CANCELLATIONS: Registration deadline is three business days prior to the workshop unless otherwise noted. Registration will be opened to non-ESU 3 schools at this time based on space availability. Please note that if you register and do not attend, or your cancellation is not received three business days in advance, you are still liable for full payment.
Questions?DISCLAIMER: Any opinions, findings, recommendations or conclusions expressed by the author(s) or speaker(s) do not necessarily reflect the views of ESU 3. ESU 3 reserves the right to substitute a qualified instructor due to unforeseen circumstances.
How will I know if a workshop is cancelled due to weather?
Listen to your local TV stations, check the ESU #3 web page (www.esu3.org) or call 597-4800 for a recorded message.
Can I be billed for a workshop fee or pay with a credit card?
Individuals cannot be billed for workshops and we are unable to process credit cards.
How are payments made for workshops?
Districts are billed for associated staff.
Can I cancel a registration for a workshop?
Cancellations will be accepted up to three business days before the workshop begins. Cancellations not received three business days in advance and "No-Shows" will be billed.
Can I participate if I am not affiliated with an ESU #3 school?
Registration is opened to the public. However, non-ESU #3 schools will be notified no later than three business days prior to the date of the workshop if there is no space available.
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Workshop Section | ![Workshop Section](../images/icons/even_more_icons/calendar-day.png) | HAL: Extreme Math - Grades 5-6 ~ May 3, 2023 |
Registration | ![Registration](../images/icons/even_more_icons/calendar-select.png) | You can't register for this workshop section because it occurs in the past. Check to see if there are any other sections of this workshop coming up. |
Department | ![Department](../images/icons/even_more_icons/building.png) | ESU#3 Professional Learning |
Primary Contact | ![Primary Contact](../images/icons/even_more_icons/user.png) | Jennifer Kennedy |
Facilitator(s) | | Adam Larson |
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Description | | ![Section Image](data:image/jpeg;base64,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) This HAL COMPETITION event is a morning of student math problem solving, collaboration, and logic questions. Student teams of 4, 5, or 6 members will participate in a Sprint Round, Team Round, and a Problem Solving Round during the morning.
The spirit of the morning is collaboration and math achievement in an effort to recognize the importance of math problem solving.
• Students in 5th and 6th grade are invited to participate.
• Each round is timed and student accomplishment will be recorded.
• Recognition will be provided for individuals in the Sprint Round and for teams in the Team Round.
• There is no school winner or leader at the end of the event.
Schedule of the Day
8:15-8:30 Registration/Check In
8:30 Welcome and “Extreme” Problems Part I
8:45-9:20 Sprint Round, Arabic Group
8:45-9:20 “Extreme” Math PlayGround, Roman Group
9:20-9:55 Switch Groups, Arabic and Roman
9:55-10:15 Break and “Extreme” Problems Part II
10:15-10:50 Team Round with “Leap Frog” Division and “Group Team” Division
11:00 - 11:25 "Extreme" Problems Part III
11:25 - Ribbon Awards
REGISTRATION INFORMATION
Schools must include how many teams of 4, 5, or 6 students.
Schools must provide the names of the team members per team.
There is no limit to how many teams a school district may bring.
Contact Adam Larson if you have enough teams to create your own day.
ESU #3 will supply pencils.
Some calculators will be available, but schools may choose to bring their own.
School permission slips and all school field trip requirements are in effect.
One adult sponsor/teacher is required to attend with each school represented.
The adult sponsor/teacher will be asked to be a participant in supervision and correcting student papers from the morning.
Questions to alarson@esu3.org
Disclaimer: By registering for this event, I acknowledge that Educational Service Unit #3 may be taking pictures or videos, and my likeness (and the likeness of my students) may be shown online through the ESU #3 website and social media outlets. A photo release statement for students will be sent to teachers prior to the event.
**PLEASE NOTE: The registration fee for this workshop will be determined by the number of registrants and may be less than advertised.**
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Location | | Educational Service Unit #3 |
Status | ![Status: Full Status](../images/icons/wsStatusFull.gif) | This section is currently full, but there is a waiting list. 7 Registered 1 Minimum; 7 Maximum |
Section Date(s) | |
May 03, 2023 | 8:30 AM | 11:30 PM |
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Registration Deadline | | April 28, 2023 |
Event ID | | 21482 |
Add to Calendar | ![Add this Workshop Section to Your Calendar Calendar](../images/icons/even_more_icons/calendar--plus.png) | Add to my calendar |
Audience | | Audience: HAL Educators |
Pricing Information | |
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Materials Fee | | Materials Fee: $0.00 |
Lunch | | No, lunch is NOT provided. |
Teams | | Yes, when you register for this section there will be a text box for you to enter in the number of teams attending. |
Tags | ![Tags for this Workshop Tags](../images/icons/apTag.gif) |
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