<snapdata remixID="8353857"><project name='CCWPL' app='Snap! 4.2, http://snap.berkeley.edu' version='1'>
  <notes>Programming

===

Instructions:
0: Rotate the wheel counter-clockwise.
1: Execute the currently selected command.

Wheel:
1: No op.
2: Set the referenced boolean to true.
3: Add the referenced boolean to the cache.
4: Perform a logical NOR on the two booleans in the cache and store it to the location of the referenced boolean.
5: If the referenced boolean is true, skip the next instruction. Otherwise, move to the previous instruction.
6: Request input in the form of a boolean and store to the location of the referenced boolean.
7: Output the referenced boolean.
8: Increment the memory pointer.
9: Decrement the memory pointer.
10: Halt the program.

When the wheel is rotated CCW, the command index is decremented. It also wraps (if 0, set self to 10).

Cache:
Up to two booleans can be stored in the cache. If more are added, then the oldest one is removed to make place.

===

Memory

===

Memory in CCWPL is unbounded, like many other esoteric programming languages. That means it starts at just one boolean, but you more can be added as the program calls for it.

===

Compiling

===

There is a reporter named &apos;CCWPL: i (x) to i (y)&apos;. It is essentially an auxiliary programmer, reporting the amount of &apos;0&apos;s required to turn from command &apos;x&apos; on the wheel to command &apos;y&apos;. This allows much faster programming.
Use the &apos;join&apos; block and the custom reporter to program faster. Refer to the instructions on the wheel (I recommend keeping a small sheet with them on it so you can follow along).

===

Input

===

Input is accepted as a &apos;1&apos; (true) or &apos;0&apos; (false). Any other value and the program will not do anything.

===

Output

===

Running a CCWPL program is all local. The output takes the form of a list with the program itself as the first item, the memory as the second, the cache as the third, and the actual output as the fourth. Press space to input another program after running.

===

Example Programs (If you come up with any, tell me and I&apos;ll add them (and credit you, of course))

===

NOR: 00000100010000010010001000000000100000001

Quine: 0000010000000001
````</notes>
  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</thumbnail>
  <stage inheritance='true' id='1' name='Stage' costume='1' threadsafe='false' codify='false' lines='round' sublistIDs='false' height='360' scheduled='false' tempo='60' ternary='false' width='480'>
    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oJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails>
    <costumes>
      <list id='2'>
        <item>
          <costume center-x='240' 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center-y='180' name='Untitled' id='3'/>
        </item>
      </list>
    </costumes>
    <sounds>
      <list id='4'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite x='100' pen='tip' id='9' name='CCWPL' idx='1' rotation='2' scale='1' color='80,80,80' draggable='true' y='0' heading='270' costume='1'>
        <costumes>
          <list id='10'>
            <item>
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            </item>
          </list>
        </costumes>
        <sounds>
          <list id='12'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='537' y='30'>
            <block s='receiveGo'/>
            <block s='gotoXY'>
              <l>100</l>
              <l>0</l>
            </block>
            <block s='setHeading'>
              <l>-90</l>
            </block>
            <block s='doForever'>
              <script>
                <block s='doAsk'>
                  <l>Input program to run in CCWPL.</l>
                </block>
                <block s='bubble'>
                  <custom-block s='CCWPL: interpret %s'>
                    <block s='getLastAnswer'/>
                  </custom-block>
                </block>
                <block s='doWaitUntil'>
                  <block s='reportKeyPressed'>
                    <l>
                      <option>space</option>
                    </l>
                  </block>
                </block>
                <block s='doTellTo'>
                  <l>Wheel</l>
                  <block s='reifyScript'>
                    <script>
                      <custom-block s='rotate till on %s'>
                        <l>NOP</l>
                      </custom-block>
                    </script>
                    <list/>
                  </block>
                  <list/>
                </block>
              </script>
            </block>
          </script>
          <comment x='430' w='684' collapsed='false' y='270'>CCWPLInstructions:0: Rotate the wheel CCW.1: Execute the current command selected by the wheel.Wheel:1: No op.2: Set the boolean referenced by the memory pointer to true.3: Add the boolean referenced by the memory pointer to the cache.4: Perform a logical NOR on the cache and replace the boolean referenced by the memory pointer with the result.5: If the boolean referenced by the memory pointer is true, skip the next instruction. Otherwise, move to the previous instruction.6: Request input in the form of a boolean and store it in the boolean referenced by the memory pointer.7: Output the boolean referenced by the memory pointer.8: Increment the memory pointer.9: Decrement the memory pointer.10: Halt the program.Cache:The cache can only hold two booleans, and when another boolean is added, the oldest is removed. So:{} -&gt; {0} -&gt; {0,1} -&gt; {0,1} + 1 -&gt; {1,1}This is a basic example of how the cache works.Wheel Pointer:The wheel starts at position 1 (No op) and rotates counter-clockwise. If we visualize the wheel as an an array, then the wheel pointer is an index that decreases. If it reaches 0 () then it will wrap around to 10.Memory Pointer:The memory pointer can be changed by using the wheel to execute commands.Why:Most turning tarpits are made to be very confusing, For example, Whirl does its job by being very dizzy: There are two wheels, each of which have different directions, different positions, do not have default positions (only initial), and all of those factors make it very hard to program (and implement), which is why I created CCWPL.</comment>
        </scripts>
      </sprite>
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        <costumes>
          <list id='49'>
            <item>
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' center-y='180' name='pie_01-10a_40610_md' id='50'/>
            </item>
          </list>
        </costumes>
        <sounds>
          <list id='51'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='250' y='111'>
            <block s='receiveGo'/>
            <block s='setHeading'>
              <l>90</l>
            </block>
            <block s='gotoXY'>
              <l>-100</l>
              <l/>
            </block>
            <block s='setScale'>
              <l>50</l>
            </block>
          </script>
        </scripts>
      </sprite>
      <sprite x='-100' pen='tip' id='63' name='Pointer' idx='3' rotation='1' scale='1' color='0,193.8,170.54399999999998' draggable='true' y='-60' heading='0' costume='0'>
        <costumes>
          <list id='64'/>
        </costumes>
        <sounds>
          <list id='65'/>
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