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+uFzQ692Gn+RVNMANQvKO6sUXLjhd0ovkVAPKmqoI8vBHA6GYF1uzteD+rXtBoYt1O3080way1byG+0bIcinNjuz6rF8THi4YO1b6Hx27zKzygBah4JmE5sETj/Yz6amq9WSF0qvkVAPKkSUeW0RYtntnjzRR4q0VGRgbMnTvXUDQtgEbnPng0vwJAngToyDI7M0xzeJ3G+3399dfQoUMHSQt8J8/skWwaCPF6ls6dO2uWjEfzKwAMAoBmqx6bNm2CK1fKL2rSUsnspSQ8FI+gy8HovhY5zurVq6G4uNjQAkb5Cg8YBHj0ssjNKf2knUtXA9IUHa85GTt2LE1U5ji84BMekNn05QkQQloAnTwzjG88B/tdZF7NrwCQAUAZONn7sXhAJwE0KgLNgITBBEpU4QGtWI1TGhbPxylLXTGZmZkwe/Zsw2xoBiQsevKET3hACsvz6u+ZDUYoVCGiXLp0CeLi4kyT0QxITIWoIvBsfgWADJa36/nMpmMYVJGi4hMRqampVMl4DkiEB6QyOZ9IdqHjo0VoSxHbsUK7fj1fOgGg56sotBUUAIZ2/Xq+dAJAz1dRaCsoAAzt+vV86QSAnq+i0FZQABja9ev50gkAPV9Foa2gADC069fzpRMAer6KQltBAWBo16/nSycA9HwVhbaCAsDQrl/Pl04A6PkqCm0FBYCc6vfpZ0bAksULS18Fx5BVUvaT/DtQ9mdJ2cda2WMc+XP5d0U+J329IkYAyKkmdAGpACQLgGoQOanpOTECQE5VQusBabOjAZVWlpfjCQC9XDsq3UQTrDKGeKqr1BgIBQap7yeCJQv8H8/HDjG2NqEsAAAAAElFTkSuQmCCdata:image/png;base64,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1A0125025752575502550Wei Jie Li, Wilson Chen Period 3 This list is for an L.251251item100Wei Jie Li, Wilson Chen Period 3 This block uses the blocks we made to make the code more readable.

Wei Jie Li, Wilson Chen Period 3 This block takes a list of points as an input and draws it.

1Wei Jie Li, Wilson Chen Period3 This block draws the letters we made, W and L. However, it is very limited to 2 letters.

W0,1250,2575,2575,5025,5025,125