Every Christmas-break our family creates a stop-motion video new year’s greeting card. We have been doing this for 4 years or so and it is an incredibly fun way to spend time together. It has become a “signature” thing we do as a family. Anyway this year was no exception – though it took us much longer than before to come up with a good idea – and then to execute it was another challenge. Anyway, here it is (on Vimeo).
A very wonderful holidays and a very happy new year to all of you,
from Shreya, Soham, Smita & Punya
Just a few comments on the making of these videos. First, all our new-year videos are stop-motion videos. That’s how we made the first one and it has stuck. Second, all these videos are somewhat typographical in nature – playing with words and their representation. Third, these videos rarely feature us either individually or as a family. A hand or a still-frame may show up once in a while but for the most part our videos are made with inanimate objects.
This year I tried to change all three of these, suggesting that we make a live action video, with us as actors – and have some kind of a puzzle that was not related to words. After spending days thinking about this, working with various ideas, this whole line of thought was vetoed down by both Soham and Shreya. It was interesting to me that over time we had not only become a family that makes videos but a family that makes stop motion videos! How cool an identity is that! Of course, this meant that we then had to start over from scratch to come up with something that fit what we had done in the past.
Speaking of videos made in the past, you can see them by following the links below:
Many years ago I got bitten by the Ambigram bug and before I knew it I had created hundreds! This was of course long before Dan Brown and Angels and Demons made ambigrams wildly popular. It has been fun to see what was once a fringe activity take on a wider popularity. There was a time that I could actually count the number of ambigram artists on the fingers of my hand, and, in fact, most of us knew each other, either formally or informally. Things are very different today as a Google search will easily reveal, but this also means that keeping track of all that is going on in the ambigram field is extremely difficult.
Over the past few months I have been talking with Mark Hunter a gentleman who is trying to make high quality ambigrams accessible to more people, and to raise awareness of ambigrams worldwide. He is doing this through two different web sites.
He is also the owner of Ambigram.com, which seeks to be an almost one stop site for all you need to know about ambigrams. He told me about how he spent a considerable sum to purchase the Ambigram.com domain name and has worked hard to grow its membership. He has been quite successful in this and in fact they they recently announced their new Ambigrammy Awards! (How cool is that.) He also maintains a list of artists practicing this craft (your’s truly being one of them).
I am currently working on a poetry research project for school, and one of the requirements is researching five different poets. While looking for people who wrote palindromic poetry, I found your website and decided to use you in my project. The only problem is that I can’t find much information about you for my research. If you could, please respond to this e-mail with a little information about your history (i.e.-date and place of birth, family relations, etc.) as well as your inspiration for writing your palindromic poems. Thank you for your support!!!!!
Sincerely, Jake
P.S.- I am an eighth grader from Colorado and an aspiring poet.
Now I don’t consider myself a poet in any serious sense of the word (my dabbling in mathematical poetry or palindromic poetry notwithstanding). But it is great feeling when something you create and put out there in the world connects with someone else, someone who you would never otherwise have met or gotten to know. Here is what I wrote back to Jake:
Dear Jake –
Thank you so much for writing to me. I am honored to make it to your list of poets and glad that you are interested in palindromic poetry.
As for my history: I am professor at Michigan State University in East Lansing MI. I am originally from India where I studied engineering and design before coming to the US and getting my PhD. My wife is a graphic designer and I have two kids: my son who is a freshman in high school and my daughter who is in 6th grade.
Ever since I was a kid I have always been interested in puzzles and mathematics and poetry and visual design. That I think led to a habit of playing with words and images… so I do a lot of doodling and sketching (specially when I in meetings). I am fond of asking questions and looking at things around me in new ways. For instance, I love photography, on my Flickr site you will find photos of silly things like finding alphabets in cracks, and faces in everyday things. See this link and this one…
Then there are the videos I make with my kids. For instance see the new year’s card we made recently.
This also led to my creating ambigrams, which are words that are written in a special ways so that they can be read multiple ways. You can find a bunch of such designs on my website.
So I guess, palindromic poetry emerged out this desire or propensity to see the world in weird ways. And the challenge of writing poems that read the same backward and forward was inherently interesting. I particularly enjoyed writing ones that flipped in their meaning when you cross the half-way point. For instance in the poem “Me as I sit” the poem switches from me watching you to you watching me!
Finally, as must have noticed, from the dates, most of these were written a bunch of years ago when I was a graduate student at the University of Illinois. I haven’t written too many recently but the fact that they are on my website leads people to them – and I form all kinds of cool connections – such as the email I just received from you. A year or so ago I heard from someone who uses my poetry to teach poetry to inmates in prison (how cool is that!). You can read about that here.
That’s all for now.. I would love to read any palindromic poetry you may have written, if you are comfortable sharing them with me. Thank you again for your interest in my work. I look forward to hearing from you and let me know if there is anything else you need to know.
take care ~ punya
Note: I got Jake’s (and his parent’s) permission to post our correspondence on this blog under the condition that I not include his email address or other contact information.
Many moons ago I had written about the idea of the web as small pieces loosely connected (read Gandhi, ambigrams, creativity & the power of small pieces loosely joined) that allow people to pursue their passions and share it with the world at large. This is what gives the web its power, and this is also why I am not as comfortable with the barricaded worlds created by Facebook, which would not have allowed someone like Jake to easily find me, (but that is a rant for another day).
Around 2 weeks ago I posted a note about a “pentagon” I saw in some boiling lentils in my kitchen. There have been some interesting responses to this… but before I get to that, here is the original image, if you missed the original posting:
Interestingly enough, a few readers questioned the very presence of the pentagon! They saw paws and hands and soccer balls … rather than a simple geometric shape. My first response was, “you must be kidding me, how can you NOT see a pentagon?” But as I thought about it a bit more, I began to “see” their point of view. I think, now, that I was too quick to latch onto the “pentagon” rather than consider other shapes. Whether this is a cultural matter (as some people suggested) or an individual quirk (as some others did), I am not sure.
That said, the fact that some kind of a 5-sided, pointed figure was visible was not in doubt. Whether a pentagon was the best way to label it maybe a fair question to ask. The “fiveness” of it, however, is not really under question here.
So… what caused this “five-based” shape? To cut a long story short, those of you who predicted this pattern had something to do with the heat source below were right, pretty much. I must add though that the lentils had NOT been stirred, and that this pattern emerged because they had not been stirred. Anyway, here is a photo of the heat source. I tried to take this picture from approximately the same location as the first one…
The first thing you notice are the five prongs that hold the pot up. And these five prongs align quite perfectly with the lines of bubbles that come inwards from the other edge of the vessel. The five prongs that hold the pot up prevent direct heat from hitting the base of the vessel and I suppose lead to less “boiling” activity in these areas, making them ideas spots for the bubbles to collect.
As to why we get the lines between these prongs (what I called the pentagon) is still not clear to me. My suspicion is that the convection currents that move through the water move the bubbles as they form to points where there is less “bubbling.” That explains the lines coming from the side towards the center – but does not fully, at least to my mind, explain the lines that join these prongs together – the pentagon that I first noticed.
Some more experimentation may be in order… I will keep you posted as and when opportunity arises for me to study this further
There are interesting patterns all around us. Here is one I found the other day. We were boiling lentils in a shallow bowl… and then, out of nowhere emerged an almost perfect pentagon!
The almost perfect pentagon that showed up on the surface
of the boiling lentils!
How cool is that. And does it mean something that five is a magical number (see this, this and this). As this page on numerology says
Five is the symbol of human microcosm. The number of the human being. Human forms—the pentagon when arms and legs are out stretched. The pentagon is endless —sharing the symbolism of perfection and power of the circle. Five is a circular number as it produces itself in its last digit when raised to its own power. The pentacle, like the circle symbolizes whole, the quincunx being the number of its center and the meeting point of heaven, earth, and the four cardinal points plus the center point.
Five is also representative of the Godhead – Central Creator of the four fours plus itself equalling five. Five is the marriage of the hieros gamos as combination of feminine and the masculine. Feminine being even, as 2, in frequency and masculine being odd as 3 in frequency = 5.
The number five symbolizes meditation; religion; versatility. It represents the five senses (taste, touch, smell, sight, hearing) everywhere except in the East. In the East there are six—the extra being Mind. We find meanings to five in the five petaled flower, five pointed leaves–especially the ROSE. The Rose has much symbolism, but also the lily, vine, all of which represent the microcosm.
The five pointed star depicts individuality and spiritual aspiration, and education when it points upward. The five pointed star pointing downward represents witchcraft, and it is used in black magic. Noted: There is a very broad difference between witchcraft and black magic.
The number five formed the first counting process from which all else came.
Hmm… so what does this magical appearance of the pentagon mean?
If we believe that every pattern has some underlying explanation, can there be a more mundane explanation? I have a possible hypothesis of what lies behind this phenomena… but what do you think? Where did this pattern come from?
The triplet ambigrams keep flying in. This new one came in an email from Chunlei Zhang, a faculty member at East China Normal University, having received his Ph.D. in Curriculum & Teaching from Beijing Normal University. He was inspired after reading my previous blog post (here and here) to make his own design. And being a serious educator he focused on three words that all instructional designers need to keep in mind – Content, Students and Objectives. Which naturally meant that his triplet ambigram was devoted to C, S & O! Check it out below…
A few weeks ago I had shared a few triplet-ambigrams I had designed. For the uninitiated a triplet ambigram is a 3-d shape that cast different, and interesting, shadows depending on where you shine light on it. For instance here’s a triplet ambigram that casts three different shadows that read A, B & C!
Yesterday I received an email from Alex Ruthman, a self-proclaimed regular reader of this blog who had been inspired to create his own triplet ambigrams. Alex is a music educator and researcher at UMass Lowell with an interest in creativity, music technology, web 2.0 and learner agency (see his home page here). Now, Alex has taken the design of such triplets to their next logical level. He does not just prototype them on paper, he designs them in Google Sketchup and then 3D prints them in plastic! Here is a photo he sent to me…
As you can see this shape casts the shadows of L, P & C (depending on where light shines on it). What is more, Alex does not just do this for fun. He has actually found an use for it in his teaching. As he said in his email:
I use these with my music education methods and research courses illustrating multiple perspectives and three modes of engaging with music: listening, performing and creating.
A véjà du experience is about looking at a familiar situation but with fresh eyes, as if you’ve never seen it before. It forms the basis of an assignment I give in my CEP818, Creativity in Teaching & Learning course. The assignment is described in greater detail here, but the core idea is to take multiple photographs of some everyday object in such a way that the viewer cannot easily determine what the object is! More here.
Today, I spent some time with my kids re-doing the assignment. My son suggested taking pictures of his X-Box 360 but we finally went with an object selected by my daughter. Here are the pictures. What do you think it is?
I am currently teaching a course on Creativity in Teaching & Learning and as a part of that I was searching for an interesting image to highlight a note I was posting to the class. I wanted an image that represented, in some cool manner, the multi-dimensionality of perception, how the “position” we take, defines what we see. Not satisfied with what I was coming up with (via Google or Flickr) I started doodling and pretty soon I had a new triplet ambigram.
Triplet ambigrams are 3-d shapes that cast different shadows depending on where you shine light on it. Now every shape (or most shapes) cast different shadows when light falls on them from different direction – the issue is to make these shadows interesting. In the case of triplet ambigrams, the challenge is constructing the simplest object that can make interesting and different shadows.
Here is what I came up with. This three-d shape casts three different shadows – each of which is a letter-form, in this case the letters A, B & C. How cool is that.
I have created a few more of these things before. Here is one for CFT (Cognitive Flexibility Theory). I had posted this triplet earlier in the context of the periodic table of elements here.
And another for Cognitive Technology Society. This logo was selected for use by the organization and then they changed their mind, or the organization vanished (one or the other).
France is being attacked by alien beings! This summer in France I noticed characters from 80′s video games in the strangest of places. For instance, see this one, that I found while walking somewhere near the Latin Quarter in Paris.
And though I took a picture of just one, I noticed these pixilated, bit-mapped graphics (from some Space Invaders type of game) all over the place. I was intrigued but not enough to research it in any way.
Just a couple of days ago I was reminded of this when I saw some stickers of similar characters on Kristen Kereluik’s laptop and told her about the sightings in France. Well, she did the requisite Google search and sent me a few links. As it turns out these are the artistic creations of an artist named (no surprise here), Invader. As Invader’s wikipedia says:
Invader (born 1969) is a French street artist who pastes up characters from and inspired by the Space Invaders game, made up of small coloured square tiles that form a mosaic. He does this in cities across the world, then documents this as an “Invasion”, with maps of where to find each invader.
My friend and colleague Leigh Wolf forwarded me this article on Edward Tufte: The Many Faces (And Sculptures) Of Edward Tufte. I have been a fan of information design guru Edward Tufte’s work for years (decades?). I love his emphasis on clarity and simplicity in presenting information. I love the fact that he designs and publishes his own books (so that he can have full control over each and every aspect of the presentation). What I didn’t know of was his playful artistic side. It turns out that ET (as he is known) is also an artist, crafting giant metal sculptures in his “back yard” (if you can call the hundreds of acres that stretch behind his house a “back yard!”).
Over the past few years I have been thinking quite hard about the idea that creative people are not creative in just one area but rather tend to play within and across multiple disciplines or areas. Robert and Michele Root-Bernstein have in their book Sparks of Genius often talked about how the most creative scientists are polymaths, often having artistic and other interests that go beyond their immediate professional interests. In fact they argue, and I would tend to agree with them, that creativity cannot be forced into one box or domain. Creative individuals are curious about everything and often engage in creative activities in multiple areas, though they may specialize in just one area (usually the domain they are most known for).
This is true for the most creative people I know. For instance, consider Douglas Hofstadter (best known for his book Godel, Escher & Back and is work in Artificial Intelligence) dabbles in everything from mathematics to music, wordplay to art. Similarly Scott Kim (best know as a puzzle game designer) creates ambigrams and composes music, plays the drums and teaches mathematics using dance!
In my own way I have tried to do the same. Everything I do, from creating ambigrams to teaching, from photography to developing keynote presentations, from being a parent to advising students on their research, seems to me to be connected and inter-woven. I think my success as a researcher and scholar (to whatever extent I have been successful) derives from this “dabbling” across disciplines.
What is sad, however, is how much such “dabbling” is frowned upon. Through high-school and college, through graduate school and even as a faculty member, I have been advised, always by by well-meaning people, to focus, to find my niche, to become an expert on one thing. I have resisted it, mainly because knowing just one thing, seems, at least to me, such an impoverished way of being.
And I understand why I have received the advice I have. We live in a specialized world. A world where expertise is valued. And an expert, after all, is someone who knows more and more about less and less. There is no space for dabbling in this world of.
But I wonder about that. I have a friend who is a successful professor of civil engineering. Turns out, that as he was growing up, what he really wanted to be, was a chef! I haven’t had a chance to talk to him about this but I wonder how his vision of being a chef influences what he does as a researcher and a teacher? Does it contribute (in some subconscious manner) to his work? Or has he suppressed it completely?
Either way I see it as a tragedy, in the first case because we haven’t developed a way of speaking of these influences, and in the second case because a possible, fruitful career was nipped in the bud.
The sad thing is that I am seeing school do the same thing to my kids, in fact to most kids I know. NCLB has not helped either. Don’t get me wrong. This is not an argument for some form of dilletantism (dabbling for the sake of dabbling). Not at all. What I am recommending (thanks to the Roob-Bernstein’s for this term) is polymathy. One of my students, Danah Henriksen, is currently working on a dissertation on looking for polymathy in teachers. As she says:
“Polymathy” may be thought of as an informed enthusiasm for more than one field of knowledge or expertise, or excellence in several realms that might seem distant from each other. It has been suggested that what makes polymaths so successful and fluidly creative is an ability to cross-pollinate ideas and information. People who open their minds to, and who learn from, multiple knowledge areas can apply new information and unique ways of thinking from one discipline into another.
This for me is the biggest reason for supporting such playing around in multiple areas. These experiences at the fringes (so to speak) of our professional lives, provide us with newer ways of being in the world. They allow us to see the world in new ways. They allow us to question things the field may have taken for granted. Just as Tufte says at the end of the piece, my goal, is to “make people see a little differently.” Turns out one of the best and easiest ways of doing so is by seeing through different disciplinary eyes.
We need to provide better opportunities for our students to do the same.
Martin Gardner died five days ago. Gardner was an influential writer about mathematics and was one of the greatest influences on me (and my friends) as I was growing up. His recreational mathematics column was the main reason I subscribed to the Scientific American back in high school. A few years ago a couple of my high-school friends wrote a mathematical novel (see my posting about Suri & Bal’s A Mathematical Ambiguity) and the high point for them was the fact that Martin Gardner agreed to write a blurb for the back cover. (My point of pride was that I was thanked in the acknowledgments page, putting me cheek-by-jowl with Martin Gardner!).
More personally, it was through Gardner’s writings that I was introduced to authors like Douglas Hofstadter, Raymond Smullyan, Scott Kim and James Randi — people who in turn ended up becoming immense influences on my thinking and way of looking at the world.
Martin Gardner, through his writing, his sense of humor and playfulness, his emphasis on rationality as a tool for understanding the world, his love of mathematics and learning, will always be with me. I know that in some powerful, deep and fundamental way, he made me who I am today.
I just came across this page of excellent logo designs. Some of the designs may need a moment or two to truly register. Check out 20 Unique and Creative Logo Designs.
The math-po (and sci-po) stream keeps flowing. Math Mama Writes, who started the whole math-poetry movement has some more on her blog, and here is Erin Nash with some really beautiful biological poetry. And of course, here’s her husband Sean Nash having his students writing poetry too. Of course let’s not forget my daughter Shreya (who sort of started this whole thing) and her sci-po’s at her blog Uniquely Mine.
Below are some thoughts about math-poetry – but you can ignore all that and scroll right down to the poem: The infinity of primes!
Through all this I have been plugging away at my math poetry. I know the original challenge was to write something to motivate students to learn math (and I did write one along those lines). But more interesting to me has been this theme I have picked up, which is of writing proofs as poetry. I know many people have described mathematics in poetic terms but I am trying something slightly different here. I am trying to explain theorems (as in these couple of instances, see here, here, here and here) and speficially in the poem included below, I am actually trying to construct a mathematical proof in rhyming verse.
The Rethink Scholarship is an scholarship for aspiring art directors and designers to Langara College’s Communication and Ideation Design program. This video is to publicize the program.
I stumbled across this little machine that shuts itself off once it has been switched on! How cool is that. I don’t have an clue whom to credit it to and would appreciate a heads up on that. I was reminded of the myth of Sisyphus which led to a great piece of hand-drawn animation on YouTube. So here they are… somewhat apt images for a dull, dreary day in mid-Michigan.
The other day, for one reason or another, I did a Google search for the word “recursion.” According to Wikipedia, recursion
… in mathematics and computer science, is a method of defining functions in which the function being defined is applied within its own definition; specifically it is defining an infinite statement using finite components.
This is a screen shot of what Google gave me as a result of my search: (Click on the image for a larger version).
Look carefully at what Google suggests. It says.
Did you mean: recursion
The exact same word that I had searched for… For a moment or two I thought I had found a glitch in Google’s suggestion mechanism… but it suddenly hit me, that this was exactly what recursion meant! If I clicked on that link I would be taking the first step into an endless cycle, an infinite loop, which would end only when I “got it.”
This has been an inside joke amongst programmers for a while. Wikipeda provides one example from a hypothetical dictionary that goes as follows:
Recursion
If you still don’t get it, see: “Recursion”.
So in some sense Google provides a “working definition” of the word – that explains it better than just reading a definition in a dictionary. How cool is that. I think it is little games like this one that make Google so much fun to use.
(I must add that this is not a new discovery. The Wikipedia page about recursion does mention this Google trick – but it was new to me!)
Ambigram.com is a website about ambigrams and the people who make them. Lots of cool stuff for enthusiasts and novices alike. They often conduct competitions and other fun challenges for readers. One recent one was related to palindromes. In brief, they challenged people to create palindromic ambigrams. This is something I had tried a few time a long time ago – but their challenge pushed me to go back and come up with some solutions.
Well, I ended up with more than I had anticipated. I now have a technique, using which, anybody can create a palindromic ambigram of any length! How cool is that.
Well, it is the top half of a lake-reflection ambigram. What this means is that if you reflect what you see along a horizontal line at the bottom of the image, the picture you will then get will spell a word. Can you figure out what it says?
While you think about that, let me tell you about this new group-blog set up by graduate students in our Educational Psychology and Educational Technology Program. The blog is called IdeaPlay and is available at ideaplay.org. So sitting here in India I had a few moments to sketch out some ambigrams for their blog. Here are two…
The first is a rotational ambigram that reads the word “Idea” if you go clockwise and the word “Play” if you go anti-clockwise.
And as for the lake reflection ambigram (half of which you saw up there)… well (no great surprise) it reads IdeaPlay as well, like so..
I hope you liked these new ambigrams, and I hope you will check out the the ideaplay.org blog.
In a couple of previous posts I had talked about the idea of postdiction (see the posts here and here). The argument being that good teaching (among a long list of other good things) is postdictable, i.e. it walks the line between predictability and chaos, and most importantly makes sense post hoc. To make my point I had posted a couple of videos that were good examples of being postdictable.
Closely connected to the idea of postdictable is the idea of creating anticipation and suspense. Once again other artists (particularly those working in temporal media such as film, and advertising) seem to have grasped the importance of this earlier than educators. Good film-makers can create suspense out of pretty much the flimsiest of materials. Think of the first scenes from Tarantino’s Reservoir Dogs. The way the scene builds tension out of a disagreement over whether or not to tip is pitch perfect. There is more tension in that scene than in dozens of other “suspense” thrillers.
However making suspense work is difficult. Navigating this line between predictability and tension over the unknown is a fine art. (This is where, of course, the connection with postdictability becomes most clear.)
Check out the two videos below, which highlight just how fine the line is between succeeding at creating suspense and anticipation and failing to do so. Both of these videos are interesting and well made – both have pace and rhythm but one of them builds anticipation while the other just happens. One tells a story, the other doesn’t. Read the rest of this entry »
I had written earlier about the idea of “postdictable” which was defined as something that is “surprising initially, but then understandable with a bit of thought.” It lies at the spot between predictability and total chaos. The movie Sixth Sense is postdictable in the best sense of the world. Good teaching I believe needs to be postdictable. That is what keeps us engaged, keeps us waiting for more, the payoff as it were. And best of all, once all the pieces are in, we can’t wait to go back and review everything again, to see just how beautifully the whole thing holds together. There is a strong aesthetic component to this – a sense of wholeness, closure, elegance, and inevitability. Good poems have this quality, as do mathematical theorems. A well crafted lecture or a lesson plan has this quality as well. In my mind these ideas are closely tied to the Dewey’s idea of experience and to the idea of design. Hopefully I will have a chance to explore these connections in a later post but for now, here are a couple of commercials that I think were postdictable in a really cool kind of way. Read the rest of this entry »
Two robots made entirely using Lego Mindstorms NXT Retail-kit that can solve Sudoku problems and the Rubik’s Cube! How totally cool is that. LEGO Mindstorms is a line of Lego sets combining programmable bricks with electric motors, sensors, Lego bricks, and Lego Technic pieces (such as gears, axles, and beams). See Wikipedia article on Lego Mindstorms
See the videos below, and check out the website for the project: Tilted Twister
Sudoku Solver
Rubik’s Cube Solver
This is truly amazing… What is also great is that the designer also include directions for making these robots. I gotta get myself one of these
I had written earlier about the idea of Jugaad, the quintessential Indian idea of situational creativity. One of the masters at this is Arvind Gupta. Check out his website for tons of wonderful science toys and experiments that can be made from stuff we typically throw away. Very cool and a critical part of the kind of repurposing of artifacts we need for creative teaching.
Throwaway Technology, playful Pedagogy and powerful Content… who says TPACK needs hi-tech!
Note: Before someone gets technical on me, I should admit that these are not “proofs” in the rigorous mathematical sense of the term, but they do provide visual evidence / explanation that helps us understand the underlying patterns.
I also recommend the blog (http://www.billthelizard.com/) on which these “proofs” appeared for a bunch of other interesting stuff about mathematics and programming.
Christopher Bowhuis (a student in our summer on-campus MAET program) provided me a two minute tutorial on cloning myself, or anybody else for that matter. I had to go home and try it out with my kids (and a few of their friends who just happened to show up). Below are a few of the photos, you can click here to see the entire photo set on Flickr.
Three Shreyas
Soham times three!
Three for tea
Three of me
If you want to learn how to do it check out this tutorial. [Note, this tutorial uses GIMP as a photo-editing tool. I used Photoshop.]
I spent some time last week with each of the MAET cohorts at Plymouth England. I have blogged about my time with Year 1 here and Year 2 here (as well as some other posts here and here). This is about what I did with the Year 3 cohort. As usual, I did my TPACK and creativity routine. Some of the poems and photos taken by the students are archived below.
Here’s a haiku by John Arcay
Many Ideas
Involves tweaking the right Knobs Creativity
Here’s a song about the new NEW, Novel Effective Whole
(To be sung to the tune of The Beatles’ “I’m Looking Through You”)
I’m looking through you
with new ideas
The Novel remix
is relaxing
Making effective
Integration
Can be the whole
For all we know!
Bindu’s NEW Recipe
(Using the 5 steps of creativity and the criteria for creativity)
Preparation: A trip to the market
Incubation: Marinate!
Insight: Season to taste
Evaluation: Proof of the pudding is in the eating
Elaboration: Invite your friends and have a party
NEW?Novel, Efective, and Whole
And finally the photos from the letter search assignment. Since there were 19 students in the class (one more than the Year 2) I modified the assignment I had given Year 2, and just added an exclamation mark! So in essence, I did the same song and dance routine about the solution to Shulman’s three pathologies of learning being Relax, Repose, Reteach! (note the additional exclamation mark). And of course at the end, all was revealed. As it turns out, what they had been searching for were the letters to the words Explore Create Share! (once again with the “!” mark). Here are the two images.
Those of you who have been following this blog know, over the past few months I have made a few short videos with my kids. The ones I am most proud of are a set of three made around the words Explore, Create, Share (you can see them all here). There were great fun to make, and have turned out pretty nicely, if I say so myself
These videos have a few things in common. First, they are short (the longest is a minute long) and involve minimal post production, if any. Second, they always focus on a specific word and attempt to express the meaning of the word through video. Third, each video ends with that word represented in some creative, interesting way.
The other day, while talking with Leigh Wolf, I realized that there was no reason why we could not share the joy of making something like this with others. Why not solicit similar videos from other people? One thought led to another and this competition is the result. The rules of the competition are simple – building on the similarities described above.
Each video MUST have a core theme that can be captured in a word (or two). We recommend choosing evocative words related to learning and technology (like design, innovation, invent and so on).
The video MUST be original i.e. don’t just copy and re-edit someone’s idea, or footage. This is NOT a mashup of existing video.
The video should be short (30 seconds to a minute, no more) with minimal editing or post-production.
Each video should end with the thematic word represented in some fashion (see the original videos Explore, Create, Share to see how this works).
The video MUST use one of the music clips available for download below. These clips were composed specifically for this competition by Sonny Mishra, a freelance musician from Seattle. [Music Clip 1 | Music Clip 2]
Once you have created a video, upload it to the web (say YouTube) and send me the link. Please DO NOT send me actual movie files.
A jury consisting of myself, Leigh Wolf, Soham & Shreya (the two people who helped make the first three) and Sonny (the music composer) will judge these movies and nominate the winner. The winner will receive a copy of Robert and Michele Root-Bernstein’s book Sparks Of Genius: The Thirteen Thinking Tools Of The World’s Most Creative People, autographed by the authors, Robert & Michele Root-Bernstein! How cool is that!!
Do let me know if you have any questions about this competition. Enjoy!
I love how these interconnected pipes called the Intertubes lead to serendipitous discoveries. Here are two videos, the first I went looking for, and the second, fell into my lap, so to speak, due to YouTubes related videos section.
The video I went looking for was based on a delightful book I had picked up at a garage sale a few years ago. “The Dot and the Line: A Romance in Lower Mathematics” is a little book (20 pages or so) with an intriguing story-line and its geometrical illustrations. The main character is a straight line who is in love with a dot – but sadly she is more attracted to a wild, unruly squiggle. How the simple line develops his talents and wins the love of the dot is told through whimsical (and mathematically sound) illustrations.
I learned later that the famous animator Chuck Jones had made this into a short film. Here it is (thanks to YouTube).
This is just a wonderful example of how mathematics and art, perception and recognition, creativity and design can come together. This book (and the movie) speak to me at so many different levels. What is most amazing is the ability we humans have to see purpose and meaning in the simplest of lines and curves. So much of art and science depend on this ability to perceive / construct patterns.
Nowhere is this more beautifully (and humorously) illustrated than in this other video I discovered. Written and narrated by Mel Brooks (yes THE Mel Brooks) this animated short film, The Critic, takes a different interpretive stance (crankier and edgier) than the previous narration. That this short animation captures, powerfully how we as humans both seek, and question, the meanings of the patterns we see around us.
I just finished reading parts of Sheri Turkle’s latest book, Simulation and its discontents, and the parallels to what she is writing about and Mel Brook’s Critic are quite strong. The cranky one man in the short recognizes or “sees” meaning is some of the abstract images he sees on the screen and yet he questions their value. The scientists and designers quoted in Turkle’s book echo some of the same concerns.
What is amazing is that the Mel Brooks short was made in 1963, the Chuck Jones movie was made in 1965 and Turkle’s book was published just this year, in 2009!
