<snapdata remixID="12907258"><project name="Coin Flips" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Coin Flips"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="flipCoin" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>3</l><script><block s="doWearNextCostume"></block><block s="doWait"><l>.5</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="14"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAB4KADAAQAAAABAAABaAAAAAAHwbojAAAL30lEQVR4Ae3QMQEAAADCoPVPbQwfiEBhwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGDBgwIABAwYMGPgMDI3+AAEeFvcCAAAAAElFTkSuQmCC</pentrails><costumes><list id="15"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><variables></variables><blocks></blocks><scripts><script x="37" y="17.333333333333343"><block s="receiveGo"></block></script></scripts><sprites select="1"><sprite name="Coin" idx="1" x="0" y="-100" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="22"><costumes><list id="23"><item><ref mediaID="Coin_cst_Heads"></ref></item><item><ref mediaID="Coin_cst_Tails"></ref></item></list></costumes><sounds><list id="24"><item><ref mediaID="Coin_snd_Pop"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="45" y="30"><block s="receiveGo"></block><block s="doAsk"><l>how many times do you want to flip coin?</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doRepeat"><block s="reportRandom"><l>1</l><l>10</l></block><script><block s="doWait"><l>0.2</l></block><block s="setHeading"><l>0</l></block><block s="forward"><block s="reportRandom"><l>5</l><l>10</l></block></block><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>2</l></block></block></script></block><block s="doGlide"><l>0.5</l><l>0</l><l>-100</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getCostumeIdx"></block><l>2</l></list></block><script><block s="doChangeVar"><l>tails won</l><l>1</l></block></script><script><block s="doChangeVar"><l>heads won</l><l>1</l></block></script></block></script></block></script></scripts></sprite><watcher var="tails won" style="normal" x="10" y="10" color="243,118,29"/><watcher var="heads won" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="tails won"><l>22</l></variable><variable name="heads won"><l>28</l></variable></variables></scene></scenes></project><media name="Coin Flips" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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AAQIEBNgNECBAgACBQECAA3STBAgQIEBAgN0AAQIECBAIBAQ4QDdJgAABAgQE2A0QIECAAIFAQIADdJMECBAgQECA3QABAgQIEAgEBDhAN0mAAAECBATYDRAgQIAAgUBAgAN0kwQIECBAQIDdAAECBAgQCAQEOEA3SYAAAQIEPrsvA8+MDc1EAAAAAElFTkSuQmCC" 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" 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OePDC8W3ozAWREUEBViFoAKpYThUMjmgcsAZkV7xi8g4hGW4GAVMMvrdQYPZLICe1nGTbmAy95uzOoIdw9tZLoBX8a1t140Xx45MgPd3280mfXTLxSoaWrmw1ryeD0ptuOmviiWAUK7HjN9vG4urQiL/fDTlUYmlvxUDHabGxvk/fqiCA73bwiJBIwDgCcM4xZg1vAdObc4aTqpqMG6GPqQIhERxzInr5LHgVA/3G9yM42KfPaYNRMK3TxYYAwiOAeJw4/PDhKcHskLWOf9XDJ4SHTjL4EB322axZWxu+9sjBoWfDgVEQcBrTlT/W2XIYxc5Lpi+rxCwc7ETruLX9/swFAbiAAKEYJLLHBLCCIgnGwJprydlDAGvm9PQXU3RZVwSCkHP0Ifwcw2NNu5+jbAoqvPSW7BJKzn83IcCKDy8++yWUHesoXfbzg2/06PFKkjl59pG51nxda12sjOmtKPDDRbc+LOxr9smJgSLyJaC/L1EUFU9x24AcY2l8Wn/mghAUJ+3LL7/YEul2AMbnbC9rwCMvb76GBRhwchzliDWBs+6684jQJIMD3RzdDtbwlgSBo0MzrrGLL2ocv6DGyweFoEj4AJ89GNkhq5lr9qyvzRoe+CSLfn7RVQszHvwoXNnQ2+MPufy1loz1FTPs5IqlHDicCsKf4Cl0mLR0FJcH9Y9UEDnAOQm9dm3+dbRASiJwvmzhrwbESy/NP3cXoBGCwTP/AETh2Fcw/o7R3wBcvTp/6aWY/ErYY0SF+3sBfEPrvSBOG24fJxJ8QRbQ0Q3ifHjnyny+d9Lo9wlCAGEvaJLAP3qMtYqjIkhviTI3nrjn+xB/FZk4kcdDF56wWdvX2UHShwmfNg/gl5sOhVExpBc/W2y6aRWFr7TFkD58bD8KPbAggEEBYxQ4heCRIah+rTv+MZJhVHXPAEjWDKyqn8EFbN4K85FBj8ApCvo5BfhLLwmsL6x2b/YlYDo2nfM1cEEM5yyOXVG03tfGfos57q7NFoyXL7tl5n+MQ1ZAUboFfybOe8fEw2Z68cLtRhN8fQnjn3iVtHwgq9Gbnv1k0UkfPPSJk55+9uMnbzwP3cGWD7x+CebP+j06urVgTc74fvTAgiC0gueg7/wVhF8G3bzp5cevi+eL0+znNac4BMWNMJ2YCXTFuS2cTgXldHNoBs63l/Or2Bl4V7QTuzu1Ci3HBMlXymiuhWPiHnC3wO/wSQZdMHomz4LwLeFM/EygYtG+/tqp6lHlpM9kwIpfL0neddxq5g6K+PB94psFDINYFk/zDoGxRmdjcaJDjPTiQf88VLMQzCW8RlZB+NiuKF5//fUNGzuPSo9UEJQBC9hXX127d7L7y58JaP7yiXEBBjYZQfB+IXgC7AsgxWRsjZMcnl/jzt8TOLGKadJ8JPgm0TrH18DiKZD9Ask+8jX03btTxnzAGjRfdP0DKiWlr6zJkbEuofMXYFO/ImEf8Q+Pk+xdpwQqiG5PPq20Yp5xmgchHvsOnbhpdFqbj+TdV/Rw2WOX37B0u+FVFP2W2V9YdbNk50H9QwuCMFBAqNZ5O/hmbf7RK2AMOiEll7PTkfknY/OkzEAaV0jeM155Zf4Si2MCOItpflLhJD1j617C+8ZxxWVN4ioYAZK4IbrJ0yHACrDCwQO7JgmTnKROsRthfgkWn1+V78a7l0i6JKLvZNx+dLLFNgoDHPykp4Ngr2Ydjzm94hVZ1+h1CMU7frlRCPbEzUu6ovDn/G6wcmL/QfTIBVHleaHsRZLiKl3f1WWM3Aq3bu0+hgIzgz//2wl/FaQgBGgGal6JkikQ+AuU3noOHcf5G4lm07423wNc1z75zNuq/RICp6ALJhkFMAuC/Cx0hTa//p5/O7HvJ5wS4aOzJHjT70Rnh42Vwphv9viP8GrtSTobmrhbty/W6WVPXDtAdLmlFISXTJ863GTxb4bu8+ORCoIBRud1OL9b96bumTp/UzevfGBLJHtzLMnz+wjz+TuC+bnalcexeZrmFztAz99Mzj84SQ/ZgmZNUBWIll08Gn0S5/TskjKvVvqt2dfmrTGTIKD0KuRZIL2dTztk6Uw3W4rB73E0t6ekIYnMhh52/Cut/jTOLj72yLpJ2BF/vqWbjHm3gxxZo8PjHSa/6/Dfd/gWk66H0SMVRI5/9ZWXyXlDuPbnlbULLiAACmyJEUCfGvYTTXb+OwzzOnUK5wviPKV0aRF9nNUkdO7PwlAQ1vFYZ0twfGydf+ruBbL//G8+JuCa+skK/vwegG6kn3bm6c62m4kdAZekfsvbF3T2ehSEM3z68OUXvWhi2d0UzemAFbEptprk4qHTnJ4KyFweFKhvMN1cbolwbcru8+OhBcGQ4Kp8nyz8sShgXsL6uwKntAD6+8Nbt+ZnfLKuqoLgH9WQYycQOA5MZ+avhs0LHrx46eOcRl+B2vWzoMhpEoLoSs66x4aXSMHV4E3G/OjIF2Wb6ObX/CQyCzIMsPK9EyngHhUKw544pZt+GBBM9jW4a9lvnv/WV2qf/2yzI64OFRmNPUVSC2u/hZa/PgmtuvfHZyoIYCoGhp38+RLoEwEn5pcm+ADCI/FOp6JxPeutc6BAcdgzWxxmkHbFQI+PqXg1vHj0bhRjgdIKpF4x+Ojrk8rcVzBTP/vzNpqyHmPeFXz6EWwFgIaJbTyDOw/FfGzOW3IXj/n9C0wKYj2J4YPHuEJpnUxk3Nz+SsmJQQXgcYuvm8Meat8cXreY3n/9ZY9MbbVh/MCCIESp6qJQL2CUUt7LCifwXb06n3N4BP2VV+afk0u2fQ1xTmHM/2h23g7mEtHHvPl3AvNvFLodwqOX0MuX58uiOYJrLQ46vv5698IlcNeve7bPm2Lyu/4njxM/Mc4XTHorBl+g9ZFbLKzbL4F0KQZJ6vazPwts3hD8LrHwJr8WgrH1lazRLaZ6tujBV274xne89vDxxbqCcJPJl3W0HqDV1n0LgjFNMjoJgsAIh1999fujKF7bQDpZgPk7ArwA+QThpREv//rvGefHRsUwX/5yYCZy/iYSQHYE886d/l5xXr8FTOHQgQpYgVydteYGoA9+OGfA5qcP/ikExeNLN4UpaHTSMwtiPib4Rl5Pn8SUnOnz/BW1NXbx0M8PczpR450v86baX88PfHRWDHR6TM0C3x1SxZgM29n3DqEoYPeYgfV+dGpBAIYo5wxFjAsOUqkag3hn4vyF0QtbETA6P0H4x7t2z3JB99fLaMrSNSt+OjCvfTrdHhwnU9BLElzJu31KQLjpP4694cA47Smgw8P5NwaCQh+fFAQd7Onzkw1j/tXMp+0ZIzo08ZAQeif++YjAm17r5hoKN3+a09X6Pm+Yw4I33d4PKghritY+3T02+OmXXvTfj+5bEMBzXjH0uDC3TiFQDBQAV7gvmoCokoEBDi/Z1en0BK7A4dkl3DPXVTlfBAsAfTNYArkLIJ0amp1kCbzA0DuTgYcOBF8Jod9ea2zgC7/19OOFna9a7w3W7OUDHdZ6lIhX9vT0NcdnX4/IxkOnveRhIquxjciFb1s4/qE4PDJ61Cne+9GJgsiIXgC6IgEoIMAVLCDMERkOSL7euv0CCoi1nOScOb0anenQ2yfjxbVApNe+x4aPv90Sq5Nhmo+o+VgJ45Sdp5U+CdVHYYCnpIQZD91a+CTbrQgrf+Otp9++Ri799unnO6LPnh6FMz1k6Wq/eJEXc/bJILzlxp6PxQ6wXIQDX/zG6ERBWMQEBOEKglKGGTqtAYdHCwzwiB76rKd72xg/Vjn641P1CsHtUKDsoRKYPTEQDER/+HK2ebg2xuMfrdGFkjnevqdLcNNdoOFgt2SvOPHCixefZqwhe/zlv7Fei+BC6cGjhVe/8pBd88OeNfb08lhB5Ee21v5EQWAOhES6bnp/oJjTORMoRq3bXwHTY03DY8+Y/DpnR0LaE2T6du8Xu4+VTrwDZH8W0E5/AVwDZa1gwoOyrc/fcMPQ2D47yJoWv72KwQ1h3H6FTa5iMKabPFnNHmyITOvm7NKHyBQb49b0+MjRI4bG5NIVJjn0yBBruuyj9rfJ+HFqQdjMwFoM1gMQSGsoEPbjKRH2A7A6lo1ArsEaYRhBArwXTVomTT4F4xPMfOTQxUa28eSscY0G6/isIZjMkTW68kfS7OnXW8Sam8EXRAoiebLpgaeCoM+ehjf+7JGxBwteRD7c8enbb4yPrKKi1xjZj2D3ycQBb7+9tT9REDYzTolWxTMsCN5oe5HBq3EEn4bM02O+BsQ8OfrxIsHrdpjfScyKZ1eMfOLgDD/dFL7xxBdG8uxoU2YmoQDW28Orh4O8HnY9SocA40P4EB7rYtDtsG2MHxPfTBqe7GQ7eT5rHYbs0V3swmctXPXp0YfRHvsaX9KDx9xjQzMuf/ZWOrUgMFAmAAFmDGjGJU0gzK0zsD5aBME63mQCql+djw8vkMmyP28IemaSFMRIxya/vizSh+gml35rxhr99rPHB7bwt87XxsmQw6cXj2xUVNbxovb06357+Kzr4VjjywZMaPrer+S3pU132Kxkkz5yenJaevXmbFUQ8mRs7TQ6tSAwM04wpasxSgEQDGQPr4DiNybPSS19gUiOU/bp0isIe9miw3j8H/0MK7trVPzbozMsrRWcgqZvHH/2YK2R18KZ3grV3CNUv0/kigF5fuRb+sjgqy9e5vHj5bO+FqbW86eeLF72xR9Gus3zmw5r9qzjP43uWxCMl9wMWVMMHLWmZzBjAdYzniP6gAmmMSdq5nSZGxeI9JEnpxmP/x33uxNPDr992LJJ55rAdBeM5slM/buX3jVw8eJB+jCSL8Fsrv7EC2PjErfGMf/0bOEPj741+1r77MLhcdDYPFr5FERxyk58+hMFkTAhYNeWIHDW9fgLlCAwEpj4cqTkFDBXHXlUjzfnrTenk+7WWk9X8vbJ47em4W093RJiXQB73Bnzy3q26MFLzr6WrF5DerKIbLGgK/uN8XaK4w9nvCt2Y6SnFxZ+46Un27Dld/z5QQa+1cdN6d6PEwVhnyEKGMoYZRLo3WF9kVqBk8OnGQOj5Yirlw6ta5gdLWrOMWS+OpqD9FdgyZqzRRYGpA8jXQWMvKYYNOtOmDVEF8qeMRwVj7lxutnBu94M+ZVOMvgksZO6Hop815NJd31Y7MOnhwFvMni0ZPQoHvaL7bax9+NEQRDUCFXJga8Q6lfDGRS0EhUofBWCPUErEDmSvHmgYWC7r1zTk/7sk2HLup4uY+t0mONF2avQ6WYDCS7CS55c+ozta3zMJv3x+wTGL7LWI7JIX0z1FY89/Kst+hGZ5PMhPjIdFnvpM8aD6o3pIZO+9prjOVEQFhFAQDNYAKxTwmGOZ5jCAm2vfQDx2w8wHWgNgHk6FEONfafWN2w+QyOf+33s9cszOgscm8Zks6cvAKvz1vDxi34FwZZ1evKRPNJrxQIvefxafwpYQpIJG56wFVM24NeQfXzhNM9u443xmNdeMsbpIp+OdT3Z5PSn0X0LYl8xYQ7XBA4IilNej6dHAj05VB+fPeNs5WCBFjwnUtKcZPtIAtggh8cYFgkzd4NVIAWc3Ko/LPYll52wWrNvXoEkW88WOQeDPZiMI37hrcHFj+yQoT++YpJtclE861p7rSWvXxt96SQjtvu86dKfKAggNbT2AuNK5LjenOKqOsPW7GnWokCmN3kOrQDps6YZC7qG6LMmuG4McorBrVFSu7KzAyu5ZPTkCiQcZMNnvWJrTS8W+Ug3PnO8bGrG8OE3ji9f2NbYROm339ieuYbYQOUCX3utma/4zOGwpoeF3nAmtyne+3GiIOynsNNZVetdrwUZWMqBFNSSRd5eTpojvIGxVmtv5Temr2Rxhqy5vyR2wjw6/H4fpt4DYEtWLxDZLbjprUjgcOKR4hLAeNmzTxcedrod9v1ffWMDkVW8/RGuNTbos4fPGCWjD0/FE68++8at8wUe/OmmM//Dai0Kb/atnyiINvWAMSQohAExB8L+yruCw0sWiPRY06yhZI2trzqTocO6/arbHI72wmjdYwqvNTqyb09D1o2TK7iSphAUGqIHL3+TMdayjY8NLX689sVMU0DegTzyrNNfkvCubcWbDfvWzZF5+LNRfmAIyzomVwz0dNyPThQERspqCaYkQBRH+8b2ec3pW6l5vb3kckoQCkTJwq84BEFynDykGFAJK+gFtp4NLd2wd+qt01tR5Jd14zUB4YK1GyU+e3C4URWaHsFId7dd/HqN/oiffNj3Aw768z9/ixl+4+bx00eOnQfRiYJYE2QcWAYiawxF8Zg3tq+Zp1PfON76dOqj1szZX521Jhhe1AqAORkJEnzjfAhLOs0FSF9QySFryeFPBn/NGirw8Vc0iqyXSPq64SoGsunNRmt0Khw9TGzCSDdd2dDng3WNTPpawxM+NozvRycKIgFCtYRzgKGM2mscgPrW9wGY29uXzbnW6UHh0HN4dXpjGD8qBkUjmGQ7XfizyS47ayvQ2Ykn3fmjT84YP7KWDr0bQTEoCrokVSHoYUHk7aVDD2+8zfHSRS8fyRlr7NKhRc3xIb1GXzobJ7P2Jwoi5YB3IglYLxjxtJ7RenyNV2PkTgNjXSNz2njFQh4JsPVON5sSYI0eAYO/ILeeD2Hs5IUtvOYoXCUk/nCwFQY83kkUhJ6sBNdWmTUOsPHHC7GbDb/9dPdIY4fO/WJI7z724tk6O8VkXyaeEwVhA/MaSGsFpkCat74f5JwByBivHqBAkeXYqgdPOsnSi5KzH8+qD59gaeQkxJgPAq0ZsxX+9OOzlm48YQqL/ZItOcaShs/YCTYOgzWEJ9vpYhdlLz/cagoCf3rZotsLKZ+SzQd85PX7ZG1tYrjiIXcaPbAgqlaCwHBUCxClxrWCjN9aQTPHax/IEhxg69aQsZYta5LZ/r4j7aWzBCdfD0t4Vxv44bAXHn0UL3/y3ThdEoU/PmNYKkR2kf306vMDLx6NL8jt0stoRWENZReGVee2OX5kI97m5OiXU332k6s/URAxAkhYAxoATQALDCWtFxBzIFpPnzUNGHsrBVafHgGILx37Mub26K0g6IdvLQx6rONB+Feyp+3TPh/5FQu9EgazdTFTCGLWzRA+uunT0qGnk21juO27EfxbE2Jgbb3x8LGrVRDW0p0P2Vkxh09/Pzp1hwEgXWOasQADEBgGA7Suc4A8foYDiyeHgbGXE0Br6RSI/YJIz+qINbT2BTjMq814CwhfJK/1ZPUr0VWi2arFZ26/dwBje1o+hpFea+nQm5d8cVIQWoevWwhuOstB8c/G2mdfn2245LO8rD42fmBBCBYnU1DiGY4CAaTga0hvTTBzAK91eujWA9uJMhcYAdCbF4TVXg7q1zH9AsCmRjYbBcg6GbyCbp2t/ICFHEqXQFqTIP9ZnP/ohV6xqQg6PHizsWLmN33FJXtiw75GDq2PCWN79IabDPs1MsbpjE/Ppp7u8PIlHrIrnVoQGCjipN9dCJJnGmI4QJSigLRnXuJz0p61KEB4IwH3EsWWIOABno4cw2vdfH+PrgKjR2QFs6SmC69vEH39jVdTiOmmn4wYCKQeJvHw1TP+iiEb4qSZ5x8M4iWxJZefmnWNXnjIsouvdwh89qznk7lmTt4eat2Y/XzRi9X6e6gVH/7oREGsigSB8/qMAlGzBgQKjD1jQBuv+4qCjQKHTwD0muBoxng4UmOv4EuW/fSwWRGyxwZ+shUEWQ0JdDjsW/etJx3ZSJYNuhQrrPyyp5jw0kNHhWMP4cs/t9FK7NhbMRfP9ZGRH2T5WEz1NXuN8ScDG50IprUgtsVTfpwoCDwUUqYQKNGbl/ScsRYFRB9o/CvZQ4JqTK+g4BNQvUTRj+i3LiF6Thl39ZG3The5TnhFQoe9cJvDxqagO4UChp+f7NFDJ93JkrFeQdBjv4KgHyb/uJd1OJNR3MYlBm+FUOFbY0tc+OCRpIdHs0eHuBgnD5NxONNNBlmvwQUfnGHZmPZ+nCiIFHAqJRw3r5oB0awhMozkAJAcAFBrHC9Zb9EoOUDpsUeGrv0igKeGv2KgX3CTk+A1KRJZYvAIvIJgCy+iwzz71vCa85uMG4RcfuKxTxYWVDJKGtnkK0LJ1sJcgqyJi0dZOsXEuGaebj2MK9lHenprimEtiPhWWeMTBWERsyZYioEiDq/B4YygF4AM64EMNJ4VuH26OS9RHJXcio5ePGxbL7n0aPbISBA8SMCddmsKBmWXjX71XFDxsQM7rO1LBJ0Voj0yiA90sdU7hATzA4912MJEv7EGW/9Gg7E9jX4YYKWD/R5bMNCXbfvm+b/GtHzVkzFOni459KcCbNm7Hz2wIIB1lVImMQUshwQ/owHQc7RgtM8h6xoKFMcEteDogWavxOCXxIJunj7y1tmzpojog926JEocefv48bLPN/bw4fFP+PGNfbjD2phc/sBgn369PTbYzQ69YfAYkOxwkMkOmRVXt1+62LJPb1jCZg8VTzzkzMMqlv1/aVRo+E6jUwsiRgol3T8fpCg4BQgnBUCfU2SACJg9zrdeTx4PkAhPwWQPYISvIGWLExoZTfJWxwTC6RVQuuyRVSDwmOs19mHXzPs4aWwNxoIelvbYdtLDB6+CYh+VPL0Gp8KBA9Hfo09Pjg3YtWJAlgwfwlCSzYt3MV/X8sGe29e/aKune5Ujs9J9C4JQBaG6NP8QJoAFWoCAjlePGCn4q3GO05lewZCYTjA5e2QEkf6CbFxy8UuItQiflk56wgGLcfPG7PBHguk0thdGY5QvfGUDv37VF9/+mnlFAa9EkeW3G0rxRtbbZ0MRwZhOemDBVyMLb4SfDg3Z86jo/0OjdTpPo/sWRMwUAK4gBFvQACtB1iJgagzi0VsL9ArYWgCN6dVrHBeU5O2ZKwSPrm4H+/YKcnxhqmcXT6S42NBr5OjSwh2vHm9kHG9jMo3jY48vbEfkUHjCJA7pFGPNI4a/xjDapy+9+lUfvdbo0rMhP254+VOEYdE3Jhc9sCAIAKAg/P8vUCwZgicAmrFAZKAAANoeY9at4csRcpo9V5l1Y5S+dOgb4+tkWRMsQei6ZYfeVQ8Zjd6CmE5rvU9kg3x48wmfsZasHh/79iM82RQniVXQYbKmqBFbkm6fL9YrBOsrlhV/urLLHhzr49Dt0OMijPm/Gd/78cCCwMsxwXflqDL/7D6QQHPAHkMaAi6AgpUD9CBgON16hRVIfFo6rJck8gqnZl5RWnMayNGf7fQJljF9AqzhQbArJnP68ITHfjqMEVn+4zWmm22NLvzwFBPJhQsfvfaROHosiKMx3HRWFGzAFBZy7OFBq4/5V2zwKgx561/Et1bcNwWn/HikguBYleYk9cwXAKD1gdYDrddKbI5x3n48MMVrXOCALwDx2+dwz1+86S0g9AsYWWs187CRC5eePnyt14crXrY0+kuiMXkHA7ZeDM3JSTRe+u3DoUfW3bgKRhFkj7/skBd76+bW2WuPDvt002tMd77A4t+mdLPLEZ6H0UMLggIGFIJKU3H+udxuCD1nGCtx9WQ5laOcySFr+FBjc+PTnEsHfe1LhLE1QXLawlMw21/t4IWjE8m/sKQf/+qHMf5advCRyQf2FEOHpcJhU8Lswc1+eEswPRE9+Rw2fFo+VQjmmmKoIPQKQUH4dIH3UeiRC4IjCsL/S4vHhn8Ik7Oa4DCYA/VroCoEoPDa45wA5yjHORaZ48sZfPTQHx9c9umBAx7jFQ996SGbvTA5xfSR6cSxTR/e/Ig/XN0sejzWa2Sd/PXTiyLpCzjFwJ41jTxio5isWNeY4q0A4A27ImjudpArBSFGxWsz8oAfj1QQAHBaxfk/5PB/8tWXVBVFQAKr54QAlUg4gC6AnAdUryF67OND5Fc9JbNgkcNfMegFNNltMH7As2IzlpCVz1yDiR6Fwj5MWgFnG6UPfxjhkWxzBWFMB1nFIDnFhLybl01jMuSLabb1bOBpTAam+mKGz5oPAW+88cb23lcsN9AP+fHAgsjhAgC8qnvzzTe3x4ZbQtA4CZAGEKB6zpVAuqx3IuACXMPHUTzm8ZhLLhv0hENvnYyeXmN8gomX/fjp0aJ1PQz22ZU0Yzroxeu0dcpg1ayTZYdtBWTNniIgD485PfTSg8et4UDByhZ560hvrTiWTDqt09de2PHArsfDjv8TNrliF5/1R6EHFgQFFNUk3C3x1ltvbV9S5RSw9goQYIIgKGSN7ZVoc8QxLcDJ26fD3FjACmyBI68YNFRSJIZOdsnTU6HCo9GB3xjhixc/ghWx7yCYk5FkNtkII5t0wWisDzO9ikmS8IiZdzBFkf3wsEcvSs7LvH1zfbbhKnawsWFNczs4tN737BWPTfFDfjy0IJIvsSquW6L/N15Xo+AAA4CWE5xOFmh7nFsTaGytZJgjOshal1RUELfJ+CFAkqAZ42eHjL5kCopEIXxOp56tgmZsDdHTzWAfkYcJlvbw9csx+6s8n8hqdCsGt2p/L7kpHT/s8Wv1168Kwm6PTXM8fKMbFR9rxuQ81vdvB3vaw+iRC2I13i3hP7rlnFMDEMf1CkPAjDkLCIckSG8ueFUuh4014xKVA9YaF7z4C0wyMLABA5ka/oquPRhWHIqKfrzk8JlXbHrrEuPkssP3ZOIvacUAfsXg9yXdDPSgiqCxHk6xom8tsvTZw8OuFuH3EukG9wFALIpTPA/rz1QQlDEAmBeWn//859tvCD/++OMtMB4dQABWYXAY+JJEhwCVZPo4XTIk1nwNFF7rTrUElBg2yJcQ804VeXjoCosk0KOFgSxefet0FnB89sPE9wrbXjb4zTYdiL8aud4ZYKeLfmRcD5smduTw8DNs+KzFp4fRWj64HTwq+n/ioyuZzdAj/DhzQQAiwL619H/u1fPQtekU2ANU0AJjjgREcCSWE61z3J5gCkBOkxF0+2QEH58go4JXcNaTSw8+jzMUFuvsFGzrGiz2KoDk6TaGtySzSzcs9JBVKNZXH+jCp2dDbEpetszt6/GUxIo/3+zhYdMeXfAUQ2Mvkr07tEf+LPStCgI4CQfgV7/61XYV9pkbwIpCjwqKYugXNgICNB4B4WSni34kAGQLjmDg5SQ5TQDZ1MMkMRodFZKerloJoMfJ7hc/9vG2DyPKXrqthQk+tvEY1+iiR4OFney3R499Mmzxoxs2Wev5aLzK8p9d+14kPSrkBE667J2VzlwQDHAQGM9RFelFyfPRo8MtkVN4geIIp0s4sM05iCcHSiLeAmhcUtl1E3i5VVCCQb9GBxljOuEIK3sF2Z6xXjF4/CkmNuBXuGymkx377LKnGNxWevbIORB6cnSHif3shct8v4kV/PSzZx/m/KFHQ3jg4Z94eFR4fPd/x2j/29KZJIGMgAPIy8svf/nL7Y9nBKm/CeQU4mSBwG+9IDrxBZ5jSBDokRR87JA35qhC8FLbLWC9wOklhl4EL/mKbV2zbp/dbhb7JYVNPCVIDytc9Eu+xKMw2A+L9TVe+UBmLZow2kcVk1jxFdGZLZjEUHHCrXln+MUvfvHYtwNbZyoIAogTAgcc0AAJlNMlUE6ORwMCHp/AS6I5eUl3s1QQglrQjDVBwJs9OiQGHzvx7PcCqJHrJCUHE/mSB5tPS3BVTPbIshcvG9b5psFGNsKPZ02ePXzWV9+M8dfSgVexwQo3TDCwy1+6rfXo6kC6HdzUffLZ15v+R+nPXBCMrQSwaxeors0PP/xwG+NTyRWBQCgkZKwhARMIAeG0YJQMPK3jxSdA1iVE8FA85Du99jrxbGgFC183kVvNOr30VMBwl3SyZOzjM4/w5Jf99mAkk1787MBVTGBFeMnVzPHSVzGwoQgqlh7ZiqH3oPBuSr/FjzMXxGoD4EB6qfn1r3+9gRcA7xNuDY6tzZ65ZHCUDlTgONSzGh+eTmU8ZO2xrXA0JJj040MlqiDhZ49sgaY/fasMHfbIkNfI6iU0O2xayybdmjW9/YqEvEJwq0osmeTSTQ6R4zc7ejgUQsVAR18Qrt9IbsKP8eOxCiK7wLrGAOSAQOpdxYLNWSQwikQQBAuR5XxBFDDBQvjI4inpa5DpK5D69JBd15vrycOmGdONN/vN8dLfOvuSZV8zJleySyy5sBgnH54KmI7wG6NuDj25CsKemGh4FcX6BZR5hYT3ceixC4KjGid6n+hUC5LvKTxKABYMSbPP4a5kTnaFlvhe3AqoYNBhjshUAPSh5rDYp0tfsOAJm4JA7WfHvITSV8NrPZ3wGldcFRgeRB/Z9K9rEg2L/eJCTmJ7WSSPhzw79ozFwYu8TxR9Pc3f7G7GH+PHYxcE25wCSO9ZBmyBcgr8+b4XTrcI8Pg4nIzgVhz0uVUKmGAIAsJPn8CgEsyWdXrpEbx0kkeSQG/vKtnXowJqvjZJM9ejEsQPuhUY2XjChtdaPsJXIeRDukq2A9W7AKwOEnm+4NV7NIuvj8reIWAIO5uPS0+kIIAAKvA+FvoYxHHtvffe276n6DsKjlUYksip5oJGT8HqmuxWsW4Nv4IoaPbtKbpeZM0lpWIQZMWD2EX2S5w5vPsBtq8g2IgkceUz5kfJw0euPr+yx75GT833CYoC8Y0+xA88vnQS1/2XyBXHJvAYP55YQYQBOEHxotOp4vif//zn7WOmBAoKJ1dHjAuWZAtOPBJRY8c6GwJGt7lmXELYFlSJcCt067CBL8ou+ezrrdNhHNFnTdHQS4/9ikghKki4rCk+MrCnk4zGRw0vOYUg6Qg/eXxw2PfR/u23394Kwi3hULRPBt+ToKdSEIAC7FkHaAlTFH5lLkE5UC8ASOAklQ7jCkECBNe6HhlrnSQBJotKBLnTEsJuthuXNL22Eh629IqCToTP+ppUa3gQHJp5RauHuaKmk0yFoFdM1h0Mj4i3RzH4aC+mCocO+6h+mzzmjydeEPAIEAKcAxWEAPzpT386+OSTT+49y52oHgEcS1YQBaUmoDlegPEKpLnefjx6BWKdfQVXklYeaxpeZExGW2XogF9j1143gD0J1ltzG5VcfBqb8dAhNhWyfYckvebGfb/j47yicDNUDPbzYwP+hH48lYKALcAcALyACMa77767/aFuH0EFoKtWQgqQ4EqMNfpKsDVFYE3vFiAjCfRLTPYFXaMDwdFeesi7sslVCOkNAx144rMuiWTJ0GlsjV8l1TrSw9Y7jh4W/BUPjBo/Jd+NoBi8M3gv2/eN/JOmp1YQgBZ8NwCHOGosqK7Y999/f/vdRwEUJDyCIqCaYCPJslfiJYx+vYDWCzDeikIi1kaHZp+8JEouPOzTXzGwC4t5RAYm6xVCPGRLsD1FhF9DbDog7FSksFmnA9nzHYPfD2k+WnpsKAa86dqYn8KPp1oQ8HKAIznUKem0/eUvf9neK3rpEzAJEzBygixY6dFLonX7moBKwJooSV6Thi+9MBhb61RLOn6NbrpQOumD0T4iZ8w2ImMMH/3kehTa29efjD16YJF4t4E/Keh9oUNin+61bYaf8I+nXhDwcoJDJUIyBEsAPCd9LPWn/T6BaIoBbwEuCflOnz2NXqQvieYSULNuX6NbcvX0VBC+K6kQ8JPt5jHGm1546LDGD3rJIrgranuIT2ToxUe2QtDD0vcLisH7Ql9Hs0E/Mg7HtvAUfpxLQcC9OiVg5gXPFyyaovDNpiRJhkApngpDQLVONx2r3uwIGvn49aiAkqHDukRJiqRZr8gUgcSVPLL206HHW2Hhp8eaQu9kw2Ed2WMXsUufR5VHhBtB8/FSLMTGPmLrvOjcCiKHCqxAemwIkOB5xxAY7xV+MebEliS8WgEVqJKpp6OgxYe3ROAhkzx+Y0nR2zPW8NJFVjNfiSwbSNLcAopBEccfTxjwGNOr16y5HRWAv3TyruCWEBP6K4bV9nmMz70gcorDOS6AToqi8DHVN3J+he4fKPF3Fb2oSUBNcDuVnbZ0Crg1vBWKtYrFmn092/jCIrEVBX32JRovHXhh1UsqHoVrvG/THOEhq3c7KgQ+KgZfQVcIK47idN79MymIkqQv0BLipnBdFqwPPvhge4z43kJh9OJZ4Au0oHWSBR6VPD0b9EuaHtGheSS4jdjGqyCsG+PVKwhUEeCVWPt46fXML+GKCB66FS3CUyEoAk3x89ceWa3YbELP4MczKQh+ro4bC0an1QkUPNeoFyzvFppvOZ1GhSHYZCSFnEZPeiVPMiXMmrHAWy/4cNAnaSXFM5/udOLpxrCmEOhCdNuj03r2FRAd9uGTdMlXBHwy9p5Bhk76wl2/GXgGP55ZQeTrGoACWqIVhpPnavXC5RHitvCnd35R5jRrkiiwyQmwREhyOq1VCPUwkOt2MGdTIvHX4k8HPjy9M5hnJ94+VsPvxtOMFQJc4cWfLD3Pmp55QewHQHAKvF7wBNepUhT9e49uC4XhuvfFlveMtTjIKopuEHacZknsGrdm7qRak2RjSQpDydLHj7cWLzsKS8K9C0m+dwO9G0Kh8eU0veneDDzjH89dQRQPQRLsEirYPYM9MtwQ/hbSx1SFoVccCqNntwLp0VJiFUWPgGxJEj6NPXPFsZ+oVRY2mDQJ1xSApiBgrQjWx0I4sr1vo/Vn1e8XhM9Yw++TQTtvgCWtgEmAwHpeVxw+pnqcuCEUR/8JgLmmcLo1JNttINF06xH9dCO9efvtKZBsO+VuERgkvGJQAG4Ht9n6bpDO/NgMPQc/Bp7h5jc/UoN18Z133jkaL1ZHw+m7g8Ersb8g8bvdk9xj8bxoP4DNBbgESZLgS4bi6OOpQjDW13qkKAzFUGHQS491jwFjZJ0tN4YiVAgVQT3b1mv4yMNHPsznFbMz2rk98MmznN8dj7bthGzej+B8PTavjwD8c2x+dFwY8/PZGa2cJ7uAC36Jc2IltfcEYy+cteYVxIrVadHWJEquVlFIuGbeo8U+GRi08Ky6n8fxcY4/Hdg+Hfivjfn22VpBHI1A3RqO/n0s/v+xqXJeG23eo8+hNwPbvVMoiZFES1Snv8QrEHwKYu3J0bXqSJf1NckSXbK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mediaID="Coin_cst_Tails"/><sound name="Pop" sound="http://snap.berkeley.edu/snapsource/Sounds/Pop.wav" mediaID="Coin_snd_Pop"/></media></snapdata>