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)
School District 71 is an inclusive learning community that embraces diversity, fosters relationships and empowers all learners to have a positive impact on the world. Our mission is to work with our educational partners to inspire engaged, compassionate, resilient lifelong learners and cultivate a collaborative community together.
We invite applications for the temporary position of:
- 1.0 FTE Grades 10-12 Online Learning Counsellor
- Subject to enrollment
Navigate secondary counsellors support students and families in co-creating personalized, successful pathways to graduation by offering support and advice to students, families, and teaching colleagues throughout the province. This includes:
- Creating, maintaining, and revising personalized education plans / graduation plans for each full-time online and blended learning student.
- Supporting cross-enrolled students and the teaching team from their homeschool throughout the province
This role requires a high level of comfort with the use of technology. Preference will go to candidates with prior successful asynchronous online counselling experience.
The successful candidate will have:
- Master's Degree in educational counselling, psychology or related field (must include a 300-hour supervised school-based practicum at the appropriate level)
- Experience in counselling at the required level
- Ability to work as part of a multi-disciplinary team
- Recent training and successful experience in suicide prevention
- Experience and commitment to working collaboratively as part of a multi-disciplinary student support team
- Experience implementing communication protocols for working with teachers, para-professionals, administrators, parents and students
The successful candidate will demonstrate:
- Experience working with the Handbook of Procedures from the Ministry of Education, including evaluating external credits, equivalency, challenges, manual submission to TRAX
- A working knowledge of current graduation pathways and their requirements
- Experience counselling students on post-secondary options
- Experience liaising with teachers, counsellors, and administrators, locally and provincially, regarding program needs and Individual Learning Plan needs
- An exemplary track record of supportive communication with students, families, and colleagues
- Ability to support students with course adaptations and I.E.P.s, in consultation with other teaching staff
- Ability to utilize the following online tools: My Education BC, D2L/ Bright Space (or equivalent online learning management system), student registration software (Narwhal or equivalent)
- An understanding and commitment to the professional standards of online learning in BC
Preference will be given to candidates who have:
- Experience co-creating and maintaining graduation plans for school age and non-graduated adults in an online and blended learning environment, including course programming year-round.
- Experience working with and supporting students and families in an online / remote environment
- Experience working with adult students (upgrading and on the adult graduation pathway)
- Ability to manage on-line courses and resources incorporating current provincial wide resources in post-secondary options, provincial assessments, scholarships & bursaries, and mental health information and resources
Our educational team is committed to engaging learners to develop creativity, critical thinking, collaboration, communication and social competencies. Our educators use and develop best practices through meaningful and purposeful collaboration and inquiry. As lifelong learners themselves, our educators embrace diversity, apply assessment for learning approaches, and integrate technology in meaningful ways to personalize learning. Successful candidates will demonstrate a willingness to embrace and share the district’s commitments outlined above and model its principles in their practice.
Salary range is in accordance with the BC Teachers Federation and can be found by clicking this link: https://bit.ly/SD71_BCTF_Salary_Grid_2024
To Apply:
School District 71 welcomes diverse candidates and encourages applications from members of groups experiencing barriers to equity. As an inclusive learning community we are committed to actively creating and fostering a culture of inclusivity where voices are heard, people are seen, and values are respected. We care about the uniqueness of our applicants, employees, students and community, and we do so in a safe space fueled by curiosity and acceptance. Persons with disabilities who anticipate needing accommodations for any part of the application and hiring process may contact: hr@sd71.bc.ca and we will work with you to meet your needs.
Qualified candidates are invited to apply in confidence by submitting a cover letter, resume with supporting documentation and three (3) professional references through www.makeafuture.ca/comox-valley. Only applicants with a complete application package may be considered.
We sincerely thank all applicants for considering us an employer of choice. Only shortlisted candidates will be contacted. The successful applicant will be subject to the terms of the Criminal Review Act.
Thank you for your interest in School District 71 (Comox Valley)
An Equal Opportunity Employer