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    <title>calliope mini - Blocks / Javascript editor -  calliope</title>
    <meta name="Description" content="A Blocks / JavaScript code editor for the calliope mini." />

    
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<meta property="og:title" content="calliope mini - Blocks / Javascript editor -  calliope" />
<meta property="og:site_name" content="PXT" />
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<meta property="og:description" content="A Blocks / JavaScript code editor for the calliope mini." />
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" 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KBSb36OwFeRKVcrkwrEoMejr7RGHivhaJvPM9PS0aa7kJooIZUDB5EiYhpiSFQC0LuR2I6VCieW5QDhoyKfZII6covxwbu7HZriS5RbBj39BQEQsIpZ4totlTM2GkCkWNTucyvLjIuZzEsdxHp8BkTGrxXGh5kpEsYEaXPkSXr8NEZcaniIiIqW09l9KqUYppUjx+i9UpfS2oG/fcGfU5fJwJj4yIfA5F1w9O1G0fMCyDNWomMm5OAMiY9aJQ0V8NZN5JpmcWT5j4NYXHQAREWtvO9LlhqeUUkSNfoxGlxSxdBEuyQVvnnqlgJ1e978f7dvuF6ZzxbDXzZrXIyDw+EDnTKn6rYvXzO5IrYEiK2I6F010MK6WImMWiSOrKD+YmXlhfqGoqUhxuV0pRUrpylav/eVSk9OVzX79s5Z/WbeJCSCAh3H93tjAwVhYpShVZH+Fiwpus9oNgSXkCyO9E/nSSzMp81J+1qVSKudzUjAaaiWKb4U4LonSn50999bioqYtWf9ag8PSHwBwY4LF2o/T0MMiPNaf+PRAZ+3/NI0u5sthr9u8VkOAEM/9u12Dk4VS05tCGUJBzLMc6wv6m/4Ec9MENcSXkzO//9Y7L08ly6WKXJVVRdFUjWq0Zhs+vpSs+DEIirgz7PviaL/H5cLr35IrVUuyKTlaK793JOj78mi/wLrs7ZxKWbFaaf6gIBPFIcny//3g/B8ce++iaF1O7MdVAxDg2K+MDfSvSPclQGSVZooVs9sMER/oiT/W32nvaXKaqonpnKY2udWHWeK4JEr/9fiJb5w9L8q2rQP+zcGuw10dt3QMMV2oyCYfn4MAbhfzr3f07Qr7beyZAoBcqYoZEZsaXxsvjmVX8uK16aZz+1qEIu4M+Z7a3sutMpFNyrKaLVXN7gvUlrE8vaPPXucCAKVCsSA2s9WHweKw15XUQACPy/U723t7Bc8qby0BCrBYqKjmB6so4uGujk91d9i8QSBCPieViw1v9WGkOCalvO2uBAAo4j2dkfu7Y/WahAAUKnK+IpueyQfgZV2/u72vy+uxM24KQCkV06LSYLsYJo7jC6n/+PZxG11JDQSIe/gvjPT5OXaNcqgUU/myBQ1GEW8L+z871GXLVNwNj6woYjpHG5myMEAcCPDTqeR/fufdDzKNLfEwA0Q82hvfEwmurVECkCtViyaPaWswBB4f6NwR9NnbMwWASqkiNbIJbqvioIgvXJn6nydOzTTu0gyntnHsE4NdLh3vqazRxXzZkpRj6BE8Twx2sQ44haMoFfSvpmy1uD+ZSv7xydOLVs28rw0h8Eh/YkT3O5opViqKFTNkiHikNz5u97AWrkfGKqWynotbEsebc/NfO3Um44zDuinioM/7+ECnzog1AagoWqZohaxrPaHPDnXzDjAemqqVs7rGks2X9cOc+NWTp+f0adACmtj+AAEW82VZs2LHC4p4uCs6HgnY22Gv4dK3yUeT4shV5a+fOWtjMOMmKEKP4D7aG29oEpIAFGUlZ35ADAAQIOrmH+1LcA4wHjpppqAU8XsXL702M9fEvaaB93fHhho/4IIipPJlCwJiAICAh7s7Rgw9hcNUmhHHrxbT37844QTzWAMB4h73I30JV+Pz4wQgb0lADAAQocvLP2z0KRzm0bA4CoryrQ8vOGR4UoMi/noiMhpqMpBgWUAMAADIfT0dq8f1nUfD4nh9du7N2Xm7i/0xCOBjXUd6Y00PBJYCYuZsxHMTFLHf5/2XndENII1GxSHJyrOXJ6s27ba8KhTxX0QCe6PBVt5FWaMpSwJiAMAS8kBPLMRzztdHY+I4trBwMpW2u8w3wBLyYMt1TQAyxUpJVq0xHuMRf4tqtoYGxKFQ+tOpZMVhZqPP5/n1hAFWuqpqiwUrjAcC+Fn2gZ6Y88e0DZRvQsofW0jZXeAbQIADsbAh/TsESBcqVcUK6SPggVioz/Hd0gbE8e5CKuWMg+lqIIDAug53dxiyDoUAlGV1sWDFA1KEbsFzMB52tDT0i6Oqae/MO8xsII4EfLsjAaPePwRI5ctmp5fWYAk53BX12Z1BuDZ6xTFXKn+UE+0u7c3c0xmJuA3r9hOAkqykixVruqW3RwL6J5BtQa84LohiykmBLwQI8tzd8Qhj6Hp2BEhJVkzFIUCY5w7Fw06OleoVx7lsrtLs8gczoIg7AsKOoMHzFASgWFUylhgPhpBD8fDa6Yz2olccE1LeUc9AAA7Gw0He+JqlAAtSyQLjQRFHg/7tDp6H0yuOawWnHLAO133KwXiEmLBHCgEoVKwwHggQ5tkDMed6Fr3iWHTSIJYibjPBp3z8+QDzlhgPhpAD8bCPdahn0SuOopM6HACwLxoMmuatCUCxoqQLphsPirgj6Ov3eWxe9VQHveJwVNTc63Ltj4VMzYqwpueBAFE3tzsacKI09IvDOdKmiL2CZyzoo2auYCcAhaqymC+bbTxYQvZ3hJ2QeHwrestkwTbvOkGA8Yg/7uHNlisCzEulivnr8ccj/oSHt3e95KroFYfHZcEGr7pgCbkjGrJgSpMAlGQ1lTc3vZ4idnndI0Ef2ruVx2rorWK/mZvw6ae2qdJtYb81FYkAC1K5rJib5+FxufZEA2YMy1tErzhiHo/dRQWorVzye/us6t4TgIqiLkjm5nkQgNsjQaGRk02tQa84BvzN7ztmLONhf8DakHMqXyqYmWFKAbcFhG7BcQNaveIYDgacYPV4htkTDTaxBKEVqiqdzRXNC3IjQoebGw36nCUN/eK4LRL2sDZ3O2ozmSMBqyuxlmGaK5u4toVnmPGw32nrWfSKY3swEDP/lNu1oYj9Pk+X4Lbe/KoUZ3NFxczh5q6QX3A5K/dHrzi6fcKOUMju0sJYyOe3I3uKAIjlarpgVkyMAg76vQkv76huRwNxjrsSMXvLyhIyHg5Y3OFYhiLM5IomDWsRIermtwUEB0mjoQTjuxLxiNs2z1LbdHYkKNhVgFoG8qxYMmm6xe1ixoI+a4Sv0zw1II6RUHBPR9SSwq/6PNjpdXd7bU7nT0llyZwtGwjAaMjHt3bOgd7v0md9GyiK1+W6v6/HLquOAEN+rxmpXw2hUDqdKyomzNYiwJBfCHFWLJPk9C3maEynn+jpGg3b0y0lAKNBn+2zlwRALFXnJeN3x0PEhIfvEdwWmEavvqhEY3Xd6fU+Othvi+lwu5gdIYtc8togwKxYylcMjpnWlkkOB6zoVHV6dR3y1fCL+PBg/5jlxgMBghw34PM6pDNfVbVktmD4fkAsQ0YCgrGLLVZlKKBrMqRhcfQIwud3bLd4S01ETHj5mNspYQACkCtVzHAuwwHB7D4pyzC3RyN6rmymHI8M9N3T1WnqA9wEAgz4vH7OQQFERJjJFSVD94tCgD7BEzK50x1x87v1jTqbEUeQ579y286EPr9lCARgW0Bw2p4FVVW7ls4bmGeKiDEP3+nhTe2Tjkciw8GAniubrO598Y4v7hq1bOzAMcw2v9cJvdGVEACxLE9nC0Y1ZW0Lq34jjoStB0PI4Z4uwYzRysp6+Vfbhx8bGjDvMZapVVmvzxHZRrcyL5UMnHPhGGbQzNdgezDwyZ5unRc3/+p7WfY/3D5+T7fpnQ9EjLi5uIc3Nd28aVSKU5m8ZNDIlgAM+r0m9fcJwGNDAz0+vaPllgrRJXj/4I49e2PmxtQRoMvrDnKcI7UBBKCsaFfTUsWgU6j7BI/gMiVlcHdH9NPDg/qvb1Wh24PB/3HXnftiHSY8y8f0+zwec+rLEAiAVJan0vnWIx8ImPC6w27O8EF7kOe+tGtMZ/irhgHmaywc+qMDdx7qTJjkKQmQPsFr15yOfhYL5Zlcq51TRAhybMzNGysNFyFP7hi5r6+nobuM8W0joeBXD+1/fHjQDGfJMaRHsDkJTQ+IMJ0tzkstbUeAAF4X0+U18nkJwKODA0/v3NHoC2ZYW3YLwn+7c+/v3z5u7CIGBPAYXVnmQRGn0oUW10GxDNMjGFaHBODB/r7/tPf2IM83eq+RL7qf4764a/R//drBuzsTRpmQmpntMNrMmodK6ZVFabHQvD4IQK/gMcSNsgzzmW1D/33/3ri3GbUZnFDOEHKwMz4WDv346tQPLk1MSPkWg30IGHXzQZ51yKyKHmSNTqYkQIgFmgxndQtunmFkfUfm1KPD43565+hvj2z3Nbta0ZTVBmE3/9ToyL293f88lXz+ytRlKa+28JydXt5padlrQwBkjU4sShpiIig0agEQIOHhfZyrWqXNWQ+eYQ51Jr5829id8VgrFsispSgEoNfn++KusceGBt6ZX3g5OXNqMZOuVJo4paVH8HAM2UDiqD2+qtEri5Kq0e6wz0UaKD8iRnguzHPpitzo5gZelt3TEf3MtsFP9fQEea7FpzB3nRIB6PR6Hx8aPNrfd61QPJPOvJdavChKM8WSJMsKXT8swBDSK3gYQpxz9o9+NIpTmUJF0fqifjfbwDYFfo5NePhL+gY+DCF+juv3CXfEY4d7uvfEogGuVVnUIBb7cg2xqCjz5cpMsbRQLs+Xy7mqXNW0qkY1XMX1MIR8flvP3ogBZwxQxGTWrLUFaxP08omAV/+CNgr4t5Ozv0pLa+R68i6Xx+WKedz9fv9gwD/g94V43tg1c1aLox5rFMLpwS99T9fEU6zdMBZUi1PE0caBOCt9po2jaIujTV3a4mhTl7Y42tSlLY42dWmLo01d2uJoU5e2ONrUpS2ONnVpi6NNXdriaFOX/w9PgvpRpJgJGAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAxNi0xMC0yMFQyMDoyMToxMyswMjowMLhYahQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMTYtMTAtMjBUMjA6MjE6MTMrMDI6MDDJBdKoAAAAV3pUWHRSYXcgcHJvZmlsZSB0eXBlIGlwdGMAAHic4/IMCHFWKCjKT8vMSeVSAAMjCy5jCxMjE0uTFAMTIESANMNkAyOzVCDL2NTIxMzEHMQH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        <h1 id="plot-all">Plot All</h1>
<p>Turn on all the 25 LEDs on the <a href="/pxt-calliope/docs/device/screen.html">LED screen</a>.</p>
<pre><code class="lang-sig">led.plotAll()</code></pre>
<h3 id="see-also">See also</h3>
<p><a href="/pxt-calliope/docs/device/screen.html">LED screen</a>, <a href="/pxt-calliope/docs/reference/basic/clear-screen.html">clear screen</a></p>

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