The Beekman School - field trip https://www.beekmanschool.org/tags/field-trip en "Kvelling" about Our Kids https://www.beekmanschool.org/articles/kvelling-about-our-kids <span class="a2a_kit a2a_kit_size_32 a2a_target addtoany_list" id="da2a_1"> <a class="a2a_button_facebook"></a> <a class="a2a_button_twitter"></a> <a class="a2a_button_google_plus"></a> <a class="a2a_button_pinterest"></a> <a class="a2a_dd addtoany_share_save" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.beekmanschool.org%2Farticles%2Fkvelling-about-our-kids&amp;title=%22Kvelling%22%20about%20Our%20Kids"></a> </span> <script type="text/javascript"> <!--//--><![CDATA[//><!-- if(window.da2a)da2a.script_load(); //--><!]]> </script><div class="field field-name-field-author field-type-text field-label-inline clearfix"><div class="field-label">Authored By:&nbsp;</div><div class="field-items"><div class="field-item even">Gabriella Skwara, History Teacher</div></div></div><div class="field field-name-field-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even" rel="og:image rdfs:seeAlso" resource="https://www.beekmanschool.org/sites/default/files/field/image/hey-ill-do-the-kvelling-around-here-bruce-eric-kapla.jpg"><a href="https://www.beekmanschool.org/sites/default/files/field/image/hey-ill-do-the-kvelling-around-here-bruce-eric-kapla.jpg" title="&quot;Kvelling&quot; about Our Kids" class="colorbox" rel=""><img typeof="foaf:Image" src="https://www.beekmanschool.org/sites/default/files/styles/photo_thumb/public/field/image/hey-ill-do-the-kvelling-around-here-bruce-eric-kapla.jpg?itok=jEjpWmke" width="125" height="175" alt="" title="" /></a></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even" property="content:encoded"><p>As teachers, we often spend hours discussing classroom and student problems and how to fix them. A phone call from one of us generally means that something has gone wrong or that some work has gone undone. I probably dread these conversations even more than the student whose parents I’m reaching out to does. I far prefer the quick words shared with a parent as they drop off their kid or getting to know people face-to-face at parent-teacher night. The reason? Teachers (not unlike parents) absolutely love being able to brag about their students’ successes and achievements. Which brings me back to my title and a wonderful Yiddish word I feel the need to use on a regular basis when talking about “my kids.” To kvell, according to the New Oxford American Dictionary, means to “feel happy and proud,” yet that definition hardly does the word justice. Linguistically, the word comes from the same Middle High German word that has come to mean “fountain, spring or source” in modern German.</p> <p>To kvell is, therefore, to literally be bubbling over with pride and joy over the achievements of another. The word is generally used by mothers and grandmothers, but it most certainly applies to how any educator feels when her students finally master a difficult concept, or exhibit increased maturity, confidence and compassion. Just this year, I have kvelled about a student asking for help, one mastering the arts of note-taking and time management, another finally talking about themselves as a member of the group in class, and a shy student opening up and letting me know who they are. In fact, I would struggle to list the number of personal milestones, not to mention the academic achievements both big and small, that I have thrilled to in just these first few weeks of class. The children are growing, and becoming kinder and more well-rounded in the process.</p> <p>A factor that is clearly making a difference is the field trips the students have been attending. By moving our learning to a new location, we see student dynamics and interactions shift as well. This past week, the English and history teachers took our students to an exhibit on “Black Citizenship in the Age of Jim Crow” at the New-York Historical Society. The topic is challenging and one clearly fraught with emotion. Our students rose to the challenge; they asked insightful questions and genuinely reflected on their own preconceptions about racial equality in America, past and present. I am proud of our students and honored to play a small part in helping them grow. I'm sure this sentiment is shared by my fellow teachers and our students’ parents.</p> <p> </p> </div></div></div><div class="field field-name-field-tags field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">Tags:&nbsp;</div><div class="field-items"><div class="field-item even" rel="dc:subject"><a href="/tags/gabriella-skwara" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">Gabriella Skwara</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/history" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">history</a></div><div class="field-item even" rel="dc:subject"><a href="/tags/kvelling" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">kvelling</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/field-trip" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">field trip</a></div></div></div> Fri, 19 Oct 2018 16:39:17 +0000 gabriellas 37845 at https://www.beekmanschool.org Newton's Laws of Bowling https://www.beekmanschool.org/articles/newtons-laws-bowling <span class="a2a_kit a2a_kit_size_32 a2a_target addtoany_list" id="da2a_2"> <a class="a2a_button_facebook"></a> <a class="a2a_button_twitter"></a> <a class="a2a_button_google_plus"></a> <a class="a2a_button_pinterest"></a> <a class="a2a_dd addtoany_share_save" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.beekmanschool.org%2Farticles%2Fnewtons-laws-bowling&amp;title=Newton%27s%20Laws%20of%20Bowling"></a> </span> <div class="field field-name-field-author field-type-text field-label-inline clearfix"><div class="field-label">Authored By:&nbsp;</div><div class="field-items"><div class="field-item even">Linli Chin, Physics teacher</div></div></div><div class="field field-name-field-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even" rel="og:image rdfs:seeAlso" resource="https://www.beekmanschool.org/sites/default/files/field/image/newtons_laws_of_bowling.jpg"><a href="https://www.beekmanschool.org/sites/default/files/field/image/newtons_laws_of_bowling.jpg" title="Newton&#039;s Laws of Bowling" class="colorbox" rel=""><img typeof="foaf:Image" src="https://www.beekmanschool.org/sites/default/files/styles/photo_thumb/public/field/image/newtons_laws_of_bowling.jpg?itok=GTcAzOC1" width="125" height="175" alt="" title="" /></a></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even" property="content:encoded"><p>Name a game that can be enjoyed by the young and the old, the rich and the poor, the strong and the weak, the tall and the short, male and female alike, and that list will be fairly limited.  One that makes it to the shortlist would be BOWLING!  It is a time-tested game that has been enjoyed by millions around the world in various forms.  The one that we are most familiar with is ten-pin bowling in our neighborhood bowling alley.</p> <p>Growing up with a family that loved bowling, the game has always had a special meaning for me.  It reminds me of good times, camaraderie, cheerfulness and sometimes, playful heckling.  I wanted to share the experience with the students in my classes, since, along with the fun and laughter of the game, there is also a lot of science to explore.  This year (as with every other year I have taught at Beekman), I brought the students in my Physics classes to play a game of bowling, where we saw Newton’s Laws of Motion in action!  We had a great time trying out the differently weighted balls to compare the acceleration of the ball down the lane.  As we know, mass and acceleration are inversely proportional to one another when the net force is kept constant (F = ma).  This is Newton’s Second Law of Motion.  We also had some good laughs when one of the pins was left standing after a ball rolled right past it into the gutter.  This is an example of Newton’s First Law of Motion: an object at rest will stay at rest, unless acted upon by an unbalanced force.  I guess the ball wanted the pins’ forces to stay balanced in the case of our “Best Gutter Bowler” during our past excursion.</p> <p>How about Newton’s Third Law of Motion?  Well, we all experienced that when we lifted the bowling ball with our hands during the approach.  For every action, there is an equal and opposite reaction.  The force that I applied to support the ball was received as a weight on my hand, which is the force that the ball exerts on me – the more massive the ball, the more force I would have to exert, and at the same time, the more weight I would feel.</p> <p>My students and I look forward to this bowling activity every year.  This year, we awarded trophies to the top male bowler and to the top female bowler.  My hope is that the time spent at the alley will get the students to think about science in our daily lives and how we can use it to enrich our everyday experiences.  With that, I’m off to my next game: see you at the bowling alley!</p> </div></div></div><div class="field field-name-field-tags field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">Tags:&nbsp;</div><div class="field-items"><div class="field-item even" rel="dc:subject"><a href="/tags/bowling" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">bowling</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/physics" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">physics</a></div><div class="field-item even" rel="dc:subject"><a href="/tags/field-trip" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">field trip</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/linli-chin" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">Linli Chin</a></div></div></div> Fri, 15 Nov 2013 19:33:55 +0000 linlic 2598 at https://www.beekmanschool.org Faculty Q & A with Science Teacher Vanilla Macias-Rodriguez https://www.beekmanschool.org/articles/faculty-q-science-teacher-vanilla-macias-rodriguez <span class="a2a_kit a2a_kit_size_32 a2a_target addtoany_list" id="da2a_3"> <a class="a2a_button_facebook"></a> <a class="a2a_button_twitter"></a> <a class="a2a_button_google_plus"></a> <a class="a2a_button_pinterest"></a> <a class="a2a_dd addtoany_share_save" href="https://www.addtoany.com/share#url=https%3A%2F%2Fwww.beekmanschool.org%2Farticles%2Ffaculty-q-science-teacher-vanilla-macias-rodriguez&amp;title=Faculty%20Q%20%26%20A%20with%20Science%20Teacher%20Vanilla%20Macias-Rodriguez"></a> </span> <div class="field field-name-field-author field-type-text field-label-inline clearfix"><div class="field-label">Authored By:&nbsp;</div><div class="field-items"><div class="field-item even">James Vescovi, English Teacher</div></div></div><div class="field field-name-field-image field-type-image field-label-hidden"><div class="field-items"><div class="field-item even" rel="og:image rdfs:seeAlso" resource="https://www.beekmanschool.org/sites/default/files/field/image/dsc_0189.jpg"><a href="https://www.beekmanschool.org/sites/default/files/field/image/dsc_0189.jpg" title="Faculty Q &amp; A with Science Teacher Vanilla Macias-Rodriguez" class="colorbox" rel=""><img typeof="foaf:Image" src="https://www.beekmanschool.org/sites/default/files/styles/photo_thumb/public/field/image/dsc_0189.jpg?itok=d0zOlEJM" width="125" height="175" alt="" title="" /></a></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even" property="content:encoded"><p><em>In love with science since childhood, Vanilla Macias-Rodriguez had plans to become a pediatrician. In college, however, she realized she was too tender-hearted to work with sick children. Instead, she decided to bring her love of science to young minds. After earning a B.A. in Biology with a double minor in Chemistry and Speech Communications at Texas A&amp;M University, she taught in her native Texas before relocating to New York with her husband.</em></p> <p><img alt="" 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" /></p> <p> </p> <p><em>Some students consider science class boring. How do you make it interesting?</em></p> <p>Fight the stereotype! I try to teach the major concepts with real world applications. When my students leave class at the end of the year, it is my hope that they will never look at the world the same way. While studying electron emission spectra, we discuss the science behind fireworks. They know that the element strontium makes a beautiful red color and that hot pink is thanks to a little lithium. Tada! Spectroscopy!</p> <p><em>What other real-life applications do you teach?</em></p> <p>When we study percent composition, we do a true chemical analysis of a compound, and then we analyze the percent composition of Oreos and Double Stuf Oreos and make a comparison. Did you know Double Stuf Oreos are not actually double stuffed? My students do. Not only are they doing calculations and determining percent error (which is often high in this lab, as the creme tends to end up on their tongues and never makes it to the electronic balance) but they are also becoming informed consumers. Who says you'll never use chemistry in real life?</p> <p><em>Good start. What other ways do you keep students interested?</em></p> <p>There's always frog dissection. Because Beekman classes are so small, everyone gets a frog and I am able to guide each student through the process. Even the squeamish and the sensitive students find themselves gaining an appreciation for how amazing our human body systems truly are. There are some great films that reinforce Ecology topics like <em>March of the Penguins, An Inconvenient Truth, Cool It, Medicine Man</em> with Sean Connery, and the <em>Planet Earth</em> series. It's such a bonus to be able to show students animals and plants of every ecosystem since field trips to the Arctic Tundra might be a little unreasonable—although I did take a group of nine students to the Galápagos Islands a couple of years ago.</p> <p><img alt="" 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" /></p> <p> </p> <p><em>The study of Ecology has become very political. How do you teach it?</em></p> <p>The same way I teach evolution. It is not my place to tell students what they should believe, nor do I feel it is my place to sway their opinions. My job is to present the information and allow the student to make informed decisions. Thanks to media coverage, many students walk in to the classroom believing climate change will destroy the world in their lifetime. I feel it's important that students understand that much of the foreboding climate data are predictions. The models that are being used to predict Earth conditions 15 years from now and the ones we use to predict the weather are very similar. The ten-day forecast is often inaccurate. They must also understand that we are evolved beings with an amazing ability to adapt to changes. We have been doing this for centuries.</p> <p><em>How do you keep the subject fresh for yourself year in and year out?</em></p> <p>I attend conferences, I scour the Internet and I'm always in science mode. This year, I'm going to be the experiment. During the summer, my husband and I had a genetic analysis done by the 23andMe company. The students will get to see my actual results and predict the traits my hypothetical children would express.</p> <p><img alt="" 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" /><br /> </p> <p><em>Any final thoughts?</em></p> <p>I've been teaching for 14 years and I'm still in love with science. Advancements in science and technology have made it easier to draw more students into the scientific world. This is so important because even if they don't go on to pursue careers in science, they'll use its principles in their every day lives.</p> <p><img alt="" 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aHh2SbS4klaNckR4JI79K5p1mmd9PBqUL31On8AeKrDxXp7TW6vBcxECaB33FSehB7g+tdeuAcYGPrXyp4B1m78P+I7e9iR1t3PkzAAkFSf8mvqWCYkK2DnFa7nI1yuxdRgOi8dvWrUV2qH5ic98VmqxHQkU4NkDJHHSlZiueOG0ftj8809bVv7q1f356AYpybicKhP0FelznzqpopraMeSVFL9kx/F+lai2l0VyIGpfsFyQCYiQemKXtDT2XkZX2Q+o/GsfxLpH2vTZt21mAyg9PWuyj067Y4W3cn6U7+xr9yFFq/PqOKmUlJWZpTg4SUkjk9B8O2ep6F5MAillUA56kED9K6231DTVsEsp7iKG5RArIx+YYGORVHRdDjtdTMseVnw24FmOPqM4pV0Oy1G/f99tnUncd7LkeuARmvDnvY+4pq8UziPG+k2sdtc3sEgYgcEHO49q85QyxyOZgeMA+5r3XVtAtTGqByyJzl2Jz9fWvMbnQb7UNVuvswMscbcMFCg846VdGdtGc2KouTTRkabZSXN7EkakmV9o9Aa9lhjEcaIP4QBXN+E9EMfiC30qVkS5iVrmZm7HG0D/AMervLnT47bAZ/M5xla9KnUXKeFi6UlPlXQzFXNP2+oq09sq8rIuPTvToo12Hdy3aq5zBwZT2DsKQr6AVp28UauDIm8ehOK10vYomXyraPaP4TT9oZfV5S3OV8tiOFP4Vlanps+s3I0+OR4oFXdMw43Z6L/U/hXWeJfE40XSrjUGtYysWPkQckk4H864vw38SNO1LVZPt1sLNpmyJGcbeBjnpjpWVarLlaidmCwsVVTm9CHUPhVEmlvcCV2YdMDj6V5lqelXOnymOUfIvTPUCvbD8W9DAe1SKd1zjzGACGsjxONIu9NN+ssCh13ruIriVScNz2J0qVRe70POvBmttpmobJuYHbDjoBnoa960aws7mGOWWbAbtnFfMDOy3Mr24cwdASOD7V7/APD7UV1Hw3aOWHmKu1vXiuuEmtEeXVoxk+Z7ncx6dpUJ+dw492/wrj4NXtLbVtQit7hCEmclFHIGfSt0lfXP4Vy8x0zT/FT3Vyvl3DqcMF5YbQO3qazxF3HU68BGKnZG1B4mi1NGitfN3KcZYcGsi40FNV1VfNUOpG50Lbd38/5VqpcwQXqv5CIbgfJyM59xRPKVnRY2KSOcEqcED2rgemp6zSRLpKwWkUthan5LR/LxnO3IDY/DdVtsnvWTpjR2dzIjnbFI2cnn5vUn39a6KJV6hf0rvoVFKCZ4+JpuNR+ZQEDyH5VJpuo6U0ul3aTfIHiZOOTyMVuIQP4Wpt5IptZVeIuCuNvr7Vo5swSVzwI6bqNzpV0rQLthQFMdSCeh/KvOr5HjnZGBBJr16S7vbDXNQ04Zmt0bDbQq9BkDLdOorzHXpBLqUjMu07umc/rXLTbUmmejXjF0lJFG0Y4UHoe9fV/gm6M3hnTwSGKQqufUAcV8rQRNK0SQqWc9AO9eufDLxNe6Gy6drUTC0b/Vy8ny/Zvb+VbcyTszjcG1dI6fWbXSbPxvdXGqlwL632Kh+4/3Rx6EYPNXtAh0y00yeKyDoASHLtuH59MVf8cw203h+XUZ1jlFkhuUI/iAHIB9/wDCvM/Fev3zw6RPbS28SXMAnNqvLRgjK7z3yDnHFYVU1qengpKolTiveH+J4rOLWtJ0mCC3QeaktxGJCu8Z+XLY+XOTXt0ZWJFRcYAAAHNfMsjyXFy9zcSPLO/3nY8mvT/ht4pmnkTSb6UlsfuHJ5OP4Sf5UqFVfCdOYZRVhS9ve7W67L+tz0/eT2b8qUNjqMfU1W2t/ExpNg7sa6z54y47CxgXDyxN/ssQatQy6XEpzsb0GOlY/wBlZVywQf8AAxSeUehRT+Na8xzqkka0uqWW7csZJHTHFRf2vCrAxQ4HoeapJbrgEmIH3yamKqo+9bH/AIAf8KVy1AvLrpV8qir9BU6+I3UcZ98AVi4Uf3D9FoCDvwfYUrjUDM165vIftV9poUzOQCmOTk4yPxOapWthqVpZbri1Et3KQS01yqvn/ZUZ4+uK3LmFJYWRicHvRZW1nZxm4mvA5QcBu1cNaHK7nt4OtzU7N6oztXt/JtyzE5IB59axdEsvOeYu7wwwrnejFTuPTkfyq7NfP4i1cWWnKTGDl5McKPU11A0JILcQxhti8k45Y+tctzseqVzg/DumuPFM92plOIioLHLHJ7muteJz/C3vmo2ga01D/V7FdduRUrbjXp0W5QR4eKilVZF5ZzyP1qeOMdyKiwfWnrn1raxztoshEA4Jz9KevljqD+dVgT60Z96LE3IfEFjBqukXNpMCqSJ1U8gjkH8wK8/8JeGdJ0rVpnu7h9QV0Mca+RwGPBzgnnB/nXo2T61mw25h1lXW0inzHtGdy4Gevykcj1rnxCaV1sd2BcXO0lr0PN5/hhqT6hJFa3dmsRJaP7QzIxXtkBTWvN8PtNsLEQzySXN2V5cHainvgV397p8LP587SJIDlFErEL+ZNc94ivHlBjtgSwU/c6k+1ccq8trnd7CCd0jifiMLGxtrLSIZkeeIFiqgjykx8qkdMnrXR/CoeXpOAcgnjP5/1rx7WDff2vNLqbStdO+5jJ94+lepfCO+MqPZsRwwZD7HPH6V1UfcscFd89z1BF9QBWZ4j0aLVbQbh+/i+aNl4P0/Gtt40hj8yeQIo7ms6S8eVttqCif32HJ+grSpUilqZUac27xMC2e00zTJpfKeSaMZYJGSw+p7VX0SS8vWe9mjZC3+rVhjArq4bV5vllmcqeoLcGtRNFh8sMk6E/3cnNefKz2PV5ne8jmin7kL5RJ7mi0v57PCknaP4XGRXSNZmJTlapSW0cxaORRUwm47BOKmrMsadqaXTCNl8uXsM5DfStEqxHSuLvLaWwkBBPl5yD6V1Ghah9sgKyH98nX3HrXbSq82jPPr0OT3o7HJTeGYtV1rVre9+QrMtzE4UE4dAp69R8n5ivGPFejLH4ru7GwEknlSlQXx2xnOB65r6RvnW31hJwRk2rhlH8WGXaPzY/nXhHh+V9Q8YajdS43NKzH05Y06j5FzIVG83yPYn8MeGTZmb7SFaYAENjnB9K6pLILJtIGeoNaE9t5UsUo+YDg/TH/1qmSLeASPpXmSqOTuz1YwUVZGR4i1Ga38F6ppro7xyIAm0/cBYZH0xmvNoBhV9gAK9euLZWwswyjjaQe4NeX6vaf2bqU9t/CjfL9O1aSm5JJnq5MoQqSS3ZAS3b86s2Ur21zFPE5WaNg6sD0IrNhlLSMDnHarsdTFtbHuVIxqJuWp9FaLeLqWlWt4pwJowxHoe4/PNX1UD0Ncb8K52l8MbGJ/dTMg+nB/qa7HIFerF8yTPzjE0lSrSgujOb81/wC8aTJJ5JpnFG4CtLHNceKXNQ+YB0FJ5p9KdhXJ8+1KSfSq+9z0oHmGnYVyU+9UL3RP7VkiigAj3N+8cdhVxYZJGAB5NdBotstvkZy55NY1mrWZ04dS5uZDdK8O2umW/l2SshP3nz8zfWotSW7i581nQdVPFdKnEfFUbyISZ6Y9647Ho8/c466xJ91mDjnDVFFKZFOR8wOCPetDVrXYu5eo6e1Z2kZnu5kI5Cgke9dFGVnY5sTFTjzLoPwx6U4I1ai2lSpaL3rp5zz+Uy0gJ61Mtv8AWtZLdB/DUoiA6LScx8pkrb/7NYXjK+i0qyRhxdnPlkHG0dyfauzkxGhYj/69YJ8M2mtao93f5nQgKI2Pyj/61Y1KiSszooUm5XR5VpWoah4l1KFVu2ZpDtUMcDrivYbDRYdNsBGY98hHzyMOWP8AhWhN4K0X7CYP7PtBCy4KrEF7Y7VwmuX2o+ANW09Jbp7rw1dS+WxuCXe29g3XHcZz0NcTpqbsj0vaOC944D4raCYNbN6igx3C7R/ssMcfkK5jwzrFxot5A0GVdjscAckZH+Fe1/EOxg1rwzJNZFZUI3xsvNfP8kZD55V1xke/rWtK6XK+hz1krqa6n0NpxW/giuJJWcsM5c5IrREKKOHxXnXh066PDsd7Dbr9i6rK0q884xjOetR6nq2rRwRu0qhXyDsH3T6GsXTk5WZuqkeX3T0pZ0RsGZR+NXrectgo24eteBtrNyl2VkdmbPDseQa7zwn4syywXfDdm7GrlScTONVSZ6vDI0yBZBn8KozwFbnIFO0zUI5QCpBzVu6O75hWLNkzKv4PMiI68Vh2EjWNzvXOEPT1XuK6yWEiIZFc1foEucgcHinCVncJJSVmamto8kBlhALmF1Q+rcMP/QTXz54EnB8QXGzIRm4Ddetd14w+Id/oUh02OyhdRFtSVmO4EggH8BXnHw8dv7dfjriuupJSpto4qUHCokz3Mxg2qk8YFc3b69Zx3E0MlxGpRypDMB0NdSVzp+R2FcnovhTRhdSXl8jXkzuXxIcICTnoOv41w01Td/aNr0PQm5K3Ki++sw3p8uxRrll5LRj5F+rdBWD4p0m3fTbnUr+Zlu1QbRF9wnsOf513Fy0fkLBaxJFCP4UUKPyFcJ49aVobaBADGclwRkcYA/nT5otWijbCuUaqdzhLOMnJGSa1Yo2wM8VXt4vLYqcDviryepNJLU+lU9D1b4UMraFcRqMMs5J/FR/hXcbDXH/CMJHodxIQxLzkYA7BR/jXbTPlt23ao7GvRpt8qPhsws8TNrucaInPVsU/yM9WNaa2wxzUiwIBXRzHncplrbj3NSrbe1aQjUdqcFA6ClzMdkUFtvXFSrar3q2Bz0pl3IIbd3IPAx+dJyKSu7C2luoikkA7cVd05g+W7GltlAsxkdBmiwGMnpk5rjcm22z0FFRSSNQHbFljz7cVl3swweasXkm1ABXO6xdCGBmHJ6ChDeg2e4EzFcexIqvo8H2fWJAfuSpx9Qc/41PZweXApkA3kfNntVS3ugPEVmjHJYsCPwOK0h8SMqnwtHTBFp6qo7D86lzxwBRz6CtzjEAHoKJHSNNznAqKe42MEVd0p6L6e5qC9iCWjzSv+8UZyeg9hWU6qjp1N6VBz1exVv5y5VBwW6D0Hr9as2T+UoArFtmaWTzHPJ/Sty2QYGa45ycmelTpqEbGil0WXmuc+IOkp4g8K39kUBlKF4s9nXkf4fjXRRLHwMjNOnhGCam7Qmr6Hzz8IPEoE8vh3U5AIZgfs5bjD91z7jp9AK5vxjpf9ma3cRDlPMbb/u9f8ap/ETTzovjjUoYiY1E3mxkcYDfMMfTP6VbudV/4SGxSW6YtfxIRIeBvOeG/WuprVTXU44ysnTfQ6Pwbrjtoq6IT8yTlzyB8vp788/hRrfiE6eZksyokH3iRnBrzzfIHEqMQeoI6g1BJJK+7LE5OWyepq3S5nzMhVlFOKL0s7TSNJIxZ2OST3NaWm6jsdct86muc84gURM8lzEsed5YAVo43RlGbTufQ3g6/W8t0aJxnHIz0ru7ZCxDOPqfWvC/BcV3C3nWsrK4OGQ9DXtHh7VFuYRHKNsg4INedNJOx6MW7GzeSq8YVRgAVymrrjLDsa6GciPhKw9TG+Nz6CouaLY8c+LNuJL6OUcYCA/ju/wADWD4DRYdYZs+g5Nd18RLUXOkzEL+8jIZW9MH/AAzXn/h5zbXSE9jyRWqbcGS0udM96j+bTR7itNNCtnC+SPKx1Kcg/hmsbwzMNT8mOJd8akeZxkAeld3HZpEMwA7R/Dnp9M189mVacJxVOVmjthbqc/8A2HgNtnUn3XGKy9U8Lm80S9t4Sst7gPGT0DDoPxyRXcgl0IB4YcOvr6EdjUdvGYwxdi59MAD9KwpYqtJpOQXUHzI+eL7QNS0sk6jazRH++VyD9D0qmqgdOte+ajqKGBgcEEdDXK2PhuG71CW4aOORNrEpswNxHA/Wvp4Q5nY2ebckbzj9xd+GBaHwwz5ABmfAxyTgV1ssUMiZMr7icjD9D9P/AK1U9Ms4rTT4IoUSFFUDy88g/nyfepyfm+6T+FdyhbS585Wre1m6iVrlUEZ604A+oxTBSjPtWpzkgQ98U4Lz2qPP0pwc9hQBKEP92ob+IGzkDJxj+tP3yH2/CoLtmEDFiT0/nSexUd0WFmJtggzk8VatVOB2qrCpPlpgfKuTj3q+CEjJrjZ6S11KV/Lz16Vy9/J599BF1G8Eitq/lHzHmues2Eup7+wziqjsRLc2LuYRwOz4Ax0zXL6XKZ/Els4z/rQKua5dbsxqeBVbw1A7axbOFO3fjJ6ZweKqO6M5bM9GqvLOTlICWbu3YVxXxK8UPp2NLsZdtwwDTOp5RT0X6n+X1qXR9cvdX0aGa1EUceza8jHqRwT+lFWq4rQVCgpe9I6WW7t9PQtI4Lnkknk1h6lqsl4AoysOfzrjbqRpNS+0X14zxocxpjaPqR3/ABq619EULLdxMg5KHhgPauVux3I6S3m2DnpWZ4k8c2fh60Z5pN0mPkjXksa4/XfG9rp8Lokyu2ONp614/qupzapfSXVyxLMeAf4R6VpTpOe+xlWrqCstz3TwT8QbfVLh7jUrh4J9xxEW+RF7f5Nd3P450XywiX8Msp6JG29j9AOa+SUlaMkozKSMHBxViDUbuCNo4LmWNGOSEbGTWv1WO6ZzfW5W2Ow+L2pxan4r86JChEKhgcZ7kZ9OCK5CzuGt5AysVPQ49KqlizFmJLHkknJNOXrW8YKMeU53NuXN1NOCYAOQBhs8U+WMCIOOhGaoRsRx61MJm+VS3yjjFWiGROWzjAx9K0dCgim1BDKSgUZG3g59apBPNnYBmCgdRTUlmtpQ2/gHgntUy1VkVBpO7PaPBllIkYLvuyc5xya9EsrNRh1yH9a82+Husx3dpHkfMvDD0NerWEqNECK8uS95pnqR2TRMUJxvPFZupELDJ0GAa0LiUAHtXPavcDYVzyTUstGdqmktrGi3kNuwW4YfLnGD3x+NeaWOh31tfCGeL94DjaU5r3HSrNotPhkA+c/Mw+vSrQAOCy/iv3l+lfOzzKcKk4bq51KkmkxvgrTRpmjrDJ/rnO+RW6q3p+WK6NTjgdOxNZ1uzqe0yAY3KMMPYirJnUj5Dk+lccp8z5mVYlUbHcjG1+SPes/X75dL0W+vG48uM7f948D9SKvh/k3McH0qreRxXqGKWNZY85KsMjI6V3YKj7WcY/1Y568nGLa3PC7W71bVGNvbPPMp64GcfiK9O8HabdabZOLl2aWVt7bj04x/St+GyigyIYUjBOSEAGT68VYUKo+6Pxr7FWWx4NOjKOs5NkCRhFwMYz3NSrkDgAfSnq+OO1PWQdhVI2sZMeHRWwBkZp5C9/5VU05ZXso3ZSCw3D6Hp+lWQGB5B/KtTJrUeDH70blHfA+lOEEmMlGxQkOW+bilcLDgAByaRoDcMikjywcnHU1Oka49fWkvJTHAqJxJIcKR2Hc1nOWhtSheQlsFDyNwAScD2qO8uNsZFQzO0W1I+w5qjeOxiyc7j0rkvdnpctlqZmqXWEYA4J4AqhYtskYjqRVW/nL3G0nO2prHLs23A461ulocsnqSwWRvrwqSQg5dqd4m1MaCtobKOMvE+QrDg8c5roNPtltLPHG88sfevOfGtz9o1No8k7B0pX1C3Q871bXXuJ7q6unLTO53sfU1s6X8TrWw8Lf2TBp7uTG8Zl3AZJzz+tcX4tjaC5kUDCON/wBT3rn7c/JitFBSWpnOq4O0TsdR8aPeTeYbNQfeQmsS+124umzHEkfbI5NZTNk4p20OO4qlSj2M3Wm+opBZi0jFmPc0oweAKb5e31NSKpqzIbtH0owcUpwo+Y4pM+gpiFUetSIMnio1HrViAZb6UDNTSNFu9XkkisUDyxpv2lgMjIGOfrVOaF4pGjlRkkQ4ZWGCD71f0/ejb0HtUl9G1w7SyH953c9/rSsBirK0TsOoI5qeUpIpUnnIz+dRzLhufoaiJ2nIpoR0fhLU5NA1RJgpkt2wHT1Ht7ivorRL62vbCK4tZA0bqCK+Y7OTK4b6Z9K9C8E6/JpB8mbLWrnJA6ofUVy16XM+ZbnXh6vL7r2PXL+52ocGsixhk1DUFGxnjU7n2jPFUbnWbadQY7hH3dFTlj7YrrPDenyRWYeQGN5fmKk8j0Fc6pOSaeh0TqqOxbuLyZB8lrMSOygU23ubyZwV090PTMjKP61qQQAE7jVxDFHyBXC8kw8neVw+uzWyKMVpePgsIUJ7gmp/7NmfGZ1X1wuTVo3IHC9BTTdHsB+daRybDR6X+ZLxlRkK6fHGf3k0rn0JwP0p2Y1+WMfgKZK7SE5dcegqxAY1UYcLXdSw0KStBWMJ1ZS3ZAYpG5AODTlti3VsGraTFjgc8dR060x3cgnYxHvit7WM73Kxh2jJY1BKdnGcmp5RPICEVen96nQ6aWLGV2OecUXsB5nqXxAsdItYQd88uNpjUhcY46n/AA4/OpPCnxD0bWbryZZGs5iPlS4YbSfQH1+teb3+mi7toprm4eW5lZSDtPyQnIyFIJ55PXriuT1gQ6bqskCWru0bbWikyPm9OOa15V1M7n1LPqECqzvPGEUckt0FY8XiizmW5kieMQ252s7yBefp1r5ta9eaJg0XkksMKiDBOe/eun8CWJ1zxHEHt2aBXDuxYjgcqNuf50WSVxpNux9F2EzXlvHKchWAYAnPBqOXMmo7efkAA9Pr+tWrKIpEBzxVS2PmXk7D7oOK5pyudlKHKx1wgyx71j6xKkenMzkjPUjv7Vr6g4iiJPQDPFcH4jvPMSOIEnknFRDc2qu8UjMVy7Ek5J5ro/DkYkbBHQgtz+lczEcDJOBXWaBG0OntK3WXkewFaX0MbFzXdRWzsbiVyFSNCeOteMWWoHUbqad+rsTjPStT4reJWSOOwhLgN8zj+VcZ4QuGluAmDktjFCWlwi05WNP4jaGYfDNrqW07mlKn/dPT9R+teaJ0PsK+lfibpIfwDcQKOYIVYY/2cE182KmFwfxrWm7o566tII8A9Kl2A00CnBj0AzWpgO8v/aNIYwOrH86cEJ+8fwFPEYHYUDItnpx9BQFA6DJ9TUrD1/Kj8PwpiGBe/X+tTwccGmKjMcAEnritfwvod3rurQ2doheRzyeyjuT7CkxnsPwg0yzu/C8pubGGeQzkkyRBuMDGCfpW5qfgLRr1v+PZ7b1ETYz+Brq/DumweH9FtrC2VSsa4Lngs3c1cAV8nywT6k1jfUu2h5Dq/wAJIZVP9nX5Q9lmTP6j/CuYufhNr0TbUEM+T96KQcfg2K+jooo2IDqo+gq0kNuOxJ9armYuU+dNP+Eevsw8zyIkzzukGf0zXY6d8LTHGn2u+5HXy0/xr1wbFIwhxUNwcYIBxUtlJWOW0TwnpmjsJEV5pgMB5MZH0xXRJjGFzTV2k9MmrEbqq/jQMaFkI+6aUxyYHHXpUyyZzncRx0qxu5z2x6UrgUDE/cjigxgLnknpV0AH73BJpkqqoO4gDvTuFir5YzznH1pkAcMilwBtILDgDHepDKrMAOAeBzUIbkgHPQ4Hb1oEX0khhBCHJLZzRLc/L8oOTxj1qsX4PTHsMUp5+bOP6UctwuSpcKpAI3evOMU6S+YlgmFI9+tVDknJppPNNQQuZnzX4c1e8jvoJHkN1K8hjztEjqABgqPbB/CtrxOLSZbsW8JmubmZpp3MhKoBgZU4xyTgYP54rJ8NL9j8T6es0QUszjBG0FiCB9Bn+ddh/Z8ln9oe5WATSgKSqjLdMn6dBxjtitLq12RZ3sji7HQ7LUIr5vOnSCG1aWExoFzICMKc/wBPWvUvhPoQ0zQ7d5lBlnHnZ9Qen8q5+0ieXSb5WYWsKyMVkdv4N3ykj3K4zXQeEbu4t9MsY5vMTcHmiiBzlTk8ZOe9TLVaGkJcsrs9HLhI2OeAM1maXkRkvwzMetUZdRkk09wy7Hk+QDOfatKwUC2BYknGSTyc1yPex6FO1uYr6zPiGQBgOOhNeZ6hP5967LnaDgV2Hiu9+zWkm4/M3C156kpyevXimRLcvIdzYHSuua7Wx0OEEZfZkVyNuQFyaj1jWGuEWKDLYG3cOgoSZDaRxviiNb/UpZZRk5wKk8DWAPiuxAyR5gLDtgc/0pXgaSTHzMc4wBya9I8C+EIoYYtTm3LctyitxtX6e9atpRsTTjefM2db4ktBd6RPEwyroVP4ivkaddsrqwwysQfavsqS0kuYXVvlDfKK821n4JafdC5ng1KZLqaRpF+QFBk5246/jmlTly7ixCTeh8+xRPK6pErO7EAKBkk+grd0bwprusS+Xp2l3U2CVLbNqKR1BY4APNfQfgb4TaV4c1y31T7RNeTxqPKSQYVH24ZuOvU4Hb3r0mQeVKTtGStaOr2OdQ7nyuPhP4vCBjp0eD0AnT/Go2+F/i5RzpDHthZkP9a+pGcpKVAXJPyYFSNGC27cHIGAuMD9ah1WivZnyl/wrTxcTgaLMOccug/rWjZfB/xVO6ia1t7cHr5kw/8AZc19QPII+SqgDqdwpHKktuywI6ZoVWQezR4do3wS+dpNT1HMOeY7ZcZHpuP+Fel+H/Cen6Fb+TpdmsKkfM+Ms31J5NdDlRk4Cj0FI8yBevFPmk9xcqRTaDpkk4/IVIkQ4BJ/E0/cpyQxo39QQaeoEyKijjr0HFObapOT+VVd57D/AOvSks3QkcUWYXLGQ3yjOe9H2dWbJfd2Az0quXfOc80xpGzndk0crBNFlY0XHGT0NTqiBs4UVmNIxx0GO4pAzZ5bn3pcj7j5kbP2iJAQpyR6CmySxMPv4Y+1ZAkftg05pcDAA3HvmnyC5i/JIFPB/GqlzcAxlAck9qrFs/e60pKntyOKrlFcjRWC/exyKegwOevfml3Drj8KAB1x9eaqxJKHNNJJOBmm5GMbentRwc4ABoAVnOeKbkmnqoOcEk+p4ppX5yAQDjuaYjwDxQ1stumrW/mNdQ35Vt3TYrtj9MfpWzrN5I8kckUi7mDEMF5Awp/Dufwqh4mjtzeTWK+c1vGoMm0ZVQPmB+pP8+3NYFtLLIriWH/RpFKjd93jjIP+FK2gJm5JfRtpF5ZrK7yG3+z7EXLHPJOMgkjPr29qk8I3U0sFrZsZFgc4iJcgxt1BB+mR/nnkp3nhk8tZF8psAEdRjpkHPH0q9ZX0dlKrFpjIg3F2JAyMHgflxSlKz8i4q+h6to/2gOsV1dNdbDtR3+8PYnv/APXrsZZRBaD1IzzXN+HhNfLBPcACV1DuMYxkdKl8X6rFp+nzzyOFVVwuTgE9AOa5ZXlI9OKUKaTOC+IuuyrOiq8YjVvfP+elchZanPO+ROeuOEwKq69qJeZfMu47nzAGfYdwz/THNT6IxvJwIbQ4z2HeuyNOKR5s6smzahkmnKB2Zu2AetdDb6dJDZPtRzKxAwF4Ue/51ueFfCe6MXN8HQ5+VANpPvXZQwQQxCJUwgPQ9/fNZSa2Q1d6sx/CWiw2dms88Wblz1I5UdsV0yRjbuXIJqFADwvA9qnjzvUFsMRjk1AyaFJcZ4xVgI5+5g554pI0VV3HO5uMGrCKAcmQAAUNjsTW6Mm0sNpNLeEBVfAz0qFtxAPLHHc035jyCGH60twI2PzEhGwM0pDEEhWHrjtSmRgPmUnHfikWRmI4496tEjMNu24/E08RsD85bkYGKUP83ykCngnAz68kUNsLIhNu23uT7ngULEv8eamJB5HQetEkZQKMgseSc5oUu4WI9i9VxmmtgkAqKUl8HA7dM1E0bv8AffA9BTTuIGZRkmonkHY1MLNN3B/E0jWuThOP6VSsIhyD1PakbA6kUskYU4zk/SoiOPemICeetIHPQdBSFcN70fQCgBdx6Gg55JIpAeTTtw+tMQ0g0mCR7+9KW7kc+gpCAR3xQAhHOO9L0waXZ0OR070nI6UAOz3yaQMTjnmkOQOQRS7uh3c0xDwRnlvzpC45IOaiZm7fypuTng8j1oA//9k=" /></p> </div></div></div><div class="field field-name-field-tags field-type-taxonomy-term-reference field-label-inline clearfix"><div class="field-label">Tags:&nbsp;</div><div class="field-items"><div class="field-item even" rel="dc:subject"><a href="/tags/science" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">science</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/faculty" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">faculty</a></div><div class="field-item even" rel="dc:subject"><a href="/tags/qa" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">q&amp;a</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/field-trip" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">field trip</a></div><div class="field-item even" rel="dc:subject"><a href="/tags/lab" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">lab</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/galapagos" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">Galapagos</a></div><div class="field-item even" rel="dc:subject"><a href="/tags/spectroscopy" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">spectroscopy</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/dissection" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">dissection</a></div><div class="field-item even" rel="dc:subject"><a href="/tags/ecology" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">ecology</a></div><div class="field-item odd" rel="dc:subject"><a href="/tags/vanilla-macias-rodriguez" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">Vanilla Macias-Rodriguez</a></div><div class="field-item even" rel="dc:subject"><a href="/tags/james-vescovi" typeof="skos:Concept" property="rdfs:label skos:prefLabel" datatype="">James Vescovi</a></div></div></div> Fri, 27 Sep 2013 16:49:17 +0000 jamesv 1001 at https://www.beekmanschool.org