2/3/2026 9:26:52 AM - Message: New survey response : e06282f7-dc0f-43e2-b7d4-6bd8737b0fdd, SurveyTitle: DIG/2-2-2026/18:49:16 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Explain News 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Engage 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:The WhatsNews Growth and Sustainability Project 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1 - 31 January 2026 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:1193056 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:The WhatsNews Growth and Sustainability Project will build on explain.co.za’s strong editorial reputation by deepening its multimedia production capacity, professionalising its audience engagement systems, and testing diversified income models. The initiative will formalise the WhatsNews Network — a content distribution partnership connecting news influencers and explain’s own newsroom. The project will invest in editorial technology, audience analytics, and business development capacity to secure long-term sustainability. In executing the Project, the Grantee will – 1. Establish an Explain News Network of news influencers by April 2026. 2. Produce 100 total week video explainers across TikTok, Facebook and You Publish 100 original explainer stories annually on governance and social justice. 3. Launch membership and brand partnership programmes to increase revenue. 4. Grow social following by 50% and monthly website users by 30% within one year. 5. Conduct one training cohorts for small publishers on digital storytelling and audience growth. Submit quarterly editorial and financial reports to DNTF. 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:Per the Project Timelines noted in our contract, at this point in our grant we are focusing on: Recruitment and systems upgrade: 15 Jan, 2026 - 28 Feb, 2026 This is going well and we are on track. As per our budget we need to hire a number of roles. The first and most important of these is the Editor and Journalist/Researcher, in order to set up the systems as we begin recruiting our influencers. Here is our progress on both: 1. Editor: We ran an extensive job application since December, you can see the job ad here: note, we reframed it as a news editor role to attract a wider pool of candidates. https://explain.co.za/2025/12/15/job-ad-news-editor-explain-co-za/ There was much excitement in the industry about the role, given the innovative nature of this project, which marries influencer reach with newsroom heft. We received 33 applications and only approached 5 individuals as part of a headhunting process. We have narrowed down the selection to 2 final candidates who are completing their final tests as part of our rigorous hiring process, and the hiring will take place this week. 2. Journalist: We also ran this job ad campaign since November last year, which you can see here. https://explain.co.za/2025/11/19/job-ad-full-time-journalist-explain-co-za/ We are in a good financial position as a company in that we can hire this as a permanent role, beyond the grant term, so it was advertised as such. We received 35 applications including one headhunted individual, who has started on a trial month with us: Fatima Moosa, who was previously instrumental in running the now defunct Daily Vox. By the end of the month we will assess her performance in line with the grant goals and decide on whether to proceed. She started work on 1 February and her performance has been great so far. Both these roles are crucial in setting up the muscle of the newsroom before we onboard our network of news influencers. In addition, we have begun our production of the following outputs: 1. Produce 100 total week video explainers across TikTok, Facebook and You 2. Publish 100 original explainer stories annually on governance and social justice. We published three original explainer stories in January, along with videos on tiktok and other social media platforms, links below. The pace of these will pick up as the team expands and particularly once the news influencers are in place. Articles: 1. https://explain.co.za/2026/01/28/is-julius-malema-going-to-jail-heres-whats-going-on-with-his-firearm-case/ 2. https://explain.co.za/2026/01/23/angie-motshekga-under-fire-the-iran-naval-drills-debacle-and-wholl-really-pay-the-price/ 3. https://explain.co.za/2026/01/13/matric-results-2025-why-an-88-pass-rate-is-a-big-deal-and-why-its-not/ --- TikTok: https://www.tiktok.com/@explain.co.za/video/7600675242037546258 https://www.tiktok.com/@explain.co.za/video/7598574449213967634 https://www.tiktok.com/@explain.co.za/video/7595238218572909844 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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:Percentagechangeinwebtrafficandsocialmediaengagementincomparisontobaseline 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Target:, Value:3 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Actual:, Value:3 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Comments:, Value:As part of the grant we aim to publish directly on Youtube, Facebook and Tiktok. We are currently publishing on all three as well as Instagram. 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Target:, Value:20000 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Actual:, Value:5598 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Comments:, Value:Our goal is to have 20000 monthly site views, as measured by Google Analytics, by the end of the grant period, December 2026. Our baseline, as measured in December 2025 was 5213. January 2026 saw a 7.4% increase to 5598. We hope to see stronger growth once we start publishing more frequently once the news influencers are in place. 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A), Value:39984 2/3/2026 9:26:52 AM - Message: ResponseValue(0/1) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Urban 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Comments:, Value:This data is hard to get on social platforms, though we can get it on Google Analytics and will do so next time. 2/3/2026 9:26:52 AM - Message: ResponseValue(0/1) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:6 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Total people reached by content this month:, Value:39983 2/3/2026 9:26:52 AM - Message: ResponseValue(0/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 2/3/2026 9:26:52 AM - Message: ResponseValue(1/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:Newsletter 2/3/2026 9:26:52 AM - Message: ResponseValue(2/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:SocialMedia 2/3/2026 9:26:52 AM - Message: ResponseValue(3/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:AudioPodcast 2/3/2026 9:26:52 AM - Message: ResponseValue(4/5) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:VideoYouTube 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - Message: ResponseValue(0/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Males 2/3/2026 9:26:52 AM - Message: ResponseValue(1/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Females 2/3/2026 9:26:52 AM - Message: ResponseValue(2/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Youth 2/3/2026 9:26:52 AM - Message: ResponseValue(3/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Adults 2/3/2026 9:26:52 AM - Message: ResponseValue(4/5) to add :- questionText:During the reporting month were the following audiences reached? (Select all that apply to report on the number of users reached during the reporting period), Value:Elderly 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - 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 2/3/2026 9:26:52 AM - Message: ResponseValue(0/9) 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 2/3/2026 9:26:52 AM - Message: ResponseValue(1/9) 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 2/3/2026 9:26:52 AM - Message: ResponseValue(2/9) 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 2/3/2026 9:26:52 AM - Message: ResponseValue(3/9) 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 2/3/2026 9:26:52 AM - Message: ResponseValue(4/9) 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 2/3/2026 9:26:52 AM - Message: ResponseValue(5/9) 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 2/3/2026 9:26:52 AM - Message: ResponseValue(6/9) 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 2/3/2026 9:26:52 AM - Message: ResponseValue(7/9) 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:Numberofdownloads 2/3/2026 9:26:52 AM - Message: ResponseValue(8/9) 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:Listeningtime 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:The reporting period focused on the first contractual phase of the project: recruitment and systems upgrades (15 January–28 February 2026). Key progress was made in establishing the editorial and operational foundations required for the WhatsNews Network. Explain News successfully ran national recruitment processes for two critical roles: Editor and Journalist/Researcher. The Editor role attracted strong industry interest, with 33 applications received and a rigorous headhunting and testing process resulting in two final candidates, with appointment expected in early February. The Journalist/Researcher role also attracted 35 applications, and a candidate with significant experience in youth-focused digital journalism began a paid trial period on 1 February, with early performance aligning well with project objectives. In parallel, Explain News began early-stage content production under the project, publishing three original explainer articles on governance and social justice topics in January, alongside corresponding social video content on TikTok and other platforms. Audience growth indicators showed early positive movement, with monthly website users increasing by 7.4% from the December 2025 baseline. Stakeholder engagement activities also commenced, including the launch of a peer network for independent publishers and exploratory discussions with established media organisations regarding influencer-led content partnerships. 2/3/2026 9:26:52 AM - 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:As expected in the first month of implementation, the primary challenges were related to sequencing and capacity, but this was to be expected and is not a failure or missed target. Full-scale content production and influencer onboarding will only begin, as planned for, once core editorial roles are in place. Another challenge identified was the inability to report detailed demographic data for audience reach in this reporting period. While baseline audience metrics are available, demographic tagging has not yet been fully configured in Google Analytics, and social media platforms provide only partial and fragmented demographic insights. To address these issues, Explain News has begun configuring improved analytics and dashboard systems across Google Analytics and social platforms to enable more accurate, disaggregated reporting in future months. 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:An important lesson from the first month is the critical importance of investing early in systems and data infrastructure alongside staffing. While audience growth and engagement are core outcomes of the project, the ability to measure these accurately requires upfront configuration and alignment across platforms. The recruitment process also reinforced the value of framing roles in ways that resonate with both traditional journalists and digital-first practitioners. Reframing the Editor position helped attract a broader and stronger candidate pool suited to the hybrid newsroom–influencer model. Finally, early stakeholder engagement confirmed strong appetite within the sector for collaboration, particularly around sustainable influencer-led journalism models, validating the project’s relevance and positioning. 2/3/2026 9:26:52 AM - 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 major cyber, data breach, or AI-related incidents were encountered during the reporting period. One possible reputational risk associated with scaling influencer-led journalism without sufficient editorial oversight. This risk is being mitigated by prioritising the appointment of senior editorial staff before onboarding influencers, and by embedding Press Code–aligned editorial processes into all content workflows. A data and reporting risk was identified due to incomplete demographic tracking in analytics systems. This is being mitigated through the ongoing setup of enhanced Google Analytics tagging and consolidated social media dashboards to improve data accuracy, integrity, and consistency in future reporting periods. 2/3/2026 9:26:52 AM - 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:As part of our commitment to bringing together small publishers, Explain News has established a group called Digital News Entrepreneurs South Africa. This group includes the founders of the following publications" 1. Currency News 2. Media Hack 3. The Continent 4. Politically Aweh 5. Health E News 6. Vutivi news 7. Food for Mzanzi 8. The Debrief Network We held our first event on 29 January at the Explain News/WhatsNews business premises, and it was a fruitful evening of shared lessons and learnings. Explain News also engaged individually with the founders of these organisations at about 3 other engagements in the month, discussing possible collaborations. We also attended a Women in News breakfast with Fray Foundation, where we networked with women in the news space in South Africa and discussed possible collaborations. We also met with the following media houses' heads to discuss our influencer model, partnering with the newsoom on their indepth reports and taking these to social media in vertical video influencer fashion. They are all open to the idea and discussions are ongoing. 1. Jillian Green from Daily Maverick 2. Rob Rose at Currency News 3. Anna Marie at Bhekisisa 4. Simon Allison from The Continent In addition, we have discussed link sharing with Politically Aweh to boost SEO scores. 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:1193058 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:0 2/3/2026 9:26:52 AM - Message: ResponseValue(0/1) 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 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Total Budget:, Value:0 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:0 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:Notes:, Value:We are currently experiencing problems with our bank account receiving payments and trying to sort out as soon as possible to enable the grant to be paid across. 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Verashni Pillay 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:MD 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:10.3 Contact Number:, Value:0722786770 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:verashni@explain.co.za 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:10.5 Signature:, Value: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 2/3/2026 9:26:52 AM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-03 2/3/2026 9:26:52 AM - Message: Response Documents : True 2/3/2026 9:50:31 AM - Message: update survey response : de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6, SurveyTitle: 202/3-2-2026/09:27:19 2/3/2026 9:50:31 AM - Message: update survey response : de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6, SurveyTitle: 202/3-2-2026/09:27:19 2/3/2026 9:50:31 AM - Message: ResponseValues to delete : [{"ID":"948dfbf6-18ba-4bee-8296-05092b3ceb40","Value":"kennedyc@stdavids.co.za","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"7243e3bd-5c5b-4c30-a0a5-92ba61c6b359","QuestionText":"Email address (strictly, the person completing the survey)","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"11cbbe94-ee88-4952-9e9e-15f80e1416c9","Value":"We had three grades (Grade 8 -10) on our Alexandra Campus totaling 100 boys. A new boarding house was built to house and additional 40 boarders. ","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"97056c11-3b8e-49fc-8cde-a80fdba85b4e","QuestionText":"Please note any significant changes to the school in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"76c32fc8-bb29-44b7-9995-1666e8b4d9f4","Value":"Mr Mike Thiel , 0767579757","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"f1bf36aa-9fdd-4897-8de1-42001da9b415","QuestionText":"4. Alternative person\u0027s name \u0026 contact details:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"57603e03-3362-4f8a-bd62-1e6dd9b166a1","Value":"Deputy Head of Academics","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"901c0ed3-92a4-402e-bc0a-f9ff31684cdc","QuestionText":"2. Designation:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"482bcfd2-316b-4996-94fe-1fd4960f4990","Value":"R653193","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"5dd56f86-44e5-4d6e-bafc-e22e94970cb4","QuestionText":"2. Actual TLP expenditure:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"7fb85b29-1ab6-46e3-824c-2b007bfc7d01","Value":"We have an intern co-ordinator , Mr Mduduzi Chonco. He meets with the interns on a regular basis and tracks their progress.","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"1b85e426-6ed1-42e8-941e-5fc980f7e453","QuestionText":"4. Please elaborate on how the school tracks the Optima interns:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"09f805bc-89a7-4a12-a4cb-707d02fcf063","Value":"3","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"0c2fbcac-e492-4cd5-92f8-4ea738c4108b","QuestionText":"1. Number of Optima intern/s supported in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"b672b6d1-859c-4d9d-bfa1-7b3fc95e20fb","Value":"36 Rivonia Road, Inanda, Sandton","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"83f7ff48-c2de-456f-9b03-d8cfa0be1a6b","QuestionText":"5. Physical Address (school):","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"a1e956fa-33f8-478f-b4e5-7d38aac0f265","Value":"We were unsuccessful in finding a suitable 4th intern for the programme. We interviewed a number of candidates. ","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"2f4f5f00-2f69-4db7-8155-aa8ddb9aece2","QuestionText":"3. In case of a surplus, please elaborate on the actual line item/s amounts not used:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"3b5ca322-7a08-4f60-9f7b-9f03765183ce","Value":"No significant changes. We do have interns working across both campuses.","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"17a4f5b4-25ba-4667-a267-0bf7fc2f3ba3","QuestionText":"Please note any significant changes to the Teacher Learnership Programme in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"729ba93a-feb0-4497-a525-ae60db614956","Value":"R362000","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"456fb4ea-2755-4f4e-ae4b-05cf487e072c","QuestionText":"1. Approved (disbursed) TLP amount:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"7055dc21-ce91-4488-8583-bca4af6faf42","Value":"0823303149","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"1c00e90c-32b7-4371-acf3-9ae4dc12daff","QuestionText":"3. Contact number (person completing the survery):","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"e5093ca5-a5cb-4b90-87df-c6c8f733ea58","Value":"Nil","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"69bd076a-e7f6-4449-8b71-e8ace838a308","QuestionText":"3. Number of Optima interns that completed/graduated at the end of 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"c6fc7e3b-0106-45a0-b89c-e99361f32687","Value":"Nil","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"86f240aa-631e-4334-94b3-57290189685c","QuestionText":"2. Number of Optima interns that dropped off/left the programme in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"12f4b5eb-77cc-4480-abd3-eb25a2225391","Value":"St David\u0027s Marist Inanda, Mrs Colleen Kennedy","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"f7ac93fd-10f0-455e-aff9-9a15d8bb50d3","QuestionText":"1. School Name \u0026. name of person completing this form:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null}] 2/3/2026 9:50:31 AM - Message: ResponseValues to delete : [{"ID":"948dfbf6-18ba-4bee-8296-05092b3ceb40","Value":"kennedyc@stdavids.co.za","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"7243e3bd-5c5b-4c30-a0a5-92ba61c6b359","QuestionText":"Email address (strictly, the person completing the survey)","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"11cbbe94-ee88-4952-9e9e-15f80e1416c9","Value":"We had three grades (Grade 8 -10) on our Alexandra Campus totaling 100 boys. A new boarding house was built to house and additional 40 boarders. ","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"97056c11-3b8e-49fc-8cde-a80fdba85b4e","QuestionText":"Please note any significant changes to the school in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"76c32fc8-bb29-44b7-9995-1666e8b4d9f4","Value":"Mr Mike Thiel , 0767579757","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"f1bf36aa-9fdd-4897-8de1-42001da9b415","QuestionText":"4. Alternative person\u0027s name \u0026 contact details:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"57603e03-3362-4f8a-bd62-1e6dd9b166a1","Value":"Deputy Head of Academics","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"901c0ed3-92a4-402e-bc0a-f9ff31684cdc","QuestionText":"2. Designation:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"482bcfd2-316b-4996-94fe-1fd4960f4990","Value":"R653193","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"5dd56f86-44e5-4d6e-bafc-e22e94970cb4","QuestionText":"2. Actual TLP expenditure:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"7fb85b29-1ab6-46e3-824c-2b007bfc7d01","Value":"We have an intern co-ordinator , Mr Mduduzi Chonco. He meets with the interns on a regular basis and tracks their progress.","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"1b85e426-6ed1-42e8-941e-5fc980f7e453","QuestionText":"4. Please elaborate on how the school tracks the Optima interns:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"09f805bc-89a7-4a12-a4cb-707d02fcf063","Value":"3","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"0c2fbcac-e492-4cd5-92f8-4ea738c4108b","QuestionText":"1. Number of Optima intern/s supported in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"b672b6d1-859c-4d9d-bfa1-7b3fc95e20fb","Value":"36 Rivonia Road, Inanda, Sandton","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"83f7ff48-c2de-456f-9b03-d8cfa0be1a6b","QuestionText":"5. Physical Address (school):","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"a1e956fa-33f8-478f-b4e5-7d38aac0f265","Value":"We were unsuccessful in finding a suitable 4th intern for the programme. We interviewed a number of candidates. ","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"2f4f5f00-2f69-4db7-8155-aa8ddb9aece2","QuestionText":"3. In case of a surplus, please elaborate on the actual line item/s amounts not used:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"3b5ca322-7a08-4f60-9f7b-9f03765183ce","Value":"No significant changes. We do have interns working across both campuses.","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"17a4f5b4-25ba-4667-a267-0bf7fc2f3ba3","QuestionText":"Please note any significant changes to the Teacher Learnership Programme in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"729ba93a-feb0-4497-a525-ae60db614956","Value":"R362000","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"456fb4ea-2755-4f4e-ae4b-05cf487e072c","QuestionText":"1. Approved (disbursed) TLP amount:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"7055dc21-ce91-4488-8583-bca4af6faf42","Value":"0823303149","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"1c00e90c-32b7-4371-acf3-9ae4dc12daff","QuestionText":"3. Contact number (person completing the survery):","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"e5093ca5-a5cb-4b90-87df-c6c8f733ea58","Value":"Nil","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"69bd076a-e7f6-4449-8b71-e8ace838a308","QuestionText":"3. Number of Optima interns that completed/graduated at the end of 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"c6fc7e3b-0106-45a0-b89c-e99361f32687","Value":"Nil","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"86f240aa-631e-4334-94b3-57290189685c","QuestionText":"2. Number of Optima interns that dropped off/left the programme in 2025:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null},{"ID":"12f4b5eb-77cc-4480-abd3-eb25a2225391","Value":"St David\u0027s Marist Inanda, Mrs Colleen Kennedy","DateCreated":"\/Date(1770103639157)\/","CreatedBy":"6b1a6a69-c142-4d23-9271-d56523d76f3f","QuestionID":"f7ac93fd-10f0-455e-aff9-9a15d8bb50d3","QuestionText":"1. School Name \u0026. name of person completing this form:","ResponseID":"de2cd7d8-2e7b-4169-9cab-8a17d75cf3e6","QuestionRowID":null}] 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. School Name &. name of person completing this form:, Value:St David's Marist Inanda, Mrs Colleen Kennedy 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. School Name &. name of person completing this form:, Value:St David's Marist Inanda, Mrs Colleen Kennedy 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Designation:, Value:Deputy Head of Academics 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Designation:, Value:Deputy Head of Academics 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. Contact number (person completing the survery):, Value:0823303149 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. Contact number (person completing the survery):, Value:0823303149 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:4. Alternative person's name & contact details:, Value:Mr Mike Thiel , 0767579757 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:4. Alternative person's name & contact details:, Value:Mr Mike Thiel , 0767579757 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:5. Physical Address (school):, Value:36 Rivonia Road, Inanda, Sandton 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:5. Physical Address (school):, Value:36 Rivonia Road, Inanda, Sandton 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:Email address (strictly, the person completing the survey), Value:kennedyc@stdavids.co.za 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:Email address (strictly, the person completing the survey), Value:kennedyc@stdavids.co.za 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:Please note any significant changes to the school in 2025:, Value:We had three grades (Grade 8 -10) on our Alexandra Campus totaling 100 boys. A new boarding house was built to house and additional 40 boarders. Mr Mduduzi Chonco was appointed as the Intern co-ordinator. He went through the TLP . 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:Please note any significant changes to the school in 2025:, Value:We had three grades (Grade 8 -10) on our Alexandra Campus totaling 100 boys. A new boarding house was built to house and additional 40 boarders. Mr Mduduzi Chonco was appointed as the Intern co-ordinator. He went through the TLP . 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:Please note any significant changes to the Teacher Learnership Programme in 2025:, Value:No significant changes. We do have interns working across both campuses. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:Please note any significant changes to the Teacher Learnership Programme in 2025:, Value:No significant changes. We do have interns working across both campuses. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. Approved (disbursed) TLP amount:, Value:R362000 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. Approved (disbursed) TLP amount:, Value:R362000 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Actual TLP expenditure:, Value:R653193 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Actual TLP expenditure:, Value:R653193 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. In case of a surplus, please elaborate on the actual line item/s amounts not used:, Value:We were unsuccessful in finding a suitable 4th intern for the programme. We interviewed a number of candidates. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. In case of a surplus, please elaborate on the actual line item/s amounts not used:, Value:We were unsuccessful in finding a suitable 4th intern for the programme. We interviewed a number of candidates. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. Number of Optima intern/s supported in 2025:, Value:3 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. Number of Optima intern/s supported in 2025:, Value:3 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Number of Optima interns that dropped off/left the programme in 2025:, Value:Nil 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Number of Optima interns that dropped off/left the programme in 2025:, Value:Nil 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. Number of Optima interns that completed/graduated at the end of 2025:, Value:Nil 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. Number of Optima interns that completed/graduated at the end of 2025:, Value:Nil 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:4. Please elaborate on how the school tracks the Optima interns:, Value:We have an intern co-ordinator , Mr Mduduzi Chonco. He meets with the interns on a regular basis and tracks their progress. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:4. Please elaborate on how the school tracks the Optima interns:, Value:We have an intern co-ordinator , Mr Mduduzi Chonco. He meets with the interns on a regular basis and tracks their progress. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. Please share the highlights in 2025:, Value:All our interns are fully involved in all aspects of school life, and they play a significant role in the boy's college journey. Our Grade 12 results were a real highlight. 100% pass rate with 100% BD passes.. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:1. Please share the highlights in 2025:, Value:All our interns are fully involved in all aspects of school life, and they play a significant role in the boy's college journey. Our Grade 12 results were a real highlight. 100% pass rate with 100% BD passes.. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Any challenges in 2025:, Value:Finding suable candidates for the programme has always been a challenge and in 2025 we were unable to find a 4th. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:2. Any challenges in 2025:, Value:Finding suable candidates for the programme has always been a challenge and in 2025 we were unable to find a 4th. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. Please share any lessons learnt and recommendations for the Teacher Learnership Programme:, Value:We are extremely grateful for being part of the TLP for so long as we have employed many of the interns after they have graduated. and they have proved to be exceptional educators. Over the years we have adjusted our own intern programme to ensure that it is effective and that interns feel fully supported. 2/3/2026 9:50:31 AM - Message: ResponseValue to add :- questionText:3. Please share any lessons learnt and recommendations for the Teacher Learnership Programme:, Value:We are extremely grateful for being part of the TLP for so long as we have employed many of the interns after they have graduated. and they have proved to be exceptional educators. Over the years we have adjusted our own intern programme to ensure that it is effective and that interns feel fully supported. 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:1. Teacher Learnership Programme Intern database (excel sheet), Value:Yes 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:1. Teacher Learnership Programme Intern database (excel sheet), Value:Yes 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:2. 2025 TLP payments slips, POPs,proof of transfers,invoices or similar, Value:Yes 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:2. 2025 TLP payments slips, POPs,proof of transfers,invoices or similar, Value:Yes 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:3. 2026 School (TLP) budget, Value:Yes 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:3. 2026 School (TLP) budget, Value:Yes 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:4. One page confirmation of 2026 interns (names and contacts, as per criteria in the grant letter)), Value:Yes 2/3/2026 9:50:31 AM - Message: ResponseValue(0/1) to add :- questionText:4. One page confirmation of 2026 interns (names and contacts, as per criteria in the grant letter)), Value:Yes 2/3/2026 10:20:02 AM - Message: New survey response : 4dc941de-ec72-49b4-915a-570ff33be74a, SurveyTitle: AI /3-2-2026/11:01:09 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:1.1 In which country income category is your primary professional activity based?, Value:Lowincomecountry 2/3/2026 10:20:02 AM - Message: ResponseValue(0/2) to add :- questionText:1.2 In which regions do you currently operate? (Select all that apply), Value:SubSaharanAfrica 2/3/2026 10:20:02 AM - Message: ResponseValue(1/2) to add :- questionText:1.2 In which regions do you currently operate? (Select all that apply), Value:NorthAfricaMiddleEast 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:1.3 Primary sector:, Value:TechnologyAIcompany 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:1.4 If applicable, how would you classify your organization’s market position?, Value:Tier1 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:1.5 What is your primary role?, Value:Technicalorengineeringrole 2/3/2026 10:20:02 AM - 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:Energyaccess 2/3/2026 10:20:02 AM - 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:Veryineffective 2/3/2026 10:20:02 AM - 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:Publicprocurement 2/3/2026 10:20:02 AM - 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:Publicprivatepartnerships 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:2.4 To what extent do current AI-enabled energy solutions risk creating new forms of technological dependency?, Value:Low 2/3/2026 10:20:02 AM - Message: ResponseValue(0/3) to add :- questionText:2.5 Which design features most help avoid dependency and lock-in? (Select up to 2), Value:Interoperableopenstandards 2/3/2026 10:20:02 AM - Message: ResponseValue(1/3) to add :- questionText:2.5 Which design features most help avoid dependency and lock-in? (Select up to 2), Value:Localdataownership 2/3/2026 10:20:02 AM - Message: ResponseValue(2/3) to add :- questionText:2.5 Which design features most help avoid dependency and lock-in? (Select up to 2), Value:Localmaintenanceandsupport 2/3/2026 10:20:02 AM - 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 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:3.2 In your experience, does AI currently accelerate or slow down the transition to renewable energy?, Value:Stronglyaccelerates 2/3/2026 10:20:02 AM - Message: ResponseValue(0/3) to add :- questionText:3.3 What role can AI play in enabling renewable energy systems? (Select up to 2), Value:Forecastinganddemandmanagement 2/3/2026 10:20:02 AM - Message: ResponseValue(1/3) to add :- questionText:3.3 What role can AI play in enabling renewable energy systems? (Select up to 2), Value:Gridoptimizationandstability 2/3/2026 10:20:02 AM - Message: ResponseValue(2/3) to add :- questionText:3.3 What role can AI play in enabling renewable energy systems? (Select up to 2), Value:Energystorageoptimization 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:3.4 Are current AI investments being effectively aligned with renewable energy deployment in emerging economies?, Value:Partially 2/3/2026 10:20:02 AM - 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 2/3/2026 10:20:02 AM - 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:Internationalclimatefinance 2/3/2026 10:20:02 AM - 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:Moderate 2/3/2026 10:20:02 AM - Message: ResponseValue(0/3) to add :- questionText:4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2), Value:Interoperableandopentechnologies 2/3/2026 10:20:02 AM - Message: ResponseValue(1/3) to add :- questionText:4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2), Value:Localcapacityandskillsdevelopment 2/3/2026 10:20:02 AM - Message: ResponseValue(2/3) to add :- questionText:4.2 Which responsibilities should Tier 1 companies prioritize? (Select up to 2), Value:Long-terminfrastructureinvestment 2/3/2026 10:20:02 AM - 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:Veryhigh 2/3/2026 10:20:02 AM - Message: ResponseValue(0/3) 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 2/3/2026 10:20:02 AM - Message: ResponseValue(1/3) to add :- questionText:4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2), Value:Public–privatepartnerships 2/3/2026 10:20:02 AM - Message: ResponseValue(2/3) to add :- questionText:4.4 Which accountability mechanisms are most effective for Tier 1 companies operating in developing countries? (Select up to 2), Value:Multilateralordevelopmentbankconditions 2/3/2026 10:20:02 AM - Message: ResponseValue to add :- questionText:4.5 How effective are current technology transfer and knowledge-sharing efforts led by Tier 1 companies?, Value:Somewhatineffective 2/3/2026 11:52:57 AM - Message: update survey response : bb238c13-0013-4eec-975b-148918d76f0e, SurveyTitle: 202/3-2-2026/9:56:21 2/3/2026 11:52:57 AM - Message: ResponseValues to delete : [] 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:1. School Name &. name of person completing this form:, Value:NORTHLANDS GIRLS` HIGH SCHOOL 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:2. Designation:, Value:SGB DEPUTY PRINCIPAL 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:3. Contact number (person completing the survery):, Value:0735398193 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:4. Alternative person's name & contact details:, Value:0315711100 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:5. Physical Address (school):, Value:16 CADOGAN DRIVE, DURBAN NORTH, DURBAN, 4051 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:Email address (strictly, the person completing the survey), Value:harilal@nghs.co.za 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:Please note any significant changes to the school in 2025:, Value:Northlands Girls` High School has grown in numbers 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:Please note any significant changes to the Teacher Learnership Programme in 2025:, Value:Interns are adding value to the Maths Department and the results are showing improvement 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:1. Approved (disbursed) TLP amount:, Value:896000 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:2. Actual TLP expenditure:, Value:574507 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:3. In case of a surplus, please elaborate on the actual line item/s amounts not used:, Value:Surplus is due to not finding and placing suitable interns. 2 interns were placed on 1 September 2025 tuition 73340 stipend 119000 stationery 32572 mentor 48581 accomodation 48000 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:1. Number of Optima intern/s supported in 2025:, Value:5 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:2. Number of Optima interns that dropped off/left the programme in 2025:, Value:0 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:3. Number of Optima interns that completed/graduated at the end of 2025:, Value:1 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:4. Please elaborate on how the school tracks the Optima interns:, Value:Social media, WhatsApp 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:1. Please share the highlights in 2025:, Value:Interns registered for SACE. Greatly assisted in content strenghtening for all grades. 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:2. Any challenges in 2025:, Value:Extermely difficult to find Maths interns 2/3/2026 11:52:57 AM - Message: ResponseValue to add :- questionText:3. Please share any lessons learnt and recommendations for the Teacher Learnership Programme:, Value:I would recommend 3rd - 4th year B Ed students & PGCE. These students have their hearts set on teaching and are mature. 2/3/2026 11:52:57 AM - Message: ResponseValue(0/1) to add :- questionText:1. Teacher Learnership Programme Intern database (excel sheet), Value:Yes 2/3/2026 11:52:57 AM - Message: ResponseValue(0/1) to add :- questionText:2. 2025 TLP payments slips, POPs,proof of transfers,invoices or similar, Value:Yes 2/3/2026 11:52:57 AM - Message: ResponseValue(0/1) to add :- questionText:3. 2026 School (TLP) budget, Value:Yes 2/3/2026 11:52:57 AM - Message: ResponseValue(0/1) to add :- questionText:4. One page confirmation of 2026 interns (names and contacts, as per criteria in the grant letter)), Value:Yes 2/3/2026 5:26:00 PM - Message: New survey response : 59862f14-dee3-47d2-bf76-baa103b20d93, SurveyTitle: 202/3-2-2026/17:03:25 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. School Name &. name of person completing this form:, Value:Bergvliet High School - Linda Marais 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Designation:, Value:Bursar 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. Contact number (person completing the survery):, Value:0217120284 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:4. Alternative person's name & contact details:, Value:Patricia Demas - 0217120284 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:5. Physical Address (school):, Value:Firgrove Way, Bergvliet, Cape Town, 8000 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:Email address (strictly, the person completing the survey), Value:lmarais@bhs.org.za 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:Please note any significant changes to the school in 2025:, Value:Deputy retired - Ross Cohen 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:Please note any significant changes to the Teacher Learnership Programme in 2025:, Value:New TLP Manager - Dylan Viljoen 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. Approved (disbursed) TLP amount:, Value:R1164000 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Actual TLP expenditure:, Value:R1082288.98 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. In case of a surplus, please elaborate on the actual line item/s amounts not used:, Value:Refer to attached Recon 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. Number of Optima intern/s supported in 2025:, Value:6 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Number of Optima interns that dropped off/left the programme in 2025:, Value:0 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. Number of Optima interns that completed/graduated at the end of 2025:, Value:5 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:4. Please elaborate on how the school tracks the Optima interns:, Value:Stay in touch via WhatsApp 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. Please share the highlights in 2025:, Value:Great group who did well in their studies, and we employed two of them. 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Any challenges in 2025:, Value:All ran smoothly 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. Please share any lessons learnt and recommendations for the Teacher Learnership Programme:, Value:Recruitment is a problem because the timing of the submissions does not align with school calendars and university applications. 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:1. Teacher Learnership Programme Intern database (excel sheet), Value:Yes 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:2. 2025 TLP payments slips, POPs,proof of transfers,invoices or similar, Value:Yes 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:3. 2026 School (TLP) budget, Value:Yes 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:4. One page confirmation of 2026 interns (names and contacts, as per criteria in the grant letter)), Value:Yes 2/3/2026 5:26:00 PM - Message: New survey response : 59862f14-dee3-47d2-bf76-baa103b20d93, SurveyTitle: 202/3-2-2026/17:03:25 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. School Name &. name of person completing this form:, Value:Bergvliet High School - Linda Marais 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Designation:, Value:Bursar 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. Contact number (person completing the survery):, Value:0217120284 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:4. Alternative person's name & contact details:, Value:Patricia Demas - 0217120284 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:5. Physical Address (school):, Value:Firgrove Way, Bergvliet, Cape Town, 8000 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:Email address (strictly, the person completing the survey), Value:lmarais@bhs.org.za 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:Please note any significant changes to the school in 2025:, Value:Deputy retired - Ross Cohen 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:Please note any significant changes to the Teacher Learnership Programme in 2025:, Value:New TLP Manager - Dylan Viljoen 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. Approved (disbursed) TLP amount:, Value:R1164000 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Actual TLP expenditure:, Value:R1082288.98 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. In case of a surplus, please elaborate on the actual line item/s amounts not used:, Value:Refer to attached Recon 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. Number of Optima intern/s supported in 2025:, Value:6 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Number of Optima interns that dropped off/left the programme in 2025:, Value:0 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. Number of Optima interns that completed/graduated at the end of 2025:, Value:5 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:4. Please elaborate on how the school tracks the Optima interns:, Value:Stay in touch via WhatsApp 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:1. Please share the highlights in 2025:, Value:Great group who did well in their studies, and we employed two of them. 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:2. Any challenges in 2025:, Value:All ran smoothly 2/3/2026 5:26:00 PM - Message: ResponseValue to add :- questionText:3. Please share any lessons learnt and recommendations for the Teacher Learnership Programme:, Value:Recruitment is a problem because the timing of the submissions does not align with school calendars and university applications. 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:1. Teacher Learnership Programme Intern database (excel sheet), Value:Yes 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:2. 2025 TLP payments slips, POPs,proof of transfers,invoices or similar, Value:Yes 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:3. 2026 School (TLP) budget, Value:Yes 2/3/2026 5:26:00 PM - Message: ResponseValue(0/1) to add :- questionText:4. One page confirmation of 2026 interns (names and contacts, as per criteria in the grant letter)), Value:Yes 2/3/2026 10:13:12 PM - Message: update survey response : d5f4b347-67f7-4644-9708-32fed392c03f, SurveyTitle: DIG/3-2-2026/10:12:21 2/3/2026 10:13:12 PM - Message: ResponseValues to delete : [{"ID":"06545765-36fa-4f69-8f92-0440c7105adb","Value":"Introduction to the digital media hub project. ","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b6173cd7-762a-4c37-9be2-e96d51b8f9d5","QuestionText":"Detail training completed as part of grant activities:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ae0271b4-9b2e-406f-bcc0-05b3b4d16a13","Value":"Gauteng","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"892fe3ab-61c1-4c74-9f67-05dd654932de","Value":"Percentagechangeinweeklypostscontentpublicationperdigitalplatformsincomparisontobaseline","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"1c318997-a443-4fe5-bd92-0a5e3c220cac","Value":"0","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3824d71f-b94d-4010-827d-7703f950404d","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d40b6ee7-3362-46f1-a745-0e70005e459f","Value":"5985","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cf1865af-1563-4c47-83b2-72e513a2f47a","QuestionText":"Total \u0027other\u0027 users reached:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"45829472-4453-4e2e-8862-18a11b92cb3e","Value":"5985","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"99b1fd52-081e-4487-b9ff-fd91c34d2a24","QuestionText":"Total people reached across the Province for the reporting month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"160742fb-e8d9-45ad-8bf6-19dbf902e283","Value":"Periurban","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9081adb0-efb8-447b-ae51-1a26751ae3ae","Value":"Not much because of the holiday season","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ced503ed-7d48-4a44-ad91-8ea2953019fe","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"c316b096-3d7f-41eb-ad9f-1b96c61a3170","Value":"194292","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"375f9ff9-1dc4-47c4-b76b-d268d252142f","QuestionText":"Total Budget:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"fd7acdc5-efe1-4ab7-ae97-1cfda094a5db","Value":"420000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","QuestionText":"8.2 Amount Disbursed by DNTF to Date:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ba67f4b3-e2dd-4ce5-8786-1d2457c9a4ef","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"750b73d7-d232-4e9f-917b-1d7051bcb698","Value":"Not much because of the holiday season","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"b4399e23-ab71-46be-b014-20c1adbf2cb4","Value":"Not much because of the holiday season","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"00acc6e6-d609-41ad-b519-24365f9d1fb2","Value":"4","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"8fdbfbcd-b3ed-410c-8443-81b0089b21d7","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"08f561cc-3d83-4212-bc64-24e0e3a63b5f","Value":"10000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c8ccc9bd-8d4e-40a8-bc9b-cb464382de6a","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ceed1ee7-1aab-4773-a5f1-287e49fb9096","Value":"None","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"26f90ffe-7126-47e9-b175-69471916c111","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"5b0c5ba5-c5c7-45de-b038-316259cb8f3a","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d10a8fe9-9b68-4638-bebb-32e50c413b3c","Value":"0","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ef5fa79a-4e9a-4d62-9040-abea42946f06","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"da97a84f-f794-4451-9d37-3a61eb7a017a","Value":"700000","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"c087dc07-3bcc-4630-8bab-428c2d5f0f2e","Value":"Other","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"e65852bb-0294-4cd3-ae46-458494d52b71","Value":"Percentagechangeinnumberofuserssubscribersfollowersorengagementmetricsondigitalplatformsincomparisontobaseline","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"0c660123-cc8d-4bf5-966b-53f2117ba1e6","Value":"Sakhumzi","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"30fd3b8a-fc50-4e15-a997-55b1e80792c8","Value":"1 December -31 January","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"16a77cd3-3d16-4fb2-b062-55e3a01b68cf","Value":"10000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c5087b00-e752-44af-a4af-eb0f8e7d1817","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"74ae3e6f-6058-4978-98b2-5b7215085e2d","Value":"1. Web Platform Developer appointment done\n2. Web Platform Developer project briefing done\n3. Weekly Newsletter and Podcast naming\n","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"e4cda014-c4f2-425a-af1b-6496ee2d70b3","Value":"Briefing and appointment of a web developer.\nPuchasing of Equipment and PCs for staff.","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"93de2408-3392-40c4-ac61-6505867de9dd","Value":"80000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"478d11a2-977e-4617-bb7c-81fb103266f1","QuestionText":"Total Budget:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"db2aa23a-b8f2-4ca6-8fc0-673c13b0a3c9","Value":"40000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c6558efe-bcdd-4d40-8834-0a3f01d847be","QuestionText":"Total Expenditure:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"bd170fe9-2626-40bc-8cbf-69ffee9d1ab6","Value":"1000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"df7eab26-bf2c-47d6-ba10-bf3e168e43b4","QuestionText":"Total people reached by content this month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d8c2b78e-7e37-43f5-96ad-6f535e3bd086","Value":"English","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"1f2fec77-ecca-46e0-899c-70afb4ab4154","Value":"4","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"5020b1f7-d287-4be1-9a52-7103a0c99ade","Value":"Not much because of the holiday season","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"17a99e7b-a306-436e-b2a9-71d0d47f1658","Value":"5985","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"adf63f6e-fa52-4168-8abe-4e9f64d34fb1","QuestionText":"Total audiences reached across South Africa for the reporting month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"71b7cc1e-80c4-4ef1-ba6b-72b19cee2677","Value":"Thembisa residents","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cf573e90-b3be-400a-8a7b-8cb115b70672","QuestionText":"Specify \u0027other\u0027 users reached:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"15623ca7-ba31-4b93-819c-73b610af0b4f","Value":"0827503729","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","QuestionText":"10.3 Contact Number:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"b4f8efec-d269-4d0f-b5fd-747a9b846845","Value":"230000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"6120b963-abf6-4e37-99b9-74c01e816048","Value":"2026-02-01","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"7ba36e92-a456-4837-8380-787881399b47","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"bea4abad-b71b-4f00-9b63-79295e847e5d","Value":"Not much because of the holiday season","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"c5b90392-e2a0-4649-97bc-7ad4b0827115","Value":"4","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d47b1283-83ea-4f8a-a0fc-0662413a255b","QuestionText":"Total people reached by content this month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d85b0075-88f2-42a6-9e78-7bef2d726dee","Value":"190000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bd726557-32ff-46ad-b5b9-b99d811b5eed","QuestionText":"Total Expenditure:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d633db4d-1656-4ac4-8a93-7d055fa5157d","Value":"WebApp","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"956981fb-3809-4694-acfb-8048e4b1065b","Value":"Not muchNot much because of the holiday season because of the holiday season","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bc3362b9-a175-4ded-b403-b4b3a125ae0b","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"42912596-e1d3-46cf-a3c9-809b0d3d7248","Value":"The Olifants News Digital Media Hub","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project Title:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"b62034f3-8045-40d5-b38d-80e0a0d635e3","Value":"4","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"4ab4404e-c020-4f2d-8da8-8a49c2df82e7","Value":"Noofstaffwhocompletedtrainingaspartoftheirgrantactivities","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ce82fb0f-7035-4214-b7c5-8a8f4dc6d50d","Value":"Not much because of the holiday season","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0582d19b-d00d-4028-a7bd-960ab8da833b","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"2ee5685b-4663-44d1-bde6-8b4ae338d7aa","Value":"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","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"c2672ec9-d1f5-4b82-9e23-9789a782f000","Value":"0","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ad487ce0-6900-42f7-9c46-97b3f1e8f0ef","Value":"{\r\n \"latitude\": -26.058748701568856,\r\n \"longitude\": 27.949403684086082\r\n}","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","QuestionText":"1.2 Location (GPS Coordinates):","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"0530a45f-654a-44ce-9091-97e645fec50a","Value":"We briefed out team\nWe advertised and appointed a web application developer\nWe have started a recruitment process to get community journalist participants","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ab95377f-14ff-4074-ac3d-a087792446c6","Value":"We paid the deposit for the work to commence","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"656a9824-d42c-4906-a104-5819370114e6","QuestionText":"Notes:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"307c27e9-eda8-4cc2-9422-a5142a73551c","Value":"Not much was done due to the holiday season. We will double up on our efforts in February.","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"bcd4f424-0987-4ca6-b0ad-a6f7567b82fb","Value":"274292","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9e05fad0-8003-4eb9-9683-aa5bca704ed2","Value":"Not much because of the holiday season","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7dbd5628-d9ee-44d2-b139-7d4537266efb","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"6d40ff9b-8d46-496e-aeea-b6bf927ca5ae","Value":"Percentagechangeinwebtrafficandsocialmediaengagementincomparisontobaseline","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d188d391-726b-4909-b387-c0931944713a","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"15ea8c74-06b6-49d1-bb77-c67c09dfdfce","Value":"4","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"46359b2d-3945-4ba8-9e6a-d2e68352bfb6","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"32127a5d-786f-4f47-bc0e-c7522defa809","Value":"0","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"6c043e0d-d3e7-4719-91f3-7a83ad775375","QuestionText":"3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A)","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"dfe69db8-82a8-4654-90e4-c95517b4bac7","Value":"isiZulu","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"5ac2538c-b8da-491d-9a13-d063428f28c9","Value":"Equipment","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9ffeb901-3593-4e59-8134-de3b31ee7875","Value":"8","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"927ae990-b7f6-49ed-bd0d-e33b4acf448a","Value":"4","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d1c98bdb-3ec3-405f-a299-e667946e98f3","Value":"700000","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","QuestionText":"8.1 Total Grant Amount:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"bd1a15f2-2b18-434a-897a-e855dba05305","Value":"5985","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"432d3327-113b-4fad-999e-5c0513e328ce","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"31cd7a89-a5ba-4614-997b-ea507f8e59a5","Value":"Papasha Media (Pty) Ltd","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"af3ddc20-7c37-4beb-9792-ebfcde0c50de","Value":"0","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b7a2e898-01a4-4af1-8e0e-968c7391e01c","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9843a87e-0000-4fdd-a1e1-f2cac3ab69ea","Value":"5985","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d52b9785-ac4f-4f4e-8a45-dfc61ad9f7d1","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"e31ef024-0966-4230-9a46-f5be4dac813a","Value":"saki@papashamedia.co.za","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"7f371e95-c665-48d8-a379-f686639e24db","Value":"Director","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"8c3d7b53-4a63-488e-9421-f6bf0091f2ba","Value":"The project will deliver a re-engineered web platform with mobile-first publishing tools, an integrated business directory, and a membership/subscription system supported by CRM. New content formats will include a weekly newsletter, a weekly podcast, and a video-driven business directory showcasing township enterprises through short-form storytelling. Generative AI will be used responsibly for transcription, translation, captioning, and analytics, under editorial oversight and ethical guardrails.\nA central pillar is capacity building, with at least 20 youth, women, and community activists trained in digital journalism, podcasting, and video production. Their contributions will generate 50+ community stories, strengthening civic participation and local accountability.\n","DateCreated":"\/Date(1769969530377)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"99afa938-8a96-43f0-a5ea-fb39da696c99","Value":"4","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"5222c66d-cea5-43db-b3f9-aab8b231bd9d","QuestionText":"Total number of content developed and/or published for reporting month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"37d4b0ae-6e3b-4165-bbdc-fc728fc2994a","Value":"Grow","DateCreated":"\/Date(1769969530377)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null}] 2/3/2026 10:13:12 PM - Message: Audited Responses to delete : [{"ID":"c34cbb09-768d-4618-bf37-00e5834526f3","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"ad487ce0-6900-42f7-9c46-97b3f1e8f0ef","ResponseValue":"{\r\n \"latitude\": -26.058748701568856,\r\n \"longitude\": 27.949403684086082\r\n}","ResponseValueQuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","ResponseValueQuestionText":"1.2 Location (GPS Coordinates):"},{"ID":"9b880b72-46b8-498a-9e50-03836a5c0333","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"9843a87e-0000-4fdd-a1e1-f2cac3ab69ea","ResponseValue":"5985","ResponseValueQuestionID":"d52b9785-ac4f-4f4e-8a45-dfc61ad9f7d1","ResponseValueQuestionText":"Actual:"},{"ID":"5765d41b-8ef5-41e3-af50-07dae757305a","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"d188d391-726b-4909-b387-c0931944713a","ResponseValue":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","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":"8b154535-cae4-4720-bd86-08faeb751579","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"9e05fad0-8003-4eb9-9683-aa5bca704ed2","ResponseValue":"Not much because of the holiday season","ResponseValueQuestionID":"7dbd5628-d9ee-44d2-b139-7d4537266efb","ResponseValueQuestionText":"Comments:"},{"ID":"71d154a0-8225-425c-addf-0a7cb4119162","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"e4cda014-c4f2-425a-af1b-6496ee2d70b3","ResponseValue":"Briefing and appointment of a web developer.\nPuchasing of Equipment and PCs for staff.","ResponseValueQuestionID":"10ffd77f-5714-4c97-bc67-f7831c169af4","ResponseValueQuestionText":"7.1 Provide a description of successes and highlights during the reporting period:"},{"ID":"d032532a-ac17-42e6-b06c-0e360d2c5f2c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"74ae3e6f-6058-4978-98b2-5b7215085e2d","ResponseValue":"1. Web Platform Developer appointment done\n2. Web Platform Developer project briefing done\n3. Weekly Newsletter and Podcast naming\n","ResponseValueQuestionID":"a2fb7321-f04f-477b-9725-0d2390ce2e8c","ResponseValueQuestionText":"2.2 Please provide progress updates on project activities/interventions listed under 2.1:"},{"ID":"121e3588-3880-4b2e-95d3-0edec589b36a","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"d40b6ee7-3362-46f1-a745-0e70005e459f","ResponseValue":"5985","ResponseValueQuestionID":"cf1865af-1563-4c47-83b2-72e513a2f47a","ResponseValueQuestionText":"Total \u0027other\u0027 users 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below):"},{"ID":"9e9aaa1b-c949-45f1-adf8-2380efe425fd","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"ceed1ee7-1aab-4773-a5f1-287e49fb9096","ResponseValue":"None","ResponseValueQuestionID":"26f90ffe-7126-47e9-b175-69471916c111","ResponseValueQuestionText":"Comments:"},{"ID":"2bc9e73b-6885-4ba9-aa78-23b63c9e534e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"1c318997-a443-4fe5-bd92-0a5e3c220cac","ResponseValue":"0","ResponseValueQuestionID":"3824d71f-b94d-4010-827d-7703f950404d","ResponseValueQuestionText":"Actual:"},{"ID":"b458eca7-bae2-4b6f-8fcd-2746bf8ceb7c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"8c3d7b53-4a63-488e-9421-f6bf0091f2ba","ResponseValue":"The project will deliver a re-engineered web platform with mobile-first publishing tools, an integrated business directory, and a membership/subscription system supported by CRM. New content formats will include a weekly newsletter, a weekly podcast, and a video-driven business directory showcasing township enterprises through short-form storytelling. Generative AI will be used responsibly for transcription, translation, captioning, and analytics, under editorial oversight and ethical guardrails.\nA central pillar is capacity building, with at least 20 youth, women, and community activists trained in digital journalism, podcasting, and video production. Their contributions will generate 50+ community stories, strengthening civic participation and local accountability.\n","ResponseValueQuestionID":"11b3d8a4-9ebd-4a6b-a800-18c5a3083f49","ResponseValueQuestionText":"2.1 Please provide a short summary of the interventions being implemented under this grant:"},{"ID":"7b3ed7bd-6506-4117-ad5c-27c739843e72","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"750b73d7-d232-4e9f-917b-1d7051bcb698","ResponseValue":"Not much because of the holiday season","ResponseValueQuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","ResponseValueQuestionText":"Comments:"},{"ID":"35094ee2-ed30-4b24-8a81-2a1f26c0f0f3","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"30fd3b8a-fc50-4e15-a997-55b1e80792c8","ResponseValue":"1 December -31 January","ResponseValueQuestionID":"0e62b13a-3afd-4943-a4c8-ac311000603c","ResponseValueQuestionText":"1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):"},{"ID":"0c6855c5-a75c-4852-aaf6-2cb11ced91e3","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"dfe69db8-82a8-4654-90e4-c95517b4bac7","ResponseValue":"isiZulu","ResponseValueQuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","ResponseValueQuestionText":"5.1 Select targeted languages: (Select all that apply)"},{"ID":"40f5ef8c-ab0d-47c7-bea4-30f373c86f0a","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"af3ddc20-7c37-4beb-9792-ebfcde0c50de","ResponseValue":"0","ResponseValueQuestionID":"b7a2e898-01a4-4af1-8e0e-968c7391e01c","ResponseValueQuestionText":"Target:"},{"ID":"6c5d1edf-4b26-4088-8563-35104d3a9a72","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"00acc6e6-d609-41ad-b519-24365f9d1fb2","ResponseValue":"4","ResponseValueQuestionID":"8fdbfbcd-b3ed-410c-8443-81b0089b21d7","ResponseValueQuestionText":"Target:"},{"ID":"01fc99be-01a2-4608-b563-3a382d1195e0","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"db2aa23a-b8f2-4ca6-8fc0-673c13b0a3c9","ResponseValue":"40000","ResponseValueQuestionID":"c6558efe-bcdd-4d40-8834-0a3f01d847be","ResponseValueQuestionText":"Total Expenditure:"},{"ID":"ae578a5c-b5be-49a6-8608-3e4a7e88d663","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"ae0271b4-9b2e-406f-bcc0-05b3b4d16a13","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":"ebc355c0-2719-4a5b-b33e-3ebd366874c0","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"5b0c5ba5-c5c7-45de-b038-316259cb8f3a","ResponseValue":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","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 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apply)"},{"ID":"93fa3bcf-d11e-4d3d-a30c-418cfde8fc0e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"d85b0075-88f2-42a6-9e78-7bef2d726dee","ResponseValue":"190000","ResponseValueQuestionID":"bd726557-32ff-46ad-b5b9-b99d811b5eed","ResponseValueQuestionText":"Total Expenditure:"},{"ID":"0286a16c-2249-4417-944b-445f7203a150","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"fd7acdc5-efe1-4ab7-ae97-1cfda094a5db","ResponseValue":"420000","ResponseValueQuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","ResponseValueQuestionText":"8.2 Amount Disbursed by DNTF to Date:"},{"ID":"0e9e668e-6d80-4839-a6e7-451c4b83aaf3","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"c5b90392-e2a0-4649-97bc-7ad4b0827115","ResponseValue":"4","ResponseValueQuestionID":"d47b1283-83ea-4f8a-a0fc-0662413a255b","ResponseValueQuestionText":"Total people reached by content this month:"},{"ID":"d30e5814-c31a-4039-90ce-452a9d955315","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"08f561cc-3d83-4212-bc64-24e0e3a63b5f","ResponseValue":"10000","ResponseValueQuestionID":"c8ccc9bd-8d4e-40a8-bc9b-cb464382de6a","ResponseValueQuestionText":"Target:"},{"ID":"28f6fc58-c9c1-43af-b149-4bab497f7149","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"0530a45f-654a-44ce-9091-97e645fec50a","ResponseValue":"We briefed out team\nWe advertised and appointed a web application developer\nWe have started a recruitment process to get community journalist participants","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":"7b15461c-ed0b-4c49-aebe-509ee28cdf7c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"bd170fe9-2626-40bc-8cbf-69ffee9d1ab6","ResponseValue":"1000","ResponseValueQuestionID":"df7eab26-bf2c-47d6-ba10-bf3e168e43b4","ResponseValueQuestionText":"Total people reached by content this 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below):"},{"ID":"4a932585-3c68-4ee4-ba1e-5841d2a6f2d3","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"99afa938-8a96-43f0-a5ea-fb39da696c99","ResponseValue":"4","ResponseValueQuestionID":"5222c66d-cea5-43db-b3f9-aab8b231bd9d","ResponseValueQuestionText":"Total number of content developed and/or published for reporting 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Position:"},{"ID":"b3cf78ff-549e-478f-8458-5e48242c7b0c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"93de2408-3392-40c4-ac61-6505867de9dd","ResponseValue":"80000","ResponseValueQuestionID":"478d11a2-977e-4617-bb7c-81fb103266f1","ResponseValueQuestionText":"Total Budget:"},{"ID":"3bee57b0-0495-48af-a34f-5ed51d783d1c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"c2672ec9-d1f5-4b82-9e23-9789a782f000","ResponseValue":"0","ResponseValueQuestionID":"87b4c898-353d-4766-8bda-c0238b24c2dc","ResponseValueQuestionText":"Actual:"},{"ID":"8a9e3eb9-1fd3-4f54-b719-646e46832d12","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"0c660123-cc8d-4bf5-966b-53f2117ba1e6","ResponseValue":"Sakhumzi","ResponseValueQuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","ResponseValueQuestionText":"10.1 Full 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Title:"},{"ID":"5f8e443d-a382-4d46-9500-7449173ff3aa","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"6120b963-abf6-4e37-99b9-74c01e816048","ResponseValue":"2026-02-01","ResponseValueQuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","ResponseValueQuestionText":"10.6 Date:"},{"ID":"af6df0c6-241b-4784-9707-75d3d36b261f","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"06545765-36fa-4f69-8f92-0440c7105adb","ResponseValue":"Introduction to the digital media hub project. ","ResponseValueQuestionID":"b6173cd7-762a-4c37-9be2-e96d51b8f9d5","ResponseValueQuestionText":"Detail training completed as part of grant activities:"},{"ID":"6925046a-c671-48be-b109-792746a41be8","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"d8c2b78e-7e37-43f5-96ad-6f535e3bd086","ResponseValue":"English","ResponseValueQuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","ResponseValueQuestionText":"5.1 Select targeted languages: (Select all that apply)"},{"ID":"de97e58e-f268-4288-bd53-7abd578c7ff6","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"71b7cc1e-80c4-4ef1-ba6b-72b19cee2677","ResponseValue":"Thembisa residents","ResponseValueQuestionID":"cf573e90-b3be-400a-8a7b-8cb115b70672","ResponseValueQuestionText":"Specify \u0027other\u0027 users reached:"},{"ID":"7bf7606a-18e4-46bf-a752-7b5e30f51d28","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"c087dc07-3bcc-4630-8bab-428c2d5f0f2e","ResponseValue":"Other","ResponseValueQuestionID":"39128a6d-5524-4b44-bc37-b93affcb1969","ResponseValueQuestionText":"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)"},{"ID":"c5e2c4c7-6d79-4909-9b4e-7b6f7ee00626","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"bd1a15f2-2b18-434a-897a-e855dba05305","ResponseValue":"5985","ResponseValueQuestionID":"432d3327-113b-4fad-999e-5c0513e328ce","ResponseValueQuestionText":"Actual:"},{"ID":"a09e6c04-bace-479a-91d1-7d82272efa72","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"4ab4404e-c020-4f2d-8da8-8a49c2df82e7","ResponseValue":"Noofstaffwhocompletedtrainingaspartoftheirgrantactivities","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":"46e6bf24-ab2e-42ac-8959-80204aa28f88","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"956981fb-3809-4694-acfb-8048e4b1065b","ResponseValue":"Not muchNot much because of the holiday season because of the holiday season","ResponseValueQuestionID":"bc3362b9-a175-4ded-b403-b4b3a125ae0b","ResponseValueQuestionText":"Comments:"},{"ID":"6e30ae71-0dcc-41e8-84cc-8756b5f00e90","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"45829472-4453-4e2e-8862-18a11b92cb3e","ResponseValue":"5985","ResponseValueQuestionID":"99b1fd52-081e-4487-b9ff-fd91c34d2a24","ResponseValueQuestionText":"Total people reached across the Province for the reporting month:"},{"ID":"c77d3c5a-20e2-4979-85e9-8a6cc2317a86","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"da97a84f-f794-4451-9d37-3a61eb7a017a","ResponseValue":"700000","ResponseValueQuestionID":"fde0ae89-d987-4782-9086-9324f00afa32","ResponseValueQuestionText":"1.6 Total value of grant funding (As stipulated in the funding agreement):"},{"ID":"4460df85-6695-47be-afa8-8fb7b6c6f48c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"160742fb-e8d9-45ad-8bf6-19dbf902e283","ResponseValue":"Periurban","ResponseValueQuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","ResponseValueQuestionText":"Please indicate the settlement type of the communities reached:"},{"ID":"b3471c6d-23d9-4351-a1d5-919e71a7dc04","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"c316b096-3d7f-41eb-ad9f-1b96c61a3170","ResponseValue":"194292","ResponseValueQuestionID":"375f9ff9-1dc4-47c4-b76b-d268d252142f","ResponseValueQuestionText":"Total Budget:"},{"ID":"2566816c-65bd-4dde-935b-931eaa9bf3e7","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"5020b1f7-d287-4be1-9a52-7103a0c99ade","ResponseValue":"Not much because of the holiday season","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":"8e96c308-13ab-437e-96a1-9deeadb3fb0f","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"15ea8c74-06b6-49d1-bb77-c67c09dfdfce","ResponseValue":"4","ResponseValueQuestionID":"46359b2d-3945-4ba8-9e6a-d2e68352bfb6","ResponseValueQuestionText":"Actual:"},{"ID":"1c18b228-4b72-4f1e-ab5e-a2071decd06e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"bcd4f424-0987-4ca6-b0ad-a6f7567b82fb","ResponseValue":"274292","ResponseValueQuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","ResponseValueQuestionText":"Total Budget:"},{"ID":"29ce041d-239d-46af-9e2f-a71a80b9cede","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"6d40ff9b-8d46-496e-aeea-b6bf927ca5ae","ResponseValue":"Percentagechangeinwebtrafficandsocialmediaengagementincomparisontobaseline","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":"c4b4b322-3c34-44c9-8a2e-ad0bd1d9283b","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"37d4b0ae-6e3b-4165-bbdc-fc728fc2994a","ResponseValue":"Grow","ResponseValueQuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","ResponseValueQuestionText":"1.3 Tier of Support:"},{"ID":"61bb9559-fecb-460e-8c0d-ad676b616f95","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"32127a5d-786f-4f47-bc0e-c7522defa809","ResponseValue":"0","ResponseValueQuestionID":"6c043e0d-d3e7-4719-91f3-7a83ad775375","ResponseValueQuestionText":"3.1 Total number of people reached across channels in reporting period: (Leave blank if N/A)"},{"ID":"6cb620fc-a52e-42b4-96c0-aef6a27669b3","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"15623ca7-ba31-4b93-819c-73b610af0b4f","ResponseValue":"0827503729","ResponseValueQuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","ResponseValueQuestionText":"10.3 Contact Number:"},{"ID":"113753dc-62ab-42d9-88e8-b1c7def2020c","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"ab95377f-14ff-4074-ac3d-a087792446c6","ResponseValue":"We paid the deposit for the work to commence","ResponseValueQuestionID":"656a9824-d42c-4906-a104-5819370114e6","ResponseValueQuestionText":"Notes:"},{"ID":"3f7e72b0-dc7e-4be2-b3b3-c57df29e1005","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"31cd7a89-a5ba-4614-997b-ea507f8e59a5","ResponseValue":"Papasha Media (Pty) Ltd","ResponseValueQuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","ResponseValueQuestionText":"1.1 Name of Outlet:"},{"ID":"b07d9f2d-ce06-4fd4-8089-c8c9de113f4e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"d10a8fe9-9b68-4638-bebb-32e50c413b3c","ResponseValue":"0","ResponseValueQuestionID":"ef5fa79a-4e9a-4d62-9040-abea42946f06","ResponseValueQuestionText":"Actual:"},{"ID":"16fc33e7-716a-43f8-aedd-ca988cec593e","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"b4399e23-ab71-46be-b014-20c1adbf2cb4","ResponseValue":"Not much because of the holiday season","ResponseValueQuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","ResponseValueQuestionText":"7.3 Describe lessons learned during the reporting 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Select applicable OUTCOME Key Performance Indicators achieved during this reporting period: (Select all that apply and N/A if none apply)"},{"ID":"f0a5e4e6-039d-4767-ac6b-d7fec77dab74","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"d633db4d-1656-4ac4-8a93-7d055fa5157d","ResponseValue":"WebApp","ResponseValueQuestionID":"2fa2b8e8-be1f-41bf-af84-8d9ac710e2ce","ResponseValueQuestionText":"6.1 Select platforms used to engage with audiences: (Select all that apply)"},{"ID":"7b456cc9-cfff-4012-b673-d83c947258b8","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"e65852bb-0294-4cd3-ae46-458494d52b71","ResponseValue":"Percentagechangeinnumberofuserssubscribersfollowersorengagementmetricsondigitalplatformsincomparisontobaseline","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":"17e9906c-f797-45a3-ae03-d84654862d79","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"307c27e9-eda8-4cc2-9422-a5142a73551c","ResponseValue":"Not much was done due to the holiday season. We will double up on our efforts in February.","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":"1e47d63e-7d94-4b5b-810c-dbf95ec09096","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"17a99e7b-a306-436e-b2a9-71d0d47f1658","ResponseValue":"5985","ResponseValueQuestionID":"adf63f6e-fa52-4168-8abe-4e9f64d34fb1","ResponseValueQuestionText":"Total audiences reached across South Africa for the reporting month:"},{"ID":"5b3778a6-1d86-439c-810c-e510d2c6e729","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"d1c98bdb-3ec3-405f-a299-e667946e98f3","ResponseValue":"700000","ResponseValueQuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","ResponseValueQuestionText":"8.1 Total Grant Amount:"},{"ID":"156ff6c2-8c16-4863-9504-e8b4146dbb95","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"16a77cd3-3d16-4fb2-b062-55e3a01b68cf","ResponseValue":"10000","ResponseValueQuestionID":"c5087b00-e752-44af-a4af-eb0f8e7d1817","ResponseValueQuestionText":"Target:"},{"ID":"1e733aa8-8f77-4993-8791-e8c0ffae9d41","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"9081adb0-efb8-447b-ae51-1a26751ae3ae","ResponseValue":"Not much because of the holiday season","ResponseValueQuestionID":"ced503ed-7d48-4a44-ad91-8ea2953019fe","ResponseValueQuestionText":"Comments:"},{"ID":"fd1f1189-ce03-45d7-bb3b-ed1e00cd6a83","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"e31ef024-0966-4230-9a46-f5be4dac813a","ResponseValue":"saki@papashamedia.co.za","ResponseValueQuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","ResponseValueQuestionText":"10.4 Email Address:"},{"ID":"b57bacbb-78ff-46e6-a7a8-efcc5f296576","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"b62034f3-8045-40d5-b38d-80e0a0d635e3","ResponseValue":"4","ResponseValueQuestionID":"0c254a66-3b4c-43e3-bfb8-abd0de617b96","ResponseValueQuestionText":"Total number of content developed and/or published for reporting month:"},{"ID":"c7c33c6d-d349-4fa0-a9ef-fbac8f691094","DateCreated":"\/Date(1770020705147)\/","CreatedBy":"3b9e06da-b4df-4ac2-bcc2-9e5cc74bf90f","DateUpdated":null,"UpdatedBy":null,"SurveyID":"abc13d6f-a1df-4fbc-a3c1-9e8f7b4dfcec","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","ResponseCreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","ResponseDateCreated":"\/Date(1769969530377)\/","ResponseValueID":"bea4abad-b71b-4f00-9b63-79295e847e5d","ResponseValue":"Not much because of the holiday season","ResponseValueQuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","ResponseValueQuestionText":"Comments:"}] 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Papasha Media (Pty) Ltd 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{ "latitude": -26.058748701568856, "longitude": 27.949403684086082 } 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:The Olifants News Digital Media Hub 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1 December -31 January 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:700000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:The project will deliver a re-engineered web platform with mobile-first publishing tools, an integrated business directory, and a membership/subscription system supported by CRM. New content formats will include a weekly newsletter, a weekly podcast, and a video-driven business directory showcasing township enterprises through short-form storytelling. Generative AI will be used responsibly for transcription, translation, captioning, and analytics, under editorial oversight and ethical guardrails. A central pillar is capacity building, with at least 20 youth, women, and community activists trained in digital journalism, podcasting, and video production. Their contributions will generate 50+ community stories, strengthening civic participation and local accountability. 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:1. Web Platform Developer appointment done 2. Web Platform Developer project briefing done 3. Weekly Newsletter and Podcast naming 2/3/2026 10:13:12 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:Noofstaffwhocompletedtrainingaspartoftheirgrantactivities 2/3/2026 10:13:12 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 2/3/2026 10:13:12 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 2/3/2026 10:13:12 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 2/3/2026 10:13:12 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 2/3/2026 10:13:12 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 2/3/2026 10:13:12 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 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Target:, Value:4 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Actual:, Value:4 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Detail training completed as part of grant activities:, Value:Introduction to the digital media hub project. 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Comments:, Value:None 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Target:, Value:4 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Target:, Value:8 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Actual:, Value:4 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Target:, Value:10000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Actual:, Value:5985 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not muchNot much because of the holiday season because of the holiday season 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Target:, Value:10000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Actual:, Value:5985 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:12 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 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:5985 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total audiences reached across South Africa for the reporting month:, Value:5985 2/3/2026 10:13:12 PM - Message: ResponseValue(0/1) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Periurban 2/3/2026 10:13:12 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 2/3/2026 10:13:12 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiZulu 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:4 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total people reached by content this month:, Value:4 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:4 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total people reached by content this month:, Value:1000 2/3/2026 10:13:12 PM - Message: ResponseValue(0/1) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 2/3/2026 10:13:12 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 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Specify 'other' users reached:, Value:Thembisa residents 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total 'other' users reached:, Value:5985 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Briefing and appointment of a web developer. Puchasing of Equipment and PCs for staff. 2/3/2026 10:13:12 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:Not much was done due to the holiday season. We will double up on our efforts in February. 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Not much because of the holiday season 2/3/2026 10:13:12 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:Not much because of the holiday season 2/3/2026 10:13:12 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 briefed out team We advertised and appointed a web application developer We have started a recruitment process to get community journalist participants 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:700000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:420000 2/3/2026 10:13:12 PM - Message: ResponseValue(0/2) 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 2/3/2026 10:13:12 PM - Message: ResponseValue(1/2) 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 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:194292 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:190000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:80000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:40000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Notes:, Value:We paid the deposit for the work to commence 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:274292 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:230000 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Sakhumzi 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Director 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:10.3 Contact Number:, Value:0827503729 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:saki@papashamedia.co.za 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, Value: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 2/3/2026 10:13:12 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-01 2/3/2026 10:13:13 PM - Message: Response Documents : True 2/3/2026 10:13:16 PM - Message: update survey response : d5f4b347-67f7-4644-9708-32fed392c03f, SurveyTitle: DIG/3-2-2026/10:12:21 2/3/2026 10:13:16 PM - Message: ResponseValues to delete : [{"ID":"f6c18cfb-973e-4946-a374-06062fa53acf","Value":"0827503729","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7b253a4d-0e00-458a-a874-6d36a8cb4838","QuestionText":"10.3 Contact Number:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ab09222c-8f30-4650-a0eb-0860e993d6c5","Value":"4","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d47b1283-83ea-4f8a-a0fc-0662413a255b","QuestionText":"Total people reached by content this month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"a773af95-444e-4dfd-88f2-13924e55ba49","Value":"80000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"478d11a2-977e-4617-bb7c-81fb103266f1","QuestionText":"Total Budget:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"28bd78ac-7c90-4b1e-9637-13ee5dafd9cb","Value":"4","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"5222c66d-cea5-43db-b3f9-aab8b231bd9d","QuestionText":"Total number of content developed and/or published for reporting month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d81319a4-7f88-4cdd-ae3c-1626a8374132","Value":"194292","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"375f9ff9-1dc4-47c4-b76b-d268d252142f","QuestionText":"Total Budget:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9a4a1b62-285c-469d-ad31-1643cb45d5ed","Value":"isiZulu","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"e09dc621-899a-4512-99e8-1e0234d13694","Value":"230000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"fe36c9ce-8883-4274-ae7e-cdcd35eb6f86","QuestionText":"Total Expenditure:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"3db32607-2e0b-4b93-ad43-210773f6a134","Value":"Periurban","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"4ea5ad86-351d-429d-b878-b39bbc3911a6","QuestionText":"Please indicate the settlement type of the communities reached:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"92ce24f2-04d6-4e03-ab4e-234a529d7f33","Value":"10000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c5087b00-e752-44af-a4af-eb0f8e7d1817","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d9a93e6c-99e2-4443-99ac-2644ecc8db47","Value":"4","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"46359b2d-3945-4ba8-9e6a-d2e68352bfb6","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ad49b8ac-23d0-491e-86c5-2c0cb7542d9f","Value":"Papasha Media (Pty) Ltd","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b3ebc4de-4e21-4206-8a39-e7ce2bcdae31","QuestionText":"1.1 Name of Outlet:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9624a81a-2ad1-41f6-8ce2-2e0bb675c234","Value":"Other","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"38d28950-9e49-400f-ba32-32827d4433bf","Value":"10000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c8ccc9bd-8d4e-40a8-bc9b-cb464382de6a","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"7314aad6-8cc8-4e29-860c-329091fabff0","Value":"700000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"f31b2215-2724-4961-98dc-4d42501b9367","QuestionText":"8.1 Total Grant Amount:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"6a463d0b-fe90-4db8-a453-32dc91570f4c","Value":"Thembisa residents","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cf573e90-b3be-400a-8a7b-8cb115b70672","QuestionText":"Specify \u0027other\u0027 users reached:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ca0bcaf7-d404-40c1-bda5-32f9171e4738","Value":"{\r\n \"latitude\": -26.058748701568856,\r\n \"longitude\": 27.949403684086082\r\n}","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"593de88c-ca41-41b1-b4ec-c4382f80b4b6","QuestionText":"1.2 Location (GPS Coordinates):","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"99b00e4f-4adb-4523-b7c4-3541427da255","Value":"Percentagechangeindigitalcontentproductionaccordingtoschedule","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"0ffe8f2f-a5dd-4b4a-94d4-3bd3635276db","Value":"40000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"c6558efe-bcdd-4d40-8834-0a3f01d847be","QuestionText":"Total Expenditure:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"31222005-bb0d-49df-87c7-3c5c0e257177","Value":"4","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"8fdbfbcd-b3ed-410c-8443-81b0089b21d7","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"98cd295c-9096-4078-935f-3d0951a9e119","Value":"700000","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"6e007fe9-03ec-466d-aa7d-4f7dc2996946","Value":"Not much because of the holiday season","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"324b7957-cde2-40a0-b9e6-510f4a7c058a","Value":"TechnologyPlatformDevelopment","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"216f9d02-243b-4c25-913c-54baf74a5fe9","Value":"English","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b0ca1ef9-eb6f-465f-ac0a-c63ead65c114","QuestionText":"5.1 Select targeted languages: (Select all that apply)","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"92dda51b-bd68-4e87-a979-5c09d8a70ae9","Value":"Gauteng","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9321a67c-1fab-41c3-affe-5d4f890609c3","Value":"Not much because of the holiday season","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ced503ed-7d48-4a44-ad91-8ea2953019fe","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9e7e2408-d0da-4fb9-a903-5eebfd5601c3","Value":"None","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"26f90ffe-7126-47e9-b175-69471916c111","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d5d39800-3f7c-434e-8013-64eed8ac9397","Value":"1. Web Platform Developer appointment done\n2. Web Platform Developer project briefing done\n3. Weekly Newsletter and Podcast naming\n","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"e341704d-d9d9-4249-bef0-65fbf0db66ee","Value":"5985","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"d52b9785-ac4f-4f4e-8a45-dfc61ad9f7d1","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"01c30f89-64ca-4ff9-bd7a-6c08e6633e96","Value":"274292","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"047703a3-cdac-4b7d-8f5d-319b9749f0cc","QuestionText":"Total Budget:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"e188477f-17d5-46cd-8e98-6dad228945e7","Value":"Sakhumzi","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ecd0eda6-493f-4b89-a70e-73b796e98b88","QuestionText":"10.1 Full Name:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"4fcdfa03-61c0-4a0a-ad40-6dc3804bb57f","Value":"Briefing and appointment of a web developer.\nPuchasing of Equipment and PCs for staff.","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"2df74eb4-612d-479c-9013-77320496e7af","Value":"Equipment","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"f74c968b-c264-476d-831b-79dc8a7b83d5","Value":"We paid the deposit for the work to commence","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"656a9824-d42c-4906-a104-5819370114e6","QuestionText":"Notes:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d4ffefed-cb8a-4865-8475-88c0afc7d9aa","Value":"5985","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"99b1fd52-081e-4487-b9ff-fd91c34d2a24","QuestionText":"Total people reached across the Province for the reporting month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"ae602a50-5f1c-44ef-a91a-8907f2cf024a","Value":"WebApp","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"426eb810-1534-4817-8acf-89a71bc3e27d","Value":"Grow","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"1d60e1a1-d018-4488-bfe6-be7ac89f41b9","QuestionText":"1.3 Tier of Support:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"0d90f8d7-9729-451d-8a48-8a23c72700c9","Value":"190000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bd726557-32ff-46ad-b5b9-b99d811b5eed","QuestionText":"Total Expenditure:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"fd5e6d03-c3cb-400b-a5d6-8e393f259d31","Value":"Not much because of the holiday season","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0582d19b-d00d-4028-a7bd-960ab8da833b","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"1a2986b2-8212-419a-bfc0-92152e60aa68","Value":"2026-02-01","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"a611f834-13f6-4dd6-a004-9a086e1b691f","QuestionText":"10.6 Date:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9dec424a-ec56-414a-96b9-926905b1baf5","Value":"The project will deliver a re-engineered web platform with mobile-first publishing tools, an integrated business directory, and a membership/subscription system supported by CRM. New content formats will include a weekly newsletter, a weekly podcast, and a video-driven business directory showcasing township enterprises through short-form storytelling. Generative AI will be used responsibly for transcription, translation, captioning, and analytics, under editorial oversight and ethical guardrails.\nA central pillar is capacity building, with at least 20 youth, women, and community activists trained in digital journalism, podcasting, and video production. Their contributions will generate 50+ community stories, strengthening civic participation and local accountability.\n","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9df4d40e-f4e3-47e3-8e7f-93bcea4663b8","Value":"420000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"06b962be-1515-4c18-b24d-dceda54ee171","QuestionText":"8.2 Amount Disbursed by DNTF to Date:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"c61aea78-bf9b-436f-97e1-94ee4751611c","Value":"Noofsocialmediaplatformsthatanoutletisactivelypublishingcontentandengagingthepublic","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"6f5fc22c-bafc-439d-b243-97ef2776dbb8","Value":"1 December -31 January","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"77263a3e-746f-4359-b5c3-a0a7074b6ea9","Value":"5985","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"adf63f6e-fa52-4168-8abe-4e9f64d34fb1","QuestionText":"Total audiences reached across South Africa for the reporting month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9946ec62-c38f-4291-a104-aa8bb9304d6e","Value":"Not much because of the holiday season","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cb5ab7a0-b170-4914-90c9-b4beba05763c","QuestionText":"7.3 Describe lessons learned during the reporting period:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"5c5dec68-d650-491c-9c9e-af05a61a703e","Value":"Introduction to the digital media hub project. ","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"b6173cd7-762a-4c37-9be2-e96d51b8f9d5","QuestionText":"Detail training completed as part of grant activities:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"06c26d61-d3a2-4258-9106-b4660124243d","Value":"Percentagechangeinwebtrafficandsocialmediaengagementincomparisontobaseline","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"fa200644-b87b-4aa8-bd78-b60e613f023a","Value":"saki@papashamedia.co.za","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9cc732c6-198a-48c1-ab6d-77ef25e4b371","QuestionText":"10.4 Email Address:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"35ee281a-2103-4be1-9ac7-b76b17c7d6dc","Value":"Percentagechangeinweeklypostscontentpublicationperdigitalplatformsincomparisontobaseline","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"6e3a37a8-b884-4c70-8212-bead268e2ee0","Value":"Noofstaffwhocompletedtrainingaspartoftheirgrantactivities","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"295b0307-802b-4402-b818-c532c6b1bc8c","Value":"8","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"dc4300f9-8541-4a7a-8f80-ee8184719934","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"2c922cad-aa7c-4c14-92c6-c779335d2527","Value":"Noofstoriesandnewscoveringlocalcivicissuespublishedacrossplatforms","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9f8c8bf0-fbeb-41a4-87e7-c779cd72ce74","Value":"Director","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"9359961b-79b0-4263-b43c-018ed9837820","QuestionText":"10.2 Position:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"b6a6c980-3afa-4630-8ed8-c8f3af3c0750","Value":"The Olifants News Digital Media Hub","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"ab211c16-13b8-4401-bb7c-8cbb009f8828","QuestionText":"1.4 Programme/Project 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","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"38af8ae4-fdd9-4b74-84bc-000007f0da54","QuestionText":"10.5 Signature:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"e3e2000e-6bac-4b7b-b769-ccfd407e3312","Value":"4","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"481ff258-f0f3-400b-844f-a828120d91e5","QuestionText":"Target:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"99832857-5720-47c7-9326-d6bcde9a45c4","Value":"Percentagechangeinnumberofuserssubscribersfollowersorengagementmetricsondigitalplatformsincomparisontobaseline","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"865b72e4-9bfb-4ffb-a099-de30221b1169","Value":"Not much because of the holiday season","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"7dbd5628-d9ee-44d2-b139-7d4537266efb","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"a5815b1b-2023-4c1e-bace-e26e4b794f68","Value":"4","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"0532506b-9f6d-486e-af35-0d0986aa953b","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"42163e48-31f4-426d-9f96-e275167a5043","Value":"Not much because of the holiday season","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"874b6343-db7f-45cb-a1b9-95dfb8056780","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"d81ea7ed-6bd0-4766-a549-f05097b79e51","Value":"Not muchNot much because of the holiday season because of the holiday season","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"bc3362b9-a175-4ded-b403-b4b3a125ae0b","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"3b8ad698-bd18-425e-aaec-f22ef520081e","Value":"Not much because of the holiday season","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"3f24a119-9496-48cd-9135-88289cb1598d","QuestionText":"Comments:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"9a83ac1e-937c-41f2-9ac5-f4853a5d9e95","Value":"We briefed out team\nWe advertised and appointed a web application developer\nWe have started a recruitment process to get community journalist participants","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"0bfa736b-2ed5-4fa9-821c-f567644d4d40","Value":"Not much was done due to the holiday season. We will double up on our efforts in February.","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"433d0fd3-294f-4cf9-9e80-f67e9cc0e0fa","Value":"4","DateCreated":"\/Date(1770149541570)\/","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":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"0aec3a4e-af8c-47f5-9888-f747e21858e3","Value":"5985","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"cf1865af-1563-4c47-83b2-72e513a2f47a","QuestionText":"Total \u0027other\u0027 users reached:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"c77e7dbe-a67c-4ca7-a340-f75fa5f83d5c","Value":"5985","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"432d3327-113b-4fad-999e-5c0513e328ce","QuestionText":"Actual:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null},{"ID":"31d6fb55-a633-4c57-9c3a-fa2ce255af03","Value":"1000","DateCreated":"\/Date(1770149541570)\/","CreatedBy":"a30d10ce-9ce7-4332-b99a-38773317f286","QuestionID":"df7eab26-bf2c-47d6-ba10-bf3e168e43b4","QuestionText":"Total people reached by content this month:","ResponseID":"d5f4b347-67f7-4644-9708-32fed392c03f","QuestionRowID":null}] 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:1.1 Name of Outlet:, Value:Papasha Media (Pty) Ltd 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:1.2 Location (GPS Coordinates):, Value:{ "latitude": -26.058748701568856, "longitude": 27.949403684086082 } 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:1.3 Tier of Support:, Value:Grow 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:1.4 Programme/Project Title:, Value:The Olifants News Digital Media Hub 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:1.5 Reporting Timeline (Specify the reporting period e.g. 1 – 31 January 2026):, Value:1 December -31 January 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:1.6 Total value of grant funding (As stipulated in the funding agreement):, Value:700000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:2.1 Please provide a short summary of the interventions being implemented under this grant:, Value:The project will deliver a re-engineered web platform with mobile-first publishing tools, an integrated business directory, and a membership/subscription system supported by CRM. New content formats will include a weekly newsletter, a weekly podcast, and a video-driven business directory showcasing township enterprises through short-form storytelling. Generative AI will be used responsibly for transcription, translation, captioning, and analytics, under editorial oversight and ethical guardrails. A central pillar is capacity building, with at least 20 youth, women, and community activists trained in digital journalism, podcasting, and video production. Their contributions will generate 50+ community stories, strengthening civic participation and local accountability. 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:2.2 Please provide progress updates on project activities/interventions listed under 2.1:, Value:1. Web Platform Developer appointment done 2. Web Platform Developer project briefing done 3. Weekly Newsletter and Podcast naming 2/3/2026 10:13:16 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:Noofstaffwhocompletedtrainingaspartoftheirgrantactivities 2/3/2026 10:13:16 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 2/3/2026 10:13:16 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 2/3/2026 10:13:16 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 2/3/2026 10:13:16 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 2/3/2026 10:13:16 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 2/3/2026 10:13:16 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 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Target:, Value:4 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Actual:, Value:4 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Detail training completed as part of grant activities:, Value:Introduction to the digital media hub project. 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Comments:, Value:None 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Target:, Value:4 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Target:, Value:8 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Actual:, Value:4 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Target:, Value:10000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Actual:, Value:5985 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not muchNot much because of the holiday season because of the holiday season 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Target:, Value:10000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Actual:, Value:5985 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Comments:, Value:Not much because of the holiday season 2/3/2026 10:13:16 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 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total people reached across the Province for the reporting month:, Value:5985 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total audiences reached across South Africa for the reporting month:, Value:5985 2/3/2026 10:13:16 PM - Message: ResponseValue(0/1) to add :- questionText:Please indicate the settlement type of the communities reached:, Value:Periurban 2/3/2026 10:13:16 PM - Message: ResponseValue(0/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:English 2/3/2026 10:13:16 PM - Message: ResponseValue(1/2) to add :- questionText:5.1 Select targeted languages: (Select all that apply), Value:isiZulu 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:4 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total people reached by content this month:, Value:4 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total number of content developed and/or published for reporting month:, Value:4 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total people reached by content this month:, Value:1000 2/3/2026 10:13:16 PM - Message: ResponseValue(0/1) to add :- questionText:6.1 Select platforms used to engage with audiences: (Select all that apply), Value:WebApp 2/3/2026 10:13:16 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 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Specify 'other' users reached:, Value:Thembisa residents 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total 'other' users reached:, Value:5985 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:7.1 Provide a description of successes and highlights during the reporting period:, Value:Briefing and appointment of a web developer. Puchasing of Equipment and PCs for staff. 2/3/2026 10:13:16 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:Not much was done due to the holiday season. We will double up on our efforts in February. 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:7.3 Describe lessons learned during the reporting period:, Value:Not much because of the holiday season 2/3/2026 10:13:16 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:Not much because of the holiday season 2/3/2026 10:13:16 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 briefed out team We advertised and appointed a web application developer We have started a recruitment process to get community journalist participants 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:8.1 Total Grant Amount:, Value:700000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:8.2 Amount Disbursed by DNTF to Date:, Value:420000 2/3/2026 10:13:16 PM - Message: ResponseValue(0/2) 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 2/3/2026 10:13:16 PM - Message: ResponseValue(1/2) 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 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:194292 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:190000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:80000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:40000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Notes:, Value:We paid the deposit for the work to commence 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total Budget:, Value:274292 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:Total Expenditure:, Value:230000 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:10.1 Full Name:, Value:Sakhumzi 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:10.2 Position:, Value:Director 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:10.3 Contact Number:, Value:0827503729 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:10.4 Email Address:, Value:saki@papashamedia.co.za 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:10.5 Signature:, Value: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 2/3/2026 10:13:16 PM - Message: ResponseValue to add :- questionText:10.6 Date:, Value:2026-02-01 2/3/2026 10:13:17 PM - Message: Response Documents : True