfhAqmBZN+G2gYmbNMxh8c10IL2hLZ+aw5fpgP0gh5XRm1PnSSwDbvYIgcuGoCZiACfQWgboImJRat+IDP0HAVB3kUjte/58OFvgNIb33Ii0f7NiHPEQRx1VCKBPb5tLi/DrHS4Iw9Dl3LkJenfvdadtTTkEUk55jdHCnFdi+ZgTcXBPocwJ1ETDpks14DFB8wFfxE3+T5XJIfzOJtDjkZn3i/Fy8XTt4qV6uXEjLDVAhr+773AwLfeL8MTgTT0OYnUnT+/k45QQf+lu6Nqo8wUd5BxMwARPoSQJ1ETDxhzOD/Vg+fCkfTkYcD2npPr6XgLwb+ZOEU5Pj+LDV7EqovzQQBz+tfASbft3zi91p33i3DuzacUvL9esxHFKhAh/6G//f4ZiAuAn5HE9EsE8TMAETmFACdREw8YfzWJaPgMmHPXtClQ/x1Cb3SG/6JFFcR6vZk+CbAYX2VAmhTGybS4vz6xzPvWsnvDU55hz3sROecbm6xlvNUL4m06krM2lOMgETMIFaEaiDgGGQiu8rGc/BqZUYCrMeqTh4VuYM0yZCJqsR/LTKo4+5/JAWi6B2tqFMP+xLfQ33MW1U6OQtjUKGk5sELmr+9R8TMAETqDGBOggYvl2G+0p4dLYkFHKnIRUfqQ2+SjbrRcaxTe6tsPiJzCtHQ7mwLxVsJYJKZfo5PfAqCZz4fPUzh9C39Km4eNkziL1gyz7O59jBBEzABGpHoA4CJl7DH4/3VqSDXmmwW7hwNtN7MkL5+MbRuA5eZPd0wVcoG9sXTAcyuR2XBwaSyuhOp5ziZbdwjcWlUvs4z3ETMAETqAWBXhcwfNDG9790evNu7sObG0DjkxMLjzid+1rCcewnzAaFvLAMFduEPPbM5CxCJBNCmbDPmIxKmjIqpdG4N5M2CEmemWo0+D/SSP7F11McT8x8aAImYAK9RqB6e3pdwLB8FHrDBzEhHFfZ5z7cww2goXxYjgjHney5Nye8DKzUtlaDbK597eqfmTEozRZlTGuVVGIazmEpv1adHGNjc9dQzCV3/eXKjLEZLm4CJmAC85dALwsYPmTjN4iGmY5OCMUf5KVyCJgqdrny/KZSSMcHgeN41ii+AZe8XKCvufSQxr0/IT4nRKJ9PFsUJdc+GnimHSn9snJqNwjHuWsnFi07ZSCUuGZMnWQCg0XAva0PgV4WMPHsC0TDTAfxqiH3QZ2bwcjZxXWUnnaZiLeZcs9MXDfx+KbLnFipIpLwU7eQG5yr9KHbclV895pNrq/x9ZDLR7T3Wj/cHhMwARPoiEAvC5j4yYp2AqNVp6uUzdmENGZTcqIH8RJsWtVfJY86gl1uhiWuJzcgxd+4g59+2Mf9jvsTBmCW8OL0EC+VC/n9vo+vp9y1O+h8evj8u2kmYAJVCfSqgGGQJoR+dLN8FMpW+bDO+Q+zLscGR9Ge92jkZoRCXfGTU/FgErkYEY2/MZduKh5RIDmIyydZtT6Mr4G4IyE9npmK8wcpnnuxYhAt6SwmXIL4I+5gAiZgArUl0KsCJr73Bbg5sUB6lZAKiCAy4rJ8qD8WJyjO00oMAGGwVNLwtvtwbGQk+A57cuM4x7kQ15Ha0440LedjENPMpdHg+kjPPQKG6z4W0sGmJbNg5L0JmIAJ9DqBXhQwDOYIh8BuLB+4WwYn0b70rf36yIboJfoTL2PpsO0WlnLCvm2BIQP6PBRtnNJoNEptVFaDwamR/FsqOe73w3BNhH3a35hnmtdvx6VXCyBg4v9Hod+52caQ570JmIAJ1IZALwqY9LdbWg3m7UBvmzG4O5NGUvquFu5FYRAgLw3tBsjcN9/UR3wc+2M2iLpDfrpEkBMw7X4hO/jq8f2o5sVcRmUOJZREzFD2wO52LfSc66uQ5WQTMAETqA+BXhQw6WOf3dwTwhlg8EuXokjPPcVD+p/5E4X4baZRcjOK72Yk+cMTRIQbo/SSbWTSSAdh7rFpDP17fGgfdqkt6Rfzpw9Drq90M7wHhnjJhrxBCPQ/J0rSN0bDghvP2TuYgAmYQO0J9KKASQf80pMm7eDnps8pU7qf5kEyo/DyKF41ysBKWKNqAdnRX4Kiw9tDw7FGY1oUH7Qog3Ouz/HvUZVmyXLl+jWtqjApLTf1Kxf3ywRMoI8J9JqAYSAnxMhz3y7j/FwcH7nZl1a+0h+9uz/neCgtd2/NUFZzVxp4m5nJn9g2xOMX18VxitI39oMc0nOVsggc0/R+Paa/ra5t+k0+dsQdTMAETGA8CUyKr14TMDkI3XzolmZf9shVUEh7ltJLdbebYYlnBdoJjjg//M4RNxCr+ubGjE4z4j/DBALfmF3ILJ2zkN+Pe/rcbqn1yn7suPtkAiYwuATqIGDCYNXJWcrdwNjuG2g6GPItn4EhV28pPbVNfab56fGlaYKOYwHTqT8Vr/1WYg2L3LWRzljVHkDFDrRbHtqvoh+bmUD9CLjFA0mgDgImJ0ZanSwGttwNjO0eH00HSp4kStNCvbmBM+R1ssc/7Q1lNgyRaB8/kRQlj4iuN+Kovw5gVOoR5yjN+2maMCDHcMq9E4butxM32DiYgAmYQK0I1EHA5MRIK8g5ccGNwJ1+iC+mSmJxocO2G4NIW6PEIC4Tx4NZWFbiOJdPenxTK8f9FEp95jwT0r4y05amDcrxJwodvbqQ7uTxIWAvJmACk0Cg1wRMp4Ihhyzn4/icYZs0lpA2L9hQByHNDmlhn+anx9gR0vRWx7Qrzc+lpTZ1PS7NnL1HHcqxKwkemff9Vur7vX3fc3fQBExg4Aj0moDJfQAzSBGqnpzc00edvhmXupbTH2ZhtMtu7dpEPiFbWImIDvob24Q46TJpbvEMDAmUYz8ooTSjkpuZ63SWrT8Y/qcX8XXzn9RGI7fUFuc7bgImYAK1I1AHAdMJ1CAA0jKld7/EdqvEB4o/W6HVlqsr9dGqPG/UTX2UBqBWfshL/ZDWTyEn2uKbm0Nfq74PJdj32750o26/Xx/9dh7dHxMwgQoEek3AVGhyS5PcPRFVRUE6S5P+tMCJLWvuPJN2EXKDS5yWzsBQJq0ttk/zJvp4fvg/u0IlzL7k2FQo2jcmLyj0JPf/omDqZBMwAROoB4FeFDC5QajqAJ2zK91D0ekZSl/Xn6sr9tlNfuh72OOPG5DZhxDnhTT27erDpq6hyk2o43We68qIdrd6wWI/Xx/03cEETGDACPSigOnsFIy0nsi1/i+pqlg85JaL4lmc2FZFu95SAdPuhWVdV9TDBauwLN0r08PdGtemtRMorxvX2uzMBEzABCaZQC8KmNxA1O7DOWDMTZXn/AX7eJ8TJCF/66FIPJC2a1O7/CGXI3ahDPXwo5Bkcq8M+xDIC/F4H8rGaYMSZ/loUPrabT936Lagy5mACfQngbr3qhcFTG6GofTTADH/3ADOYF9VwMS+4jjlCaThjz0hJ5ZSEZRrE2VLIdizDzeppjMwtCVuR8lXP6W36++g37zLuc5dj6SHkF6bId17EzABE6glgV4UMHybTp86WbJLukEEVCkeL//E9vHgmBNXsW0abzfwluwpNy/NjI4RMdFhM4roaUYG8A+8BrDbHXWZ66PKF4GOnNrYBLon4JImMDYCvShg6NFF/InCRorzAaxdcct9OJ9WtB6d8ZzRSc2UnFhoZuhPuza1G1hL5UlfQP7Z0iUk0h7iTxJuSI776ZBzUHoZWz/3u5NzyDXTzv5t7QycbwImYKT/mREAABAASURBVAJ1IdCrAuYLGYDtpsgzRRrM5jQq/lsiY/ebJI2BNE7qpk1x+TSeG4TuSo10fIpCuvXzzwnQ1xv5kwnLKi3HTcneEgJcr2Y1BMU7EzCBehPoVQGDUEhnL9p9e8w9gYSfqmeIgTC1fVeSkLYpye74MPUXBpewx+Ey/ElCrl+5/ifFan14RKH1zFCdo7yYmQ4Hbsv9/0ivL6D8hD8OJmACJlB3Ar0qYOCafvi2+/aYDmBpeXy2Cmu3yozyqvqtYkebc2Jk06i+haN4HE394yvO77d4u591uLBeHR7X1nLuCbFTnmLLvRuH3/dKbeNyjpuACZhALQj0soDJ3TB7vqiWPnzT9HSAV9GW26yWuf/JjAVHWud/rLqLhTan93vk6onbQW3tBB42dQ45BnF/OH+dLBnGZesez7G5RJ1KrxElNbfc74U1Myr+OVZ2zHpx31mubmV7MwETMIGJJdDLAobfLwoDeqCwsiJ8cKYfmumxzBo5AUR6LuTKY4coYF8K7ZZt0vanfkr+c8tZadlc/0r9SMs2apjAjEK7Zr+8nUGf5ueuI64PBEz6RB8IsO/2WuH/JcIFHwgZ4vh0MAETMIH5SqCXBQwgclPgfPCmIuY1GCeBeyOSpOJhJx/CDAzBUTuBQluDbW7PABPbxPHYPpeeqzteeorL90Mc8dquH9jkWLUrV/f8nJAO18eRmc7BCAGSyWqblM7e5O69aevEBiZgAiYwVgKTJGAqN5tve7mncPgARsSED+GcWLm9ci2NRm4AoHi7D+elMIpCaA9JDCAE4qWAPSIm5Ad7BuKQ1sm+n9+2mptJyLGBaS69n9NyfQ7LaVxf4bqKGaRCJM4rxfl/l+blfKc2PjYBEzCBcSfQ6wKGDm+hP7nBiw9TRMw/lJ/7MOYeAGW13fCTGwAoSDr5xENgQAjxDUOkxb7dB3zqH1epIMvZ5PwuSuE+Dbn+5rpaEqM5235Iy10bsXjnes2xoxyhEwb8f0jtO/WRlvexCZhAJwRsO0ygDgKGD98PqMXstRu1lWYrPixLZnBYHuJDlqCkjrf0Q5t2EHAU9sQJ6TFp7ULcrhBfoV0h5efqSn92QGbe+pwA13faxTlJQm4pFpNcWdI7CVyzhE7K2NYETMAExkygDgKGTjIdzodwbtAmPxe2UyIzM9xoeLPi7JmxQZDEH7jtPsR5C7CKD2+UJZCAL/a5EGxa/ZwBswV8Qw7lQ3ydkNDhPtTZYbFamFc9963OSS06Og6NTJdd+f+T47frONRlF4NFwL01gZ4hUBcBAzBmU/ZQJPdBrOS2GwMbARFDQLhsqVKIHO2KW3ofTFp/LBpCHnsCee2eKKJNofIgXLqdSaG+4GtQ9zxOHTPtdw6I4LSPuesnt6TK9UJIy3d6PB4+Oq3T9iZgAgNOoE4ChlPFDMVqivADiwgERbva+MBlRgZ/7Ryk96NgX6o7DJz4b2VHXghxGxh8Q9mQz75qGraDHnjhHed2EDjwduJwzcX9Je0BJVyugFDXrpH7KQZYkVc15K5DypbSyRvfYG8mYAImMESgbgJmqNkNZmMQMrs3Go0nFLrdFooKXh/F02irD+g4LxU2cV7qMxwz2IQ45QntZm2wr+Ibu34JYSCu0h/YsGxYxXYsNtRD4Hok0Mb4fI7Fd7uyd8pgX4XShvBm+RMxB4v05YihHO0P8W73XLPdlnU5EzABE+iKQF0FTOjs8YpMVUi3a5TAzEZ6L4CSi9tzizmjM+IP7HgACOlhP7rk6JS4PHHCIokZg1GS1MCukflXSs+Y1ippjUJrOc+5LDiM988LhHrwfYoOEAYEliEJiAWWJ0mbSCFDv5itUxMqbbR3/4IleYWsUcnpcmowKJ2DkO+9CZiACYw7gboLmNKH73tEamuFFRXYc+/MWD5kqwqSMGiFdoW9mtHR9nRinXuMPDEZPqza1uECNYjAlfuV0qbSV27uTtPDMb/7s1s4GKc9bUGg7NTCH+cdIcPNsy3Muspipod+dVq4E8GT802fCGke5yBN87EJmIAJTDiBugsYpuxTSHygxmKFOAMJQoZA/Jm00AQc5z7s02qwWSVJZIBMkhr/noFpDOw/ZjdynQ/nFoGayyetVJa8TgPXG8KkajlmLLjeqtq3s+N6Gc/+UB//X9i3C8cVDFoJyEIRJ5uACZjA2AnUXcDknsBo9YHKgMdg99UO0fGtNxYWpQ99/OOafALxdoFBKbVJ3+OR5rc6zvlrZd/reYiGmH3cXm7m5hiREOIcx4Enu8aDCW1giSj2XSWOiKFsFdt2NrBoZ8ONu+1s4vyqMzO5GTD8wJ69gwmYgAnMVwKdCJj52rCKlXU7MMXT//FbS0vV8q2Xb94sHZwhI24g1m7UFtoT9qMMKiRQNr13Z5BnYHIiFYwMnLFIRGReQUYmjIeA4PxnXFdK6kb45Byns3WpDTw2USLXJ0Jd0bbbRW0tGo1Wwok6G/5nAiZgAvObQD8KmDALUmLJYIZIIB/bZyvCt/cqsx6U4wV58aAaPzE0Rb7Ywi8nt/twxx+BMq1CziaX1spHXfNKgyfnLO0Tb2xO0ziOzxfHnYZSG4IfZv0QDCUBxbkiBPuJ2tMOfHPdIfBoE8djDQj4nI/cOcjZOc0EBpyAuz8RBOouYIJQiNnw4R0fp3EETEg7byjCt/d01mMoq+3uMFkwwDFAhZ81aPX2XZm33PiWXWXGJdTV0lnNM2Ga68KJSmx3nmUybltpAKcN3FfF+Ucw7KwaT1XIbfF1l8sfjzTaEPvh+Mg4IRPfW2lc/yXWzB6V8vCv4t5MwARMYP4TqLuAyQkFBpVWJLknIeQzAxPiN4RIF3s+5FliCDMwuCh96JMXQhUbbJfkTxL+kByHw3b9D3YTsT9AThmoCVX7piLFDWGQy7wgl9giLXedtDAflVXqCzMc8TUEe14uN8qBEsY6CyQXjY0a5X/UTUgt9lNCq6fY+M0wBBrLo4Rw7ugz13TpHCBecvWpOm+9RsDtMYF+JFB3AZOek3YfqHwoEyiHbTz4hHTy0sDSQLt7ZSifzopQR+orPaZcmpaWy9nk0vBTSidvogLf4OfJObNRDHoEBkPSx9Ke0qBfEgnx+VRzhrcdhmOdRxioc6W4HnL15dJy5btJy/1EQPATlo/CcbxvNwsTbDlXnDvu8+L8IWZCXrpvVV9q62MTMAETGHcCdRcw6UCfHqfASt8msYtnTziOA99guVeGN/8yQJXeahqXCfF2bQp2Yc8gQgjHvb5HpPANPtdO0hkI4T5efWrHk3OVtoVX5tPONL3K8fSC0aWF9FLyePS/1RNDrfpXEmGltvLkVimPdPzx/4B4hWATEzABExh/Av0mYNoR4v6SYJN+g2x13wnfRBmAePMv9zwcE5y02DN13yK7ZVY6SLdqW0tHE5wJE0RKu2pYYkPEtLNL8+GeprU7/mzBgHa2GuQLxRqvK2SUZoEK5o0FShkV02FNyJnPz5tpuTZZOsu1w2kmYAImMN8I1F3AdAoqHhDTb5C5b+4l/3+LMp6K4nGU36lhwOQDP04nznIL+1LI3etQGrxKPuZHeieiBAHRyaBf6m8qPNN+jrrBNzJ4p+KdtLnUBs5pev3IdXPjnDcjyZ97kuNODmnH+YUCPD1XqjMUob0sg4bjbvf44RHtbsu7nAmYgAmMG4G6Cxg+UGMYfNDHx3GcPAJplEsHoHY38ZbED79LUxocuGE4d99Cu2/jVWZcciKHvpUCAzcDHYG+BBYl+4lIR9SVXoiW1tfN6/LxwbktzUhwj9I3ZFS173CS+aiNOkYlKgG/CDVFR21fG5VSLYE2MINF23MlHsslZtJ4QiqT3Ewq9aeZOfQHphYvQzC8MwETmHwCdRcw6Vo99zp0SzX9EE/vc4lvKMU2PHa9vipkcOCbv6IjtlUbjUbVAXtEwcwBA1mcTBvi4xBnEA1x9ggXZnwYBBlcCdyoea0yO5kRkfmordSG3OPtoTBPKoV4q316boPt2SHSYs89GoScCdfIWJb38IkP9mmAbZrGMZxSwUx6u8A541yl5z4uV7pHJ7YhThtKL61jSYilUWywjQM3K5OH8I3THTcBEzCBSSVQdwGTDiTpcQyXgTwc55Yh0oE/FTChbNiHGyrDi+xKT3p0+ghvu3pD/aUlrzAIIU64gZZBMJSJ97BiRqSUH9uW4qGuNP8SJZQGyxcor8oWC8bYvvT4eGxDnBmDkoih3+n5pkwaSv3bNDXUMf7ia0xJwxsCYfigQgTBgugs+YtdcPM59nFaLo6QLs1qIa4IzLAwO4hgoc3EuXmdvJxPp5mACZjAxBFo47nuAiYdxNPjuPulATHYhJfaheOrQmRonw4S6Yc6A8mQ6Zh2axZKp+2Pb0iOi7BEwuBXdZBmkORbfuyjarw0wMNqi4KT0lJIao6PNK1UX2rHMbaImDBTRlocSrMlsQ3nODebxLlO28cL4eKyIY6Iwk84brc/RQadno92fUFcle6hgZOqHLHRXto9ItEHJmACJtBLBOouYFKWfFCnaeE4HnBy0+HpfScXh4IV9rHvCuZdmbTqW+yQnzqIj6vEaX83MzEMfrl7fKiTb/zs00CZNC09LvU1N3OWlo2PqYtH3+O0EEe4leoJNuxLj0unvHbFOBMQUZnkUUm0BeES/07XKKNCAuevJDi41pmJKxRtVG1fqbzTTaBfCbhfPU6g7gKGD/0qiGM7BrUqZVgGie1iH6THMzZpHvndhtw3fnwxSLGfqIB/Qqf+SwJm24Ijvt0XsoaTx5Mn9ZXOeZX+InSGGxZFaGMsYjiOsptRZn9KdTcNhv7QDsQL+6Gk7A6RQn9ymdwwzpNOCBbCnTJiJq7V7AzLlfiUqTcTMAETqBeBuguYqrTjQaj0LT5dfmLgIZTqiPPS5R3KPMSfLkK4p6Zd0U7vrcEfNxrHwou0EBiAGQTDcdV9OnMVypXSbw0GLfalm2y7HWxLswwss7VoRjOL80xoHiR/uK4uVxp77UZtvx6VMjoBsYF4gf/o3H+nIFrCfSml6xdLrh0ECyHco0V6KbyvlOH0HiDgJpiACbQkMCgCJr5fpDQY5UC1smVQCWX45vyacDC0L90TMZTd1S4e5Ko+PktFDODcoPl6HTDYloQA/ZDJmLeq3EoVrZ3JYKanld9MkeEk+psryxNkMdPhAkmEG1qTpOFDHmf/2PDRyAjcR6b854h6ET+Ijf+kjo4hOhEv4XqjLyE+2rp6Cj55MWP1ErY0ARMwgR4iUHcBkxuUUrwMFAzapGPPAEC8SkhnUfAVyuGLEI7jPNJ4yqfVwIdNLvDkRy6dtFhgxHWTlwt8W0e48C0/2LMvDaz0Ia4j5zNOwz4+juO5WSny280M4DP3CHVpaQ2fVQICKLXjZtxwbaR58TGCocQMu9KN17AmPw0w5r4UxE+aFx8jMhCdcRpxrquSb/LbBfzSp1Z2zjMBEzCBniZQdwGTwuWdFWkar4LnbaWkM2CVts2RAAAQAElEQVSxrxp4IqSVbTwIxLM8oQxiqdXAF+zi/RPxQZdxBjeEEIMz8dQNaXHb4/xulpHi8iFeejEg94UEm9yewT2X3u2L4IKv0nmo2t9OzyX2oe54T/9YMorT0jjnp5XICPkI1LRsq2Pa1Mpvq7LOMwETMIGeIlB3AZN+g809ovsqEQ/C5STFq24MEqktg0+cFt9PkrYl2DFolH5uINjE+1YDPLMTwbZ0jwn5DFLsW4XSgL5bq0JJXtyeOIs+lGZMSmVC+X/nh6Px2/Nempxoo770vOZq5XrgXJ6ay8yk3Z1JYyasnXihDmbNcm2NXdIeBCq2lInz4jjngnONHTM37fzGZR03ARMwgZ4lUHcBkwPLgBTSiceDU+mV/9gzILAnhHjYk0ZIP/zTY2zSgI9W9ab2pYEfu1gk0TfS0oBIo840PT3GJtd+lr5OSI0Lx/jIZcXtzOW3SsvNZGGfayvpVQNtjQVnXC6+RuL0NI4PbjBGEKR56fGHlYBYOUP7BxTaPRHEeUd4IjJkXnmjTZQJAoW2hcAs3IryhHDCTlFvJmACJtAfBOouYFrNQnCG+IbKPoRWg2AsCIgTQrmwTwc6BgVCyC/teW1/KS9NZyALS15p3pJRQqnvpaWbqGgzSrtLAzpvms31v1kw+oOPXFsRQZFZR9GS+Gl17qpWUPLx7qoOZEefEQSIBB223LheeC9P6VyFwvjcUQel9imr7YYPZmJoWwhtC9nABEzABOpKoO4CphV3BuD0CQ8+5Etl/hZl5AblKLvjaJVHh4NTbHk/RziO963aH9tVjZd+VyjHruQzfV9OsCvdrNuuD9QdfIR97gbckNfJHoGQq5+2HtqJI9kiFqouJ8m8uNEeZl5oW9HIGSZgAiZQDwLzr5X9LGDS2RcGilZk41kD7pnJDaS58un7Y4JNXF9pWSTYxntsSwM23+hj21y8k+UqfleoNJNAXVUYxMIvbk9pJgWxENul8VzfmZVK7bo9Lt34+qYOHXJ+O2Gdc49oYekHX7l8p5mACZiACRQI9KuAYeBNZ18YLAoYmslpftVBpbQ8QBuajvWHWRXtKm3YVqmbga+SwzZGzCTkTGh/KgJzdqVlqJJQiYVizl9OwPCCNtqTs+80jf7m6uAG8Cr9jetDbMbHncS5b4WZl07K2NYETKANAWcPDoG6C5jcQM9Ax+xBehYRBmlaq2P8EGKbXH2p8Intu4nz3o9cPamvaWnC0PFyQ/uqO+piMM3ZvzOXmKQhCPCRJPfsIW39RKF1iN70nBdMm8m564yMHBNEE+mw5uZa4tg6mIAJmIAJdEGg7gImN9gwQDEQpTg6FRqlwSn1W0UYlb6pz02d6Xh5BQY47UZt9C0k/itEkj1vd02S2h6W2DCLkmOcOiyVT+2qHMd9rGLfjQ1vt821mb7Cj307v1wfJTtECjNkzLAQiE+VQ9ItXASifzf3zARMYH4RqLuAyXFiKSAdWBgUcwNWXB4bQpw2XvGSyHk8UwHLJby7JpM1IunpEUdjO6DfhNRL1XuBuI+mdONx6rPdcbslpnblq+TT19K9MCwJ8pbcVstJXF88Ip2rKxYoXHME6svZOs0ETMAETKBLAnUWMAwiuW7nfpemmwGEV+GndeT8MEDl2hGnlWZgSjeBImLi8iFeZXBHwAX7Tvalp4mq+IDLaVUMZYOtdsWtdPNvu3JFh4UMzhuhkN3gl6YRKcy0bCkj9lwPPKKMwFFSdisJo6zxeCfanwmYgAkMCoE6C5jSOeK9G2le6UbT1C4+ZrAaz6dfYt8hfmOIVNxXETC5n1Oo4v7qghEcClkjkhnYeevriMTMActSmeThpFwfJ+I8IIhY0mE/XHkSQbQgYs5XOnuES255UtnNDUFEaB74jwmYgAmYwMQRqLOAYXCpSiae1m9VJh18ZiTGndQZFy2JgNIMTFw2jseDf+nnCbqdgWHGKa4rxFsN8MGG/S2NRuNAIm1CTqDERXL1pechth9LnLq4R2W83vuDIBpLe1zWBEzABEygIoE6C5iSKEi7ziBFSNNzx/G9Kjn/qcDBR8l3rjz2cWj3Y5GxLfF4oOVeDdLS0O0MTEmc5fqc1hmOsS3xCDaHKRJmM5jRYKmG+01C/dx3I5P5ttFeREy33EJD8YGvcOy9CZiACZjABBKos4AZhaWQ0Mk9CekAVBIJhao6Tqa+TpZH4tmL0nINPwPQcUMKBXj0t5CVTaY/3NCbzRxK5P4exAoCj4B4QcQgavi9oG5nkIbcd7XjhX7PVsmqM3UyHd44D4gXxNtwoiMmYAImYAITS6DOAobBsgqdsQwsaycVMOAmSQ3aQWgk/xikQ1K89BPSOhUHoVy7PQNqO5tcfk5IIZjifuTKpWmIgHYiJi3T7hif7WzGI58loE7ECNfWFqqYvXbeTMAETKCWBGrZ6DoLmCrAERadDC7Yx37TQT3Nj23TOLMJIS33iHFYKulEcCAogs/SvtulkNKPQDI7UqqrlI7guLiU2UV6Nzdhd1FNswjXCyKGgBDjnTHM0NAnAmkE3u2CTSfXRLMC/zEBEzABExg7gToLGAaasRNo7WHN1tmVcy/NWF4wlHbH0L7KLr4HZnqhwCsK6e2SjywYMOvEvSqdzMQwqD9Q8NdpMucZ4dBpubHaUy9PVvFm5K3kjNkZAmkE+qhkbyZgAmMmYAcm0AWBOgsYBpB2yzCd3P8CPnyyD6HKjEewTffxgL+fMmlLaC9PH4X8hZRXdYvvyXmmUOiaQnq7ZEQCg3bODhFzhjIOVSCuXdtt87YW7Q3gxCxHe0tbmIAJmIAJDBSBOgsYTlS75Re+KWNXNSBggsigzBP8iQL50WHbaDzYc7Mqr5PnZwI2jkqmy1Tt+hR8xmImcjemKEsjJQeIuQ8rk5ttg/jSYXErtY+llxAQJ8xqxOKJJTAYfECeY0469GYCE0LATk3ABGpIoO4ChlmNEvZOxQZ+EAcM1MQJCA72IZAf4vG+VFfJPi6bCpj748xMPPhkkM9kN3I3DOfscmnMwLQSMZShfkQM4Qgl7KZAmnbDG2Jt+CCKwCkO1Id4QcQgZhB3PA20osrgWztvJmACJmACJjCaQN0FDIPfg6O71Uw5tfl3bH/i2ZhuPKUDe85HKmBuyxlFacHnklFaHB2LgMEPs1btRAx2zMLsq8hPFHhTLffJcMMv5+QrSsttCJZc+mCnufcmYAImYAIdE6i7gOHbfEnAhIG+YyhRgUWiONHSO0pKT8mU3m6LrxDSt8ymsz7BLuyr/NBjsO12j4hhRiT39FTOJ1zgzczL22RQWj4qcVIRbyZgAiZgAiZQnUDdBQw9ZeBkn4Yq4iEtk/p6JDHo9Kmk1F/irnmYzsAgypoZhT+dtqHgZji5FGG2ZDNl/lphvDZmZ8bLl/2YgAmYgAkMMIG6CxiWMUqnj1mAVvmlcnF6uoTEoB7nt4tXqT+dgUlvHE7r2ChNSI6rzpokxbKHiKntlcNsDHFFu97w0XVhFzQBEzABEzCBmMDkC5i4NZ3H2wmET3XuckSJdHmqVF+rwb3dLEw6AzN7RAvyB/iM3wkTW10SH4xTHOHGk0PcbNuqr6XqEC/4KOU73QRMwARMwAQ6IlB3AdNumYiBnlAVSjtb7u/I+epmUA9+0hkYfiso5JX2rdo5nr+FlNbPEhBCBkGyuzK5UbqVMOFJKWxb2ciNNxMwARMwgU4JDLp93QVMaUYknFcGem4sDced7lNhQn347MRPp/Zfr+AckfJUwW4iZmDSqhAkxyvxNQoIlCBqmKFB5PAUE+k8Do2tzLyZgAmYgAmYwPgRqLOAqSoMSrMmVSiyhJSKmFy9qU3sO2cf56czMOS18kf+TvoT/9aSDid1o70IFcQLIoanmDie1Ea5chMwgYkkYN8mMLkE6ixgmA2pQg8Bwav8q9imNgzM4UcXQx6zDiEe9tiFeLqn/jQtPk5/C4k30bbyR1l+RuA+Ipkw1vfAZFw6yQRMwARMwAR6i0CdBcw6HaD8WAe2qWn6VA+zH6lNK5HSTowcImehDh5Zxp6g5OzGk1GIt0WzuU40gQEh4G6agAkMNoE6CxgG8tzZuzWTyI2xVe6FyQmHGzL+xjOJOpeTQ+4j4ZFlRRu5F75xQ+yHlPk8BTbPtEDBwQRMwARMYCAJ1FnAlJ5A+kjhTPJIdauZklwx7K9OMkgjJMnFw6q2CJngJI6HNATLl3QQ8tLHr5XV3BA6zYj/TCQB+zYBEzABE5hMAnUWMDlhwI2jPB3DPuWKPb/Vk6bHx0EctEuL84mzpMM+F3I+c3ZV0uhDsOMR5hCP97m+x/mOm4AJmIAJmEDtCdRVwDCQE9ITEJZeeBImzeMYocETMsRzgd/0idPT45CX1t3q7bit8oK/dF8SPcP1qgCzMVdoH2+lfsc2jpuACZiACZhA7QnUVcCUwIfZBwRAaTDnht5YCMS+0t8ZWkOZ+NJuxJaWX3tE7siDVGSMzM0f5erMWW6sRN63Ql+5h4bHmJXkzQRMwARMwAT6m0CXAmbSoTCTkmtEEDDkEScQjwOPRZ8fJ0TxVJiQVUVMtHoiqkp56qkScu2jjwiX8aynSltsYwImYAImYAKTRqCuAiY3kKcDOMfMTOTgsjTUaikpVyZOy9Uf58fxTmzjcrQ/PiZeunGZPAcTMAETMIFeJ+D2jRuBugqYVTIEvp9JQwR8IJNOEm/obfdoNeIDH9jHIa0fuzg/jufKx/mleK5cq3pKfpxuAiZgAiZgAn1HoK4CJjeQs5SSO0FHKJElFu1GbPjg0erSchTG2LBPxURIJ2+iQlrnRNVjvyZgAoNDwD01gb4hMAgChpPFjwvmBAFC5Ccy2E2htGGT5sWiJ5ef2o/X8fysa7zabD8mYAImYAImMO4E+kXA5MRJDIv80v0wvCAOEcNyEnZxuRDPpVcVE7mywW+rfe5HHlvZO88Eep+AW2gCJmAC40SgjgImJxxKy0cxJmyYiYnT4jgvuXtnnBDFETnR4XyJbpuphT5kkp1kAiZgAiZgAoNFoI4CJneGcr9/lLPjyaNWImbLTCGWixYrpGeSRyV1OwMzc5SnRuPKTJqTqhOwpQmYgAmYQJ8QqKOA6XYGJpwyRMyR4aDCnkeXW818IFAIOVel9JxtnMZsUHwc4qeEiPcmYAImYAImMMgEBlHAcL730x9ETJUfPuQldbkZHoSN3HSwVTNFYHE/TmqNGCKk6T42ARMwARMwgYEj0A8CpttBHRFzoM54u/L8ltHCsku33ExQatPOd2p/uRJ4tFu7UVvuPTejjJxgAiZgAiZgAv1GINefOgqY9CVyrZZ3cn2O03g/DL8lxD5Oj+Pc/7J3nJCJl9pwXsY2l8SMy83KQCxpl92YmclmONEETMAETMAEBo1AHQVMOvORW97p5DwyS8Ij1oQ5hYJLZ9K5uTckl9qA72AT9rQfMYJoukeJ8xS454V0RbMbIiub4UQTMAETMIGJJmD/vUigjgIme0lRGwAAEABJREFU5Via/Ujt2h0jKJ4royr3xcisuZ2jv4TSzAlPEh0gG94GjGhhloXAMhE/ZbCs8tptiJfx6mO7upxvAiZgAiZgArUgUEcBk85U5GY5uoWPry1UuDQTo6wRG7MwhJ1GpP7n4CuKHqawrwKiJW27kovbg8pZTcHiRRC8mcAgE3DfTcAERhOou4BBcBBG96z7FPz9ofvi41KSd9UsJU+0RTtvJmACJmACJmACMYE6Cpi4/RMVnyzhwDIWS0YsN01U3+zXBDokYHMTMAET6D0CFjD5c5J7eoh7Y6ouLeW9jk5lmYjZHm4gZrmIvZeMRnNyigmYgAmYgAmMIFA3AcP9JnEHJurdKDkRwe8hIWLi+p+MDyrGmd1hiYiZFpaJtlI5Zl5IV9RbSsDHJmACJmACJpASqJuASds/UceICULqP03jHTEIEMTIMTJGiMQBofIhpWPDDMsCirNniSgnkpTtzQRMwARMwARMoB2BuguYiRQBQ75HIMw99rymLLDdU3uWgOKAUPmS0lkmSsWPkr2ZgAmYgAmYgAl0Q6BuAiZdQuqmz1XL5O6D4XeR0vLzs01p3T42ARMwARMwgd4kMMGtqpuASXEw85Gmjddx1RkT3qQ7XnXajwmYgAmYgAmYQAUCdRMw8e8gVRUYFTBkTRBHuToezVo70QRMwARMoJcIuC19TqBuAqaTN9mOx6nLCZgZieP53aakeh+agAmYgAmYwOARqLOAyYmL8T6DE/WY9ni30/5MwAR6jYDbYwImMKEELGBa450fIql1C5xrAiZgAiZgAiYwikDdBEzcgVvjgwmKl+6DiavzElJMw/FeIeB2mIAJmEBfE6iTgJmsx5URMa0ugvSemFa2zjMBEzABEzABExgHAnUSMOlMx/xa3ml3H8yUcTgP/efCPTIBEzABEzCBCSRQZwHTbmZkvLBRTyuxNHO8KrIfEzABEzABEzCBagTqJGDSd8C0EhXVel/dqt0sTHVPtjQBEzABEzABExgzgToJmHgJaX6KFyAzC8PewQRMwARMwAT6mEB9ulYnARNTzf1OUZw/3nEETCvRFIur8a7b/kzABEzABEzABBICdRIwky0SWi0jTXbbktPqQxMwAROoJwG32gSqEqiLgEEgEEK/Ws2GBJvx3n9PDkv1zlKeNxMwARMwARMwgflEoC4CJsXBkk6aNtHHiJdLCpWsXEh3sgmYQK0IuLEmYAJ1IVAXAfP2HgF6WqEdJWFTMHeyCZiACZiACZjAWAjURcDEMy7MhBDG0u9uy7KMlN5AfIWcxe3ToTcT6I6AS5mACZiACVQjUCcBs7W6hIBgr+ikbfykwQdUOzf1fkj7jRW8mYAJmIAJmIAJzEcCdREwIGGWYw9FJmv2RVUPb0coxrLWl7Tvo81dMQETMAETMIF6EKiTgKkHUbfSBEzABEzABExgwgn0lICZ8N66AhMwARMwARMwgb4gYAHTF6fRnTABEzABExhgAgPZdQuYgTzt7rQJmIAJmIAJ1JuABUy9z59bbwImYAKTT8AtMIFJIGABMwnQXaUJmIAJmIAJmMDYCFjAjI2fS5uACUw+AbfABExgAAlYwAzgSXeXTcAETMAETKDuBCxg6n4G3f7JJ+AWmIAJmIAJzHcCFjDzHbkrNAETMAETMAETGCsBC5ixEpz88m6BCZiACZiACQwcAQuYgTvl7rAJmIAJmIAJ1J/A2AVM/Rm4ByZgAiZgAiZgAjUjYAFTsxPm5pqACZiACfQHAfdibAQsYMbGz6VNwARMwARMwAQmgYAFzCRAd5UmYAImMPkE3AITqDcBC5h6nz+33gRMwARMwAQGkoAFzECednfaBCafgFtgAiZgAmMhYAEzFnouawImYAImYAImMCkELGAmBbsrnXwCboEJmIAJmECdCVjA1Pnsue0mYAImUJHAvHnzFiBUNLdZFwTMtwtoYyhiATMGeGMp6rImYAL1JcBApbCgwkJtAjYLpD1VGcQEebnypHdSpmmPz7QejklX4LN+io6nEFegfgJlQxuIj6pXZVpuQ74oG/yw53jCfUV1U18Io+qN7GhbCNiPsk07G5XFPoQR5YZs4Luw4jBu5iseGIdy7Jt5oZ7IJrQr3Y8qE8rm9om/lmUT21BvyzIV6iz6ydTXcV1x/VzU8bHjJmACJmACLQjwIaxsBqup2i+usKTCTAX2S2hPGmGG4oSpKsPA1vywVpwBjM/eRZQ/XYFyoTzl8JsOggvJDnvyKIMdvomTtqjyqYPBA/86HN6oi3zqISymHNqPP8rji0AcH9jLpP021Bd84ZP2hP7TJvrQiS9s8UVZ2oMvfOIbX8P9ol4F7BdWK7HHjhBsyVNWoyE7yuGXPGzwi3/K4XfYtllg6A/lFMgLZeFDgOUwZ9kE/+QtreLTFODIOWvZvqGy2NEW2sT54VoIgWPSF5XtcJ3yP2pTPmIpbSttyZaVPX2jfbQbJtRFgNEi5CvQt1F1hQTyFWg/bGkn5QnE6RN8aRcBO6452kQd1EscVs3/G8Fvm/1wNh0YPnDEBEzABEygTEAf1nyg80HMB+9KslxbYSOFTRQ2UFhXYZ0orKn4sxWWUaAMZQl84C+nNPIpR3n84A+/TVvVhy2DDAPC8rJfVeG5CmsNhdW1x/8s7fHHwNAcNHQcD95LvvKVr9xrgw02+KjSGayww99qOn6ewnoKayjgY7GhenVY3mTD+MGAxIBFG/DzfJXAF+1aVvFOfSEA6CMc4YIvjhnQ40GVuhkgqWMV1QNH2r+y4rEtdh23UX3jPCMGOA+cO/qHf3itoDo4f/hWtMF+6q9+9as1nvWsZ/3gs5/9LG1H5FC2Vfs4t9TB+aAPsOM6eIGchsAx1xPnBZ+0S9kjt6H2cp3ga0Xlwh8msKMsbRkWQLKnzXCBN/2CNXVtqLJcW7S7WJ9swrVFH7iWnqU0ztXG2hPW1x5miBT6SNuwgx1tCtcw/aYuzmXHIoZOqB5vJmACJmACFQlMOe2001ZaYYUVTlpggQUuUvitwlkK5yj8QeFCwtSpU89ZeeWVT37HO95x4NVXX/1i+ebDmsGegWPapptu+hHZXapAOcrj5yL84l/22DGILDN79uw1v/Od7+y48cYbf3OxxRb7vcpcrPCnJZZY4uyXvexlnz/jjDNe8cY3vnHfb33rWwxAzcFA5dn4jF/4qaeeWuKOO+7Y7BWveMXlSsTvsoceeuirVlpppZ/Lzx8XXHDB8+X7e7/97W9fpnwGFL4VZwdL5YfBi4FpyX/9619rv+Y1rzmI/srXedOmTfvt9ttvf8QNN9ywmWzx1RQeimc3DabUQ5uWvvbaazfYaqutjpgyZQp9PHfmzJlnvvWtbz3ovvvuY4BlsGUgXEiO6OMKZ5111lbrrrvusWr/JQsvvPDFL3/5yz+rehlIl5INPrHvqI1D7aEcYuDZf/3rXzenf8stt9xp6t+Vq6666jfkm8EYQQDfZnvOP//85y+55JKPHHDAAfcrv2r7pj799NPPetGLXnS0fNPn32h/ZhQ4vmjPPfd8o3wiBqgTXjr89xa1d0ldJ6vL9r0zZsw4Vz4unTVr1i8OP/zw18gSgRHKhzYvfs4557xAoutU2WJPXb9T/E9ve9vbdlUZRA+2imY32sH1ucIee+yxn8pdoHD2UDj/Oc95zvGXXHIJghKxt7j6+ZyPf/zjb1xxxRVPkc2fdc7+tP76639P5/Al8j5LAWat6pPJyK0j45FFfWQCJmACA0lgzqte9aq79e/tv/jFLz62/PLLPwKFj33sY6c+/vjju2pA2eb222/f4ZOf/ORhGsyfPvbYY98mcfCTj370o//LACNbBpLZ+nA/8uabb37jS17ykmuV1pBweVTf4j+GX/n/l9L4fF76lltu2XDbbbc99N3vfvdXn3nmmcWOOuqojz366KPbqp6X/PznP3/vIossMk/23zzppJPe//DDD6+jcs2BQPmUJyz6k5/8ZHXVvfiuu+56o/KnfPCDH9zyS1/60gFbbrnlRfvss8/PJLTuveKKKzZU/CAN2HwDZ/BiYJZ5dmv6VT9n/fd///fBv/71r3fSYHTjJptscuOTTz65iI632WGHHY64/PLLmVVi9mjUwBt5pZ6p55133hqaJfrKlVde+cLNN9/86rXXXvv2hx56aMZxxx33egmIz91zzz3MKMxQOQbEpdXfrXbbbbejF1100QX/9re/7aE695N42VhC7tOy5Rv+TNlOl3BbsYM20i/Ey0zxWvMjH/nIXpttttnx8v0aiYwLdL53ve666/aT38cVnlFgQ8hN++Mf//gi9f8StWeOEpc4+eSTtyy1795774UxImvGL3/5y7WuueaajXUeZy+99NKPhrDMMss8Nn369Kd1/PBOO+10m3yyzWv+mTeP2QoCIgJ+09TeZ7/uda/7vx/96Ed777///sc88sgju2233XbnfupTnzrksMMOe7XKMeOG4KCPiLulfvCDH2z/4IMPLrvUUks9onoenTlz5sNrrbXWVe985zsvkT3902XUvPmbugjUFwQs9U6XCHquwvYq22w7viTkHpJYPl0inf8b1LXCfvvt93aJqU/oGvzlY489tvMJJ5yw/wMPPLDC7rvvfrSuY0RMU6CqwmYdqr/tRkfaGtnABEzABEyg0dA3RwYQPtgfazQad2mm4TJ94P9T8YZmAO7RLMRNil+nb7WXHXjggT+RKNhXH9Cna3BZWDMe+0jEvFP5TKNr17h/1VVXvUEf9Bdz8NznPvcODTiXK363wlMK0zXzsPab3vSmT+nb/TYaDE+87LLL/u9d73rXrzSw/VX5f9OMwx/1DfYL73vf+7660EILzZk7dy4DFANLGASIT9XMyiYSSDdrML7vD3/4w5QzzzxzYw2w7/jZz3522Ne+9rWjfve7331KguGfEgCrSxhsKt9BBAU/Svr3NjTAkL7wwQcfvNGcOXOevuqqq3b785///N5LL730/aeffvqnVddDGuhXO/LII9+gUggJBnlFR25DvhiHFtYg+5JnP/vZl9966627qY37SpTs8+1vf/toROAFF1zwwqOPPno7lcbXDA18qxxyyCH7zp07d7GDDjro2LXWWusvYvHnt7zlLT+XMNzyAx/4wJ6yZelkuuw2rthGhAvtXELna3UN4h/44he/uJ9mqe4U4/eeeuqpn99xxx0vkEDhfCNg5qoO2r7IRRddtLxmolbX+fsLaRIFK6veYvv2228/rgPat9gPf/jD9TXQn6Y+vV7n+7UKuyi8USJn/6222uqva6655nXye4P8zlagPs4xApM97UUgLH3EEUf8j2budpHYPVfn5Zeahbn205/+9M8lTu+SWP2groENVZ5ZJeynX3zxxauq3f+l833Q/fffv4fqfJ3asIPO25uGRDV9nKcyI+rUOeOaIg0/S0oEbbPeeutdrbLvlo/d5Wtn9f+V/0//VBYBM/X4449/oYTVnmrbeWrnz3VOr3nta/B9qxgAABAASURBVF97rv5PfF2if4bauZ9EJzOU9Av/Ktp+oxHtrWxhAiZgAibQJDAkYubo4AktdfABzcDS0CDJ/lGlk8Yywu18UH/zm9/8uj64L9cH/wI//vGPX/f73/+egYRZGHw8puWdJ1WGbbZEyMOKIF4YTGdpOWJPfbPffIsttrhCQuNY1cdAdqdsHhwK92p/qwaoH6677rrnXH/99XymI7CU3Lw3Y4qm7mdISG3xwhe+8DIlPrbBBhvcq5mez2qQukrHtxI0SF4rcXM1bXziiScYGBEoymq5zZXfpTXQH6byl8vyaoW/aLA9W8tmZyjekAh5nvZhUCr5nKfZgmduu+22RTWgfUXf4BEBTV977bXXLzSTc5Ha1bjmmmvWky+4zTzmmGNeppmiDTRw3qDZJ2wRff9S/HKJJ0TaNmob93Ysqn3VNiIGEG6zJD7fJmHxhmWXXfZBcT9crBCZ/1D9nFcG9pjxYpqZWVfnZrZmkBA3i2js3uovf/nL81u1TzNNq995552LauB+7Lvf/e6hulaY9YAj/b/usssue1B9XF7n/lyJY+rlekE0IHwY7FdUe5iRmibRMEsi4XW6fuaJwYVKh8c9Wsa5Q7Nsl0tcrXDKKaf8t9IRgDBcWgx3kDibrdkpfHM93a58BDj9fEhx6uOccf5m6Zh7V5jF4Zjrc5rE4poSQdvpPDGLyHXMzOHNssUPbeD/xHQtcb5cs4NLbLTRRrco7wEFrtu7Xv3qV18mRrfo3K6r/xubK522tZqtk8l/Ni72/xw5ZgImYAKtCDgvEOCbKYPYHA2ufBNnWp1jAh/8fHA/IeP7llhiiRs1oJ+iAerpf/7zn8tounwbpTeXVbSfo2UhylAeP8TxPU1LCxvrG/V2GhjnahbnTA3s4cOfgQL/1PO0fDyiAe6OF73oRT/WQMbgQJ6SmwJmUQ1sq+lb7hIa2Ji1eVzteWy11VbD7lEZIZaadepb84LLLbfcvzSTceVQ+twhsabD/2xDabT1Cc26HKvlKITRPbJgECTcI/9/15IIbOgLQdmjtyFfzyy++OKPacD/smYcEGgMbvihjf+SMLuOkpptoU6+nc/405/+9EJxW0gzNneKD4MtouKx5z3veXdq9uvef/zjHytq2WcjlVvgwgsv/KHaiDBo1UaZNhAwS5x++umbabbgDYgBLb8cp1k2eCBKqR+7EBjcKdNcPtJAfJn4cc6nVmmfBvUNV1xxxTmabfqBhAZLRKHfnJfZEkWrPfnkk1Ne+tKX/lkVMuMHxyV1Lb1Nfb5CoviTEr/cYzRNImINLTWuplmXJzSThy/aS5lHxO+mBRdccK5msbbULAk3JE+TMFpZMzI7aOZti1VWWeWL++677zu0HLi26llSAV1AXYo2ECpLb7fddh8Vjys0w7WnErFB5C6u2ZdXaMZmXc0OflAi71Mnnnji1spHWLHMBx98LSZhzZJZQ+3gmOuNa/dJLTU9oPb+QyJ7ipYbEfYISGzkpv1W2bC9K1uYgAmYwMARCB/0acfnaXDmgxqB8IAGoSvXWWeduzDSYPNCLVHwTZjBT2YLxD6Ik76EBpet9O185qxZsx7W7MnfVJbZGQRLGEj5/GaAIcw96qijLtay0HmyYyMPP1N/85vfbKxZiVu33nprvhHTHgYP2oYNQmolDaYba9B9vparTtKSFvfJIJJoC75GBTWaNiCUGCQZcPGLz2bQgPSMhF1DSzvMjjCoY1/yRzr9wg/+iOOHMs889thjTSElgXCNGjJbM11TNVvDDAT+GaxpK32aM3PmzMcXW2yxpyV2Fvz73//OoAkb8h9V2VZtxAZeS51wwgk73HXXXUtr5uOmPfbYg5kFZhx4ooYZiBXkpzlLoD1iahEtxSx/xx13rCHhh5Drtn0wot/0mfMy/dxzz91Cyz83agbqBtVF++C0IIJB4m2KBMt6N910E+dvqvbPefTRR6ctv/zyD6sMwg9fMHxKS16PSPDMVZ9WuPrqqxEXi2hp7/laouIenIbavrSunTdqZu57X/jCF96iurjxNvRxQeUvevPNNz9PTBfiJmvlw3RBCcPpurY2W1DiSEJqipY5N3j9619/qK6zw7QUiXjknhaYNtQG2tPQ9Rz4NX3IV2OhhRaiXw2JbIQRM0z0H/FDdsuAYUsDZ5pADxFwU0ygbgQYkJ7SVP2906dP51txQzMdS+kbKQKGz9/0g5pj0qddeumlDAINzZg8oYGZWQYGAfzBABu+5fINnKUSlmoYsHnMl8ewuddhMQmJxbWEsoVmZ/6oQogDBvp5ilN+hgamtd7znvfss8suu3xBA8+tBx98MLMNyv73JhHC+zu4eZNp/ThQHpE2R2LmGQV80nYGrKkazNbSbMCD8nuWPNFv6s35wg/3FtEv/BCGfUnoTdPMwTqaobhR3/LPl68nxW5xzSTAj2U7/BIoT5itGQWW2Boa0Bnc8c9A3hRBKl9qIwKHAXplDcwvlF1DgvNezXK8XQMsTx+dL2Fwyte//nXu6UHMMMDT1+bykWabntx5550RfrMlnLpqH3Uq0N5FNSuzsoTKBlr+OV+za+HcIxgf+cY3vvGl9+nfscceu59mnBClDc3sraBzPUXna57EDXawIMzRDMzdmuF6UiJjkaHlwae0xHXyQw899AqJw500i/JZ2dwipovr/H/g6KOP5qkllqkQE89oRuu+b3/72x96v/5997vf/bTayOzYExJ4t0vQ7CVB+d9aKtxTYu9XiEeEl2aJPn7fffdx0zUzKk9KfCJkG+rXRhJEXKP4R0AtpXZzrXINcG7kvvoGrOrWtjQBEzABE+iEAIMxA8ns1VdfnfsDmmU14PPtvfSBTTqDEd9Sm/YMTIrgS7vmxmf3NM3MHChflyjwCPYZ2p8j4XDOd77zHQTN9J/97Gera9BaUt/iud+Fb/EM5vhZSLMu3F+hMfnr79BSxSI//elPN9t8880/es4552ysGhhUGMBYKmCw5phvyOy574J0hA1tZfmLPX2appmclX7/+99vrhmJU3beeWeWbhBOctnAH2XxMcKX+kdZbIIv+j5DbVpLswbr6pv9DzUIsoTGTEVzsJNoeEZLSNy/AV/K0i8C8aaNIrRLu+EX2lFPro0sQS101VVXrXz33XcvI47zNNAyq/W1Rx55ZGcN7EdreW75Aw444NNf+cpXdpJDhCOD83QJrC0kAC5l9kPpCDoVX2CBTtunsmy0b/pZZ521gcTbottssw2zOvBDlHDuuIfpBs2Y/FTLbcxIIbzoc7OfSy+9NE8RkQYT0uHZ3NMoVYAdvu5T/O9a1vyTloV+rKXA90sgnqVrZdHDDz/8XdzbonwEMn4e0QziNZq1OV6zNMwG4R8xzZ4ZsCvXXnvt30rcfE7X26fE4UEJ2Bdq+Q2xx/l+XILmNC0V3ailq1X33nvvvbTEt5FE13of/vCHX6uZRt5/09B1G4QudTbbrDa03PhP0NLAmREBR03ABEygMwIMGHzOTtE0//IU1WDNxmDU6kMam2Y+A4+m6fm2z+CGCwIf8k9KLBytb7XvW2ONNbh/osFAo2/De++1117ciLmwBsKNNKDc8rKXvYzlKwYdylF+zvbbb3+nlhV216C9OwPM1KlTZ19zzTWrfPazn91LgydLDQw+3DPBDA8vJuMeBd7Hwr0Ss+SEATyIGNrG8VKf+cxndlx22WVv/OpXv3qMbBBtLN0gSBj0ebyZAQtf7DkmHUHEDA286CuPBS8jsfCGzTbb7IzPfe5zp8gXg+5sgZmrwEzDAhpw8UsZZTfYL6RliubsDDZKbDLUvpmnfa6N3BtDGxcQj6W0lLGwZh0eOuSQQ3646aabXqZB/ppPfvKTJ0uMnav6Fv3Rj360q2Yr6P8MDfwrSOisIaFxqXwjrlg666Z9Kt5sP/1ZXALwxZrxuXHHHXdkVgfhyQwS547ZJgQNy0QM+JzTZp040GzIFM08cS7oL4EloCUlUBeGhwI+uPboLwIEprepj3+Vkv3qi1/84iskLFaQiOWGaQQMPqgTW2ZeqBuRhh/S6TMzRFxf16u9Zx100EHfkHibM7RUyjX01CabbHLVcccd9xEJ5AtOO+20l2tG7ScS30fIbnld2wuwxCWByjIp/vBNd9oG/mO1NbKBCZiACZhAVwT4jF1Ug8Kymq7nw5z3vdyjb+wMHAwkYYCNnfMB/qQGMJ4KYXlgpkTJc2TAgMLgpGijaaPI/Rp0/iZbBuEGyyeKM5jM1tT81Msvv3zzdPlIgog6qZtB6TYNHBcec8wxX9TSwVc1oMzRktP6GsC432MJfUPeVksYvDSPl6zxkjNeeHbxVltt9THVzUwKYoM20baZH/nIR3j6ZhMNYketsMIKfDtnwJNpY9qb9U91M1t0nvb4Yn+Jkt8sA2Z58EVAZCytmYGdJCYW+9KXvvQdtYFlIWZJZs+aNethfVt/VEslC2pWhJkc6ocz+ykqQ/mGhBvi6Wn5pr8MxKU2wgEe2Mm8wWzAY6qD8ggFztU/d9ppp99rGfCpW2+9dZXLLruM+0Rm/PKXv1xXzJ7cZZddmJlAFHTTPs4lddP+0vIRNg1xY9mOtoZA+hxuhpUQmPvwww9Pu/POO2EJDwKCZoYE6UJaiuQGbkQPZYOfIELuX2qppW567Wtf+2u43n777QhX2gO3YVvVH5b4QlsQVvig7/i+801vetN5ur6v49xcddVVtIUZn3v+67/+6wItz/3v3LlzXywh9XLV8VEJlwUkOKdpue5WMeRJL66X4TqaJ6PFHzrYIttZJmACJmACLQjwAZ/LZjaBAYCZhaXOPffcDSVCmNVobLnlljzmyrdWPvj1WT4v9cEA84i+of5ZH/Bz9W1/sQsuuGBTVcJMBYMzfnXYFDEM0E9oUGAga2jwoSxpCx5//PHP0WAenj7iW3xzYFCF1EegDKIA8XPzG97whnO0RHCjfC2oAY/8eRJD92688ca/kwi6SKLlTxJLF2tW4vdrrrkmTwZRF3ZNYaBlqw01O/EOLR0cpsGIJSuEAQMz48w8iavb9U38PPkIvi7iWMtAzBbRFuzo39IHHnjgyy6++OJt/9//+3+HbrjhhjyWSzvxNVfLJI9qxgnB0PjXv/7FvRTUj/CZoqWJJbTkM12CZ47aiA39hhU2MwttDHXP00zEI2LO+3QWEEvKkccA/IQE0d2LLbbYbPgoMFPCvT6ba7C+VGIt3GDNy+ge7rB91AFHzuu0M8888/niHy8fcZ3QFpaDwnWFLbxg8hTnbebMmY+q79MefPBBRN0iKgCTRSQklpK/KbT/BS94AeK2ed50HeCDevFBHx9TP25bfPHFH1RAtFEvecN1UkaBYwKzb837olQXfvD7pIQSYuhOsXpQ1w9c8MN5YLmv+di+7O//y1/+MvP73//+5hJF87TEedqqq64algjhIZP2GwDaW9nCBEzABEwgJsAHNgPAFH0AEyePz1PSCM0BTonL6FvxGt/97nceIdAEAAAO2ElEQVRfIzGxyFprrfWPt771rWcqnQ92PqgX4p+O+UYbynP4qJZ1fiexw9JE42c/+9nLNZvCsgvLUNNlEAYoyjCYMNAEAaPsxiLnnXfe+pqtuGnrfz99hKhhaQN7yvJkDYF2UvZpDVoPqS2PSiDcLbGBqHn0fe9735+1TLWvBNT/alljHy1X7aNlk/899thjf6xKEBWUX1p1Pf/www/fV/bfV7sRDgxaiDdmaahntpamzr700kv3xkfwxfHnP//5s+WLb/CIjOW+/e1vv+ikk056i2ZeWNJg5gVOCBt84fNxxJ3a+oy+4a+hZRMGbOqYfvPNN8/Sks4yK6200t0veclLeGwcvws3Go1WbaQ8TJ/ZYostbqLs3XffPfO6667j9fvMmlEn57Qh4TJXTO983vOed/8NN9ywuOyereU53t/yhPqACCA8omWvP7VrnwQh73uBIQO/ijdguTjv/dHAf+OOO45YPpJuaApdRAl9ZZmMttGup7Q0c6MEwM333nvvErpOuEmWPOyWuPrqq1dX4YbadKGEHdcd12szT5XSb7jTx4XVZ+mPJe7+n//5H+69QXRwbVAn/qiTcrSTNMpxozR5nB98LCrBvYhmgZZUfb9bbrnlWHaif/ghqMoGNiu9973v3UPnawVd43/ef//9T1YGy6Ccr2CnpNYbF3NrC+eagAmYgAkME9BgwADAB/hUDZ58gCMIGlpK4IOdAYGBlicsnqVlo+e9+93v/t/f/va3m0ydOvUpDfDHrL322sxeMHDhY4am/hkAeJyUwYg4/p7WN+pb/+///u+bEhN38UH//ve/fx8NztyD8mw1hil+Bl7CEvLR/Cx/Rv+UN0/fuKdpmeOF+sb9Jx0zLY+goN34pm0McvzgH7NCPO7KwLncbbfdtrRmW85Yf/31Wb6ijcwUEedejOvli8C3aL5N67Cx7EUXXbTpPvvsc8gHPvCBi9Vell2YKeIx53U++tGP7rzNNtu8TYb07WHt8YXAwQ97Zl9IJ3+FH//4xy//8pe//OFvfvObp2s5g8GMx25p6zpvfOMb93j961/Py9iefvvb3/57tfGqG2+88Tmqn/tosJslzhtpxmHJV77yladpdoeZG8TPMrJp2UaJvLeqbQtqNuUf22677W8eeuihaZpN2lZpPNG1nPbLSBg859FHH5360pe+9LcSGPf//Oc/X1Xpz7zuda+DDYM9AzWcH1H7zmvXPp0bXvaG8KGNnD8eyV7p2muv3VCD+u8lNhj8g/BcQHXBaPqVV165pq6F3SQa11Ua19sziE7Nep2s0897b7hG4LG8ZqRW1nWwrtp7++67784TYcyKTT377LOfL1HKrF64BpbXUs6sk08+eWv170RdA7CDP+1anLqok7pVJ9c8YvHZv/jFLzbXLBj3y3BNzlLe8kccccQmTz311DN77rnnr3TMshL9Q9zw/2KW/k88V3l7n3/++ZtttNFGV331q1/94rLLLsu1QNuas4QqV2mjcZUMbWQCJmACg05gSLw0BxKxmHXGGWds8ve//51BrqEpc8QHA/daGkQ3/MIXvrCrPqCP1FLOq5ZZZpkHvvjFL35W3zr5psnsBp+9S//zn/9cXctLm8hXQ0tMK5944ok8wsvggxh6aPvttz//e9/73oFaIrhaMxcv0P5bEgrvUrkXqMy6119//UYHH3zwK7WnTOPpp59GDMw+5ZRTltdywlIqz7d8BkkGVwbBqRJR20ts/UmD2inf+ta3Xq8BZT0NJutr5uR9Ws75i9r5Q/lGoDAoM6NAeUQQAwx70hmUpmu2YIM3v/nNXxQXBr9XS6x8QgPgYZqVOFJt/fbXvva1z2lpCsFD3fhCFOEj9qXqGkv88Ic/3OqDH/zgITNmzFjy0EMPfbN8HSRfhyscpSWZ759zzjl7SQzeIeOnNODd9slPfvIICbV5+++//zv1jX99zQptfdRRR71VS1x/0GwPM0Tcv7LYhRde2LaNu+22G22kT/d95jOf+aFmNP4ohtsdcMABb3jiiSfW/cEPfvBStekdWs668NOf/vQJasNjZ5xxxsYSoywfIfIQLswcwPlxzTzc2qp9hxxyyI/kg+sAgaJo86WDi6jOtXUOFxW/S5UIJ/wq2twW0t/F99lnnw8drX/vete7DpOgRXxS7wMSj6e96lWvOlnX0I5f+cpXXiEmz99rr73eecstt6ws8XG0lu5Y1nv6uOOOW13i8IStttrqTM3yfO6000575Sc+8YmdtVT4Fc0uXX/MMcccr3ruV6BtC6mOZahLVR5N3UpHiCwuEfLenXba6QwxOeGwww57y6mnnrq1ztn+WqZ7pxh9Xv4RqZxv2r2URPjz1O9dNQv5HQmlHSUaz1Z/P6LrhBkslqye1mwmfVEV1Tb+E1WztJUJmIAJmAAEpuhDfwX9+96rX/3qz+obKN9IGx/+8Id31wfwSQrnSLD8+lOf+tSHZfyMBsEvS+TsJvHCwMCMA4JgYQ20+z7rWc86/rzzzuObdEPLEYtrhoHfEfqeBkeWihjw79Jgdg5LLYcffvjHJTpulujYQ+V+QT0aDE7SjMVbNEtzrZap9j3hhBO+pDof+P73v7+aBNVNEjDcSMs3aQZnBodndtlll79rueFaDUyr7r333odqzeD0N7/5zR/feeedj5eQ+disWbP49o3A4NvwXNUzT4F9M8g/fhb86U9/uoJ8ff7GG29cQ7MGK5111lnrSWRspOWhF6hPm/71r39dZ6WVVrpZgyUzFPSlWT7jayENeOtocDxEDJZTX1f5zW9+w43ETV/4u+mmm1ZTX/+q2RFe1Q+/+1T3H8TkoxJzy6meH6gvH9fMwZmaxfmkBA7f6B8Xj2XUr8+1a6N8YY/fh1X2es2+fFKzOCdpduAd06ZNO1lt+4REzZmnn376x5V/k0TRbInG1TWLcr54BKEBJ9jQ1/vls9i+5ZZbjsGd2QkECmXkpjFP531jzaZcq+uKR6RpD8yG82X0jETTNVOmTHl6tdVWu1bXAecWH49pxuYfEg9HiNHJBx544AfF5Dgtsa115JFH7v+hD33oFyrL7NgTb3nLW+6QqDxOM4KP/+pXv/of1XWUZpO2k82Xxf0oiVuW7RAeiLG51EFd1End8kP6bInNX2mW6dK77rprJYmnj+6xxx6fUdv/pdmdd+t6QpQgIGnbwjvssMMuq6+++u8ltj+m/ze36/p8z+9+97uP6LplqYp2Pcl1Id8dbRYwHeGysQnUkYDbPM4E5uib7j812L5WMw+bK7xc4b8VXqbwYoUtFDZ/8sknt9Yg90Z9O/26Pth5HwqzBwgDBrjHL7nkkkNlt4kC5V6hPX42x6+EB7YMTgwkd2vwuEYDxo81hf+Oxx9/fBvZUm8zaLnjFRdeeOH/agA5RYMYN0Ler4HpRA1eH1e/wzdpBkFEzJP65nudBNVb5eNFBC07/Nett9765s9//vO/0OCFwGIWh0dlKSMXozbS5+y66663afDaWT7oM23fVnECcdq4pYTN2zRY47M5GI/y1Gjg62nNVlz+8MMPU+4lQz6CH9K2VtqLJIoQhAx2+ILLXerzr7VMsovyN9WyxZYSlgetueaavDSNfj8hQXhrB23EJ8zv12D7l1/+8pcH6RxuKd8v1NLR1pphOFR9uVZ9uHeLLbb4p+rd8+Mf//ifdYyAQezRFx02b66mja3ax+A+W4N2ED2IgkeuuOKKT+jc7KnzgIjAB+eM+6Pwjc1DEqrf18zTJr/+9a8/p8ruV2CmhGvqoeWXX/46tfvgoXZvevvtt79Ws1anyYbriXbi814JnW9q5g2uL9b531zXyt777rvvObKjXq5Rzj914/d+6qJO6pYNbX9Y/wcul0jdQ3y4jrbQrOMrNfvzNS3DIc5oFywRME/qejxBduvLx4u0pPWut771rb+UH4QtMy9PiQN1KamzzQKmM162NgETGGAC+qANAwmDHbMBfxOOKxQuV2C5hgGONO5zIfAhjd2DymfphUGIQJwlBPK52ZRvovihDPb4Z1DEloGAZQoGF+6b+Lt8YRcCAwazJryVFfHBIMU+1Nn8Fj/UdgYU8hA6tJXA7AMig8GEQY6BtTigRH4Y6G5XW5gtoO0wIBDnjb4ICeqhPgZE2Mn8P1vkCxuWcVjmwAcBP4TAlTZSJ32AC4xgSB0wgCUDNf2GGQM79p20Eb+Uwwf1wQbesW/4womBnFmUEbyG+gS/Vu1juQSbAIM41wTnAJGGf85/zCzYhD7fpcLUwfklj3ZzncCA9sIENvjDLubGtcT1w7nDDkbUTd/ic4VfylIXvqibY/jCiOuOa4hrnjh2nMsgSmg/7YIV5xee+KFNo9ipPx1tFjAd4bJxNwRcxgT6icDQAMVgwIc9AySDBh/mfHAT+GAmkMdAxPR4c5CjLEE8GBj4YCc/lGdPOfwODyLYKzCwMmgweOAXuxA4pgyDIoMetgTq5JhBRFU2+CZPvXyrxk+p/LB9o/BP7cEmMMAPbU8D6bRruC85d/IVtwl+qR+O8cUA3+yPyjBzQTkY0hc4ErChPgb1rtoo3/ilb/jCJ3ypA/7Uj+/At1lX2i/5aNu+uAz2OqZe+hPqof1K/veGjQL1kg9X9rSlaac89uSHdtN22h2uC9pECDb0C67s8Ze7XvBJu6gLG4QJDPCRXkfURz5MKMf1Rn2Up1+0JdQ13KZ/9667vxYw3XFzKRMwgQEmwGChwODR/DBXvLTHpvlhHuOSffODXftcuTGXkV/8j6qXNgzlUUdcN8dZe8rkQsFP7JN4Jb/d+sqUG1FfJp82pWFEGfpaKDfCDhtsWwVsFCgX6iSe5Sy75jkL+5LfoXz8EEb4ivJa1lfVjjZEtiPqi9Jb1pXxMcIP+d2GARAw3aJxORMwARMwARMwgV4lYAHTq2fG7TIBEzABEzCBySTQ43VbwPT4CXLzTMAETMAETMAERhOwgBnNxCkmYAImYAKTT8AtMIGWBCxgWuJxpgmYgAmYgAmYQC8SsIDpxbPiNpmACUw+AbfABEygpwlYwPT06XHjTMAETMAETMAEcgQsYHJUnGYCk0/ALTABEzABE2hB4P8DAAD//7Za3/4AAAAGSURBVAMAqlzJbzYnVRUAAAAASUVORK5CYII=","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"62f4ae33-39b2-4636-a3dc-d841cc3ac8a9","Value":"86907","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"89e8d71b-61c3-4029-9de2-e9beefc913de","Value":"{\r\n  \"latitude\": -25.188834,\r\n  \"longitude\": 31.065036\r\n}","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","QuestionText":"1.2 Location (GPS Coordinates):","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"ff3628c9-d568-445e-99d4-f5d44d7ea471","Value":"69380","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bd726557-32ff-46ad-b5b9-b99d811b5eed","QuestionText":"Total Expenditure:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"d1ae560a-ee28-402e-b842-f78c3b3995cd","Value":"Notapplicable","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"0c7af728-a826-4e3b-9cf1-fb23197be946","Value":"sdtheledi084@gmail.com","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"bb7600d5-6785-4ff6-954a-fbe175b63a0c","Value":"117700","DateCreated":"\/Date(1770095159650)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"663d421f-5255-4b90-9760-067ffb0499c9","QuestionText":"Total Budget:","ResponseID":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"30b42803-5bce-47f8-be16-fe31a489c296","Value":"Mpumalanga","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null},{"ID":"a2fabc01-f165-4895-936d-ff967e880d5c","Value":"Equipment\nInfrastructure\nPersonnel\nContent creation\n","DateCreated":"\/Date(1770095159650)\/","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":"a6046ad1-bb00-4e7a-bef4-d66420e9758f","QuestionRowID":null}]


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Thaba Chweu News and Printing


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{
  "latitude": -25.188834,
  "longitude": 31.065036
}


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Build


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:Website Design


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g.  1 – 31 January 2026):, Value:1-31 January 2026


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:250000


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:Equipment
Infrastructure
Personnel
Content creation



2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Still developing


2/2/2026 5:10:04 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:Notapplicable


2/2/2026 5:10:04 PM - 
Message:	ResponseValue(0/1) 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:Notapplicable


2/2/2026 5:10:04 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:Mpumalanga


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Comments:, Value:We're online yet.


2/2/2026 5:10:04 PM - 
Message:	ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English


2/2/2026 5:10:04 PM - 
Message:	ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:siSwati


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:250000


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:150000


2/2/2026 5:10:04 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


2/2/2026 5:10:04 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


2/2/2026 5:10:04 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:TechnologyPlatformDevelopment


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:117700


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:0


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:79128


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:69380


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:23335


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:17527


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Budget:, Value:220163


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:Total Expenditure:, Value:86907


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:10.1 Full Name:, Value:Sipho Theledi


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:10.3 Contact Number:, Value:0799854184


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:10.4 Email Address:, Value:sdtheledi084@gmail.com


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:10.5 Signature:, Value: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


2/2/2026 5:10:04 PM - 
Message:	ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-02


2/2/2026 5:10:04 PM - 
Message:	Response Documents : True


2/2/2026 5:46:22 PM - 
Message:	New survey response : 21038297-db45-426e-bfea-9c586b0bb8c7, SurveyTitle: AI /3-2-2026/1:42:19


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:1.1 In which country income category is your primary professional activity based?, Value:Highincomecountry


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(0/1) to add :- questionText:1.2 In which regions do you currently operate? (Select all that apply), Value:SoutheastAsia


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:1.3 Primary sector:, Value:ResearchAcademia


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:1.4  If applicable, how would you classify your organization’s market position?, Value:Tier2


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:1.5 What is your primary role?, Value:Researchadvisory


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:2.1 In your view, what is the biggest barrier to deploying AI-enabled energy solutions in developing countries?, Value:Costandfinancing


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:2.2 How effective are current government policies in your region/country at promoting affordable access to energy and digital infrastructure needed for AI?, Value:Somewhateffective


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(0/2) to add :- questionText:2.3 Which government levers are most important to democratize last-mile energy and AI access? (Select up to 2), Value:Subsidiesorincentives


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(1/2) to add :- questionText:2.3 Which government levers are most important to democratize last-mile energy and AI access? (Select up to 2), Value:Localmanufacturingorassembly


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:2.4 To what extent do current AI-enabled energy solutions risk creating new forms of technological dependency?, Value:High


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(0/2) to add :- questionText:2.5 Which design features most help avoid dependency and lock-in? (Select up to 2), Value:Interoperableopenstandards


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(1/2) to add :- questionText:2.5 Which design features most help avoid dependency and lock-in? (Select up to 2), Value:Localmaintenanceandsupport


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:3.1 How significant do you expect AI-driven demand (e.g. data centers, digital infrastructure) to be for future energy growth in developing countries?, Value:Significant


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:3.2 In your experience, does AI currently accelerate or slow down the transition to renewable energy?, Value:Somewhataccelerates


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(0/2) to add :- questionText:3.3 What role can AI play in enabling renewable energy systems? (Select up to 2), Value:Gridoptimizationandstability


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(1/2) to add :- questionText:3.3 What role can AI play in enabling renewable energy systems? (Select up to 2), Value:Energystorageoptimization


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:3.4 Are current AI investments being effectively aligned with renewable energy deployment in emerging economies?, Value:No


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(0/2) to add :- questionText:3.5 Which mechanisms could best ensure that new energy capacity driven by AI demand is green? (Select up to 2), Value:Renewableenergymandates


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(1/2) to add :- questionText:3.5 Which mechanisms could best ensure that new energy capacity driven by AI demand is green? (Select up to 2), Value:Carbonpricingoremissionsstandards


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:4.1 How much influence do Tier 1 energy and technology companies have over energy and AI outcomes in developing countries?, Value:Veryhigh


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(0/2) to add :- questionText:4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2), Value:Interoperableandopentechnologies


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(1/2) to add :- questionText:4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2), Value:Localcapacityandskillsdevelopment


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:4.3 To what extent do current Tier 1 business models risk reinforcing market concentration or technology lock-in?, Value:Moderate


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(0/2) to add :- questionText:4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2), Value:Regulationandcompliancerequirements


2/2/2026 5:46:22 PM - 
Message:	ResponseValue(1/2) to add :- questionText:4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2), Value:Transparencyandreportingstandards


2/2/2026 5:46:22 PM - 
Message:	ResponseValue to add :- questionText:4.5 How effective are current technology transfer and knowledge-sharing efforts led by Tier 1 companies?, Value:Somewhateffective


2/2/2026 5:46:23 PM - 
Message:	update survey response : 21038297-db45-426e-bfea-9c586b0bb8c7, SurveyTitle: AI /3-2-2026/1:42:19


2/2/2026 5:46:23 PM - 
Message:	ResponseValues to delete : [{"ID":"30942b8c-6f2b-494e-9d6c-0a3fd419260e","Value":"Energystorageoptimization","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"42f7ba0e-669a-4575-9d07-1c721e32daf6","QuestionText":"3.3 What role can AI play in enabling renewable energy systems? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"b905ad02-96ec-4020-86fb-0b4b47e236df","Value":"Somewhateffective","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"74cde405-a28b-441e-a637-d1f676266681","QuestionText":"4.5 How effective are current technology transfer and knowledge-sharing efforts led by Tier 1 companies?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"a890ba37-6aa7-431e-b38d-16ebc7dd79ad","Value":"Interoperableopenstandards","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"b4243185-6a3c-45a3-b683-98280c2255b6","QuestionText":"2.5 Which design features most help avoid dependency and lock-in? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"960c55b5-7dbe-4d24-9223-1a82d9d4e617","Value":"Transparencyandreportingstandards","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"14086d1b-3ae2-49c2-ba0d-0553a985d4f1","QuestionText":"4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"fc7eeed4-0314-4eb5-8775-1e4025a59994","Value":"Tier2","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"e8297164-3288-4dd0-b9b3-f5547eaba692","QuestionText":"1.4  If applicable, how would you classify your organization’s market position?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"c14db62a-61ec-44fc-90e3-1f38bb1469d1","Value":"Highincomecountry","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"a59475e2-870c-4fd9-a804-6c3e6904fbb3","QuestionText":"1.1 In which country income category is your primary professional activity based?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"e00669b1-b4ef-448c-889b-27907775cd5f","Value":"Regulationandcompliancerequirements","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"14086d1b-3ae2-49c2-ba0d-0553a985d4f1","QuestionText":"4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"87057dac-f5db-4fa1-9af1-2d2d1159b8c1","Value":"Renewableenergymandates","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"1d5f65d9-7d0d-4140-9503-34d9aec07ba8","QuestionText":"3.5 Which mechanisms could best ensure that new energy capacity driven by AI demand is green? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"ce4b750a-88cb-4626-b8a5-3e3e1d434189","Value":"Localmanufacturingorassembly","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"7105f8db-1500-46b5-a319-a80d39fca361","QuestionText":"2.3 Which government levers are most important to democratize last-mile energy and AI access? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"fb1e7e3c-4909-451e-8d09-3ed78d301d31","Value":"No","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"42a56f0e-402b-4c55-9b00-1ca06a384ef7","QuestionText":"3.4 Are current AI investments being effectively aligned with renewable energy deployment in emerging economies?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"36df2836-9be0-48b5-8246-5f5d27affa9a","Value":"Subsidiesorincentives","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"7105f8db-1500-46b5-a319-a80d39fca361","QuestionText":"2.3 Which government levers are most important to democratize last-mile energy and AI access? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"372bb459-253e-4204-88f6-626c12aee8ba","Value":"Moderate","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"fb1c4451-d20e-4c5a-b1d4-0915f0edb8ce","QuestionText":"4.3 To what extent do current Tier 1 business models risk reinforcing market concentration or technology lock-in?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"af0a577e-5a76-48db-a66f-78abe2aaab4f","Value":"Significant","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"2dead9cb-352a-4b87-a54d-dc7a85da55bf","QuestionText":"3.1 How significant do you expect AI-driven demand (e.g. data centers, digital infrastructure) to be for future energy growth in developing countries?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"801426dc-3f26-41ff-8178-7ffd27060389","Value":"Researchadvisory","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"1ed212ef-f976-47b7-9fb6-b0c893071a08","QuestionText":"1.5 What is your primary role?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"52d520d5-b09a-4f35-8c96-83c1ded62128","Value":"Localmaintenanceandsupport","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"b4243185-6a3c-45a3-b683-98280c2255b6","QuestionText":"2.5 Which design features most help avoid dependency and lock-in? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"ed2e4081-3f83-4428-bbfb-906d6b693422","Value":"Carbonpricingoremissionsstandards","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"1d5f65d9-7d0d-4140-9503-34d9aec07ba8","QuestionText":"3.5 Which mechanisms could best ensure that new energy capacity driven by AI demand is green? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"c1299be1-0786-4798-a157-9435b1648fb9","Value":"SoutheastAsia","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"1b92689e-8765-4d78-94d8-10778140a547","QuestionText":"1.2 In which regions do you currently operate? (Select all that apply)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"7f6dcdeb-aea4-4ce6-89e7-943aa50d55ac","Value":"Interoperableandopentechnologies","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"0fb135eb-9808-4056-818e-5ae792b0c82c","QuestionText":"4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"6d696b73-8f47-428c-bf33-a3a88ca581a0","Value":"Somewhataccelerates","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"61bf0f69-f68f-4fbf-974e-b9be5636a0c0","QuestionText":"3.2 In your experience, does AI currently accelerate or slow down the transition to renewable energy?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"d0720be1-b29b-4fa4-8f64-a865a45d1278","Value":"Localcapacityandskillsdevelopment","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"0fb135eb-9808-4056-818e-5ae792b0c82c","QuestionText":"4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"4df314e5-2996-4fc4-93bd-aba2693a528c","Value":"ResearchAcademia","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"f62ce6e6-ec3a-4290-8959-4587dd3bc977","QuestionText":"1.3 Primary sector:","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"f536dc0c-9344-40c9-a9e7-b3bf4059586b","Value":"Gridoptimizationandstability","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"42f7ba0e-669a-4575-9d07-1c721e32daf6","QuestionText":"3.3 What role can AI play in enabling renewable energy systems? (Select up to 2)","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"eedb3a7f-7aee-4d93-9d61-c5fa057aa811","Value":"Somewhateffective","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"26fc90f8-d79a-42d2-9bd9-f8d84cd13abe","QuestionText":"2.2 How effective are current government policies in your region/country at promoting affordable access to energy and digital infrastructure needed for AI?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"107fbd1c-e02d-4c1a-a2a8-e977dd7877b5","Value":"High","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"6fc2e1bd-abb7-410f-ace9-8d71285713e5","QuestionText":"2.4 To what extent do current AI-enabled energy solutions risk creating new forms of technological dependency?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"c8036c96-f7fb-4e40-a873-ec24da446517","Value":"Costandfinancing","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"360c218f-630b-4cea-a8a3-aa3afa2381cd","QuestionText":"2.1 In your view, what is the biggest barrier to deploying AI-enabled energy solutions in developing countries?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null},{"ID":"23ba43c4-8e31-4297-9ef4-fff30456fa67","Value":"Veryhigh","DateCreated":"\/Date(1770046939027)\/","CreatedBy":"8ae954f0-0d4a-4dc8-ace3-b5606491a7ea","QuestionID":"8219248c-ea09-49c7-bced-085deab6fc06","QuestionText":"4.1 How much influence do Tier 1 energy and technology companies have over energy and AI outcomes in developing countries?","ResponseID":"21038297-db45-426e-bfea-9c586b0bb8c7","QuestionRowID":null}]


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:1.1 In which country income category is your primary professional activity based?, Value:Highincomecountry


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(0/1) to add :- questionText:1.2 In which regions do you currently operate? (Select all that apply), Value:SoutheastAsia


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:1.3 Primary sector:, Value:ResearchAcademia


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:1.4  If applicable, how would you classify your organization’s market position?, Value:Tier2


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:1.5 What is your primary role?, Value:Researchadvisory


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:2.1 In your view, what is the biggest barrier to deploying AI-enabled energy solutions in developing countries?, Value:Costandfinancing


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:2.2 How effective are current government policies in your region/country at promoting affordable access to energy and digital infrastructure needed for AI?, Value:Somewhateffective


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(0/2) to add :- questionText:2.3 Which government levers are most important to democratize last-mile energy and AI access? (Select up to 2), Value:Subsidiesorincentives


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(1/2) to add :- questionText:2.3 Which government levers are most important to democratize last-mile energy and AI access? (Select up to 2), Value:Localmanufacturingorassembly


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:2.4 To what extent do current AI-enabled energy solutions risk creating new forms of technological dependency?, Value:High


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(0/2) to add :- questionText:2.5 Which design features most help avoid dependency and lock-in? (Select up to 2), Value:Interoperableopenstandards


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(1/2) to add :- questionText:2.5 Which design features most help avoid dependency and lock-in? (Select up to 2), Value:Localmaintenanceandsupport


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:3.1 How significant do you expect AI-driven demand (e.g. data centers, digital infrastructure) to be for future energy growth in developing countries?, Value:Significant


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:3.2 In your experience, does AI currently accelerate or slow down the transition to renewable energy?, Value:Somewhataccelerates


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(0/2) to add :- questionText:3.3 What role can AI play in enabling renewable energy systems? (Select up to 2), Value:Gridoptimizationandstability


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(1/2) to add :- questionText:3.3 What role can AI play in enabling renewable energy systems? (Select up to 2), Value:Energystorageoptimization


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:3.4 Are current AI investments being effectively aligned with renewable energy deployment in emerging economies?, Value:No


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(0/2) to add :- questionText:3.5 Which mechanisms could best ensure that new energy capacity driven by AI demand is green? (Select up to 2), Value:Renewableenergymandates


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(1/2) to add :- questionText:3.5 Which mechanisms could best ensure that new energy capacity driven by AI demand is green? (Select up to 2), Value:Carbonpricingoremissionsstandards


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:4.1 How much influence do Tier 1 energy and technology companies have over energy and AI outcomes in developing countries?, Value:Veryhigh


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(0/2) to add :- questionText:4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2), Value:Interoperableandopentechnologies


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(1/2) to add :- questionText:4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2), Value:Localcapacityandskillsdevelopment


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:4.3 To what extent do current Tier 1 business models risk reinforcing market concentration or technology lock-in?, Value:Moderate


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(0/2) to add :- questionText:4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2), Value:Regulationandcompliancerequirements


2/2/2026 5:46:23 PM - 
Message:	ResponseValue(1/2) to add :- questionText:4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2), Value:Transparencyandreportingstandards


2/2/2026 5:46:23 PM - 
Message:	ResponseValue to add :- questionText:4.5 How effective are current technology transfer and knowledge-sharing efforts led by Tier 1 companies?, Value:Somewhateffective