Transportation 24-25
https://www.lcisd.org/transportation
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)
Lamar CISD was recently named a hypergrowth district, which requires significant planning to ensure our schools remain a great place to learn, and our students get the best education available. For the 2024-2025 school year, and in alignment with our mission to remain a destination District, Lamar CISD is moving from Smart Tag to Tyler Technologies Versatrans My Stop ™ (My Stop).
This change will require all parents/guardians to complete a Transportation Form. We are requesting this form to be filled out for all current and new students including bus riders, car riders, bike riders, and/or walkers.
It’s especially important that students who ride the bus complete this Transportation Form so they can receive bus services at the start of the school year.
The new transportation software will provide a smoother experience for our drivers, which increases the safety of our students. Additionally, My Stop will provide a parent portal, student rider onboarding, and student rider location.
To plan accordingly for your student, please review a list of important dates below:
- Sunday, August 4: Deadline to submit Transportation Form for students who want to receive bus transportation on the first day of school (Monday, August 12).
- Monday, August 5 – Wednesday, August 21: During this time, if families fill out the Transportation Form requesting bus transportation for a student, the student will start receiving bus transportation on Monday, August 26.
- Thursday, August 22 and beyond: During this time, if families fill out the Transportation Form requesting bus transportation for a student, the student will start receiving bus transportation five school days after the form is submitted.
Morning Car Rider Traffic Plan
Click the picture below to view the traffic plan for morning car rider traffic flow
Students may be dropped off starting at 8:10 a.m. Doors open at 8:20am
Please have your child grab their backpack, instrument and lunch kit and be ready to hop out quickly. When you stop to get things out of the trunk or back seat, it takes time and slows down the line.
![Morning Car2 Morning Car2](/images/default-source/leaman-junior-high/morning-car2.png?sfvrsn=bc7ceee0_0)
8.1.1
Afternoon Car Rider Traffic Plan
Click the picture below to view the traffic plan for afternoon car rider traffic flow
Students need to be picked up at 4:30 PM.
![Afternoon Dismissal2 Afternoon Dismissal2](/images/default-source/default-album/afternoon-dismissal2.png?sfvrsn=a87ceee0_0)