micahrj

  UITableViewCell   *cell = [tableView dequeueReusableCellWithIdentifier:myIdentifier];
  if (cell == nil) { cell = [[[UITableViewCell alloc] initWithStyle:UITableViewCellStyleDefault
                                                    reuseIdentifier:myIdentifier] autorelease]; }

micahrj

2011-03-28 09:44:32.283 ToDo[16526:207] *** Assertion failure in -[UITableView _createPreparedCellForGlobalRow:withIndexPath:], /SourceCache/UIKit_Sim/UIKit-1447.6.4/UITableView.m:5613
2011-03-28 09:44:32.288 ToDo[16526:207] *** Terminating app due to uncaught exception 'NSInternalInconsistencyException', reason: 'UITableView dataSource must return a cell from tableView:cellForRowAtIndexPath:'
*** Call stack at first throw:
(
	0   CoreFoundation                      0x00ec6be9 __exceptionPreprocess + 185
	1   libobjc.A.dylib                     0x00cbb5c2 objc_exception_throw + 47
	2   CoreFoundation                      0x00e7f628 +[NSException raise:format:arguments:] + 136
	3   Foundation                          0x000ab47b -[NSAssertionHandler handleFailureInMethod:object:file:lineNumber:description:] + 116
	4   UIKit                               0x003248f3 -[UITableView(UITableViewInternal) _createPreparedCellForGlobalRow:withIndexPath:] + 883
	5   UIKit                               0x0031a77f -[UITabl

micahrj

- (UITableViewCell *)tableview:(UITableView *)tableView cellForRowAtIndexPath:(NSIndexPath *)indexPath {
  NSString *myIdentifier = @"myIdentifier";
  
  UITableViewCell   *cell = [tableView dequeueReusableCellWithIdentifier:myIdentifier];
  if (cell == nil) { cell = [[[UITableViewCell alloc] initWithStyle:UITableViewCellStyleDefault
                                                    reuseIdentifier:myIdentifier] autorelease]; }
  cell.textLabel.text = [toDoList objectAtIndex:indexPath.row];
  return cell;
}

micahrj

Syntax

Two things next to each other, as in a b, is called juxtaposition. We will see what this means later.

Any expression may be enclosed within parentheses, as in (a b). This works similarly to parentheses in other languages: it controls the order of evaluation. There is an important difference due to how scope works, or indeed doesn't, in Paws, which we shall understand later.

Any expression may also be enclosed within braces, as in {a b}. This is akin to lambdas/blocks in other languages. It represents an execution value, the meaning of which we shall understand later.

Any sequence of characters that are not whitespace, parentheses, or brackets, as in abcd, is a label.

micahrj

18:08:51 -!- Rusky [[email protected]] has joined #enigma-dev
18:08:53 <@EnigmaBot> Welcome back, Rusky. Your last visit was 2011-05-24@19:15:25
18:08:53 -!- JoshDreamland [[email protected]] has quit [Ping timeout: 244 seconds]
18:09:13 -!- Rusky [[email protected]] has left #enigma-dev []
18:11:11 < micahjohnston> what

micahrj

# Not currently on any branch.
# Changes to be committed:
#   (use "git reset HEAD <file>..." to unstage)
#
#	modified:   Source/Types/Types.h
#	new file:   Source/Types/label/Magazine.c
#	new file:   Source/Types/label/Magazine.tests.c
#	new file:   Source/Types/label/label.c
#	new file:   Source/Types/label/label.tests.c
#

micahrj

typedef struct {
  enum  { JUXTAPOSITION, BLOCK, THING }         type;
  union {
    struct { ast *a; ast *b; } juxtaposition;
    ast                       *block;
    thing                     *thing;         } contents;
} ast;

micahrj

function parse(text) { var i = 0

   function expr() { var result = [], t
      while (t = term()) { result.push(t) }
      return result }

   function term() { return paren() || scope() || label() }

   function paren() { var result
      if (whitespace() && character('(') && (result = expr()) && whitespace() && character(')')) {

micahrj

ex = room_width / 2
why = room_height / 2

for (exx = 0; ex < room_width; exx += 1) {
    for (whyy = 0; whyy < room_height; whyy += 1) {
        draw_point_color(exx, whyy, make_color_hsv(0, 0, sqrt(((exx - ex) ^ 2) + ((whyy - why) ^ 2)) * (255 / (room_height/2))))
    }
}

micahrj

         y
       /
x -- +
       \
         z