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<p><strong>Congratulations, you have come so far!</strong></p>
<p>The MOOC intended to provide you with some insight into general concepts and topics, but there is still so much more to learn about diversity. We hope you will continue to engage with diverse topics and have been inspired to go deeper and continue your learning process.</p>
<p>This last section of the MOOC will help you to reflect one last time about everything you did during this course. This whole experience was meant to help you gain awareness around the ideas of diversity and to reflect on your own community.</p>
<p>We recommend planning 20 minutes for this last module. After answering the questions we offer a 3 minute video to celebrate your completion of the MOOC and one more exercise which can be done after completion of this module.</p>
<p>As you go through these questions, think back to what you knew about other cultures, people and media before you started the MOOC and what new knowledge you have gained.</p>
<p></p>
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