cbea.aurorak12.org
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Submitted URL: http://cbea.aurorak12.org/
Effective URL: https://cbea.aurorak12.org/
Submission: On November 06 via api from US — Scanned from US
Effective URL: https://cbea.aurorak12.org/
Submission: On November 06 via api from US — Scanned from US
Form analysis 2 forms found in the DOM
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<li><a href="https://tollgate.aurorak12.org/" title="Go to Tollgate Elementary School of Expeditionary Learning">Tollgate Elementary School of Expeditionary Learning</a></li>
<li><a href="https://vassar.aurorak12.org/" title="Go to Vassar Elementary School">Vassar Elementary School</a></li>
<li><a href="https://vaughn.aurorak12.org/" title="Go to Vaughn Elementary School">Vaughn Elementary School</a></li>
<li><a href="https://vacourt.aurorak12.org/" title="Go to Virginia Court Elementary School">Virginia Court Elementary School</a></li>
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<li><a href="https://frontier.aurorak12.org/" title="Go to Aurora Frontier P-8">Aurora Frontier P-8</a></li>
<li><a href="https://highlandsp8.aurorak12.org/" title="Go to Aurora Highlands P-8">Aurora Highlands P-8</a></li>
<li><a href="https://quest.aurorak12.org/" title="Go to Aurora Quest K-8">Aurora Quest K-8</a></li>
<li><a href="https://boston.aurorak12.org/" title="Go to Boston P-8">Boston P-8</a></li>
<li><a href="https://burrellarts.aurorak12.org/" title="Go to Charles Burrell K-8">Charles Burrell K-8</a></li>
<li><a href="https://cbea.aurorak12.org/" title="Go to Clara Brown K-8">Clara Brown K-8</a></li>
<li><a href="https://clydemiller.aurorak12.org/" title="Go to Clyde Miller P-8">Clyde Miller P-8</a></li>
<li><a href="https://delmaracademy.aurorak12.org/" title="Go to Del Mar Academy P-8">Del Mar Academy P-8</a></li>
<li><a href="https://mosley.aurorak12.org/" title="Go to Edna & John W. Mosley P-8">Edna & John W. Mosley P-8</a></li>
<li><a href="https://harmonyridge.aurorak12.org/" title="Go to Harmony Ridge P-8">Harmony Ridge P-8</a></li>
<li><a href="https://murphycreek.aurorak12.org/" title="Go to Murphy Creek P-8">Murphy Creek P-8</a></li>
<li><a href="https://vistapeakexplore.aurorak12.org/" title="Go to Vista PEAK Exploratory P-8">Vista PEAK Exploratory P-8</a></li>
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<li><a href="https://awcpa.aurorak12.org/" title="Go to Aurora West College Preparatory Academy">Aurora West College Preparatory Academy</a></li>
<li><a href="https://gateway.aurorak12.org/" title="Go to Gateway High School">Gateway High School</a></li>
<li><a href="https://hinkley.aurorak12.org/" title="Go to Hinkley High School">Hinkley High School</a></li>
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<li><a href="https://avenues.aurorak12.org/" title="Go to APS Avenues">APS Avenues</a></li>
<li><a href="https://quest.aurorak12.org/" title="Go to Aurora Quest K-8">Aurora Quest K-8</a></li>
<li><a href="https://burrellarts.aurorak12.org/" title="Go to Charles Burrell Visual & Performing Arts Campus">Charles Burrell Visual & Performing Arts Campus</a></li>
<li class="currentSite "><a href="https://cbea.aurorak12.org/" title="Go to Clara Brown Entrepreneurial Academy">Clara Brown Entrepreneurial Academy</a></li>
<li><a href="https://pickenstech.org/" title="Go to Pickens Technical College">Pickens Technical College</a></li>
<li><a href="https://wmsmith.aurorak12.org/" title="Go to William Smith High School">William Smith High School</a></li>
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<p>Our academics are infused with an entrepreneurial approach to learning that empowers students to identify opportunities, anticipate needs, and seek innovative solutions ensuring that they are college & career ready.
Our learning model uses real-world scenarios to help students develop a solutions-based mindset so that they gain real-life skills to address complex challenges. Our dynamic teachers work with students individually and
encourage intellectual risk-taking so that students become confident in their abilities. Our collaborative culture promotes the benefits of working together toward common goals so that students learn to work effectively in
teams.</p>
<p><a href="https://cbea.aurorak12.org/academics/">Learn About Our Academics</a></p>
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<h2 style="text-align: center;">Clara Brown will be a full K-8 school by the 2027-28 school year!</h2>
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<p style="text-align: center;"><strong>Academics</strong></p>
<p style="text-align: center;">Academics Infused with Entrepreneurial Spirit</p>
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<p style="text-align: center;">Collaboration to achieve common goals</p>
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<p style="text-align: center;"><strong> Teaching</strong></p>
<p style="text-align: center;">Dynamic teachers work with students to encourage intellectual risk-taking.</p>
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<p style="text-align: center;"><strong> Experiences </strong></p>
<p style="text-align: center;">Immersive experiences help students develop solutions-based mindsets.</p>
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<h2><strong>Meet our Namesake</strong></h2>
<p>In her lifetime Clara Brown embodied the principles of entrepreneurship, leadership, and risk-taking. As a freed slave, she travelled from Virginia to Colorado, becoming one of the first African-American women to settle
in Colorado. There she opened numerous businesses and gained a reputation for community care. Her entrepreneurial spirit and passion for improving the world around her represents all the Academy stands for.</p>
<p style="text-align: center;"><a href="https://www.cogreatwomen.org/project/clara-brown/">More About Clara Brown</a></p>
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<h3 style="text-align: center;"><strong>Clara Brown</strong></h3>
<p style="text-align: center;"> Angel of the Rockies </p>
<p></p>
<p style="text-align: center;">Entrepreneur <br> Leader <br> Risk-taker <br> Philanthropist</p>
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<h1 style="text-align: center;"><span style="color: #008f95;">The </span><span style="color: #ffc600">Magnet</span> <span style="color: #008f95;">Difference</span></h1>
<h3 style="text-align: center;">Preparing Young Innovators & Leaders</h3>
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<p style="color: #ffffff;">OUR TEAM</p>
<h3 style="color: #ffffff;">Dynamic, Caring</h3>
<p style="color: #ffffff;">Our dynamic teachers work with students individually and encourage intellectual risk-taking so that students become confident in their abilities.</p>
<p><a href="#"><span style="color: #ffffff;">DIRECTORY</span></a>➡️</p>
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<p>PARTNERSHIPS</p>
<h3>Community Connections</h3>
<p>We partner with businesses and organizations to enrich our curriculum and expand students' access to entrepreneurial experiences.</p>
<p><a title="Partnerships" href="https://cbea.aurorak12.org/academics/partnerships/">MORE ABOUT PARTNERSHIPS</a>➡️</p>
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<p>PHILOSOPHY</p>
<h3>Why Choose a Magnet School?</h3>
<p>Research shows that magnet schools have better academic achievement and behavioral data, as well as stronger communities than traditional neighborhood schools.</p>
<p><a title="The Magnet Difference" href="https://cbea.aurorak12.org/academics/the-magnet-difference/">THE MAGNET DIFFERENCE</a>➡️</p>
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<p>PROGRAMS</p>
<h3>Entrepreneurship Built In</h3>
<p>Our academics are infused with an entrepreneurial approach to learning that empowers students to identify opportunities, anticipate needs, and seek innovative solutions.</p>
<p><a title="Academics" href="https://cbea.aurorak12.org/academics/">OUR CURRICULUM</a>➡️</p>
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472 S. Wheeling St., Aurora, CO 80011
303-326-1723
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{1}
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Applications now open for the 2025-26 school year for Grades K-6! Apply Here
EMPOWERING INNOVATIVE RISK TAKERS
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PROMOTING CURIOSITY, INNOVATION AND ENTREPRENEURIAL RISK TAKING
Our academics are infused with an entrepreneurial approach to learning that
empowers students to identify opportunities, anticipate needs, and seek
innovative solutions ensuring that they are college & career ready. Our learning
model uses real-world scenarios to help students develop a solutions-based
mindset so that they gain real-life skills to address complex challenges. Our
dynamic teachers work with students individually and encourage intellectual
risk-taking so that students become confident in their abilities. Our
collaborative culture promotes the benefits of working together toward common
goals so that students learn to work effectively in teams.
Learn About Our Academics
CLARA BROWN WILL BE A FULL K-8 SCHOOL BY THE 2027-28 SCHOOL YEAR!
Academics
Academics Infused with Entrepreneurial Spirit
Collaboration
Collaboration to achieve common goals
Teaching
Dynamic teachers work with students to encourage intellectual risk-taking.
Experiences
Immersive experiences help students develop solutions-based mindsets.
EVENTS
Nov27
Parent Conference Exchange Day - No Classes
All Day
Nov28
Thanksgiving Break - DISTRICT CLOSED
All Day
Nov29
Thanksgiving Break - DISTRICT CLOSED
All Day
Dec19
Last Day of 2nd Quarter & 1st Semester
All Day
Dec20
Teacher Workday - No Classes
All Day
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MEET OUR NAMESAKE
In her lifetime Clara Brown embodied the principles of entrepreneurship,
leadership, and risk-taking. As a freed slave, she travelled from Virginia to
Colorado, becoming one of the first African-American women to settle in
Colorado. There she opened numerous businesses and gained a reputation for
community care. Her entrepreneurial spirit and passion for improving the world
around her represents all the Academy stands for.
More About Clara Brown
CLARA BROWN
Angel of the Rockies
Entrepreneur
Leader
Risk-taker
Philanthropist
THE MAGNET DIFFERENCE
PREPARING YOUNG INNOVATORS & LEADERS
OUR TEAM
DYNAMIC, CARING
Our dynamic teachers work with students individually and encourage intellectual
risk-taking so that students become confident in their abilities.
DIRECTORY➡️
PARTNERSHIPS
COMMUNITY CONNECTIONS
We partner with businesses and organizations to enrich our curriculum and expand
students' access to entrepreneurial experiences.
MORE ABOUT PARTNERSHIPS➡️
PHILOSOPHY
WHY CHOOSE A MAGNET SCHOOL?
Research shows that magnet schools have better academic achievement and
behavioral data, as well as stronger communities than traditional neighborhood
schools.
THE MAGNET DIFFERENCE➡️
PROGRAMS
ENTREPRENEURSHIP BUILT IN
Our academics are infused with an entrepreneurial approach to learning that
empowers students to identify opportunities, anticipate needs, and seek
innovative solutions.
OUR CURRICULUM➡️
ADMISSION
APPLICATION & ADMISSION
All students across the district will be eligible to apply for consideration and
a lottery process will take place after the application window closes.
APPLY TO ENROLL YOUR CHILD➡️
"ONCE STUDENTS ARE ENGAGED AND EMPOWERED, THERE IS NO LIMIT TO WHAT THEY CAN
ACHIEVE!"
Esther Wojcicki
Former California Teacher of the Year and global best-selling author
LEARN ABOUT OUR GRADE-LEVEL EXPERIENCE
Academics at Clara Brown Entrepreneurial
CLARA BROWN ENTREPRENEURIAL ACADEMY NEWS
CBEA IN THE NEWS
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APS Principal a Featured Speaker at National Magnet Schools Conference
02/28/2024
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How Clara Brown Entrepreneurial Academy provides students with a space to
dream and honors a legacy
01/08/2024
Read more about How Clara Brown Entrepreneurial Academy provides students with
a space to dream and honors a legacy
CBEA was featured on GaryVee’s Podcast
06/21/2023
Read more about CBEA was featured on GaryVee’s Podcast
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VISIT WITH US!
Please reach out to us anytime if you have any questions. Our newly updated
campus is open for visits!
Clara Brown Entrepreneurial Academy
472 S. Wheeling St., Aurora, CO 80011
303-326-1723
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