Tenders Are Invited For Consultant To Develop One Policy Brief On Lifelong Learning

Tenders are invited for Consultant to Develop One Policy Brief on Lifelong Learning Methodology/Scope of Work The consultant is to propose a methodology for gathering Lifelong Learning (LLL) information and outlining a plan for developing the policy brief. The policy brief will gather all actual implementation of the lifelong learning centre both run by government or NGO and the consultant will analyze the gap between implementation and policy. The policy recommendations should be developed in response to the gaps and challenges of LLL policy implementation and based on the good practices. Work schedule/ timeframe and deliverables The policy brief development (5 days of assignment) will run for 4 weeks including information gathering using mixed qualitative methods: desk review; online or face-to-face in-depth interviews or focus group discussions. Submission Requirements The submission package should be organized as follows: CVs and Cover Letter · Cover letter of interest and description of how the applicant meets the required/desired · qualifications and competencies · CVs of all proposed team members Assignment Proposal includes: · Title Page (with name, contact details of applicant/consultancy firm, and a summary of the team) · What are the approaches/strategies you will use to achieve the assignments? · Work Plan (with milestones and timeframes) · Budget Plan (with milestones breakdown _ 1500$ including service tax) · 3 professional references (They must be familiar with the consultant capacity) How to Apply Interested individuals, teams, and firms are requested to send CVs and Cover Letter along with assignment proposal (3-4 pages only) to email provided in the contact details. The application deadline is May 20, 2024 [Disclaimer: The above text is machine translated. For accurate information kindly refer the original document.] Tender Link : https://www.bongthom.com/job_list.html?category_id=55&order_by=start_date&order_dir=desc