5 Ways to Start Learning How to Code Right Now
Learning to code is one of the most powerful and satisfying things you can ever do. If you’re a designer, learning to code can help you understand what you’re creating for, and if you’re looking to build a startup from scratch, being a technical founder can make things exponentially easier for you. No matter why you want to learn, the only thing you really need is curiosity. But if you’re just starting out as a novice and don’t know where to begin, there are plenty of ways to get started. We presented this list of 7 ways to start learning how to code right now for free last month, and now we’re back with 5 more ways to start coding for free! iTunes U Apple just recently made some dramatic changes to iTunes U, and Stanford’s set of videos is quite an impressive offering. ➤ iTunes U Kids Ruby We wrote about Kids Ruby this past December and honestly, you’ve got to start them young, right? Now, if you’re not a kid, this software might still be really helpful for you. ➤ Kids Ruby Net Tuts+

The Pi Manifesto - No, really, pi is right!
7 Ways to Learn to Code Right Now for Free
Learning to code is one of the most powerful and satisfying things you can ever do. If you’re a designer, learning to code can help you understand what you’re creating for, and if you’re looking to build a startup from scratch, being a technical founder can make things exponentially easier for you. No matter why you want learn, the only thing you really need is curiosity. But if you’re just starting out as a novice and don’t know where to begin, here’s a list of 7 ways to start learning how to code right now for free: 1. Processing is an open source programming language and environment for people who want to create images, animations, and interactions. ➤ Processing (Reference, Tutorials, Wiki, Forum, Inspiration) 2. Codecademy bills itself as “the easiest way to learn how to code,” and thanks to this startup, learning to code online has never been so accessible. ➤ Codecademy 3. Bloc, a new educational startup, makes it easy for you to start writing in Ruby. ➤ Bloc 4. ➤ Meetup, Hackathons 5.

Arithmetic zeta function
Definition[edit] The arithmetic zeta function ζX (s) is defined by an Euler product analogous to the Riemann zeta function: where the product is taken over all closed points x of the scheme X. Equivalently, the product is over all points whose residue field is finite. The cardinality of this field is denoted N(x). Examples[edit] For example, if X is the spectrum of a finite field with q elements, then If X is the spectrum of the ring of integers, then ζX (s) is the Riemann zeta function. The zeta function of affine and projective spaces over a scheme X are given by The latter equation can be deduced from the former using that, for any X that is the disjoint union of a closed and open subscheme U and V, respectively, Even more generally, a similar formula holds for infinite disjoint unions. Such an expression ranging over each prime number is sometimes called Euler product and each factor is called Euler factor. Main conjectures[edit] Meromorphic continuation and functional equation[edit]

What is Bullying?
Aggressive behavior may be bullying depending on what happened, how often it happens and who it happens to. Find out what bullying is and what the different types are. You can also learn more about other topics related to bullying. Bullying Definition Bullying is unwanted, aggressive behavior among school aged children that involves a real or perceived power imbalance. The behavior is repeated, or has the potential to be repeated, over time. The Roles Kids Play There are many roles that kids can play. Related Topics There are many other types of aggressive behavior that don’t fit the definition of bullying.

Cassini oval
Some Cassini ovals. (b = 0.6a, 0.8a, a, 1.2a, 1.4a, 1.6a) Cassini ovals are named after the astronomer Giovanni Domenico Cassini who studied them in 1680.[1] Other names include Cassinian ovals, Cassinian curves and ovals of Cassini. Formal definition[edit] Equations[edit] If the foci are (a, 0) and (−a, 0), then the equation of the curve is When expanded this becomes The equivalent polar equation is Form of the curve[edit] The shape of the curve depends, up to similarity, on e = b/a. ), in which case the foci coincide with each other, is a circle. The curve always has x-intercepts at ±c where c2 = a2 + b2. The curve has double points at the circular points at infinity, in other words the curve is bicircular. The tangents at the circular points are given by x ± iy = ±a which have real points of intersection at (±a, 0). So the additional foci are on the x-axis when the curve has two loops and on the y-axis when the curve has a single loop.[7] Examples[edit] References[edit] J. External links[edit]

Papercraft World
FrankenPaper
Fun Halloween paper craft! Download a Monster! Print-out, cut-out, glue, use as a holiday display or for pretend play! FrankenPaper Free Follow-Me Head-in-a-Box Illusion This is a great illusion paper model that kids and grown-ups will love!
Secrecy News
The number of chronically homeless persons in the U.S. dropped from more than 120,000 in 2008 to around 84,000 in 2014, a new report from the Congressional Research Service notes. The federal government has undertaken to end chronic homelessness by 2017. “One of the reasons that federal programs have devoted resources to ending chronic homelessness […] Read More The national census in 2020 will be the first to rely primarily on the Internet for collecting census data, thereby creating new avenues for fraud and disruption. Read More Employees of the U.S. intelligence community are expected to be bold, innovative and imbued with moral courage. Read More The guiding principles for implementing and operating the Intelligence Community (IC) Information Technology Enterprise (ITE) were set forth in a 2013 memorandum from the Director of National Intelligence that was recently released under the Freedom of Information Act. Read More Read More Read More Read More Read More Read More Tomorrow Ronald W.

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