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Update: Hillview Elementary open Thursday 20th November

<h1>Update:</h1><p>Hillview Elementary will be open to all students tomorrow (Thursday).</p><p>The water outage impacting our area will last longer than initially anticipated: <a href="https://www.rdno.ca/our-communities/rdno-news/updated-greater-vernon-water-water-outage-and-boil-water-notice-parts">UPDATED: Greater Vernon Water – Water Outage and Boil Water Notice – Parts of East Hill, South BX, and Coldstream (See Map) and Essential Use Only - Parts of Old Kamloops Rd, Stepping Stones, North BX, Foothills, South BX, and Coldstream (See Map) | Regional District of North Okanagan</a></p><p>&nbsp;It is likely that the school will not have running water in the morning. To ensure students have access to bathrooms, sinks and drinking water, we will have available for students and staff:</p><ul><li>Ample portable toilets (porta-potty style). These will be delivered today so they will be ready to use first thing in the morning</li><li>Portable hand-wash stations</li><li>Hand sanitizer</li><li>Bottled drinking water</li></ul><p>&nbsp;We are able to provide a limited supply of water to the regular kindergarten washrooms outside the music room. They will be available to kindergarten and grade one students.</p><h1>Original message:</h1><p>Unfortunately, Hillview Elementary will be <strong>closed </strong>for the day on <strong>Wednesday </strong>November 19th&nbsp;(this week), so there will&nbsp;be no school for students that day.&nbsp;</p><p>The School District was notified this afternoon by Greater Vernon Water (RDNO)&nbsp;that there will be no water to the school on Wednesday due to an urgently needed water main repair (<a href="https://www.rdno.ca/our-communities/rdno-news/greater-vernon-water-water-outage-and-boil-water-notice-parts-east-hill">Greater Vernon Water – Water Outage and Boil Water Notice – Parts of East Hill and South Bx (See Map) and Essential Use Only - Parts of Old Kamloops Rd, Stepping Stones, North BX, Foothills, South BX, and Parts of Coldstream (See Map) | Regional District of North Okanagan</a>)</p><p>This will, no doubt, cause families some disruption and challenge. Closing a school at such short notice is not something we do lightly. Thank-you to our Hillview families for their patience and understanding as we navigate this unfortunate circumstance.</p><p>The repair is scheduled to be complete by 7.00am on Thursday morning and so we expect school to be open as normal on Thursday. District staff are communicating closely with RDNO, who are completing the repair.</p><p>The school will be on a boil water advisory for a few days after re-opening. We will ensure there is sufficient bottled drinking water available for students.</p>

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2025-11-18 00:25:18.6 +0000 UTC

OKL Ell Boundary change map

Ellison & Okanagan Landing Elementary Catchment Area Review

<h2>Update:</h2><p>At the November 19 2025, Board meeting, the Board of Education of School District 22 approved this boundary change, to be implemented as recommended below.</p><h2>Proposed boundary change for consideration</h2><p>School District staff are considering proposing that the School District Board adjust the Ellison Elementary / Okanagan Landing Elementary catchment boundary to move some of Ellison Elementary’s catchment to Okanagan Landing Elementary.</p><p>As Ellison Elementary and Okanagan Landing Elementary feed into Clarence Fulton Secondary School, no secondary school catchment areas change.</p><p>The following map illustrates the proposed boundary change.</p><p><img 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"></p><h2>How the change could be implemented</h2><p>Staff are considering recommending that the Board implement the change as follows:</p><ul><li>Ellison Elementary students living in the boundary change area can choose to continue to attend Ellison Elementary. Their siblings can also choose to attend Ellison Elementary when they reach Kindergarten age.</li><li>The proposed boundary change would be effective for student registrations after January 15, 2026 (essentially, next school year).</li></ul><p>Staff will bring recommendations, including a summary of community feedback received, to the Board for consideration at the November 19th, 2025, Board meeting.</p><h2>Why the change is being considered</h2><p>Ellison Elementary currently has 400 students in a school built for 411 students. Potential development in the area under review may further increase the enrolment at Ellison Elementary.</p><p>Okanagan Landing Elementary has 271 students in a school built for 322 students. Staff project the enrolment to remain steady.&nbsp;</p><p>The proposed boundary change implementation minimizes the impact on families while easing space pressures at Ellison Elementary School over time.</p><h2>The consultation process</h2><p>Families are invited to attend a consultation session at Okanagan Landing Elementary School at 5pm on Wednesday, November 12th. The School District’s Secretary Treasurer, Adrian Johnson, will provide an overview of the proposed change. School Principals and District staff will also attend and be available to answer questions.</p><p>A survey for feedback is available here: <a href="https://forms.office.com/Pages/ResponsePage.aspx?id=pQ6NsN8BU0CtyEwqkBlEKBrVjsY9GpxOhRFPCUlFDg5UQUpYVVNLWjNYR1M1NjA0RUlSRFgwQVBYOC4u">Public Input on Proposed School Boundary Change - Ellison &amp; OKL – Fill out form</a>.</p><p>All input received will be shared with the Board.</p><p>If you are unable to attend and have questions or concerns, please contact your School Principal.</p>

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2025-11-04 17:44:05.263 +0000 UTC

Boundary change map

Coldstream & Hillview Elementary, VSS and Kalamalka Secondary catchment changes

<h2>Update</h2><p>At the November 19 2025, Board meeting, the Board of Education of School District 22 approved this boundary change, to be implemented as recommended below.</p><h2>Proposed boundary change for consideration</h2><p>School District staff are considering proposing that the School District Board adjust the Hillview Elementary / Coldstream Elementary catchment boundary to move some of Hillview Elementary’s catchment to Coldstream Elementary.</p><p>As Hillview Elementary and Coldstream Elementary feed into different secondary schools, the Vernon Secondary and Kalamalka Secondary catchment areas would also change.</p><p>The following map illustrates the proposed boundary change.</p><p><img src="/images/6962f7e6-5cd3-4d13-9d22-9e34059a5144" alt="Boundary change map"></p><h2>How the change could be implemented</h2><p>Staff are considering recommending that the Board implement the change as follows:</p><ul><li>Hillview Elementary students living in the boundary change area can choose to continue to attend Hillview Elementary and then follow to Vernon Secondary. Their younger siblings currently not of school age can also choose to attend Hillview Elementary and then follow to Vernon Secondary.</li><li>Vernon Secondary students living in the boundary change area can choose to continue to attend Vernon Secondary.</li><li>The proposed boundary change would be effective for student registrations after January 15, 2026 (essentially, next school year).</li></ul><p>Staff will bring recommendations, including a summary of community feedback received, to the Board for consideration at the November 19th, 2025, Board meeting.</p><h2>Why the change is being considered</h2><p>Hillview Elementary has 386 students in a school built for 345 students. Coldstream Elementary has 296 students in a school built for 395 students. Staff project Hillview’s enrolment to remain steady; Coldstream’s is projected to decline.&nbsp;</p><p>Vernon Secondary has over 1,100 students in a school built for 950. Kalamalka Secondary has 696 students in a school built for 700. Enrolment at Vernon Secondary is forecast to grow. Enrolment at Kalamalka Secondary is forecast to decline following the declining enrolment in its feeder elementary schools.</p><p>New housing developments in the Hillview catchment area – including the proposed boundary change area – may lead to an increase in the number of students at Hillview and Vernon Secondary.</p><p>The proposed boundary change implementation minimizes the impact on families while, over time, easing space pressures at Hillview and Vernon Secondary School.</p><h2>The consultation process</h2><p>Families were invited to attend a consultation session at Coldstream Elementary School at 5pm on Monday November 3rd. The School District’s Secretary Treasurer, Adrian Johnson, provided an overview of the proposed change. School Principals and District staff attended and were available to answer questions. Staff have adjusted the process being considered for implementing the change to reflect feedback heard at that meeting.</p><p>A survey for feedback is available here: <a href="https://forms.office.com/r/EcA3bNRwfQ">Public Input on Proposed School Boundary Change – Fill out form</a>. This is available until 3pm on Wednesday, November 12.</p><p>All input received will be shared with the Board.</p><p>If you are unable to attend and have questions or concerns, please contact your School Principal.</p>

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2025-11-03 23:35:50.817 +0000 UTC

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