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December 1-5 Family Update

<p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Family Update December 1-5, 2025</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Happy Monday, Stingers Families!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Last week was very fun for all ages at Storrington! Many of our junior/intermediate students played in Volleyball tournaments. Thank you to our coaches and families for making the tournaments possible!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">The Touch the Truck Event was also a huge success! Despite the wind and colder temperatures, Kindergarten to Grade 3 students enjoyed their time learning about the vehicles in our parking lot – Hydro, Fire, and Police! Thank you to the staff and families who made that experience possible. I’m sure most students went home last week talking about this adventure in the school parking lot!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">We have 15 school days left before the Winter Break! It’s going to be 3 weeks full of spirit, giving, and gathering! Please come back to this newsletter as needed.</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">We are collecting donations for the Battersea community starting today!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Our local charities need the following:</span></p><ul class="editor-list-ul"><li value="1" class="editor-listitem"><span style="white-space: pre-wrap;">canned soups and stews</span></li><li value="2" class="editor-listitem"><span style="white-space: pre-wrap;">cereal (preferably Cheerios or Rice Krispies)</span></li></ul><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Classes will keep a tally of how many items are brought in, and the class that gives the most will receive a pizza party and be featured in the Frontenac News! </span><b><strong class="editor-text-bold" style="white-space: pre-wrap;">It's the Great CAN-tastic Classroom Challenge!</strong></b></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Please remember to send in your pizza order forms as soon as possible – 1 per family, please. Our School Council needs to know how much pizza to order for Thursday night!</strong></b></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Bus Safety Reminder – Parking Lot Safety</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">With winter snow and icy roads almost here, a reminder to families dropping off or picking up students to please wait for school buses to come to a complete stop before walking around or near them. Waiting just a few extra seconds will help keep all our students safe. Thank you for your support of student safety.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">December 16 – Holiday Concert</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Our Winter Wonderland Holiday Concert will take place on Tuesday, December 16, 5:30-6:30 pm.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">December 4 - Snow Social!</strong></b></p><p class="editor-paragraph"><img 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" alt="A blue sign with snowman and ice skates AI-generated content may be incorrect." width="365" height="517" style="width:365px;height:517px;display:inline-block"></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">**We do encourage you to bring a food donation to this event! Thank you!</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">December 6 – Battersea Santa Claus Parade</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">If you and your Storrington students are interested in participating in the Battersea Santa Claud Parade, please contact our School Council directly – </span><a href="mailto:pc.storrington@gmail.com" class="editor-link"><span style="white-space: pre-wrap;">pc.storrington@gmail.com</span></a><span style="white-space: pre-wrap;">. They will be organizing the group of participants. Here are some parade details:</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">“The annual Battersea Santa Claus parade is scheduled for&nbsp;</span><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Saturday, December 6th at 1 p.m.</strong></b><span style="white-space: pre-wrap;">. The parade will start at Storrington Public School and proceed down Battersea Road through the village.”</span></p><p class="editor-paragraph"><img 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" alt="A poster with presents and text AI-generated content may be incorrect." width="348" height="451" style="width:348px;height:451px;display:inline-block"></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Tentative Storrington Night at the Kingston Frontenacs Game</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Please mark your calendars for March 6, game time is 7:05 pm. Details about tickets will be shared in January. It’s going to be a fun evening! Let’s fill the stands!</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Indoor Shoes</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">It’s that time of year again – muddy, wet boots! Please ensure your student has a pair of indoor shoes at school every day. This will ensure they have something on their feet while in the building! The floors without shoes are slippery, and we want to avoid any falls. Also, students must have supportive footwear in the gym. Thank you!</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Weeks Ahead</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">You will see all the school days in December below. I will be adding to this calendar weekly! We still need to add in Spirit Days, door decorating, and sing-alongs!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">December</span></p><table class="editor-table"><colgroup><col><col></colgroup><tbody><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">1 (day 1)</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Holiday Donations Begin!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Christmas Tree goes up!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Music lessons 2-3pm</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">SSC and OT at Storrington</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Student Council meeting</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">2</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">3</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 2</span><sup style="white-space: pre-wrap;"><span>nd</span></sup><span style="white-space: pre-wrap;"> recess – Quiet Time with Ms. K. in library</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Music Lessons all day</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Communicative Disorder Assistant-In Today</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">4</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">School Council Snow Social Event, 5-7 pm</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">*Non-perishable food donation is encouraged</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">- Math Facilitator, Ms. Renaud, at Storrington</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">5</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Outdoor Jingle Bell Walk/Run – food drive and hot chocolate! (2:00 pm)</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">8 (day 1)</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Music lessons, 2-3 pm</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">SSC at Storrington</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">9</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">SHS Band playing for all students in the gym – 11:35-12:15pm</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Ms. St. Clair, Learning Partner, at Storrington today</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">10</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 2</span><sup style="white-space: pre-wrap;"><span>nd</span></sup><span style="white-space: pre-wrap;"> recess – Quiet Time with Ms. K. in library</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Music Lessons all day</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">11</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">12</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Holiday donations being picked up by Lions Club</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">*Please send in Santa’s Workshop donations starting today.</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">15 (day 1)</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Music lessons, 2-3pm</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">SSC at Storrington</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">*Please send in Santa’s Workshop donations</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">16</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Holiday Concert 5:30-6:30 pm</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Daytime Holiday Concert – Time TBD (and mini assembly to celebrate donations/giving)</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Meat Sticks and Cheese Orders will be available for pickup</strong></b><span style="white-space: pre-wrap;"> today. More details about specific timing will be shared soon!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; *Please send in Santa’s Workshop donations</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">17</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">2</span><sup style="white-space: pre-wrap;"><span>nd</span></sup><span style="white-space: pre-wrap;"> recess – Quiet Time with Ms. K. in library</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Music lessons, all day</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Gr 8 Fundraiser – Santa’s Workshop (classes visit)</strong></b></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">18</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Staff Meeting (3:45-5pm) and School Council (6-8pm)</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Gr 8 Fundraiser – Santa’s Workshop (classes visit)</strong></b></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">19</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">22</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">1</span><sup style="white-space: pre-wrap;"><span>st</span></sup><span style="white-space: pre-wrap;"> Day of Winter Break</span></p></td></tr></tbody></table>
2025-12-01 21:58:29.441 +0000 UTC
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Stinger Family Update November 24-28

<p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Family Update November 24-28, 2025</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Happy Monday, Stingers Families!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">This is a busy week for Storrington students, thanks to the efforts of our dedicated staff! We have 3 volleyball teams in tournaments, 2 classes going to Gould Lake, 1 class going to the Agnes Etherington Art Gallery, and a Touch the Truck event! We also have Quiet Time with Ms. Kennedy starting this week (details below).</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Our Fresh from the Farm Fundraiser was a success – we thank you for your support! Our meat stick and cheese fundraiser ended on Friday. Volunteers from our School Council will organize the forms/money and place our order. Meat sticks and cheese orders will be available for pickup during our Winter Holiday Concert on December 16.</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">We will begin collecting donations for the Battersea community starting December 1</span><sup style="white-space: pre-wrap;"><span>st,</span></sup><span style="white-space: pre-wrap;"> so that everyone can have a magical Christmas. Our local charities need the following:</span></p><ul class="editor-list-ul"><li value="1" class="editor-listitem"><span style="white-space: pre-wrap;"> canned soups and stews </span></li><li value="2" class="editor-listitem"><span style="white-space: pre-wrap;">cereal (preferably Cheerios or Rice Krispies)</span></li></ul><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Food donations will begin December 1st. Classes will keep a tally of how many items are brought in, and the class that gives the most will receive a pizza party and be featured in the Frontenac News! It's the Great CAN-tastic Classroom Challenge!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Also, a gentle reminder to label your child’s clothing and winter accessories. We get a lot of lost items daily and we would be able to return them if they were labelled. Thank you!</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">December 16 – Holiday Concert</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Our Winter Wonderland Holiday concert will take place on Tuesday, December 16, 5:30-6:30 pm.</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">If you missed my email about the Visual Art Opportunity being provided by Ms. Ridout, please read it here: </span><a href="https://limestoneschools-my.sharepoint.com/personal/wellwoods_limestone_on_ca/Documents/Desktop/Winter%20Wonderland%20Art%20Gallery%20%20(1).pdf" class="editor-link"><span style="white-space: pre-wrap;">https://limestoneschools-my.sharepoint.com/personal/wellwoods_limestone_on_ca/Documents/Desktop/Winter%20Wonderland%20Art%20Gallery%20%20(1).pdf</span></a></p><p class="editor-paragraph"><img 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" alt="A blue sign with snowman and ice skates AI-generated content may be incorrect." width="365" height="517" style="width:365px;height:517px;display:inline-block"></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">**Pizza order forms for the Snow Social will go home with students today. There is no cost for this event; we just need to know numbers, so we don’t order too much pizza!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">**We do encourage you to bring a food donation to this event! Thank you!</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">December 6 – Battersea Santa Claus Parade</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">If you and your Storrington students are interested in participating in the Battersea Santa Claud Parade, please contact our School Council directly – </span><a href="mailto:pc.storrington@gmail.com" class="editor-link"><span style="white-space: pre-wrap;">pc.storrington@gmail.com</span></a><span style="white-space: pre-wrap;">. They will be organizing the group of participants. Here are some parade details:</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">“The annual Battersea Santa Claus parade is scheduled for&nbsp;</span><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Saturday, December 6th at 1 p.m.</strong></b><span style="white-space: pre-wrap;">. The parade will start at Storrington Public School and proceed down Battersea Road through the village.”</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Quiet Time with Ms. Kennedy</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Starting Wednesday, November 26, students will have the option to spend&nbsp;2nd recess on Day 3s&nbsp;in the library for a calm, quiet space. Activities may include reading, drawing, meditating, or other silent, independent tasks. Ms. Kennedy will supervise and provide plain paper and mandala coloring pages for those who wish to use them. Students are asked to bring their own colouring tools with them. This opportunity will run&nbsp;every Wednesday at 2nd recess until the Christmas Break, after which we will review student needs to determine its continuation in the New Year.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Tentative Storrington Night at the Kingston Frontenacs</strong></b><span style="white-space: pre-wrap;">;</span><b><strong class="editor-text-bold" style="white-space: pre-wrap;"> Game</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Please mark your calendars for March 6; game time is 7:05 pm. Details about tickets will be shared in January. It’s going to be a fun evening! Let’s fill the stands!</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">White Elephant Sale</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">The Grade 8s will be working with School Council volunteers to host a White Elephant sale for all Storrington students. Money raised at this event will go towards the Grade 8 graduation. We will be asking the community for donations of new or gently used items soon. Items will be sold for 50 cents to 5 dollars. Items will be wrapped by our grade 8 students. The tentative dates for this sale are December 17</span><sup style="white-space: pre-wrap;"><span>th</span></sup><span style="white-space: pre-wrap;"> and 18</span><sup style="white-space: pre-wrap;"><span>th</span></sup><span style="white-space: pre-wrap;">. Please stay tuned for more information.</span></p><p class="editor-paragraph" dir="ltr"><i><em class="editor-text-italic" style="white-space: pre-wrap;">Fun fact: The name comes from the idiom "white elephant," which describes a possession that is of little practical use or profit to its owner, but might have value to someone else</em></i><span style="white-space: pre-wrap;">.&nbsp;</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Week Ahead</strong></b></p><table class="editor-table"><colgroup><col><col></colgroup><tbody><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">November 24 (day 1)</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Student Census Week (all information in SharePoint)</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">9:15am-12:15pm-Gr.4/5’s at Agnes Etherington Art Centre</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">12:30-1:00 pm and 2:00-2:30 pm – Gould Lake presentations for students in Grades 5-8</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">25</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Sr. Boys &amp; Girls Volleyball Tournament all day at Queen’s University</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">26</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">27</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Jr. Boys &amp; Girls Volleyball Tournament all day at Queen’s University</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">-&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Touch the Truck Event – Kinder-Grade 3, starting at 12noon</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">28</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Pare’s class to Gould Lake (all day)</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Mrs. Robert’s class to Gould Lake – Mme Dannenberg taking them</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">*Ms. Roberts teaching Core French classes all day.</span></p></td></tr></tbody></table><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">December</span></p><table class="editor-table"><colgroup><col><col></colgroup><tbody><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">1 (day 1)</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Holiday Donations Begin! The Christmas Tree goes up!</span></p></td></tr></tbody></table><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p>
2025-11-24 16:04:07.738 +0000 UTC
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Family Update Nov 17-21

<p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Family Update November 17-21, 2025</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Happy Monday, Stingers Families!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Thank you to the families who attended our Remembrance Day assembly last week. The bus cancellations that day were a barrier, but we were still able to come together as a community for this important ceremony. Thank you to the classes who shared during the assembly and to Mme Dannenberg for organizing our beautiful event.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Pick Up for Fruit and Veggies</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">If you ordered apples or a vegetable bag through</span><b><strong class="editor-text-bold" style="white-space: pre-wrap;">occur</strong></b><span style="white-space: pre-wrap;"> our Farm Fresh Fundraiser, the orders will be available for pick up on Thursday at the school (November 20</span><sup style="white-space: pre-wrap;"><span>th</span></sup><span style="white-space: pre-wrap;"> ) between 3:30 pm – 5:30 pm. Please connect with School Council </span><u><span class="editor-text-underline" style="white-space: pre-wrap;">directly</span></u><span style="white-space: pre-wrap;"> if you need to make alternative arrangements. </span><a href="mailto:pc.storrington@gmail.com" class="editor-link"><span style="white-space: pre-wrap;">pc.storrington@gmail.com</span></a><span style="white-space: pre-wrap;">. Thank you for your support.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Bullying Awareness and Prevention Week</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Bullying Awareness and Prevention Week is November 17 to 21, 2025.&nbsp;Bullying prevention and awareness efforts need to occur</span><b><strong class="editor-text-bold" style="white-space: pre-wrap;">on</strong></b><span style="white-space: pre-wrap;"> daily, but this designated week allows us to focus attention to this issue. We will have daily announcements to help start classroom discussions. This week will end with</span><b><strong class="editor-text-bold" style="white-space: pre-wrap;">,</strong></b><span style="white-space: pre-wrap;"> Limestone’s Pink Shirt Day. Students, staff, and families are encouraged to wear pink to raise awareness and take a stand against bullying and promote kindness and inclusion.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Free Webinar – EQAO Math Night for Families (Grades 3,6, and 9)</strong></b></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">When: November 19, 2025 6:00 p.m. - 8:00 p.m.</strong></b></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Details:</strong></b><span style="white-space: pre-wrap;"> Join EQAO for a free live webinar where EQAO staff will discuss math questions that Ontario students encounter when they participate in Ontario’s large-scale assessments. These assessments are taken by all Ontario students in Grades 3, 6, and 9. During the webinar, EQAO staff will show how these math questions help assess the skills students are learning in their math classes. Staff will also share valuable insights from the past three years of assessment results, which can help parents and guardians support their children’s math learning.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Register here:</strong></b><span style="white-space: pre-wrap;"> </span><a href="https://eqao.zoom.us/webinar/register/WN_5puRqI8uQJypIaHgBYoBMw#/registration" target="_blank" title="https://eqao.zoom.us/webinar/register/wn_5purqi8uqjypiahgbyobmw#/registration" class="editor-link"><span style="white-space: pre-wrap;">Webinar Registration - Zoom</span></a></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Fundraising</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Storrington's School Council has organized 2 fundraisers that might help you prepare for the upcoming holiday season! We are selling Halenda’s Meat Sticks and Wilton Cheese!</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Order forms and money are due on </span><b><strong class="editor-text-bold" style="white-space: pre-wrap;">November 21 **This Friday</strong></b><span style="white-space: pre-wrap;">. Orders will be distributed on December 16, the evening of our holiday concert.</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Thank you in advance for your support as we look to fundraise for athletic equipment, technology, and the beautification of our school.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Copy of the Info Poster -</strong></b><span style="white-space: pre-wrap;"> </span><a href="https://docs.google.com/document/d/1OR1sXsAMJMBBlnct6AEOeDUyD7gp-kNktqEh3kJIw7Q/edit?usp=sharing" class="editor-link"><span style="white-space: pre-wrap;">https://docs.google.com/document/d/1OR1sXsAMJMBBlnct6AEOeDUyD7gp-kNktqEh3kJIw7Q/edit?usp=sharing</span></a></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Halenda’s Meat Sticks Form - </strong></b><a href="https://docs.google.com/document/d/1W8lLQJgepWYL9Vv3LaAbinjG-fevy53jStJVOsidhsQ/edit?usp=sharing" class="editor-link"><span style="white-space: pre-wrap;">https://docs.google.com/document/d/1W8lLQJgepWYL9Vv3LaAbinjG-fevy53jStJVOsidhsQ/edit?usp=sharing</span></a></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Wilton Cheese Form -</strong></b><span style="white-space: pre-wrap;"> </span><a href="https://docs.google.com/document/d/1phmAy6UK4Lj5i3W49c7-vcPV-YjCiui2sYwoLULM5K0/edit?usp=sharing" class="editor-link"><span style="white-space: pre-wrap;">https://docs.google.com/document/d/1phmAy6UK4Lj5i3W49c7-vcPV-YjCiui2sYwoLULM5K0/edit?usp=sharing</span></a></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Next School Council Meeting</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Our next School Council meeting is this Thursday - November 20, 6:00 pm in the library. We have not been able to secure childcare. There is a virtual link provided below in case you need or want to attend the meeting from the comfort of your own home. We will be discussing our winter fundraisers and our holiday event. I will also be sharing about the student census (grades 4-8) and some school-wide data.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Microsoft Teams</strong></b><span style="white-space: pre-wrap;"> </span><a href="https://aka.ms/JoinTeamsMeeting?omkt=en-US" target="_blank" class="editor-link"><span style="white-space: pre-wrap;">Need help?</span></a></p><p class="editor-paragraph" dir="ltr"><a href="https://teams.microsoft.com/l/meetup-join/19%3ameeting_NGQwNDgxYzUtZmFiZS00OGEyLWJkNjktMWIxYTI4MGM3NTFh%40thread.v2/0?context=%7b%22Tid%22%3a%22e1f4165f-ebae-4d82-a73c-a0de593830be%22%2c%22Oid%22%3a%224cdfe894-a017-4c49-b47d-6770b652eb3e%22%7d" target="_blank" title="Meeting join link" class="editor-link"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Join the meeting now</strong></b></a></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Meeting ID: 268 357 624 193 75</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Passcode: gd77XX7t</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">December 16 – Holiday Concert</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Our Winter Wonderland Holiday concert will take place on Tuesday, December 16, 5:30-6:30 pm. More specific details will be shared after we get closer to the event.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">&nbsp;Week Ahead</strong></b></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">November</span></p><table class="editor-table"><colgroup><col><col></colgroup><tbody><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">17 (day 1)</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Picture Retake Day</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">18</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">This is our School Data Dig Day – all teachers will be released for a portion of the to meet as an in-school Team with our Learning Partner</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">19</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">EQAO Free Webinar for families (link in newsletter above)</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">20</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">School Council meeting at 6pm</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">*Link to attend virtually is in newsletter above</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Family pick up of Vegetables and Fruit from our Farm Fresh Fundraiser between 3:30-5:30 pm.</span></p><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph"><span style="white-space: pre-wrap;">21</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Fundraising Money and forms due today (cheese and meat sticks)</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">PINK SHIRT DAY</span></p></td></tr><tr><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">24 (day 1)</span></p></td><td class="editor-tableCell" style="width: 350px; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Student Census Week (all information on LDSB Website)</span></p></td></tr></tbody></table><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">*November 28 – Pare and Roberts classes to Gould Lake all day.</span></p><p class="editor-paragraph"><span style="white-space: pre-wrap;">&nbsp;</span></p>
2025-11-17 21:29:46.108 +0000 UTC
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Welcome to Storrington Public School, home of the Stingers. We are a Kindergarten to Grade 8 rural school – a wonderful place for our children to learn and thrive. At Storrington, we believe that all of our students can be successful and we are focused on meeting the unique needs of every child and helping every student reach his or her potential.

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Limestone’s EQAO Results Improve Across All Categories

<p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">The Limestone District School Board (LDSB) has&nbsp;achieved&nbsp;its strongest&nbsp;Education Quality and Accountability Office (EQAO)&nbsp;performance&nbsp;in&nbsp;four years, with gains in&nbsp;</strong></b><u><b><strong class="editor-text-bold editor-text-underline" style="white-space: pre-wrap;">every testing category</strong></b></u><b><strong class="editor-text-bold" style="white-space: pre-wrap;">&nbsp;for the 2024-2025 school year.&nbsp;LDSB’s EQAO results&nbsp;align with provincial outcomes in many areas, while showing notable improvements in others and among specific student groups.&nbsp;Limestone’s 2024-2025 results are at, or above, the provincial average in&nbsp;almost all&nbsp;measures.</strong></b><span style="white-space: pre-wrap;">&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Results show an upward trend&nbsp;and momentum&nbsp;across all eight areas of assessment for students in Grades 3, 6, 9, and 10, including those with special education needs, underscoring&nbsp;the&nbsp;Board’s intention&nbsp;of&nbsp;making a positive difference in the lives of&nbsp;every student, in every classroom, in every school.&nbsp;</strong></b><br><span style="white-space: pre-wrap;">&nbsp;</span><br><span style="white-space: pre-wrap;">"These results reflect the daily dedication of Limestone educators, educational assistants, program teams, and school leaders,” says Krishna Burra,&nbsp;LDSB&nbsp;Director of Education.&nbsp;“I want to acknowledge&nbsp;the efforts of those who have&nbsp;focused on implementing evidence-informed practices, providing targeted supports, and collaborating across schools to ensure student achievement and success.”&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">The elementary school report provides assessments of Reading, Writing, and Mathematics written by&nbsp;students&nbsp;in Grades 3 and 6. The secondary school report provides similar information relating to the Grade 9 Assessment of Mathematics and the Ontario Secondary School Literacy Test&nbsp;(OSSLT).&nbsp;</span></p><h2 class="editor-heading-h2" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Results&nbsp;at a Glance&nbsp;</span></h2><ul class="editor-list-ul"><li value="1" class="editor-listitem"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Grade 3 Improvements:</strong></b><span style="white-space: pre-wrap;">&nbsp;LDSB students showed a 5% to 8% increase in Reading, Writing, and Math, with 75% meeting the provincial standard in Reading, 65% in Writing, and 65% in Math, outperforming provincial averages. Students with special&nbsp;education&nbsp;needs improved by 8% to&nbsp;9% in these subjects.&nbsp;&nbsp;</span></li><li value="2" class="editor-listitem"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Grade 6 Gains:</strong></b><span style="white-space: pre-wrap;">&nbsp;Achievement rose in all areas, with 88% meeting Reading standards, 87% in Writing, and 51% in Math, matching or exceeding provincial rates.&nbsp;Students&nbsp;with&nbsp;special&nbsp;education needs&nbsp;made significant advances, especially in Writing with a 22% increase.&nbsp;&nbsp;</span></li><li value="3" class="editor-listitem"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Grades&nbsp;9 and 10 Results:</strong></b><span style="white-space: pre-wrap;"> LDSB’s Grade 9 Math scores were slightly below provincial levels but increased by 5% from the previous year, with&nbsp;students with special education needs&nbsp;performing better than&nbsp;students with similar needs in other&nbsp;jurisdictions.&nbsp;The Grade 10 OSSLT saw 95% participation and 84% success, a 3% rise, with continued improvement among&nbsp;students with special education needs.&nbsp;&nbsp;&nbsp;</span></li></ul><h2 class="editor-heading-h2" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Grade 3 EQAO Results&nbsp;</span></h2><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Grade 3&nbsp;student&nbsp;achievement saw a&nbsp;5% to&nbsp;8% increase in all subject areas in Limestone, compared to the 2023/24&nbsp;assessment results, with&nbsp;75% meeting the provincial standard in&nbsp;Reading, 65% in&nbsp;Writing, and&nbsp;65% in&nbsp;Math.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Results for&nbsp;the province&nbsp;showed a slight&nbsp;increase&nbsp;from the previous year&nbsp;for&nbsp;all&nbsp;Grade 3&nbsp;subjects&nbsp;and&nbsp;were&nbsp;slightly lower&nbsp;than Limestone&nbsp;across Grade 3 assessment&nbsp;subjects.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">This new data shows improvement in all subjects, with&nbsp;Math achievement showing the most significant difference for&nbsp;students&nbsp;in Grade 3.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Of significant note&nbsp;are&nbsp;the gains in achievement in Grade&nbsp;3&nbsp;Reading,&nbsp;Writing, and&nbsp;Mathematics made by Limestone&nbsp;students with special&nbsp;education&nbsp;needs&nbsp;– up&nbsp;9%,&nbsp;8%, and&nbsp;9% respectively,&nbsp;compared to the 2023/24&nbsp;assessment results.&nbsp;&nbsp;</span></p><h2 class="editor-heading-h2" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Grade 6 EQAO Results&nbsp;</span></h2><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Grade 6&nbsp;student achievement&nbsp;in Limestone&nbsp;also&nbsp;continues to&nbsp;build momentum with&nbsp;improvements in&nbsp;all subject areas.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">In&nbsp;Reading, 88% of students&nbsp;met&nbsp;provincial standard&nbsp;in 2024/25&nbsp;– an increase of&nbsp;9% from the 2023/24 assessment&nbsp;and a higher rate than the province for&nbsp;2024/25.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Results in&nbsp;Writing&nbsp;showed an increase of 14% over the&nbsp;previous&nbsp;assessment year, with&nbsp;87% of&nbsp;students&nbsp;meeting provincial standard,&nbsp;at a higher rate than the province.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">In&nbsp;Math,&nbsp;results were equal to&nbsp;the&nbsp;province,&nbsp;with&nbsp;51%&nbsp;of&nbsp;students&nbsp;meeting&nbsp;the provincial standard, an increase of 11% for Limestone compared to the&nbsp;previous&nbsp;assessment year.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Like&nbsp;the&nbsp;Grade 3 assessment results, achievement&nbsp;in&nbsp;all subject areas&nbsp;for&nbsp;students&nbsp;in&nbsp;Grade 6 with special education needs&nbsp;in Limestone&nbsp;has increased, with significant gains in&nbsp;Reading and&nbsp;Writing&nbsp;by&nbsp;12% and&nbsp;22%, respectively,&nbsp;since the 2023/24&nbsp;assessment. This increase in achievement&nbsp;for&nbsp;students&nbsp;in&nbsp;Grade 6&nbsp;with special education needs&nbsp;is higher than the province&nbsp;by 3% to 10%&nbsp;across all&nbsp;subject areas.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">“Limestone&nbsp;students&nbsp;and staff have worked hard to achieve these gains across Reading, Writing, and Mathematics, including the strong improvements for&nbsp;students&nbsp;with&nbsp;special&nbsp;education needs,” says Burra.&nbsp;“The momentum we are seeing is the result of consistent, evidence‑informed practice—targeted instruction, early interventions, collaborative professional learning, and a sharp focus on what happens in classrooms every day.&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">“We are proud of this progress, and we are committed to sustaining it by continuing the practices that work and adjusting where they do not,” he adds.&nbsp;“Our goal remains steady improvement over time, not one‑year spikes, for every&nbsp;student,&nbsp;in every classroom,&nbsp;in every school.”&nbsp;</span></p><h3 class="editor-heading-h3" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Primary Assessment (administered in Grade 3):&nbsp;</span></h3><table class="editor-table"><colgroup><col><col><col></colgroup><tbody><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Area of Assessment&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">LDSB&nbsp;&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Province&nbsp;</strong></b></p></td></tr><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Reading&nbsp;</span></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">75%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">74%&nbsp;</span></p></td></tr><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Writing&nbsp;</span></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">65%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">65%&nbsp;</span></p></td></tr><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Mathematics&nbsp;</span></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">65%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">64%&nbsp;</span></p></td></tr></tbody></table><h3 class="editor-heading-h3" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Junior Assessment (administered in Grade 6):&nbsp;</span></h3><table class="editor-table"><colgroup><col><col><col></colgroup><tbody><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Area of Assessment&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">LDSB&nbsp;&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Province&nbsp;</strong></b></p></td></tr><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Reading&nbsp;</span></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">88%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">86%&nbsp;</span></p></td></tr><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Writing&nbsp;</span></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">87%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">85%&nbsp;</span></p></td></tr><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Mathematics&nbsp;</span></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">51%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">51%&nbsp;</span></p></td></tr></tbody></table><h2 class="editor-heading-h2" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Grades&nbsp;9&nbsp;and 10&nbsp;EQAO Results&nbsp;</span></h2><h3 class="editor-heading-h3" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Grade 9 Mathematics Assessment:&nbsp;</span></h3><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Results&nbsp;for&nbsp;Grade 9&nbsp;Math&nbsp;in Limestone&nbsp;are slightly lower&nbsp;compared&nbsp;to the provincial results. For all participating&nbsp;students&nbsp;in the&nbsp;Grade 9&nbsp;Math assessment,&nbsp;55% achieved the provincial standard in Limestone,&nbsp;and 58%&nbsp;achieved the provincial standard provincially.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Limestone’s&nbsp;Grade 9&nbsp;Math results&nbsp;increased&nbsp;by&nbsp;5% as compared to last year.&nbsp;Results for&nbsp;students&nbsp;with&nbsp;special&nbsp;education&nbsp;needs&nbsp;achieving the provincial standard&nbsp;are&nbsp;higher than&nbsp;the province at&nbsp;34%&nbsp;for Limestone,&nbsp;compared to&nbsp;32% for the province.&nbsp;</span></p><table class="editor-table"><colgroup><col><col><col></colgroup><tbody><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Grade 9 Mathematics Assessment&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">LDSB&nbsp;&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Province&nbsp;</strong></b></p></td></tr><tr style="height: 20px;"><td class="editor-tableCell" style="width: 321px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Grade 9&nbsp;Math&nbsp;</span></p></td><td class="editor-tableCell" style="width: 85px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">55%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 113px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">58%&nbsp;</span></p></td></tr></tbody></table><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">“Grade 9 Mathematics continues to be a priority area,” says Steve&nbsp;Hedderson, LDSB Associate Superintendent of Human Resources&nbsp;and&nbsp;Curriculum&nbsp;and Program Services: Math and FSL.&nbsp;“Limestone’s&nbsp;five‑point improvement year‑over‑year shows the work is taking hold. We&nbsp;are deepening supports in Grade 9&nbsp;Math—explicit instruction, daily practice, and&nbsp;timely&nbsp;interventions—and aligning professional learning so teachers have the tools they need. We&nbsp;are focused on building&nbsp;Math confidence and competency for every&nbsp;student.”&nbsp;</span></p><h3 class="editor-heading-h3" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Ontario Secondary School Literacy Test&nbsp;- Administered in Grade 10:&nbsp;</span></h3><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">This year, 95% of first-time eligible&nbsp;students&nbsp;wrote the test&nbsp;in Limestone, compared to 94%&nbsp;of&nbsp;students&nbsp;in the province. With&nbsp;this&nbsp;high&nbsp;participation&nbsp;rate,&nbsp;84% of all&nbsp;students&nbsp;in Limestone&nbsp;were successful, an increase of&nbsp;3%&nbsp;compared to&nbsp;the 2023/24&nbsp;school year.&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">OSSLT&nbsp;results&nbsp;for&nbsp;students&nbsp;with&nbsp;special&nbsp;education&nbsp;needs&nbsp;continue&nbsp;to&nbsp;show&nbsp;an&nbsp;improvement&nbsp;for the&nbsp;2024/25&nbsp;year,&nbsp;with&nbsp;65% of&nbsp;Limestone&nbsp;students&nbsp;being successful&nbsp;on the assessment.&nbsp;</span></p><table class="editor-table"><colgroup><col><col><col></colgroup><tbody><tr style="height: 21px;"><td class="editor-tableCell" style="width: 282px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Grade 10 OSSLT&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 97px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">LDSB&nbsp;&nbsp;</strong></b></p></td><td class="editor-tableCell" style="width: 117px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Province&nbsp;</strong></b></p></td></tr><tr style="height: 21px;"><td class="editor-tableCell" style="width: 282px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Participation&nbsp;Rate&nbsp;</span></p></td><td class="editor-tableCell" style="width: 97px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">95%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 117px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">94%&nbsp;</span></p></td></tr><tr style="height: 21px;"><td class="editor-tableCell" style="width: 282px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Success&nbsp;Rate&nbsp;</span></p></td><td class="editor-tableCell" style="width: 97px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">84%&nbsp;</span></p></td><td class="editor-tableCell" style="width: 117px; background-color: transparent; border: 1px solid black; vertical-align: top;"><p class="editor-paragraph" style="text-align: left;"><span style="white-space: pre-wrap;">85%&nbsp;</span></p></td></tr></tbody></table><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">“Strong Grade 10 Literacy outcomes begin with strong participation,” says Stephanie Sartor, LDSB Associate Superintendent of Curriculum and Program Services: Literacy Focus. “With 95% writing and 84% successful, up three points from last year, we are encouraged by the trajectory, including the continued improvement for students with special education needs. Literacy is a shared responsibility across subjects, and we will keep pairing explicit instruction with targeted supports so every learner can&nbsp;demonstrate&nbsp;success.”&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Students in all publicly&nbsp;funded schools in Ontario&nbsp;are required to&nbsp;write provincial assessments, administered by EQAO, a provincial body that tests students’ skills in&nbsp;Literacy in Grades 3, 6,&nbsp;and 10 and&nbsp;Math skills in Grades 3, 6,&nbsp;and 9 in relation to Ontario&nbsp;curriculum expectations.&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">Successful completion of the&nbsp;Literacy requirement is one of the requirements to earn an Ontario Secondary School Diploma.&nbsp;The EQAO assessments have undergone significant&nbsp;updates, with the newer&nbsp;digital assessments offered entirely online through a digital platform for students over the past&nbsp;four&nbsp;years.&nbsp;&nbsp;&nbsp;</span></p><p class="editor-paragraph" dir="ltr" style="text-align: left;"><span style="white-space: pre-wrap;">“The dedication of Limestone educators,&nbsp;educational assistants,&nbsp;program team members, and school leaders will remain foundational to&nbsp;continued efforts moving forward,” says Burra.&nbsp;</span></p>
2025-12-05 19:00:45.215 +0000 UTC
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Education Minister Calandra's Letter to Parents - EQAO and Student Achievement Advisory Body

<p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">The following message by the Honourable Paul Calandra, Ontario Minister of Education, is for parents and guardians regarding EQAO results and the appointment of a Student Achievement Advisory Body.</span></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Please select the following link to read (PDF): </span><a href="/documents/2a916cd2-b224-4a93-a4b3-b0a57ae98e62/Letter-to-Parents-EQAO-Dec-3-2025.pdf" rel="noreferrer" class="editor-link"><span style="white-space: pre-wrap;">Letter to Parents and Guardians</span></a></p>
2025-12-03 16:57:22.383 +0000 UTC
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PIC Gathering with Director December 4, 2025

<p class="editor-paragraph"><img src="/images/bff4337c-478a-4c20-a057-a8a6e80ca7cb" alt="Parent Involvement Committee Gathering with Director" width="584" height="730" style="width:584px;height:730px;display:inline-block"></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">Join us for a special </span><a href="https://www.limestone.on.ca/parent-involvement-committee" rel="noreferrer" class="editor-link"><span style="white-space: pre-wrap;">Parent Involvement Committee (PIC)</span></a><span style="white-space: pre-wrap;"> gathering with Krishna Burra, LDSB Director of Education. </span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">When: </strong></b><span style="white-space: pre-wrap;">Thursday, December 4, 2025, 6:00 p.m. to 7:00 p.m.</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Where:</strong></b><span style="white-space: pre-wrap;"> In-person or online</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">In-person: </strong></b><span style="white-space: pre-wrap;">220 Portsmouth Avenue, Kingston, Ontario</span></p><p class="editor-paragraph" dir="ltr"><b><strong class="editor-text-bold" style="white-space: pre-wrap;">Online:</strong></b><span style="white-space: pre-wrap;"> </span><a href="https://teams.microsoft.com/dl/launcher/launcher.html?url=%2F_%23%2Fl%2Fmeetup-join%2F19%3Ameeting_MmJlMGM0YWEtNDQ4NS00YzAxLWJhMmEtNjhjNmM5NDA0ZmRk%40thread.v2%2F0%3Fcontext%3D%257b%2522Tid%2522%253a%2522e1f4165f-ebae-4d82-a73c-a0de593830be%2522%252c%2522Oid%2522%253a%25222807506b-b7b9-4de9-8d10-c7f7c33103a9%2522%257d%26anon%3Dtrue&amp;type=meetup-join&amp;deeplinkId=49721d4d-f239-4e30-a5d3-f2d0a60ce03a&amp;directDl=true&amp;msLaunch=true&amp;enableMobilePage=true&amp;suppressPrompt=true" rel="noreferrer" class="editor-link"><span style="white-space: pre-wrap;">Link to Attend</span></a></p><p class="editor-paragraph" dir="ltr"><span style="white-space: pre-wrap;">We look forward to seeing you there!</span></p>
2025-11-25 16:21:00.653 +0000 UTC
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Land Acknowledgement

The Limestone District School Board is situated on the traditional territories of the Anishinaabek and Haudenosaunee. We acknowledge their enduring presence on this land, as well as the presence of Métis, Inuit, and other First Nations from across Turtle Island. We honour their culture and celebrate their commitment to this land.