<snapdata remixID="8909784"><project name="3.4: If My Calculations Are Correct" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAPWklEQVR4Xu2dCVBURxrH/w8V5IgKChFRY4IaS8pro4mixmNVVsULzHrFI8luNFVJBeOB8VhrzXqQSFazrlHXK+4aiYHE+76NB4JcyiFi5IioKB4IKoLM1tdmHjwYZgYGGGbe11UWDq+P1//+8b3XX3/TLWk0Gg04sQIADh48iISEhGrRokuXLujbt2+ZuiUGsFr0trhKU1JSQLZIkiSjfr5U+BA/BvjAwVbS21fnlxzQ51/RuH//Pp48eYIOHToo8usEcO/evWjfvr24mZpKv/32G+rWrYvu3bvXVJPczu8KhIaGivEuD0CtUNrr9Dl2fh8Ma2NfQkNihR6m2p/Fl5yC0pCQkCjqP3LkCD799FP5YhkAk5OTq2RgClMjYb97Fhzr2eitjxhv+PkvSL2XL/JlZmbqNNVVclNciU4FoqKiYGNjIwAJDAxE//79YW9vj+bNm2Pu3Llo3LgxZs+ejTlz5uDChQu4du0abgT9CX1fsZPrc1p8Fc9vXIZk3wCPg/+oaIcAjImJFfU/fPhQMb4KAHfu3InXXnvNaDNc2lw/ePAAjRo1EuUjl4zG6BaPS91IOnIDW5YRwWH2acRn5ohyWVlZQgBONafAgQMH4OLiIgAJCQnB8uXL8cYbb4ixpLE4ceIEPvroI9B7nKurK5KSknDnn8MVADrMOArJ1hGaZ3k6AbxwIULUn5qaijFjxui2gPPmzYOfn58M4L59+8RL6dChQ0XB+fPnY8CAATh27BjeffddrFq1Svw1tG7dGmQ5bW1t4e7ujvT0dFwKngD/5nlyQ/Z/3YY6rb2RG/iKTgCjU+/K7VLnOdWcAjNmzMDIkSMr1GDut6PRu0WxBdRXmCzg6dO/iCzx8fGYNm2abgB/+OEHtGz5wkLFxsYiLCwMbm5uaNOmDdq1a4fx48dj165d6NWrl4DN0dERx48fF38ZBGpGRoYwrwRl8qr3FQBSnU5B5VvA8ORM2QIOHz68QmJwZtMVWLx4seL9W/t009Zc+jPx4OHhYbDh58+fCwtK5WluERwcrChT5h3w5MmTlX4El3wk2x3+B7yeJRm8QcpQ57MTuJCUIdqld4Rhw4YZVY4zWb4COmfBq1evFo/VmpwF0+SD3i+GDBli+apyD4xWgP2ARkvFGatDgTIAbtmyRbzjmZpatGiOs8cP4Vn+C/dKecm5sStcmjYXl8PDwzFu3DhTm+byFqSAAsClS5di1KhRRnnCDXnMr3/RD2+3sDVKiowpB+X3TvI/tWrVyqhynMnyFVAASBMQZ2dnGUBt90p6wOl3uj6npaXB29tbOJLpeoP1Q+HqUOyEdvxbDDS52Xj8tdJJSfVdG79bft/cs2ePcH5yUocCCgDJy631iAcFBQlH5Ntvvw16LFPq06ePcL1ERETg9ddfx6JFi4Q/kPyHOTk5mDx5sshLADbZMkoBIJV3nBeBvMXdyiibODpM/h25dcjrzkkdCigA3Lhxo/D3EUCenp5iCYb+n5eXh/z8fDRt2lT4+shVQo9gWj8k/x+tgNDnHj164Ny5c6JMs5AxpQDUriuXDb6JHb5NfgTTSgi9BnBShwJlJiFkgaoidUtaBaRGGKzKxqUlwt/8QuSjgISJEycaLMMZrEcBnW6YzZs34+zZszXaS39/f/j4+NRom9yY+RXQCWB0dLRYPqnJRO+U7ISuScVrR1tlANy/f79Y+61IcKIul4zHy43x71GecLbXH45Vt46EYf+5jOwHL6JhaAWGk3oUUABIjmAnJyfFEpwxLhjtkp02up8+n1z0Dia+8kipJAX/6fgGAIVjJd1+ETlDUTdsCVUK4IIFC+RwrOvXr4Peyyg866effsLRo0dFKBbNUC9duoQmTZqIGS+9K/bs2RORkZHo1KkTsrOzcePGDcR+NU4RDWM3OgiSgwuebvsEKHiqUJgAjE2/J8+EKbqGkzoUUFjAlStXipAcsmAbNmwQEbFXrlxB27ZtMWHCBAHczZs3RZBi/fr18eqrr4pHNYXcJCYmgpzRFA9oZ2eHxJWTy8QDFmWl4NmBZdDkF8cJkswEYETKLdEuuXt69+6tDvW5l1AASD44Aq4qUtq6qRjZLNeoqgjAMwnpIi+9gy5ZssSocpzJ8hUoMwlZt26dcEJTMhSUqO86WU+a2RqTaAmwsLAQNPueOXOmMUU4j5UowOFYVjKQltoNBtBSR85K7psBtJKBtNRuMICWOnJWct8MoJUMpKV2gwG01JGzkvtmAK1kIC21GwygpY6cldw3A2glA2mp3WAALXXkrOS+GUArGUhL7QYDaKkjZyX3zQBW8UAa2k+HAi/oq66cXijAAFYxCfQdaWPCyXbv3g1fX98qbt3yqmMAq2HMDFlBbZMUvEs7Sag5MYDVMPrGAqhtWs0nZTCAtQBAugW1QqhaAOnbd/SdluqwQhW1gHQPK1asUBxfUA1/F7WySlUCqAuQqrRAlQFQrVZQVQDSJkq0/ZyuVBsAHDhwIA4dOlQrLVV13ZRqANQHH4m7adMmTJkypUp0rqwFVKMVVA2AxkBRFVZw69atYs/EyqZff/1V8W5a2XospZwqADQGvspYnx07dpQ54MXYtsoDRG2+QasHsPRs15BlKG0FabeIkofractrH+kl83///fdiB4mKpoULF6Jbt26gw2K0G3xWtA5LzW/1AFbUInXu3Fl8QV6bqHzp39G10hsylfydsTDwcpwK1oIrCiDBQ3tj0/m22v/TlsQlISSf3fTp08X1kjuCGQse5Zs6dSrWrFlTkSJWmdeqLWBAQADoEVrZRDuE0aNW325dkyZNkjdxr0g7VTHhqUh7tTWvVQNYGetn7ECV3jfR2HKUj04Dpe3sOFn5I7gqASwJHB2kQ5aR/lUm0TG4gwcPrkxRqyvDFtAMQ8qP32LRGUAG0AwKqBDAn3/+Wcxu+/XrZ1bBqfGrV6/yZuy/j4LVW0CayZY+/NDQunB1E0onUr333nvV3YxF1G/VAOobgZiYGL3ulaoaPTp4kVY4OOlWQLUAkhxVOUvWJe/t27fh5ubG7OlRQNUAVrcV5Nmu4b89VQNY2grScbT0vvjdd98ZVk5HDgpaoGU6OubM1dUVXl5elapHTYUYQEmCoYkKnSDat29fwQX9pC+Xl0wNGzastFNaTbDp6qvqAdQHQEhICMaOHaszi/b9keEz7U+IAaykfhSMSseW8XteJQVUgx/QNGm4dE0owBawJlTmNspVgAFkOMyqAANoVvm5cQaQGTCrAgygWeXnxhlAZsCsCjCAZpWfG2cAmQGzKsAAmlV+bpwBZAbMqgADaFb5uXEGkBkwqwIMoFnl58YZQGbArAowgGaVnxtnAJkBsyrAAJpVfm6cAWQGzKoAA2hW+blxBpAZMKsCDKBZ5efGGUBmwKwKMIBmlZ8bZwCZAbMqIN27d09Dm2ZnZWWZfCNvvfUWvL29Ta6HK1CPAlJycrKG9jnR7gJf8icyL+Pwsr/Arq6kVxEPV2d4fr5P7Ld3584d9OjRQz0Kck9NUkCKj4/XUA26ALy5tD+6e9iVaOB3EOmHRhSTU9qk/fKGj4cPH1bl6d8mjYRKC0tRUVHCAkZFRcHT01NsJ/vll18KIJ9+MwQd3OrJ0jgujEXe3zvB4bMjePz1AIVkV8fuFABSOTpy1N/fX6WScrcrooB0/vx5AWBgYCCCgoIwc+ZMLF++XIBUtGakDKDj3HBIDd1RcHo9CpNP4nmyco+8eL8fZQAjIiLw8ccfV+Q+OK9KFZBOnTqlfJaWEMJ285/h1aTYAurTKNp3q3w5JycHQ4cOVamk3O2KKCCFhoZqnJ2dFfvcaR+lHTt2FFvNGkoFBQU4deqUyLZ//35hQTmxAsYowH5AY1TiPNWmgAAwNjYWdCZuy5YtTW4oMzMT2dnZGDZsmMl1cQXWr4B08eJFjZOTU7k9dXh6Fw9Wj4abQx29akgS8NI7y5Du0k3kO3PmDJ8GZP38mNxDad++fZoWLVoo/ID07kcz2fr16yMxZAkGF/wiN+S4KBFP/zcN9h/8F7mBSotpN2Qekly85dlwhw4dTL5BrsC6FZAiIyPllZDQ0FCMGzcOeXl54mC/J0+eICXsKwwpPFMM4Ofn8GTjZDgEHMTTbZ+gMG6PfI0AjHPqKgNIBzNzYgX0KSBt375dtoCzZs1Cbm4u6J1w4cKF8PHxQcaeb5QAGrCAkbYdZQB5SY7hM6SAdPr0aU1RUZHOpThyx9gl7ILX9e2G6hHX64xYjAsFLQWA58+fx+zZs40qx5nUq4CYBZMPj5bPPDw8TFaCZsH5+fn48MMPTa6LK7B+BdgPaP1jXKt7KACkU39o5lteatasGS5HheN+9l29nXF0dELTVm1EHjqhfMaMGbW683xz5ldAunv3roaCUcuLCaTfH5vZB5O8SoZllX/jTkFpSExMEvWlpKTA19fX/L3kO6i1CkirV6/WUBQzAXP//n24u7ujbdu2sLGxEQDRrPjuV4PwZjPbYneLfxAKTq4Rrpjc+W0VnSMAY2PjRH2XLl3ChAkTam3n+cbMr4A0Z84cjZ+fn3wn8+bNEzGBGzZswPTp0/Ho0SPkrPRVAFiv+yTU9RoEqeHLePz1wDIARkREit/dunWLl+TMP8a1+g5EOBZZO+0jmIJSr127Jj43aNAAFFr19Fs/BYCgdTcRES1Co8sAeObMWVE+LCwMwcHBtVoAvjnzKiAmIZs2bRInhZeX/pAfjTrHVxi8U8mhEbIm7URqaqoIbhg5cqTBMpxB3QrIbpgjR45g+3bjHM6GJKMVFA7JN6QSXycFBIC05puYmCjWf3UlBwcHSEWFiLsYrlc1G8kG7bp0Q37+MzGBGTRoEKvMCuhVQABIy2Z09Hx5rphb0cfQOXoZ6tno/3omtVSv1we43maMWNpLSEhg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