tag:blogger.com,1999:blog-9883041532574905712024-03-05T14:48:43.959-08:00MCTM NewsletterMCTM Montanahttp://www.blogger.com/profile/13351451089196340963noreply@blogger.comBlogger130125tag:blogger.com,1999:blog-988304153257490571.post-21909907752236749752020-07-17T18:49:00.001-07:002020-07-17T18:49:16.775-07:00Virtual MCubed 2020<div class="separator" style="clear: both; text-align: center;">
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<br />Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-75134474733809238452020-07-13T10:28:00.002-07:002020-07-13T10:28:31.295-07:00Opportunities for free PD from NCTM<br /><div style="margin-bottom: 0pt;">
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<span style="font-size: 14px;"><em><span style="background: white;"><span style="line-height: normal;"><span style="font-family: "Calibri Light", sans-serif, serif, EmojiFont;"><span style="color: #1f3763;"><span style="font-weight: normal;"><span style="font-family: "Calibri", sans-serif, serif, EmojiFont;"><span style="color: black;"><strong>Download the </strong></span></span></span></span></span></span></span></em><span style="background: white;"><span style="line-height: normal;"><span style="font-family: "Calibri Light", sans-serif, serif, EmojiFont;"><span style="color: #1f3763;"><span style="font-weight: normal;"><span style="font-family: "Calibri", sans-serif, serif, EmojiFont;"><span style="color: black;"><strong><a data-auth="NotApplicable" href="http://www.mmsend64.com/link.cfm?r=t6Ngl98v2U7iradgS0ntTw~~&pe=iAcGFAM1vGVZUurPSyh84pXWgdJmpliQFhfciOy9tCoJWmmamCNbJJ7OD9nncgOn4t7VJAaM5qrej6BHtlwLgA~~&t=GVrTVdtiIQFSLsi-1ZekLQ~~" rel="noopener noreferrer" style="color: blue; text-decoration: underline;" target="_blank">NCTM Publications 2020 catalog</a></strong></span></span></span></span></span></span></span><em><span style="background: white;"><span style="line-height: normal;"><span style="font-family: "Calibri Light", sans-serif, serif, EmojiFont;"><span style="color: #1f3763;"><span style="font-weight: normal;"><span style="font-family: "Calibri", sans-serif, serif, EmojiFont;"><span style="color: black;"><strong>. </strong>Learn about <strong>peer-reviewed publications</strong>, designed for administrators, principals, teachers, math coaches, teacher educators, and more. </span></span></span></span></span></span></span></em></span><span style="font-size: 11pt;"><span style="line-height: normal;"><span style="font-family: Calibri, sans-serif, serif, EmojiFont;"><span style="font-size: 14px;"><span style="color: black;"><em>Check out our books</em><i> </i><strong><a data-auth="NotApplicable" href="http://www.mmsend64.com/link.cfm?r=t6Ngl98v2U7iradgS0ntTw~~&pe=IezDYUb-ifSnULZ8PLB0VenC7NVKYzralZmlwtxXAjNNlcn0BdVn64tspqQBnYYbapY3ZXxr1GRz9MVe2Vfnrg~~&t=GVrTVdtiIQFSLsi-1ZekLQ~~" rel="noopener noreferrer" style="color: blue; text-decoration: underline;" target="_blank">High School Mathematics Lessons to Explore, Understand, and Respond to Social Injustice</a></strong><i> </i><em>and</em> </span><strong><a data-auth="NotApplicable" href="http://www.mmsend64.com/link.cfm?r=t6Ngl98v2U7iradgS0ntTw~~&pe=q-ljaM0DjK5w6HUEn72rZe3ssQ5bQCG352k4wvsgJ3XQy1NjAMoimz67uLoXJDtmZcw3S2X8XGcC2bntazGTzw~~&t=GVrTVdtiIQFSLsi-1ZekLQ~~" rel="noopener noreferrer" style="color: blue; text-decoration: underline;" target="_blank">Teaching Mathematics for Social Justice: Conversations with Educators</a></strong></span><span style="font-size: 16px;">.</span></span></span></span></div>
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Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-59552986846872146082020-06-03T11:12:00.002-07:002020-06-03T11:12:40.401-07:00Tribute to Dan Dolan - By Mary Buck <br />
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<b>Montana Dan Dolan </b></div>
<br />
<br />
Dan Dolan, or should I say
Dom Dolan. There is no doubt that Dan Dolan created one of the best
trained forces of math teachers in the world. The Math people in
Montana were referred to on the national level as the Montana Math
Mafia!<br />
<br />
<br />
Dan had a vision that few had in the early
eighties. It all began with Columbus Returns – an incredible
publication focused on student problem solving, student struggle and
perseverance in a very well laid out curriculum. It continued with his
work on the NCTM standards and his commitment to the EMME and IMPACT
grants. Not to mention his work with Challenge of the Unknown and
Mathematics for the 20th Century.<br />
<br />
<br />
His leadership at the
state level was one to be commended. He fought hard for the math
teachers of this state. He created a community of math educators
K-University that worked well together with the interest of student
learning and preparing students for the 20th century always at the heart
of everything he/we did. His leadership at the state and national
level was always prominent. I could go on and on forever about Dan’s
professional accomplishments – there are just too many to list. <br />
<br />
More
importantly than his professional achievements were his personal
achievements. Dan was a friend, colleague, cheer leader and a family
member. He created opportunities for Montana math teachers to grow
professionally and believed in us every step of the way. He fought
tirelessly to do this, obtaining grants and working with school
districts. Through his belief and support, many of us were not only
involved at the state level in mathematics, but he pushed us to be
involved nationally. Per capita, Montana had more math teachers
involved at the national level than any other state in the nation.<br />
<br />
<br />
I
personally have to say that through all of his work in mathematics
probably the most meaningful to me is the number of life long
friendships that were created amongst the math teachers K-University in
the state of Montana due to his leadership. He was a dear friend,
colleague and partner in mathematics – he was well loved and he will be
greatly missed. The mathematics community has truly lost a Giant!Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com1tag:blogger.com,1999:blog-988304153257490571.post-19765190896999114772020-02-20T09:44:00.001-08:002020-02-20T09:44:14.755-08:00Opportunities from MSU<div class="separator" style="clear: both; text-align: center;">
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<br />Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-38175679314892866392020-02-07T12:13:00.004-08:002020-02-07T12:13:43.276-08:00Scholarship Opportunity<!--[if gte mso 9]><xml>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt;">Applications for the
Denise I. Griffiths CPAM Scholarship are due March 1, 2020. This is a an $8000
scholarship awarded annually to a high school senior who is planning a course
of study that leads to a degree to teach Mathematics. Nominations for the scholarship
are made by dues paying members of CPAM. The description of the scholarship and
application process can be found on the CPAM website using the following
link: <a href="https://urldefense.proofpoint.com/v2/url?u=http-3A__www.cpam.teachersdg.org_&d=DwMFAg&c=OCIEmEwdEq_aNlsP4fF3gFqSN-E3mlr2t9JcDdfOZag&r=IyQOwQi9Isbq-J0g8olCkrL8-M4VpFCknAU0twDX9PI&m=CCPO9D0IQnrdDqAu3OoA5ST9Z0Kw9lNVz12jGEZNlWw&s=GWrtuip31Ibn2IkJOFttkRYmI1mQRGvpHKIQNKav1Dg&e=" target="_blank">http://www.cpam.teachersdg.org/#</a></span></div>
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<span style="font-family: "Arial",sans-serif; font-size: 12.0pt;">Applications are to be
submitted to: Kris Warloe</span></div>
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Chairperson CPAM Scholarship
Committee</span></div>
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<a href="https://www.google.com/maps/search/1260+NW+Lewisburg+Ave+%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0+%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0%C2%A0+Corvallis,+Oregon+97330?entry=gmail&source=g">1260
NW Lewisburg Ave</a></span></div>
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Corvallis, Oregon 97330
</span></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-50407401978209763902020-02-07T12:13:00.001-08:002020-02-07T12:13:01.846-08:00Nominations Open for Distinguished Mathematics Instruction<!--[if !mso]>
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The
Awards Committee of the Department of Mathematical Sciences at Montana State
University is seeking nominees for two awards for distinguished mathematics
instruction. The awards are generously funded by Dr. William A. Stannard,
Retired Professor of Mathematics and long-time MCTM member. </div>
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One
award honors a Montana Teacher of Mathematics (any grade, K-12) who has
distinguished themselves as “having been superior not only in imparting
mathematical knowledge but in motivational academic efforts.” Please fill out
this <a href="https://forms.gle/7mSJorJUR9BFvWDV6" target="_blank">simple
nomination form</a> if you know of a K-12 Montana teacher who meets these
criteria.</div>
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One
award honors a Montana College Teacher of Mathematics who has distinguished
themselves as “having been superior not only in imparting mathematical
knowledge but in motivational academic efforts.” Please fill out this <a href="https://forms.gle/7mSJorJUR9BFvWDV6" target="_blank">simple nomination
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in Montana at any college or university (other than Montana State University in
Bozeman).</div>
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You
can read more about <a href="http://www.math.montana.edu/documents/awards_and_annualawards/stannardawards.html" target="_blank">prior award winners</a>. We are honored that Dr. Stannard has
recognized Montana’s great mathematics teachers with these awards!</div>
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<br /></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-25251639109489619912020-02-07T12:12:00.000-08:002020-02-07T12:12:04.414-08:00Scholarship Opportunity<!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">The
Department of Teaching and Learning (T&L) in the Phyllis J. Washington
College of Education is honored<span style="mso-bidi-font-weight: bold;"> </span>to
invite applications for the 2020-21 <span style="mso-bidi-font-weight: bold;">Alice
Lee Lund Excellence in Teaching Award.</span></span><span style="color: black; font-family: "times new roman" , serif; font-size: 12.0pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">This prestigious fellowship for Montana residents is
renewable for up to two consecutive years (5 semesters), providing funding
availability and satisfactory academic progress and service. The award
recipient is expected to be a full time student while receiving the fellowship</span><span style="color: black; font-family: "times new roman" , serif; font-size: 12.0pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">and will serve
as an ambassador for the Phyllis J. Washington College of Education to include
mentoring pre-education students at UM.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Anticipated Value</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">:<span style="mso-tab-count: 1;"> </span>$10,000 stipend (full academic year)</span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><span style="mso-tab-count: 3;"> </span>Tuition
Waiver (Includes full-time tuition (9 credits) and UM fees. <span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>(Health insurance costs are<i style="mso-bidi-font-style: normal;"> not</i> included.) </span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Award
Period</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">:<span style="mso-tab-count: 1;"> </span>2020-21 <span style="mso-bidi-font-weight: bold;">(Renewable for up to two consecutive years (5 semesters), <span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>contingent
upon funding availability, satisfactory academic progress, <span style="mso-tab-count: 2;"> </span>and service contributions.)</span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Criteria</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">:<span style="mso-tab-count: 1;"> </span>Must
be a Montana resident; Full admission to the C&I M.Ed program; Maintain full-time
enrollment (9 credits each semester); Qualified applicants have taught or plan
to teach in Montana after obtaining their master’s degree; Academic excellence,
leadership abilities, and potential for excellence as a Montana P-12 teacher
upon program completion. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Application</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">:<span style="mso-tab-count: 2;"> </span>Attached </span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span></span><b><span style="color: #4f81bd; font-family: "times new roman" , serif; font-size: 12.0pt;"></span></b></div>
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<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Applications are
due by<b style="mso-bidi-font-weight: normal;"> 5:00pm on Monday, February 17,
2020</b></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Email to </span><a href="mailto:crissy.laubach@mso.umt.edu"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">crissy.laubach@mso.umt.edu</span></a><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">.</span></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-80216813658300803552019-10-30T07:24:00.003-07:002019-10-30T07:24:51.597-07:00Congratulations to MCTM MembersTwo MCTM Board members are the winners of the Presidential Award for Excellence in Mathematics and Science Teaching. Congratulations to <a href="https://ravallirepublic.com/news/local/article_bd832015-ea3d-5bdb-ad60-12e29e00bd7c.html">Tom Redmon</a> and <a href="https://helenair.com/news/local/two-helena-area-teachers-win-nation-s-top-teaching-awards/article_b5c1e251-b352-5e21-afd0-2ac358b5adfe.html#utm_source=helenair.com&amp;utm_campaign=/newsletter-templates/daily-headlines&amp;utm_medium=PostUp&amp;utm_content=46c2af99148dde7fcefbf611acf0ac7d283545e8">Beth Walsh</a>. Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-61535468171983279352019-10-03T10:55:00.002-07:002019-10-03T10:55:07.705-07:00Trivia Night - Save the Date<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQWLpAaBlSkmx8z1yQKaAbFXqO8biQ2_Gmsr6SCbnJ5_pbwtUGeJ4B0EBz3_T0rdiEB2-8GHU8LTpU3B3sQHh2cFX50qWkN7YMeIU4RxyhQl4Moo0WPXF9h9gbvlYEFIbe5UenTUFOckI/s1600/TriviaNight.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="756" data-original-width="591" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQWLpAaBlSkmx8z1yQKaAbFXqO8biQ2_Gmsr6SCbnJ5_pbwtUGeJ4B0EBz3_T0rdiEB2-8GHU8LTpU3B3sQHh2cFX50qWkN7YMeIU4RxyhQl4Moo0WPXF9h9gbvlYEFIbe5UenTUFOckI/s320/TriviaNight.png" width="250" /></a></div>
<br />Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-24374938073405181192019-10-01T09:17:00.000-07:002019-10-01T09:17:12.609-07:00MFPE Schedule<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<b><u>MFPE Conference 2019</u></b></div>
<div class="MsoNormal">
- Keynote Speaker Sara VanDerWerf speaks Thursday, October
17 at 11 AM in the BHS Auditorium.</div>
<div class="MsoNormal">
- MCTM Breakfast for New Teachers (first 5 years) is Friday,
October 18 at 8 AM in BHS Room 203.</div>
<div class="MsoNormal">
- MCTM Annual Meeting and Luncheon is Friday, October 18 at
Noon in the East Cafe/Band Room.</div>
<div class="MsoNormal">
- A big THANKS to Tony Riehl for compiling this <a href="https://drive.google.com/file/d/1k3HrfioLKxNdJjpJpPM3hB2GHZkRmd5o/view?usp=sharing">MCTMSessions schedule!</a> Please note, some room numbers may be changed due to
construction at the school. Arrive early and check out your rooms - the
speakers and topics will be posted outside each room.</div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-88618843749529169722019-09-03T12:35:00.002-07:002019-09-03T12:43:12.837-07:00MFPE hotelsHere are the hotels for MFPE. Please make your hotel reservations by September 16th. We hope to see you all in October.<br />
<br />
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<b>MCTM Room Blocks:</b></div>
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<span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">Comfort Inn Bozeman, MT 59715 1370 N. 7th Ave. (406) 587-2322
or (406) 587-2423 </span></div>
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<span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">Group Name: Montana Council of Teachers in Math </span></div>
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<span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">Arrival Date: Wednesday, October 16, 2019 Departure
Date: Saturday, October 19, 2019 </span></div>
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<b><span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">Fixed Cut Off Date:Monday, September 16, 2019 </span></b><span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;"></span></div>
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<span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">$95 a night 2 Queen Beds - 15 room reserved </span></div>
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<br /></div>
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<span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">Holiday Inn Express and Suites Belgrade 309 West Madison Avenue,
Belgrade, MT 59714 Phone 406-388-7100 Fax 406-388-2290 </span></div>
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<span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;"> $87 single 10 rooms reserved </span></div>
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<span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">$87 double 10 rooms reserved </span></div>
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<b><span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;">Reservations must be received by: 09/16/2019 </span></b><span style="color: black; font-family: "verdana" , sans-serif; font-size: 10.0pt;"></span></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-31698462039475908162019-05-28T08:38:00.001-07:002019-05-28T08:38:17.004-07:00MCubed reminderJust a reminde..... MCubed is open for registration.
MCubed will be June 12th and 13th in Butte. The cost to attend is $33
for MCTM members and $58 for non-members. If you have a t-shirt idea be
sure to submit it (along with your registration) by May 20th. The
winner of the t-shirt contest gets a free year of MCTM membership. Register this week to make sure you get your MCubed t-shirt!<br />
<br />
Register online using this link: <a href="https://docs.google.com/forms/d/1YcNfwE-LbzGB56171BJJFmPGQTqkg1h2-8zqGofebtM/edit">https://docs.google.com/forms/d/1YcNfwE-LbzGB56171BJJFmPGQTqkg1h2-8zqGofebtM/edit</a><br />
<br />
Hotel information: <a href="https://sites.google.com/site/mctmmcubed/hotels-and-hospitality">https://sites.google.com/site/mctmmcubed/hotels-and-hospitality</a>Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-50796252789498557202019-03-27T08:40:00.003-07:002019-03-27T08:46:19.568-07:00MCubed Registration OpenMCTM is excited to announce that MCubed is open for registration. MCubed will be June 12th and 13th in Butte. The cost to attend is $33 for MCTM members and $58 for non-members. If you have a t-shirt idea be sure to submit it (along with your registration) by May 20th. The winner of the t-shirt contest gets a free year of MCTM membership.<br />
<br />
Register online using this link: <a href="https://docs.google.com/forms/d/1YcNfwE-LbzGB56171BJJFmPGQTqkg1h2-8zqGofebtM/edit">https://docs.google.com/forms/d/1YcNfwE-LbzGB56171BJJFmPGQTqkg1h2-8zqGofebtM/edit</a><br />
<br />
Hotel information: <a href="https://sites.google.com/site/mctmmcubed/hotels-and-hospitality">https://sites.google.com/site/mctmmcubed/hotels-and-hospitality</a>Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-82482624400228857962019-03-14T09:23:00.000-07:002019-03-14T09:23:05.495-07:00Election results<div style="background-color: white; font-family: Calibri, sans-serif, serif, "EmojiFont"; font-size: 11pt; margin: 0px;">
<span style="color: #444444; font-family: Arial, sans-serif, serif, "EmojiFont"; font-size: 10pt;">This year’s elections were extraordinarily close, we had so many qualified nominations!</span></div>
<div style="background-color: white; font-family: Calibri, sans-serif, serif, "EmojiFont"; font-size: 11pt; margin: 0px;">
<span style="color: #444444; font-family: Arial, sans-serif, serif, "EmojiFont"; font-size: 10pt;"> </span></div>
<div style="background-color: white; font-family: Calibri, sans-serif, serif, "EmojiFont"; font-size: 11pt; margin: 0px;">
<span style="color: #444444; font-family: Arial, sans-serif, serif, "EmojiFont"; font-size: 10pt;">Please join me in congratulating our new President Elect:</span></div>
<div style="background-color: white; font-family: Calibri, sans-serif, serif, "EmojiFont"; font-size: 11pt; margin: 0px;">
<span style="color: #444444; font-family: Arial, sans-serif, serif, "EmojiFont"; font-size: 10pt;"> </span></div>
<div style="background-color: white; font-family: Calibri, sans-serif, serif, "EmojiFont"; font-size: 11pt; margin: 0px;">
<b><span style="color: #444444; font-family: Arial, sans-serif, serif, "EmojiFont"; font-size: 10pt;">Jennifer Brackney</span></b></div>
<div style="background-color: white; font-family: Calibri, sans-serif, serif, "EmojiFont"; font-size: 11pt; margin: 0px;">
<span style="color: #444444; font-family: Arial, sans-serif, serif, "EmojiFont"; font-size: 10pt;"> </span></div>
<div style="background-color: white; font-family: Calibri, sans-serif, serif, "EmojiFont"; font-size: 11pt; margin: 0px;">
<span style="color: #444444; font-family: Arial, sans-serif, serif, "EmojiFont"; font-size: 10pt;">Please
join me in congratulating the following candidates on their election to
the MCTM Board of Directors (alphabetically by last name):<br />
<br />
<b>Kerry Gruizenga (Region 4, High School)<br />
Chris Linhart (Region 3, High School)<br />
Beth Walsh (Region 3, Middle School)</b><br />
<br />
These individuals will be installed at the June 11th board meeting in Butte.</span></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com1tag:blogger.com,1999:blog-988304153257490571.post-59034649986791313772019-03-01T11:47:00.003-08:002019-03-01T11:47:48.210-08:00MCTM ElectionsMCTM Elections are underway. Here are the bios for each of the candidates on the ballot.<br />
<br />
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
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<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Name:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> <b style="mso-bidi-font-weight: normal;">Jennifer
Brackney</b></span></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Region/Representation: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">MCTM President-elect<span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">School:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Castle Rock Middle School</span></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">City:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Billings</span></div>
<div class="MsoNormal" style="background: white;">
<br /></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Present Teaching Assignment: </span></b></div>
<div class="MsoListParagraphCxSpFirst" style="background: white; mso-list: l1 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">7<sup>th</sup> Grade Honors
Pre-Algebra</span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; mso-list: l1 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">8<sup>th</sup> Grade Pre-Algebra</span></div>
<div class="MsoListParagraphCxSpLast" style="background: white; mso-list: l1 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">8<sup>th</sup> Grade Foundations (a
support class for our struggling 8<sup>th</sup> graders)</span></div>
<div class="MsoNormal" style="background: white; margin-left: .25in;">
<br /></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Education Background: </span></b></div>
<div class="MsoListParagraphCxSpFirst" style="background: white; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">I received an undergraduate degree in
Elementary Education from Black Hills State in Spearfish South Dakota in 2004</span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">I completed a Master’s in Middle
School Mathematics program through Walden University in 2009</span></div>
<div class="MsoListParagraphCxSpLast" style="background: white;">
<br /></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Teaching Experience:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> This is my 15<sup>th</sup> year teaching
middle school mathematics. I taught for 3 years in the Lockwood School District,
before taking a job with Billings Public Schools in 2007.</span></div>
<div class="MsoNormal" style="background: white;">
<br /></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Activities in MCTM: </span></b></div>
<div class="MsoListParagraphCxSpFirst" style="background: white; mso-list: l2 level1 lfo3; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Regional MCTM Math Contest Director,
2006-Present</span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; mso-list: l2 level1 lfo3; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">MCTM Math Contest test writer</span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; mso-list: l2 level1 lfo3; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">MCTM Board Member and Secretary 2013-2016</span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; mso-list: l2 level1 lfo3; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">MCTM Trivia Night Host, 2014-Present</span></div>
<div class="MsoListParagraphCxSpLast" style="background: white; mso-list: l2 level1 lfo3; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 11.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">MCTM Presenter at MEA 2004-Present</span></div>
<div class="MsoNormal" style="background: white;">
<br /></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">What positive traits you will bring to
the board?</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> I am organized and outgoing. I enjoy
being involved in the organizations that I am a part of and look forward to
taking on a leadership role in MCTM. </span></div>
<div class="MsoNormal" style="background: white;">
<br /></div>
<div class="MsoNormal" style="background: white;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">What role MCTM should take in Montana
mathematics?</span></b></div>
<div class="MsoNormal" style="background: white;">
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">I
believe that MCTM should take an active role in providing support to both our
state’s teachers and students through high quality professional development,
scholarships and contests. </span></div>
<div class="MsoNormal" style="background: white;">
<br /></div>
<div class="MsoNormal" style="background: white;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Name: Michelle
Brown</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Region/Representation:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">
Region 2; 9-12 grade band</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">School:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Great
Falls High School</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">City:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Great
Falls</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Present
Teaching Assignment:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> College Algebra, Pre-Calculus, Intro Stats, Honors Stats</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Education
Background:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> CMR High School, MSU Bozeman (BS), Lesley University (MA)</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Teaching
Experience:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I am currently in my 25th year at GFHS and my 18th year at
Great Falls College MSU as an adjunct.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Activities
in MCTM:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I was the handy assistant to our regional math contest
director for the first 20 years of my career and then stepped up to my current
role as the director for the Great Falls region. I have benefited greatly over
the years from MCTM sponsored activities and now want the opportunity to give
back! </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Other
Information (activities, awards, organizational memberships, etc.):</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Active
member of both MCTM and NCTM. Awards and honors: BNSF Teacher of the Year
2018; GFCMSU Outstanding Adjunct of the Year 2017; State Finalist for
the Presidential Award for Excellence in Mathematics & Science Teaching
2015; GFPS Foundation Excellence in Teaching Award 2012, 2015, 2017, 2018;
Stanford University Teacher Tribute 2008; Trig-Star Teaching Excellence
Award 2007. I love to jump into all things math related so my activity list is
long and fun. :) </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What
positive traits you will bring to the board?</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I
absolutely love math, students and teachers! I enjoy working with colleagues from
around the state in all school sizes and grade levels to ensure that our
students are getting the best mathematics experience possible. I am a good
listener and value what each of us has to bring to the critical conversations
needed to advance our mathematical growth. Having taught all high school
courses from the low to the high, I bring experience and a definite belief that
all students can and should be exposed to the coursework needed to maximize
their own growth and help them find their true potential. Not only am I
supportive of students, but I feel our teachers need this same support,
encouragement and growth. :) </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What
role MCTM should take in Montana mathematics?</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> MCTM should
help take care of teachers, inspire teachers and provide opportunities for
teachers to grow. Our teachers can then reach out and impact all of our
students. Student opportunities are also there through MCTM, but it all starts
with the teachers first. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Name: Christopher Linhart</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Region/Representation:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> Region 3; 9-12 grade band</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">School: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Hobson Public School</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">City: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Hobson, MT</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Present Teaching Assignment:</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">I am
currently the Mathematics teacher for all classes 8th Grade through Calculus. I
have taught classes as low as 6th Grade in the past.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Education Background:</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Undergraduate:
Bachelors of science, Mathematics, University of Montana - Montana Tech in
Butte, 2004-2008, graduated with honors. Teaching certificate University of
Montana Western. At Tech I was an active member and held offices in Math Club
and in the Education Club. I had the opportunity to attend NCTM three times as
an undergraduate studies where I started to build my understanding of education
and the importance of technology in the classroom.</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Masters:
Master Degree in Teaching Middle-Level Mathematics from the University of
Montana – Missoula in the Spring of 2016. This experience enhanced the way I
view teaching mathematics and deepened my understanding of grading to represent
true knowledge learned (focus of my thesis).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Teaching Experience:</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">I
have taught in two wonderful school districts and believe they have each taught
me important lessons about students and the importance of community,
colleagues, and culture. During my student teaching in Helena at Capital High
School in the Fall of 2008, I was presented with an opportunity that allowed me
to become a faculty member there and led to five wonderful years of support by
a department and administration that helped set the foundations of my teaching
of mathematics and technology in the classroom.</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Having
the opportunity to return home to Hobson has been a personal blessing because
it has allowed me and my wife the opportunity to raise our two girls near our
families. Teaching in Hobson over the past six years has taught me that
education comes in many forms and what works in a class AA school isn’t
necessarily what a small class C school needs. I have been challenged to step
outside traditional lecture style of teaching to a more collective and
collaborative approach. This builds on each student’s skills as well as supports
their individual weaknesses. Technology is still an important part of the
mixture, however, it has taken a backseat to a lot of the discussions and
collaboration the students bring to my room.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Activities in MCTM:</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">●
MCubed in Butte (This event is a highlight of my summer every year)</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">●
Attendee and Presenter at MEA, (Co-presented x2 years with Mr. Michael Poser
and Professor</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Fred
Peck).</span></div>
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Montana Math Circle in Great Falls and Billings</span></div>
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MCTM Mid-State Math Contest. Co-director for 2019 contest, Hobson is hosting
this year’s</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">MCTM
Mid-State Math Contest.</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">●
TI-Nspire training at Canyon Ferry Lake</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Other Information (activities, awards,
organizational memberships, etc.):</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">●
Taking students to participate in Montana Models in Bozeman (Summer 2019)</span></div>
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Student Council Advisor at Capital High School (2009-2013)</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">●
Middle School Student Council Advisor at Hobson (20013-2015)</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">● Tri
City Junior High Football Coach (2016-2018)</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">What positive traits you will bring to
the board?</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">I have
a strong desire to assist small rural schools and become an advocate for
programs, activities and resources. On the MCTM Board this is something I could
use to help reach these schools. I view MCTM as a vital part of why I have
become the teacher I am today and hope to help other teachers around the state
to see what it can offer to them and the doors and opportunities it could help
to open for them.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">What role MCTM should take in Montana
mathematics?</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">I
view MCTM as a supportive organization for the teachers of Montana. It is an
organization that</span></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">dedicates
itself to making every math teacher in the state a better educator and
ultimately strengthen our students. Students and their future should drive what
we do in MCTM.</span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Name:</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Beth
Ann Walsh </span></b></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Region/Representation: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Region </span><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">3;
5-8 grade band </span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">School:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> East Valley Middle School</span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">City:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> East Helena </span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Present Teaching Assignment: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Math
and Pre-Algebra for Grade 7 </span></div>
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<br /></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Education Background: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Bachelor of Science in Elementary Education
-math major, child development minor, English minor from Central Michigan
University. 30 Credits of math training through U of M and MSU Bozeman </span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Teaching Experience:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">16 years teaching middle school math in East
Helena, 1 year teaching middle school math in Colorado, 4 years of Title One
English and mathematics in Bethel, Alaska</span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Activities in MCTM:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Interim board member for one year.
Presented "My Favorite" activity at M-cubed conference. MCTM Member
for many years. </span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Other Information</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> (activities, awards, organizational
memberships, etc.): NCTM, Presidential Award State Finalist 2017 for
mathematics teaching, Leader of PLC's for East Valley Middle School, Lead
Teacher/Organizer for the Greater Helena Math Teacher's Circle, Carroll College
Advisory Panel, MSPLead participant for two years. Member of the Teacher
Leadership Institute, Member of the National Counsel of Supervisors of
Mathematics and the Association of Middle Level Education.</span></div>
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<br /></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What positive traits you will bring to the board? </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Hardwork:
Never afraid to work hard and get the tasks done. Passion: I love the
complexity and beauty of mathematics. Leadership: I have been developing my
leadership skills through the MSPLead Seminars and Teacher Leadership Institute
as well as taking on leadership roles in my district and state. I would love to
have more teachers share their voices and experiences across the state.</span></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Communication:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I do my best to be an active listener and
effective communicator. </span></div>
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<br /></div>
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<b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What role MCTM should take in Montana mathematics? </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">MCTM
continues their work with external agencies to make quality mathematics
instruction available to all students. Professional development and leadership
opportunities continues to be a major role for MCTM's work. Also, MCTM
continues to be a voice for teachers and math advocates across the
state. </span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Name:
Kerry Gruizenga</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Region/Representation:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Region
4, 9-12 Grade Band</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">School: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">
Skyview High School</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">City:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">
Billings</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Present
Teaching Assignment:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I teach Algebra 1 to freshman (and a few others) and AP
Statistics to seniors. I love the combination of energetic, new students
that can be convinced that math is fun in high school and curious,
intellectually stimulating seniors who need to see math in a new way.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Education
Background:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I graduated from Jamestown College with a Bachelor of Arts
in Math and Elementary Education and my K-12 certification. I got my
National Board Certification in AYA Mathematics in 2012 and finished my
Master's degree in Curriculum and Instruction from University of Jamestown
(same as my undergrad, but online) this December (2018).</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Teaching
Experience: </span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I have been teaching at Skyview for 12 years. During that
time, I have taught Algebra 1, Algebra Foundations, Geometry, Trailing Geometry
and AP Statistics. Before that, I was the Youth Director at First
Presbyterian Church in Billings. This involved national work to write and
publish curriculum along with planning and implementing large youth retreats.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Activities
in MCTM:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I was the MCTM conference chair from 2009-2011.
Throughout my teaching career, I have attended and presented at numerous
MEA-MFT conferences and Mcubed in Butte since its inception, test writer for
Math contest, Room Monitor Wrangler for local contest</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Other
Information (activities, awards, organizational memberships, etc.):</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I
was the 2015 President's Award for Mathematics and Science Teaching Winner from
Montana and have served on the selection committee for the state nominees for
the past two years. I have been a member (and held all the offices) of
two non-profit boards in Billings, my term as past president for one of them is
ending this year. I worked on committees that planned large (500+) youth
conferences in my previous job so understand both the organizational process of
events and committee work. I have coached speech and debate for the past
10 years, but am looking to move my focus back to continuing the development of
mathematics education in my classroom and school and in our state.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What
positive traits you will bring to the board?</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I am
solution oriented and able to quickly see the big picture of how a plan might
come together. I speak and write well which makes me able to communicate
my ideas and those of a group easily.</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What
role should MCTM should take in Montana mathematics?</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">
I believe that MCTM should help mathematics educators to be effective advocates
for student learning in mathematics. That may come through education
opportunities or mentoring or curriculum and may happen in person or virtually,
but should include every level of experience and education. </span></div>
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<div class="MsoNormal">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Name:
Carly Texley</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Region/Representation:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> Region
4, 5-8 Grade Band</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">School:
</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Miles Avenue School, Billings Public Schools</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">City:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">
Billings</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Present
Teaching Assignment:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I am currently a fifth grade teacher- all subjects</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Education
Background:</span></b><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;"> I graduated from the University of Montana in Missoula with a BA
in Elementary Education with an endorsement in Spanish in December of 2014. </span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Teaching
Experience: </span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">This is my fourth year as a fifth grade teacher and fifth year
working in Billings School District #2. I did two years at Broadwater
School, and this is my second year at Miles Avenue. After graduating from
college in December of 2014, I started my career with Billings Public Schools
after accepting a long term assignment position at Lewis and Clark Middle
School. For the three months I was there, I taught 7th grade life science, 8th
grade physical science and 7th grade Read 180. My goal is to obtain my MA
in Teaching School Mathematics in the next few years. </span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Activities
in MCTM: </span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">I first became a member of MCTM in 2017 and attended the M-Cubed
conference in Butte that summer. I was also in attendance at the MCTM
luncheon during MEA-MFT conferences last October. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Other
Information </span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Activities:
</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Since teaching fifth grade, I have truly found my passion for
teaching mathematics and developing many activities to support student learning
within my own classroom. For example, I developed a project that my
students lovingly call “Welcome to the Real World”. It is a year-long project
in which my students use the concepts they learn with numbers and operations to
earn paychecks, keep and balance a checkbook, pay bills and even get exposure
to some expenses that they might see in the real world (i.e. overdraft fees,
medical expenses, leisure expenses, etc.). As they learn more, the more they
get to practice those skills doing relevant and real-world math. In addition, I
am also a co-recipient of an NCTM grant which funded the development of a
series of a project intended to foster confidence and boost self-perception
intermediate children with mathematics. Another fifth grade teacher in
the district, a professor at Montana State University- Billings and myself
found real people in an array of different careers to interview, then developed
corresponding 3-Act Tasks to show students how people use math everyday in
careers that wouldn’t be expected and give them an opportunity to think as
someone would in that career. </span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Awards:
</span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">I was selected as a Teacher Leader in Number Sense Routines and
3-Act Tasks for Billings Public Schools to provide training for colleagues on
how to best utilize both in a classroom and the value of doing so. I was
a member of the committee that helped develop the fifth grade math proficiency
scales that are now used across all elementary schools in Billings Public
Schools to measure grades. I was also selected as the 3-5 grade school
representative in math cadre from 2016-2018. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">Organizational
memberships: </span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">I am currently a member of the Montana Council of Teachers of Mathematics,
National Council of Teachers of Mathematics and National Council of Supervisors
of Mathematics</span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What
positive traits you will bring to the board?</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">I feel like I would be a very positive addition to the board
because I eager to learn, try and share new ideas, both with the fellow board
members and teachers who are unfamiliar with MCTM. Even talking with my
colleagues, I am often surprised at how many teachers do not know that MCTM
exists. I believe it is important to share the many resources and
opportunities that MCTM provides with other elementary teachers in my region.
Hopefully by spreading the word, a professional community could start to
develop that would expand the resources MCTM has to offer for elementary math
teachers. I know as a teacher myself, I would love to have more opportunities
to share ideas and collaborate with others in my grade level across the region.
</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">What
role MCTM should take in Montana mathematics? </span></b></div>
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<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: major-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: major-latin;">I think that MCTM has the potential to provide resources and
professional development opportunities to a much higher percentage of Montana
teachers than it does now, particularly those in elementary positions. The
Montana education system would benefit immensely from more teachers receiving
professional development that promotes foundational knowledge of number sense
for young learners (K-5) and provides resources that allow for immediate
implementation. I have seen a difference in the effectiveness of my
teaching after going to M-Cubed two years ago and the Math Solutions trainings
I have been fortunate enough to attend. I would love for more Montana
elementary teachers to be aware of and utilize the amazing opportunities MCTM
has to offer. </span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-6256428298941454122019-02-27T18:20:00.002-08:002019-02-27T18:20:56.737-08:00Math Matters upcoming dates<div align="center" style="text-align: center;">
<b><span style="color: #c00000; font-size: 14pt;">Montana Math Matter </span></b></div>
<div align="center" style="text-align: center; vertical-align: baseline;">
<b><span style="color: #033c70; font-size: 14pt; letter-spacing: -.1pt;">Building Positive Mathematical Identities through Posing Purposeful Questions</span></b></div>
<div align="center" style="text-align: center;">
<br /></div>
<span style="color: #212121;">Participants will: Learn how to develop positive math identities within in <i>all</i>
of our students. Engage in the effective teaching practice of posing
purposeful questions to assess and advance students’ reasoning and sense
making on important mathematical ideas and relationships. Review the
power of questioning, question types, and determine focusing vs.
funneling questions. You will leave with access math resources you can
use in your classroom.</span><br />
<br />
<span style="color: #212121;">All K-12 teachers, student teachers, paraprofessionals and leaders are invited to attend.</span><br />
<br />
<div style="vertical-align: baseline;">
<b><span style="border: 1pt none windowtext; color: #2f5597; padding: 0;">Locations and Dates: 9am- 3:30pm </span></b><span style="color: #2f5597;"></span></div>
<div style="margin-bottom: 1.8pt; margin-left: 25.2pt; margin-right: 0; vertical-align: baseline;">
<span style="color: #2f5597; font-family: Wingdings, serif, "EmojiFont"; font-size: 10pt;"><span>§<span style="font-family: Times New Roman, serif, "EmojiFont"; font-size: 7pt;"> </span></span></span><span style="color: #2f5597;">Whitehall | March 9 </span></div>
<div style="margin-bottom: 1.8pt; margin-left: 25.2pt; margin-right: 0; vertical-align: baseline;">
<span style="color: #2f5597; font-family: Wingdings, serif, "EmojiFont"; font-size: 10pt;"><span>§<span style="font-family: Times New Roman, serif, "EmojiFont"; font-size: 7pt;"> </span></span></span><span style="color: #2f5597;">Hardin | March 16</span></div>
<div style="margin-bottom: 1.8pt; margin-left: 25.2pt; margin-right: 0; vertical-align: baseline;">
<span style="color: #2f5597; font-family: Wingdings, serif, "EmojiFont"; font-size: 10pt;"><span>§<span style="font-family: Times New Roman, serif, "EmojiFont"; font-size: 7pt;"> </span></span></span><span style="color: #2f5597;">Reed Point | March 23</span></div>
<div style="margin-bottom: 1.8pt; margin-left: 25.2pt; margin-right: 0; vertical-align: baseline;">
<span style="color: #2f5597; font-family: Wingdings, serif, "EmojiFont"; font-size: 10pt;"><span>§<span style="font-family: Times New Roman, serif, "EmojiFont"; font-size: 7pt;"> </span></span></span><span style="color: #2f5597;">Glendive | March 27 (Wednesday 10am-3:00pm)</span></div>
<div style="margin-bottom: 1.8pt; margin-left: 25.2pt; margin-right: 0; vertical-align: baseline;">
<span style="color: #2f5597; font-family: Wingdings, serif, "EmojiFont"; font-size: 10pt;"><span>§<span style="font-family: Times New Roman, serif, "EmojiFont"; font-size: 7pt;"> </span></span></span><span style="color: #2f5597;">Drummond | April 6</span></div>
<div style="margin-bottom: 1.8pt; margin-left: 25.2pt; margin-right: 0; vertical-align: baseline;">
<span style="color: #2f5597; font-family: Wingdings, serif, "EmojiFont"; font-size: 10pt;"><span>§<span style="font-family: Times New Roman, serif, "EmojiFont"; font-size: 7pt;"> </span></span></span><span style="color: #2f5597;">Fort Benton | April 13</span></div>
<br />
<span style="color: #c00000;">Earn 6 OPI renewal units| Lunch will be provided | FREE</span><br />
<br />
<div style="text-autospace: none;">
<span style="color: #212121;">Register: </span><span style="color: black;"><a data-auth="NotApplicable" href="https://docs.google.com/forms/d/e/1FAIpQLSco34Rs_g9IPBHnF43H6V-llL691FTgGlOY6V2b3E3UeT5VZg/viewform?usp=sf_link" rel="noopener noreferrer" target="_blank"><span style="color: #002060;">tinyurl.com/MathMatters2019</span></a></span></div>
<div style="text-autospace: none;">
<br /></div>
<span style="color: black;">Questions? Contact Marisa Graybill (<a data-auth="NotApplicable" href="mailto:marisa.graybill@mt.gov%7C" rel="noopener noreferrer" target="_blank">marisa.graybill@mt.gov|</a> 406-444-0706) </span>Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-78713962258199521532019-01-18T11:42:00.001-08:002019-01-18T11:42:08.597-08:00Small Classroom Grant Recipient<!--[if !mso]>
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<![endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br /></span></div>
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My students were very excited to learn about the new set of
beautiful calculators that showed up in our class one day. Because of MCTM's
grant program I was able to purchase 20 new TI-30XS calculators for my
classroom. Starting in seventh grade. students need a scientific calculator to
solve problems in the statistics and geometry units of the course. More
specifically, they need calculators to solve problems involving circles,
volume, area, and averages. Thank you MCTM for helping make high-quality
calculators accessible for my current and future students at Somers Middle
School! </div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
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-- </div>
<div class="MsoNormal">
Cristine Boles</div>
<div class="MsoNormal">
Somers Middle School</div>
<div class="MsoNormal">
Math and Band Teacher</div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-41567720819656579682019-01-15T09:23:00.001-08:002019-01-15T09:23:11.217-08:00Montana Aerospace Scholars Program Seeks High School Sophomores<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">In collaboration with
NASA, Museum of Flight, and the University of Washington, registration for the
Montana Aerospace Scholars program is now open!<br />
<br />
Apply for this free dual-phase program that focuses on Earth & Space
Science. This experience exposes students to the opportunity to work
face-to-face with professional engineers, NASA scientists, university students
and educators.<br />
<br />
Students who successfully complete the online course will be invited to
participate in an all-expenses paid STEM-focused experience at the Montana
Learning Center at Canyon Ferry Lake near Helena.<br />
<br />
For more information, visit<br />
<a href="https://www.museumofflight.org/Education/Explore-programs/Montana-Aerospace-Scholars" target="_blank">https://www.museumofflight.org/Education/Explore-programs/Montana-Aerospace-Scholars</a><br />
<br />
<b>Student applications are due February 15th</b>.<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span>Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-84878798349686265392019-01-11T08:32:00.000-08:002019-01-11T08:32:06.639-08:00Classroom grant recipient - Polson High School Using New Geometry Curriculum<div dir="ltr" id="docs-internal-guid-dba6adb1-7fff-303b-87ed-8dfc7e28f79c" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Have you ever felt like your Geometry textbook publisher just took their old book, tried to find a couple of the Common Core State Standards for Mathematics (CCSSM) standards that were </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">sort of</span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;"> taught in each section, slapped those numbers on the front of the lesson and claimed that their currculum is “Common Core Aligned?”</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">A year or so ago we went searching for something better. A web search landed us at </span><a href="http://www.geometrycommoncore.com/" style="text-decoration: none;"><span style="-webkit-text-decoration-skip: none; background-color: transparent; color: #1155cc; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">www.geometrycommoncore.com</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">, a curriculum developed and written by a high school geometry teacher in Las Vegas, Milken Award winner Mike Patterson.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Mike built the curriculum from scratch, and it was built specifically to address the CCSSM head-on. Each standard is covered with student notes, worksheets, and test bank questions. Additional activities, GeoGebra technology activities, overviews, pacing guides and YouTube videos are also available. There is a version of every worksheet that includes QR codes that students can use to link to YouTube videos for help on some problems. All materials are available both as pdf’s and as Word documents, so you can open and edit them as you like.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">You can use as much or as little of the materials as you like. You could even keep your book and supplement with these materials.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">It is Google Classroom compatible and some of the technology activities are designed to be assigned and turned in via Google Classroom.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">We began by piloting Unit 1 (Congruence). We liked the materials and felt that they were doing what they were supposed to do in terms of tackling the CCSSM directly. So we went ahead and purchased two complete teacher licenses for our school for the very reasonable price of $100 each. A site license is available for $550 if that is more economical for your school.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Bonus upside: Practice problems and solutions for this curriculum are NOT available on Slader.com. We were having significant issues with students using this website for homework, and felt that we needed a solution that was not available to students online, and that did not involve having to write an original set of practice problems for each topic.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">We would like to thank MCTM for funding the purchase of these curriculum materials with a small classroom grant!</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">James McKee</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Stephanie Anderson</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">Polson High School</span></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-50594584190570158572018-11-09T10:34:00.001-08:002018-11-09T10:34:00.891-08:00Regional Conference Information<!--[if gte mso 9]><xml>
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<b>Free Regional Registration and President’s Reception</b></div>
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NCTM continues to offer <b>free registration to all NCTM
student members</b> for Regional Conferences. I am reaching out
specifically about the Seattle Regional, November 28-30, 2018. We want to
make sure student members and early career teachers feel welcome and
appreciated by NCTM. We are inviting students, early career teachers and
you as an Affiliate leader to an evening reception with Robert Berry III, NCTM
President.</div>
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Teachers and Students Evening Reception</b></div>
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Thursday, November 29</div>
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5:30 – 7:30 pm</div>
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Washington State Convention Center,
Room 303</div>
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(Kindly RSVP to Denise Mann,<span style="font-family: "Calibri Light",sans-serif;"> </span><a href="mailto:dmann@nctm.org"><span style="font-family: "Calibri Light",sans-serif;">dmann@nctm.org</span></a><span style="font-family: "Calibri Light",sans-serif;">, </span>by November 16.
Thanks!)</div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-7588398968211890472018-10-22T09:55:00.001-07:002018-10-22T09:55:35.459-07:00Montana Elementary Math Community (MEMC)<!--[if !mso]>
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<span style="mso-ignore: vglayout; position: relative; z-index: -1895825408;"><span style="height: 584px; left: -49px; position: absolute; top: -109px; width: 810px;"><img alt="Image result for montana map" height="584" src="file:///C:/Users/hrisser/AppData/Local/Temp/msohtmlclip1/01/clip_image002.png" width="810" /></span></span></div>
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<b><span style="background: white; color: black; font-family: "Bahnschrift Light",sans-serif; font-size: 14.0pt;">Purpose:</span></b><span style="background: white; color: black; font-family: "Bahnschrift Light",sans-serif; font-size: 14.0pt;"> To build
community and positive mathematical identities across Montana</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Bahnschrift Light",sans-serif; font-size: 14.0pt;">The What: </span></b></div>
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<span style="color: black; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="background: white; color: black; font-family: "Bahnschrift Light",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Calibri;">Monthly Virtual
Gatherings</span></div>
<div style="margin-bottom: 8.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="background: white; color: black; font-family: "Bahnschrift Light",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Calibri;">Sharing of Ideas and
Resources</span><span style="font-family: "Bahnschrift Light",sans-serif; font-size: 14.0pt;"></span></div>
<div style="margin-bottom: 8.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="color: black; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="background: white; color: black; font-family: "Bahnschrift Light",sans-serif; font-size: 14.0pt; mso-bidi-font-family: Calibri;">A Place to Ask
Questions</span></div>
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<span style="font-family: Wingdings; font-size: 16.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="background: white; color: black; font-family: "Bahnschrift Light",sans-serif; font-size: 16.0pt; mso-bidi-font-family: Calibri;">Kick off at Craft Local, Billings, on Oct,
18 @ 6:30pm </span><span style="font-family: "Bahnschrift Light",sans-serif; font-size: 16.0pt;"></span></div>
<div style="margin-bottom: 12.0pt; margin-left: 1.5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level3 lfo1; text-indent: -.25in;">
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<div style="margin-bottom: 12.0pt; margin-left: 1.5in; margin-right: 0in; margin-top: 0in; text-indent: .5in;">
<span class="MsoHyperlink"><span style="font-family: "Bahnschrift SemiBold",sans-serif; font-size: 16.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">First Online Meeting October 28, 7pm </span></span><span style="font-family: "Bahnschrift SemiBold",sans-serif; font-size: 16.0pt;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 2.0in; margin-right: 0in; margin-top: 0in; text-indent: .5in;">
<span style="font-family: "Bahnschrift Light",sans-serif;">Create by: Dan Ries,
Missoula and Tom Redmon, Hamilton </span></div>
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<span style="font-family: "Bahnschrift Light",sans-serif;">Questions? Contact Marisa
Franklin at marisa.franklin@mt.gov</span></div>
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<br /></div>
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<br /></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-68657737450566553922018-10-12T12:29:00.002-07:002018-10-12T12:29:25.338-07:00It's Trivia Time<img alt="" 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/>Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-35198461012441745792018-09-27T08:39:00.001-07:002018-09-27T08:39:02.207-07:00Apply to be a part of the Montana Aerospace Scholars Program!<!--[if gte mso 9]><xml>
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<b>What is Western Aerospace Scholars?</b><br />
Western Aerospace Scholars (WAS) is an online distance learning course and
summer experience specifically designed for high school sophomores and juniors
interested in science, technology, engineering and math (STEM) fields. The
online curriculum is a University of Washington college course focused on
NASA’s space exploration program as well as topics in earth and space science.<br />
<br />
If students successfully complete the online curriculum, students are invited
to participate in multi-day summer experiences at the Montana Learning Center
at Canyon Ferry Lake that provide them to the opportunity to work with STEM
professionals, NASA scientists, university students and STEM educators.<br />
<br />
<b>Why should a student participate in WAS?</b><br />
· The summer experiences provide students the opportunity to have fun while
learning about the universe in which we live, meeting other students with
similar interests, and challenging themselves to plan realistic future space
missions.<br />
<br />
· Being a graduate of the WAS program puts scholars in an alumni network of
over 1500 students who are at top colleges and military academies across the
country and who work at STEM companies, including Boeing, SpaceX, Facebook and
Aerojet Rocketdyne.<br />
<br />
· WAS alumni frequently report that their experience in WAS built their
confidence, interpersonal skills, and prepared them for success in college. <br />
<br />
<b>Junior Program Application Available Now:</b><br />
Students apply the fall of their junior year with the program beginning
November 1st and ending in early April. There is no cost for Montana students
to participate in either phase of the program. Students can apply for tuition
assistance to cover the cost of the University of Washington credit. Last year,
over 40% of students received some form of tuition assistance.<br />
<br />
<b>Student Requirements:</b><br />
· Students must currently be a junior in high school.<br />
· Students must have Internet access and be a Montana State resident.<br />
· Students who have a GPA of below 3.0 will be admitted on a conditional basis.<br />
<br />
The student application deadline is Thursday, October 30, 2018. The application
is available at:<br />
<br />
<a href="https://form.jotform.com/82536985454167" target="_blank">https://form.jotform.com/82536985454167</a><br />
<br />
<br />
<b style="text-decoration-color: initial; text-decoration-style: initial;">Teacher
Application Available Now:</b><br style="text-decoration-color: initial; text-decoration-style: initial;" />
WAS is seeking middle and high school teachers to both evaluate online
coursework and participate as an academic facilitator during the summer
experiences for both the sophomore and junior programs. Teachers can earn up to
$2,800 and 60 OPI Renewal Units for their participation.<br style="text-decoration-color: initial; text-decoration-style: initial;" />
<br style="text-decoration-color: initial; text-decoration-style: initial;" />
The teacher application deadline is Tuesday, October 16, 2018.The application,
along with more detailed information, is available at:<br style="text-decoration-color: initial; text-decoration-style: initial;" />
<br style="text-decoration-color: initial; text-decoration-style: initial;" />
<a href="https://form.jotform.com/82676972354167" target="_blank">https://form.jotform.com/82676972354167</a><br style="text-decoration-color: initial; text-decoration-style: initial;" />
<br style="text-decoration-color: initial; text-decoration-style: initial;" />
Note that teacher applications for the sophomore program will be available in
December 2018.</div>
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<br />
<br />
<b>Questions? </b></div>
<div class="MsoNormal">
Contact Melissa Edwards at <a href="mailto:medwards@museumofflight.org" target="_blank">medwards@museumofflight.org</a>
or call 206-764-5864.</div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-27557032366392731572018-09-20T09:01:00.003-07:002018-09-20T09:01:46.199-07:00MEA/MFT Hotel Deadline ExtendedIf you haven't already booked your hotel room for MEA/MFT, there is good news. Northern Hotel has extended their deadline to September 24th. Please book this week if you want to take advantage of the group rate.<br />
<br /><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<i style="mso-bidi-font-style: normal;">Northern Hotel</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<i style="mso-bidi-font-style: normal;">19 North Broadway</i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Rooms Blocked: October 17-19, 2018</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Block Name: MCMT Montana Council of
Teachers</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Prices: King $93 + tax; Double Queen
$113 + tax</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">No breakfast included </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">RSVP by: <b style="mso-bidi-font-weight: normal;">September 24, 2018</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">1-406-867-6767</span></div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0tag:blogger.com,1999:blog-988304153257490571.post-33717137743510841732018-09-12T19:02:00.000-07:002018-09-12T19:02:00.858-07:00Courses on the Hub<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 24.0pt; line-height: 107%;">Facilitated Math Course Offerings on
the Teacher Learning Hub 2018-2019</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;">Looking to reinvigorate your Math Professional Development?</i></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;">Looking for expert facilitators and grade-level content courses?</i></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<i style="mso-bidi-font-style: normal;">Sign up today for FREE online three-week math courses to address areas
of need for YOUR school through the Montana Teacher Learning Hub.</i></div>
<h1>
About The Courses</h1>
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The Office of Public Instruction is excited to offer a
series of free three-week online mathematics professional development modules
throughout the 2018-2019 school year. Professors from Montana State University
and University of Montana, as well as top mathematics educators from across the
state, worked to develop these courses through the STREAM (Standards-Based
Teaching Renewing Educators Across Montana grant). We are pleased to be able to
continue these excellent courses facilitated by mathematics leaders from across
the state. </div>
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The calendar below outlines the three-week course schedule
for 2018-2019 as well as the appropriate grade-level offerings. All teachers
are encouraged to select courses in areas they would like to grow in, build
content knowledge and dive deeper into. Teachers receive feedback from
instructors and will earn 15 renewal units upon completion. <i style="mso-bidi-font-style: normal;"><span style="mso-spacerun: yes;"> </span></i></div>
<div class="MsoNormal">
<span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Enroll
in courses today by completing this </span><span class="MsoHyperlink"><span style="color: #0563c1; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"><a href="https://docs.google.com/forms/d/e/1FAIpQLScFQFMgQdKtyX_ocA7oe-vGzWW9Az4jUvzuM7JHnL_miPiHNg/viewform"><span style="color: #0563c1;">google form</span></a></span></span><u><span style="color: #0563c1; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"> (<span class="MsoHyperlink"><span style="color: #0563c1;"><a href="https://goo.gl/yho6DJ"><span style="color: #0563c1;">goo.gl/yho6DJ</span></a></span></span></span></u><span style="color: #444444; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">)</span><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">. Find a full list of courses with descriptions at </span><span class="MsoHyperlink"><span style="background: white; color: #0563c1; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";"><a href="https://goo.gl/Rq3wjs"><span style="color: #0563c1;">goo.gl/Rq3wjs</span></a></span></span><span style="background: white; color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">. </span></div>
<h1>
Calendar of Courses 2018-2019 School Year</h1>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">September 2018</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">October 7<sup>th</sup>- 26<sup>th</sup>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-</span></b><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">Number
Systems & Operations (K-3)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Number Systems & Operations (4-7)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">November 4<sup>th</sup>- 25<sup>th</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Ratios and Proportions (6-7)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Functions as Objects (HS)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">December 2<sup>nd</sup>- 21<sup>st</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-You Decide How to Divide (3-5)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Linear Relationships (7-9)</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">January 6<sup>th</sup> 2019- 25<sup>th</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Developing Fraction Sense (3-5)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Transformations and Proofs (HS)</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">February 3<sup>rd</sup>- 22<sup>nd</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Algebraic Thinking (K-5)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Algebraic Thinking (6-7)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">March 3<sup>rd</sup>- 22<sup>nd</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Measurement (K-3)</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Describing Data (4-7)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Statistical Inference (HS)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">April 7<sup>th</sup> – 26<sup>th</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Geometric Thinking (K-3)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Geometric Thinking (4-7)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Exploring Transformations (7-9)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">May 5<sup>th</sup>- 24<sup>th</sup> </span></b></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Connecting Length, Area, and Volume (K-5)</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">June 2<sup>nd</sup>- 21<sup>st</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Fraction Models and Operations (3-5)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Making Sense of Modeling (HS)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">July 7<sup>th</sup> – 26<sup>th</sup>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Mathematical Practices (K-8)</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">-Mathematical Practices (HS)</span><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">August</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-Courses offered as requested</span></b></div>
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<h1>
Individualized School Based Courses</h1>
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Do not see the course that is right for your teachers in the
calendar? See a course but want to change the month the course is given to
better fit your schools strategic plan? We are excited to collaborate with
districts and schools to meet YOUR school needs and WHEN your need it! Fill out
<span class="MsoHyperlink"><a href="https://docs.google.com/forms/d/e/1FAIpQLSdfGUCxxldN5CkfbmNGbcyJh7oLnF3xoIeJdTkJHcqArDabsQ/viewform">this
google form</a> (</span><span class="MsoHyperlink"><span style="font-family: "Helvetica",sans-serif; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><a href="https://goo.gl/pJkwjZ">goo.gl/pJkwjZ</a></span></span><span style="color: #444444; font-family: "Helvetica",sans-serif; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">) </span>and we will be more than happy to offer courses to your
entire school when you need it! Full list of course offerings with descriptions
attached. </div>
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_____________________________________________________________________________________</div>
<h1>
How Can Your School Use the Courses?</h1>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Choose a course to take at your first math
department or grade-level meeting. Use the course to center your discussion for
the year! </div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Check out the “Primary Claim Covered” for each
course and select a course based off your Smarter Balanced Category report.
While all courses cover all three claims, the Primary Claim is listed. </div>
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</span></span></span>Align your PIR day for time to discuss the
course in person and for teachers to talk about implementation of new
strategies learned during the course. </div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Have teachers go through the list of courses
during your first week of school and select which course is most relevant to
them. Use the course as a topic of conversation for one-on-one
teacher-principal meetings. </div>
<h1>
How the Curriculum Consortium Can Use the Courses?</h1>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Send out the list of course offerings to your
consortium. </div>
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</span></span></span>Choose a course for all elementary, middle, or
high school teachers to take. Request the course to run right before your next
in-person meeting. At that gathering, discuss how teachers have been implementing
what they learned during the course. </div>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Allow grade levels to select the course most
relevant to them. Align follow up webinars to discuss the course and
implementation.<span style="mso-spacerun: yes;"> </span></div>
<h1>
Individual Use of Courses</h1>
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<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Choose a course that is right for you and sign
up today! Keep your eye out for additional courses being offered throughout the
year by signing up for the <span class="MsoHyperlink"><a href="http://opi.mt.gov/Educators/OPI-Communication">OPI Monthly Math
Newsletter</a></span>.</div>
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</span></span></span>Stay in contact with fellow course participants
to discuss implementation and best practices of what you have learned. </div>
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</span></span></span>Recommend the course to colleagues and start a
discussion group at the end of the course to discuss what you have learned and
how to hold each other accountable for implementation.</div>
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Attached is a list of the facilitated courses and
descriptions by grade band. While all courses cover all three Smarter Balanced
claims (Concepts and Procedures, Problem Solving/Modeling and Data Analysis,
and Communicating and Reasoning), the primary claim is listed. Additional
self-paced and group courses are attached. </div>
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Questions? Please contact Marisa Franklin, Math
Instructional Coordinator at the Office of Public Instruction. </div>
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Marisa
Franklin </div>
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<span class="MsoHyperlink"><a href="mailto:Marisa.franklin@mt.gov">Marisa.franklin@mt.gov</a></span></div>
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406-403-2811</div>
Hilary Risserhttp://www.blogger.com/profile/06082439450527449792noreply@blogger.com0