I hereby claim:
- I am robertpostill on github.
- I am robertpostill (https://keybase.io/robertpostill) on keybase.
- I have a public key whose fingerprint is 4CA9 5B2B 82FF D9AE 1DA7 D5A3 9C5B F2D8 B307 F66B
To claim this, I am signing this object:
| Hi Coaches, | |
| First and foremost I wanted to thank you for coaching at RailsGirls Melbourne. These events don't happen without your awesome efforts. | |
| We noticed a few new faces (as well as some familiar ones :) so we were thinking that it might be good to get together beforehand. Nothing too formal, or mandatory, just an opportunity to say hello and go over the content a little. If we meet at Teamsquare (Level 1, 520 Bourke Street) say at 5:30 on the 23rd? It should take about half an hour. | |
| Before that we also just wanted to let you know a few details about the RG Melbourne event on the 27th/28th. | |
| All coaches: | |
| The event is sold out and there is a waitlist, so don't be surprised to see a *lot* of people. Also the participants are generally super keen and >90% will be there at on the dot. You'll get a t-shirt and be introduced by us so people will know who you are. |
| #+BEGIN_HTML | |
| {% gist 7ac457e42efbcff47da2 %} | |
| #+END_HTML |
| #+BEGIN_HTML | |
| {% highlight ruby %} | |
| def show | |
| @widget = Widget(params[:id]) | |
| respond_to do |format| | |
| format.html # show.html.erb | |
| format.json { render json: @widget } | |
| end | |
| end |
| #+BEGIN_HTML | |
| --- | |
| layout: post | |
| --- | |
| #+END_HTML |
I hereby claim:
To claim this, I am signing this object:
| (define exercise1-2 | |
| (/ | |
| ( + 5 4 | |
| (- 2 | |
| (-3 | |
| (+ 6 0.8)))) | |
| (* 3 | |
| (- 6 2) | |
| (- 7 2)))) |
| (define (sum-of-the-larger-two a b c) | |
| (define remainder (min a b c)) | |
| (define subtotal (apply + (list a b c))) | |
| (- subtotal remainder)) |
| (define (smallest-of-the-two x y) | |
| (if (<= x y) | |
| x | |
| y)) | |
| (define (smallest-of-the-two? x y) | |
| (if (= (smallest-of-the-two x y) x) | |
| true | |
| false)) |
| (define (largest-of-the-two? x y) | |
| (if (= (largest-of-the-two x y) x) | |
| true | |
| false)) | |
| (define (larger-than-thou x y z) | |
| (if (and | |
| (largest-of-the-two? x y) | |
| (largest-of-the-two? x z)) |
| (* (cond ((> a b) a) | |
| ((< a b) b) | |
| (else -1)) | |
| (+ a 1)) |