<snapdata remixID="9138844"><project name="Bubble Sort 10 Integers" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAVJElEQVR4Xu2dB3RU1dbH/5NeSCVAaIEIyBMQee+BoIhASAJJ6NJVEB4IwqOGKgFCbyFUBcKHtCdKC0Wf9F6lSO89hIRAQkkhbZK8tQ+em5m5A5lPL8y63nPWcuHIzDmefX73v0/Zdx9dQUFBAUQRFrCSBXQCQCtZXjTLLCAAFCBY1QICQKuaXzQuABQMWNUCAkCrml80LgAUDFjVAgJAq5pfNC4AFAxY1QICQKuaXzQuABQMWNUCAkCrml80LgAUDFjVAgJAq5pfNC4AFAxY1QICQKuaXzQuABQMWNUCqgJw165dcHd3R+nSpUFxtDqd7o38SSN0+/Zt+Pn5wd/f36oD9ldrXDUAHjhwgA0+By8nJwcODg7sc15eHmxtbSUgaZDy8/NhY2NjNF5KAKvX6wWECj4FqgHwt99+g4+PDwOuW7duqFGjBnbs2IHIyEgMHDgQ3t7emDx5MurUqYMnT54wADMzM9G0aVN07twZjRo1QoMGDf60Yt66dYvVJYoyFlANgHfv3pUULiYmBtevX2dwZWdn4/Tp06hXrx7797CwMDx+/JgBWLx4cWRkZOD+/fuoXbs20tPTGYC8cEX8/3y+d+8e6tevr4z1RS3qCcm/c+dOkXO+mzdvonXr1ujYsSMiIiKK/P4fcckE4EcffSTQUcgCqlFAApCXUiVL4MD2LfT0KGSGl1eTm5uD6nULXW58fLwAUEGrqwZAWoVyxdrUtx561XTEQa9m8K7fCWUqVvnTczvDVXVubi5O79+G4GtRsCnIg27sZTx8+JC1TwpIc0lRlLGAqgDkXb4yuh4carXG250jjOZ0Tk5O2D1jKBL3xkJXhH3qBoWifL9ZuHz5MvtmsWLFUL58eaP6UpISUGV9R+jGXmIAUiEFFAAqAx/VohoAafXJFfBqxAco2X8dSpStyIBJTk5mC4683Bwk968LLwcD/GxsXvwuL09mNacFZ5CVlcW2cFJSUuDr6ytT0sTv+qH60B+MFPDjjz9WbgQ0XpOqAORjRQBWm3pcGrobN26gVq1aSLgXh9yvA1DMrhDACvMPIWXVJKQf3yYbasf5p9nKmQAkiAlA03Lm+6loMiDKSAEFgMo9NaoBkFa4vFwb8yHemfKrpIg0P3z33XeRGH9PBqBT1dqw8/B5JYCVKlXCyZMnJQU03JY5/f0UBA6YhaSkJMkFN2zYULkR0HhNqgbQdOzSnz1B7qgAuBoo4EvHV6eDw9xToBMVroClSpUyq4CBAwWAr+s5UQ2A5GZ5uT62Pv42+ZhZm9BCoqgFCP2QwHvwu6q9yrhnVk9D0MBZePDggaSA4iREORxVC2DVSUdlG82uri5Y2bomgr1zi7SQo4srHGccBG25cAUsWbKkbBFCc8CgQdECwCIt+se+oBoA6eiNlxvjPgIByMvKlStB87Linu7Qjw40WoS8teIynv4cg8frZsssZDfnJCi4gAB89OgRCEDTcnb1NJALNlTAxo0b/zFri1/JLKA6AGnb5WZkA7w98YikgHRKwhcheRHGADpV/jvcA7vg4aJhZgEkV0znxqmpqQxA0zCvM6unImhgoQLSRnRAQIBASSELqAbAa9euSV0mAKtMOCwBuGbNGjRr1gy2KED+mCAjBaz8wx1k3TyL+IhWMpPZzj4hhXKRApYoUcIMgNMQPCgaiYmJ0hxQAKgQfWraiOYAkkLdGv+xEYDcHPqcbOSNagz7An2RFrJxdYdu0m6zc0D+Y9rApkWIIYCkgE2aNCmyfvEFyyygGgW8evWq1CMCsPL4Q2ajXcqUKonDO7dCr3/1QqScfyU4e5Vg7pcXCmA1dcE0BwwePBsJCQmSAgoALYPLkm+pBsArV64UbjxPaMgAlJRPr4ednR2cnZxwumsNVHWzLbrvOh10UccYcLQIobNeCng1Led+mM5WwQQgD0YIDAwsun7xDYssoCoAeY9uT2iISpEHpQ4SRE+fPoW9jQ4Y19RoDlgucj1yku7g4cKhcoNEvdhL5ADSebIMwB+nI3iQsQIKAC1iy6IvqQZAilrhwQh3JjYyAvDZs2egf7w93GUA6hycUHbcWsSPbmkWQFK2xYsXY8CAASyg4WUAUlQ1V8CgoCCLjCu+VLQFVAUgdYfU7u6kxnhr3AGpdxRKRfO3xPg4YFwzIwV8lQkKZr7YzOYKSO+VyAGcgaaDZ7Owfiq0CAkODi7asuIbFllANQBeunRJUkBDAPmigXprb28Pm/n/gv5+4bHdy6zgUi8MaWGDQe+aUB2urq5G2zD8dzQHbDpkDosD5AooALSILYu+pBoAL168KAEYNzkA/mP3sw4aAuji4oLD8yIsC0gNDIF394mIi4tj9Tg7O5sH8MfpaDrYGEB6GUoUZSygWgArjtknAZmWlsZWwU4O9kgb+rFRQKrO0ZkoRUFOlsxi+TOOMNdNLpjCrcgFm27DnBMAKkPaS2pRDYAXLlyQgLs3pQkqROyVPu/evRuhoaF4kvwINuNDjE9CVt/G443zzJ4F500/zODjAHp5eZkBcAaaDZnD5n7cBdOpiyjKWOAvASCpGC1EHtyPlwFYftovKMjJRvzYNjKLcQApIPXYsWOSAvIvEnDnfhQAKoOa+VpUA+D58+clxYufGgi/0XtkJyFZGemwiWxmcUCqfupB5rpJASnaxZwCnicAw+eyuSJXwJCQkNc5JpqqW9UAmhupKlWqwNYkJ4y572VmZbEVcFHlwpqZAsCijPQn/l41AJ47d05SvPvTglD+691GyYjIBu7ubljTsY7FAal5kdvZ1g1XQE9PT1nqjvNryAUbKyDNN0VRxgKqApB3mQPIPy9atAg9e/ZEblYmbCeEygJSHy0ajrSjP8ksljPlAMuwxQH08PCQfefC2pkSgPSXtB8oAFQGPqpFNQCePXtWUryE6cEoN2qXZAXaw6OjulI+3rCb2NwIQP8lp6FPvo97o5rLrJY9eT9TQIqIoYRG5gGMQkj4XOau+RyQEiCJoowFVAUg7zIBWHbkTgnIffv2oUOHDoi7fdMsgA8XD0fGyZ1mAXR0dGQKSAGnBKDpPiDNAUOGzpPmi6SAAkBl4FOVAp45c0YCLnFGUwagacnX58J+fIjFAanPR22RXDBtRFP2VdNycW0UA5Bn56L9wObN5Wqq3JBoqybVKCAByAsBWGbEDrMBqZX8K+DIzm1FBqSWqeAPnbObFJBK7tVcujaaA4YOnc8A5HNAAaByD4lqAKQklByQBzObofTw7dJnnqLXzc0Nl3r+w+KA1MwJe9gZMHfB9HuZC14bhVATBWzRooVyI6DxmlQFIB8rUwA3b96Mli1bIvt5Bhwmt5AWIU6Va6Fk7+mArT2Qp0fcMOMwqsyJeyUAKS6QXLBpBtULBgByBRQAKvfUqAZAyhHNS1JUCHyHbZMUkI7iaG7m4+UBh8ktjVbB5af+F/GR7UB/xg0xfp3y+YQ9LJKaAlL79u0LcwpIc8DQYfNZlnwOIMEuijIWUB2ApFAPZ4UyAHkhcOhIjZITOU4xBvBVZsoYv5vFAZILJgWk82TTcmndLCMACfRWreSveCozHNqrRTUAnjp1ShodArDU0K2ykxDaUnFd0g/6hKIDUp3rhuFhQB8p7Rr9lm/D8IZoznlxXRTChi0A5SfkCigAVO5BUR2ApICPosMYgKaFFOxUzCSLAlLfDwyBc8dRLCUHgUYnIua2YS6tn8VWwdwFkwJSInRRlLGAagCk/H28EIAlw3+RPi9ZsoQlDq/+zt+QMzrIOCDVwQkoyAdsbFGQnWlktbRxO9m8j1wwvfNB7ljmgtdHI2zYfCMFFAAqAx/VohoAT5w4Ibnc5NnNJQDZS0p37+LDDz/E7RvX4DS1tbQIKfXvOXAo9zZsnItB/yQJ9yPbFwmgYYg/fZnmgGHDF4ASZPKjuDZt5LGFyg2JtmpSFYB8aAjAEkP+K40UvbRevXp1PE9LhfO0QgDpC7T6tXHzQkH2c8SFG79Qnjp2B3O7lStXxqFDh0DvlJiWy6SAvwPI54ACQOUeEtUAePz4cUkBU+a0gM/gn2UnF/qsTDhNbWVxQGrqmO0MQO6CCUDTjWiaAzYf/g0oQSZXwLZt2yo3AhqvSVUA0lgRII/ntmQA8s8EBi81a9ZkWzLAqy+xSU/PACU8MnW5Mhe8PhrNDRSQFiGffPKJxrFRrvuqAfDXXwuTkhOAxQf9JFNACqnf1LW+xQGpacM3sq0XroB0LCdXwBcAGiqgAFCjAHLFezKvFbwHbpEA3LhxI0uZ5uJgD+fpbaRFiHO1D+Abvghp+9bBsdJ7skXI04htoChoApDCrMwBSHPA5iNeuGAqpIDt2rVTbgQ0XpNqFJDeWuPBCBxAPnb0Wibd3VGgz4XrjLYSgH7Re2Dr5g3Y2CDn3lUZgE9Gb2UAUkAqZceim5ZMy5UNsxmAlCKYzwEFgMo9NaoB8OjRwqTkT+e3hteAzRKQhw8fRqdOnXDr+jUjAJ2q/AO+QxYidd86OFWqiYQpXY0sRwCS2+YKSACauuDLG6LRYsS3bL7IAWzf3ng7R7nh0F5NqgbQdLh0BfkoNq21ZQGpLm5IHrRGcsF0FkzHcTIFjJ0tAHyNz4VqADxypDAp+bMFbeDZf5PMLKRQ71Z7B0d2b4den/NKs/mWq4gsyir9+5Wvhitpwx9eiZ2DFiO+MVJACv8XRRkLqB5AAogCUmnrxdPDAzf6fWBxQGrKyJ9ZTkBywbS4IAU03YahOWCLkcYuWACoDHxUi2oApHkeX4SkftMWHv/eKFmB5m7kQt1cnOEW1U5ahPiGx8DOswTsvH2Rn50piwdMHvkzS8vLAaSABNNylRRw5LegHNV8Dkg3souijAVUBSDvMgHo3i9WAnLLli3smgabgnwjAP1m7oD+cRKS5vdH2fEbEBdunN2e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