<snapdata remixID="9437730"><project name="Balancing Equations (Thanos Math)" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Thanos walks the student through how to solve basic algebraic equations (px=q and x+p=q), then the student gets a chance to defeat Thanos with their knowledge&#xD;&#xD;Credit: Julia</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAXJklEQVR4Xu2dCXRURbrHf/f2lp2QEBK2kAQImyyi7IKCCDxQEHef44iKouPoiMsoPB1HfS4PRRGFQUUQdMQFwWEZFWQXBAHDjgJBQHYSQkK2Tnff+85XJBnPjJBlktNjp+okp093163b939/56v6qr76rmHbto0uWoHgKJBtaACDo7w+q1JAA6hBCKoCGsCgyq9PrgHUDARVAQ1gUOXXJ9cAagaCqoAGMKjy65NrADUDQVVAAxhU+fXJNYCagaAqoAEMqvz65BpAzUBQFdAABlV+fXINoGYgqApoAIMqvz65BlAzEFQFNIBBlV+fXAOoGQiqAhrAoMqvT64B1AwEVQENYFDl1yfXAGoGgqqABjCo8uuTawA1A0FVQAMYVPn1yTWAmoGgKqABDKr8+uQaQM1AUBUITQAl39L+/ftJTU2ttrqnT58mPz+fpk2bVrsNfWCFCoQmgF999RVXXHEF1U38tWnTJvr370+zZs3o2bMnb7/9doVK6grVUiD0ACwsLKRr167s2bOHgoIC7r//fl577TU2bNjAyZMnGTFihFJq8+bNrFy5sly1a665RgEn5eWXX6Zx48Zcd911tGnThszMTAzDqJbC+qDzKhBaAIrFu/jii/n0009p27YtRUVFfPjhhyxatIhly5YpKCMiIpQiWVlZHD16tFwd6a6joqLUe/k8OTmZ6Ohopk6dyg033KA5qh0FQgvAjz/+mDlz5tCnTx8efvhhlixZQt++fWnSpAlPPvkk9957b7mM7733Hs8//3z5+xkzZtCjRw/1fsCAAUyfPl0dl5KSwg8//FAObu3chzrbamgBeOTIEfbt26cs35VXXsn27dtZvHgxBw4cYPbs2WzdupX69eurux0IBPD7/eV33uVyYZqmei/d9Lhx4+jUqROtWrXi+++/Jzw8vM5SUosXHloAlgklY7/09HQF3AUXXMChQ4fUmG/MmDGsWrWqQj2Li4sVfNJNr1ixgg4dOlR4jK5QLQVCE8BqSaEPCoYCGsBgqK7PWa6ABlDDEFQFQhPA3NzcX1TV6XQSGRl5TsXz8vJ+cfJanBOZktGlxhUITQB/LpPM/YknW9UiDkhcXFy5Z1zV43X9SikQ2gDu2LGD4cOHs3fv3kqpUVZJJrQFPpm+iYmJqdKxunKVFAhtAIcNG6aW0QTEqpR3332Xb7/9lhdffFEDWBXhql43dAEUeO677z4VTCAT0pUtPp+PRx55RE08y2S0toCVVa5a9UIXwEaNGqmlNLF+a9asoUuXLpVS6NVXX2XWrFkcO3aMfv368cEHH1TqOF2pWgqELoBlcshKSFUsYNlxjz/+uLaA1WKqSgeFPoBerxePx1MlVaSydMWyPqxLrSoQ+gBWVb6SkhIF3/nmC6vapq5/TgU0gD+XRgIWZNomKSlJhXG99NJLmp3aVSB0Afzss88YNGiQCs1avnw51157rZJSQrZkfq+stGvXjnr16qm3t99+O88995yKhk5LS1OhXbrUqgKhC6DEAUrAqYwBBcbExESl5LZt29QcX1kZPHiw8pZ/Xnbv3s3IkSNZu3ZtraqvGw/xB1bL3pCLLrpIhdWXlS+//JJPPvmk/L3ECLZv3778vURRC3wyfRMbG6sZqV0FQtcCSvc5cOBAJZ/AVOYJi5Mh3XJZkSCDskho6aoFyHXr1qnP3G537cqvWw9dAJs3b45srzx8+DBDhw5VUdHnK7L+26JFCzUBLVEzUiQ6RpdaVSB0AaxV2XTjNaWABrCmlNTtVEsBDWC1ZNMH1ZQCGsCaUlK3Uy0FNIDVkk0fVFMKaABrSkndTrUU0ABWSzZ9UE0poAGsKSWr2o7MN0rKD5ns/k/NvCVzoxIZlJCQgKyZ10LRANaCqBU2KWniJEhWIm4cDkeF9YNdQVKcyAqSZB6r4aIBrGFBK9Wc5JsR+MqWACt1UJArSU6dbt26ERYWVpO/RANYk2pWti1Zay5LBVfZY4JdT4YLEidZwwEaGsBg3Nj169fTvXv3fzm1jLkkt2Hnzp1VVtcbb7xRZemSgIkHH3wQST0sx/08S4PksZbPrrrqKrWNtKIimcMkYecLL7zAd999V+nxp2zwb9CgQXl6u4rOU8nvNYCVFKpGq50LQMlZKPAJJM8++6zKzPr000+rbu+JJ55QOQ4lflEgPXXqlAqulZTEclzLli05fvy4+p2S91BCzOR14sSJanOVRARZlsX8+fMZP368CrSQzfcC+Ouvv66SsUug7rkcIg1gjSIQ3MbOBeDSpUtVdv+HHnqICy+8UMEm0Alg4rSUAThhwgQmT55MTk6O8lJlC6psJyjL6C/1BWCp06tXLyT7q9SR4FzJm/PWW28hGWK3bNmiYh9lG6rkxR49enR5muJ/VkgDGFxmavTs5wJQTjJkyBBl+QSiO++8U1mqBQsWcMsttyCAiiMgn4v1kkBbyfxw1113qd8nSdanTZumwsmkDakj1k32N48aNUptORBgL7/8clq3bq2y/0u3LfWl7c8///yc16kBrFEEgtvY+QD8d37ZwYMHVXL12igawNpQNUht1haAZZcjVk4eSyHdb0XlzJkzKpm75NEpC8T9pWM0gBUp+Sv6/nwASlo4mfCdN28eY8eOVV2wbI4SR0LGcAKCOCTifEgakbvvvlt5tDLOk+eeyE5AWbmYOXOm2og1ZcoUlahdyk033aScDunOyyylfCbjQemK5UkC5yoawF8RYBX91PMBuHHjRiZNmqRWHgRC+ZcizoKMD8VLFiDF6RB4xCERSyebr2Tfi3jN4kXL9tKPPvpIJWmX/Day0V4+mzt3Lm+++Wb5eE8gF+DlEReS2F0DWNHdC4Hvzwfgn/70Jxo2bKis2cKFC9WcnVhBsXrx8fHKmokVE29ZtpfKxivZ/Xf99dcriycWsAxAsYoyPyjPRxGvWvbJiOcsjomAK0WAlqcCCNwCuQYwBACr6BK++eYblTbuXEXm6/55mU68Yvnsl+bpxFr+0g4+mdiW4843tqvot5Z9v3PnTrV/umwTf2WPq6CenoiuISGr1Ixs//y1BCKUXZisX5/Jyyc+Pg6Xx0mD+HiSk1P+3WAKDWCVyKmhytnZ2WplQiD8NZSMjAzyTxaSdDANb2EJR04eYdexPSzevIgBN/XkwYf+UOklvX+6Xg1gsACQByKKZyld5H9SkYc5yrhQHBqx1FISihvTcFsrVCCMw8ZbZCJPNbPC4GBRJq8se54Z86bgdlc5UkYD+J9084P9W2TM+OB9D3P19VfRvEEagbAS8nYWk7z7AkwZT1oG4eFnX11uKMy38URCfr0Cnln2KFNn/CMFSiWvRQNYSaHqRLVFC/8GW+Lolt6NH9278MUVUuL30j6jF07LRcACiZ+VRyebDtQzVRwug+IAvPL1izwx434iI6v0PBUNYJ0gq1IXadGpVTfW/eUbcg474Bh46+VwIH0bMSeSSD6Sjh0AeWy3ZYHbA063RXGxSUHAxtEml/e2TmXs/4yr1NlKK2kAq6JWKNe17QB9Wl7JV9MWcWyzTWwTKD5hYBfaFEadJjy3Po5Sy+ctli7YxhFl4Uk02b/LplUPg3unj2LG7GmlMp199K2ehqlIAv29UuDQ4f28O24xQ3sNZ9rCD7g0tS+90y/EyDWwbTjtyCeKSLw+izCXjdvhxFHf5tjxU8xc+w49ug/k+dl3s3HnGkxTkjtpADValVTAsv389403M2bgi7R2pDBv9WrWOWazYcleJt86m2ZRCaw/tJs+HVoREQM/7i/E8pfw7PynCG+Wz9r16/n7vd8x6r2bCGtUxOJlf8cwKrXZSnfBlbxHIVzNZuTI27in5XM0bxeH43A4th+ueeNKdudsxvI6eebqeTRrkEyP9vFENTSY//lhlm59n7D2hbz77hs8NvwlRl8ykjk7v2bG/BdYdWAuYWERldFMA1gZlUK7jk3Txik82X86t1x9GQUnDQIqLaLNkn1f0jW5N76CKH7MP0qPtkmYETbr15fQJS2CyBjIzbMwfSbR8TZrdh/npQ8fZvG+aaVzghV2wxrA0IaroquzxaelW9fuTOi3kPYdEsBjkLcLPC4DT7TNqWw4edogtp6PrYdO47Ns2jWOp7jQILWxgeU3iKxv4WpisHTpXv4w61r2ntiEQyX51ABWdAf099hkZx3lr+NWcGnXK2geH0/+QbCKDE7kWDgsk4Zx4A6zEe8Xd4DcAj9uJ2Rnu0mMg8g4i/BUkzuefojxs0aT0iq9dGlOJm3k/5xFW8C6TKBMvUgxsPny87+TdLw7zWMTsAoga5/F/mwve898QWzTWEyPjwWr53Ddb4ZhGi5SWySTseQA7fMH0yTZJjrVYMzEp5iyYCxOlwvDMEH+NYB1GbGKrt0G21KVdu7YRsm6RjSr1xDDsvl4zna2WB8R09yvtnM2SGjAls1bGDigP5k/7qdtq5YUlvhwZnRiaNeL8DQ2mfrpLH7/2jAiIiKxjdLQsfNDqC1gRbcolL+3bUtZP1lSO3r0J7IXRNO0Xpy65LXrf+JwyVYiogyKbC8Op0Fe8RmaNE8kO+cULiMMv+Vj9fKtjL/1GSKTTOYs+4Khj7QlqVHjUgBljGmUWkJp9V/GhBrAUAaswmuzLGwsWdRl46b1ONe0I7lhLLhMTu2x1Hqv1+nj4Il8UhJiOZifRVxYNGEONycKc4kNC+P4sRy6dG6EM8bgi6+X0/OeJFLT0jBsAc8+u2hcZgVlEVmVchA1gBXepFCtIMZJljhkHGhb/GXqX+jtu42khHo4XZCVCXnFJZz25HJwl5eG4U054j1AtBlLUnQ0p117Kcr10T2lLdEpYEaYfLF6Kd1HJ9AyrUXpyM/GdjgwBDiJ3yoHsXySWgMYqnxVeF2WLZ0vhowBLYtXJr7CJfZdJDeKw+OG/MM2GXsOsPPULppHJtGpZSc2HthNA1d9WiUksCN/Czt2/sStlwwjPMnGGQuL1i0jq+FWtmd8x8kDe/FGxpB/3OCTv02mUZOmpd1yGYjKCmoAK7xRoVpBARjAEB/E9pN/JpfbBz/Da7+fhDvMIG+/wcpt35BVlEeX1Hakt27MglVLSYttRUpcc7xJOXw850vuHnAzngYGPxbtZ+zMe8ncvYbfNnZxLOAl5bI+HNuViL9lCVPefB2HM0Z1yWrsqdaLDQ1gqPJV4XUJgLaNYQWwAz7VZe76fheP3f0OL/32Vfy5TlbvXU58dCNS41qQmGgwZ9lKWjVKJTE8DbNhATM/+5AHBoxiU+Empn3xFvnmjxzNzGDbn/N5f2sCjuJsbuttM/SlAL+bMJkRI26F0kAFw5QzmhrACm9UKFb4WfdrBSyMgJ8TWdnccPNo+tS/m42ZTzHkwhdxugro3vEKHDkRGA4fc1ct5sK2HYirn4LL9PLIO/fQulkqNwyeyLyVt9IosiszF/+ePa8W8s0hJ1szbUYPsOj4qMk9T4/jgfv+iO1wng1UOBusoAEMRb4qvCZl/WTsFwD5s0q4acAfub33o+SfcTC436Us2XSCt5dfT/v4S4gLa0BU/QiO5hwnOSaNXccO4XIXcih3N99tm8XeWccYM7UbXZq+zpj3h/Hl7ado3dpmwbcmc1f7Sbjiat544/8wHXEYDg8Ybg1ghTcplCtYNgiElp/i4iJGDn2cO/s+TCRRnMiCQf1a8/JHMKhnDGu3pRKw08jKs/EGelPoy6Rx7EmiXBkM6rWXmBiLeLOEP89w0q/1YUa+05Y3u+XSqVeAr39w0MoNnSevIiwqAcMRBaYHzDAw1FqxtoChzNkvXpst4J0d+1kBm3tGPcpj7V/GDjjwB2w2Hz7B5T1a8LtZUfzPbyySowoIlASIjrAZ/7cbad98IX3TizniDWfuMj9z93Ugzn+QdskBzLzxHPpuNNf38HP9IIM9x022f+1ixMJvcLpjMV2RGKYb25SpGQHQoQGscwBatlpak3HfyVPZfPVMJhc36k3WaYPVmZuYuvYBvO1SyWo2CLvwDHbBadwRHia0msgtHY4RHmXT+blu7E65BdyR4PXjqh9BuO84ee+NZWJ/gy5NLD7NMHjh1gB9x4ez8sftuN1R4HBjG24M01W6Rqy94DrFn/J6pfeVXUV+P337X8G0IUs4ngMTVjzFfX/uxT0PjOVk1/sotMJxhXmwnS5sh0nMircZ1iaDM34Xn8c8SrEzGtOycXjcBHx+XD98TauSbzl06AA3tInA8J1m3ymTx9+ezqV9+mE4IrFNCVKQFRJ5ELjM/+guuE4BqMZ9svph2RQV5nFR2jCmjVzOHbMGsnLjdOLqx5HW/lKOJ/aB9G6YshPd7SaQnQWWHxwmRngEEfWiKDqdi8MIEOEw8B76Aa8rlo5HP+Wzj9/k5hFPkp17grffHUfvXpeAw6/Gf7ZhYCj4pPtV68S6C65TBJYCaFsBVq1eReH8ZsRHJnHjlH5s3/0VTrdNUlpfii4eTn/PaoqLz5Dvdaopl53mEALN2snUNR33T+N/h+yH/Cwa1PNR4nfRd9VjxGbMZO+2VTicJg7TjVM2ETtk7tmvnA9ZHsYIw0C6YA1gnWJPLlZZP7X86+fTeZ8RsaYnSzK/4L3lz5GZuY5wj5OGrQdid7mca+xJuBwWYbbNxemQ3jiKzKM+4sMNLkkv4sE5bnLyLY6XwAk//OS4AXPrEk4czsBpuFTSItNhqlQehkMyewmJAp7M/4kVFAB1F1y3ILRtLAWhxbbNGRz8OIZFG7/g8y3vs2nzXMI8HlI698fVpIh6TX7C7zfwBQKE+d2kB5x4i0rw5fnJddnsdZkUZFkkpBrYflnXtcnbEM7Jgz/gcDgVfE6nWEAB0MCQV+l+bZmEli5YxoBu3QXXLQLPWkFLEiIF/HzwwfvM/WQRd9x+I/0uG4Bsz+x4YQdKInIJaxxOoV1MwLQJcxtERMHBFTJ8tEjsaZJ92MJ7HFxO8DhMxvQ12LDdYNLs9SQ2TFIWUHXBTgcO5fQ6wfRj2K6zYVpqHOjSANZFAG3xggN+An4flq9EPbrBCpgsWbaCJx66g+5tLOZviMAvyyRGAFm8KPYV8taESQRsm/vH/pFAvqykqPVcPG439cKL8JtxJCQ2okVaKrOmT8ah4HNhusyzwQeGrDnLq1hM6Yr1PGBd46/cCw74A+Arwe8vwe8rod/gEcTViyMrK5ud3+/A43ThdLlVeH5UdBSxDSL5du0qxIFJSe+It9CHv7iEEkOCWg0VWR3tCUOCCRMT41mxdIHKS+30uDGcTpUtwZDQG0PMoRTpgp3aAtY1AqULVv+BAAGxfCVevlq+nNcmTmNDxkYinB5KAj5cDgc5+WcwBS6HwYG9W2mQkKgiZzZu2kCvS68kVjJhGQZFxUX4xKpiqTHm8P8awvMvPkly06Y4PC5Mp7s0vbBdtgZcKru2gHWNP3W95QD6/QS8Ppqnt6BxfHP2ZO6mXnQ0OWfyaRBTn7yCM7jdLu5/4E6eGDe2dKtlgKJCLxf1vISTJ07jcbiwDZvsU7nK6RAAW6e34aM5U0hplIbDE4bhlA1KZ/O6yTy0CoRVXbCeB6y7AFoWEoolOV4+mfNXJrw8iR3fZyLjw7AwF4kNE7jsst507NyRUbeNIjwiSnW/iiBsCs/k8eEnsykqLsDn86vP/AEf8XFxjBg+nPCIOBxOt9qgbog3jOPsVs3yoldC6hh8pTvUyuYDf/aqbJJ4xqXds4znzu4WFktlllswwzgbxqWcWAnnUoEN8iow+c5+p+b+XNjKyxXnQ6yegPdz+Mo3q+sxYB2jsGYuVwAUD1ll9ghgSzYjAU24NC0Mw1Pq5Z43K4I0ogGsmTtSl1uR7ldAkywLZukKm1i/ShUNYKVk0pUqUEC6Zn9pV1upvIBl7WkANVs1qcA/xpmVbFUDWEmhdLXaUUADWDu66lYrqYACMLeSlXU1rUBNK3D6/wE+Xx9Lld0aLwAAAABJRU5ErkJggg==</thumbnail><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Thanos" idx="1" x="179.99999999999997" y="-99.99999999999999" heading="90" scale="0.4" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="thanos" center-x="240" center-y="180" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37" y="230.00000000000003"><block s="receiveGo"></block><block s="doSetVar"><l>number of stones</l><l>0</l></block><block s="doSetVar"><l>Question #</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setScale"><l>70</l></block><custom-block s="Introduction"></custom-block></script><script x="30" y="380"><block s="receiveMessage"><l>question 2</l></block><custom-block s="Question 2 Instructions"></custom-block></script><script x="31" y="448"><block s="receiveMessage"><l>question 3</l></block><custom-block s="Question 3 Instructions"></custom-block></script><script x="57" y="10"><block s="receiveMessage"><l>gain stone</l></block><block s="doSayFor"><l>Congratulations! You gained one infinity stone!</l><l>4</l></block></script><script x="53" y="71"><block s="receiveMessage"><l>lose a stone</l></block><block s="doSayFor"><l>Sorry, that&apos;s incorrect. You lose one infinity stone</l><l>4</l></block></script><script x="42" y="138"><block s="receiveMessage"><l>false but no loss</l></block><block s="doSayFor"><l>That is false</l><l>3</l></block></script><script x="247" y="214.00000000000003"><block s="receiveMessage"><l>question 1</l></block><block s="bubble"><l></l></block><block s="setScale"><l>40</l></block><custom-block s="Move Thanos to Bottom Right %s seconds"><l>1</l></custom-block><custom-block s="Question 1 Instructions"></custom-block></script><script x="229" y="349"><block s="receiveMessage"><l>question 4</l></block><custom-block s="Question 4 Instructions"></custom-block></script><script x="269" y="476"><block s="receiveMessage"><l>win</l></block><block s="bubble"><l>Aagh! You win!</l></block></script><script x="209" y="540"><block s="receiveMessage"><l>time to attack</l></block><block s="doSayFor"><l>To defeat me, you need to gain all the infinity stones</l><l>5</l></block><block s="doSayFor"><l>You gain stones by answering questions correctly and lose them by answering incorrectly</l><l>7</l></block></script></scripts></sprite><sprite name="Questions" idx="2" x="-49.99999999999983" y="80" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="147.89999999999998,0,97.614,1" pen="tip" id="73"><costumes><list id="74"><item><costume name="Question 1" center-x="37.5" center-y="14.5" image="data:image/png;base64,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" id="75"/></item><item><costume name="Question 2" center-x="42" center-y="12.5" image="data:image/png;base64,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" id="76"/></item><item><costume name="Question 3" center-x="58" center-y="13" 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id="77"/></item><item><costume name="Question 4" center-x="57.5" center-y="11.5" 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id="237"/></item><item><costume name="1 Stone" center-x="230" center-y="48" 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" id="238"/></item><item><costume name="2 Stones" center-x="230" center-y="48" 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" id="239"/></item><item><costume name="3 Stones" center-x="230" center-y="48" 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" id="240"/></item><item><costume name="4 Stones" center-x="230" center-y="48" 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" id="241"/></item><item><costume name="5 Stones" center-x="230" center-y="48" 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" id="242"/></item><item><costume name="6 Stones" center-x="230" center-y="48" 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" id="243"/></item></list></costumes><sounds><list struct="atomic" id="244"></list></sounds><blocks><block-definition s="Change size and position so the stones stay in the right place" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="getCostumeIdx"></block><l>1</l></block><script><block s="gotoXY"><l>-110</l><l>150</l></block><block s="setScale"><l>100</l></block></script><script><block s="setScale"><l>50</l></block><block s="gotoXY"><l>-100</l><l>150</l></block></script></block></script></block-definition><block-definition s="Change costume based on number of stones" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="number of stones"/><l>0</l></block><script><block s="doSwitchToCostume"><l>No Stones</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="number of stones"/><l>1</l></block><script><block s="doSwitchToCostume"><l>1 Stone</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="number of stones"/><l>2</l></block><script><block s="doSwitchToCostume"><l>2 Stones</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="number of stones"/><l>3</l></block><script><block s="doSwitchToCostume"><l>3 Stones</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="number of stones"/><l>4</l></block><script><block s="doSwitchToCostume"><l>4 Stones</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="number of stones"/><l>5</l></block><script><block s="doSwitchToCostume"><l>5 Stones</l></block></script><script><block s="doIf"><block s="reportEquals"><block var="number of stones"/><l>6</l></block><script><block s="doSwitchToCostume"><l>6 Stones</l></block><block s="doBroadcast"><l>win</l></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block-definition></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="hide"></block><block s="doSwitchToCostume"><l>No Stones</l></block><block s="doForever"><script><custom-block s="Change size and position so the stones stay in the right place" scope="local"><comment w="90" collapsed="true">The marker at the front of this block  means this is a method only for this sprite- none of the other sprites can use this method</comment></custom-block><custom-block s="Change costume based on number of stones" scope="local"></custom-block></script></block></script><script x="308" y="189"><block s="receiveMessage"><l>win</l></block><block s="doWait"><l>.5</l></block><block s="hide"></block></script><script x="79.33333433333331" y="217"><block s="receiveMessage"><l>time to attack</l></block><block s="show"></block></script></scripts></sprite><sprite name="Multiply" idx="6" x="-33" y="75.00000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="16" color="206.55,136.323,0,1" pen="tip" id="366"><costumes><list id="367"><item><costume name="6x = 12" center-x="42" center-y="13.5" image="data:image/png;base64,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" id="368"/></item><item><costume name="3x = 15" center-x="40.5" center-y="10.5" image="data:image/png;base64,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" id="369"/></item><item><costume name="7x = 21" center-x="41" center-y="12" image="data:image/png;base64,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" id="370"/></item><item><costume name="4x = 16" center-x="40.5" center-y="10" image="data:image/png;base64,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" id="371"/></item><item><costume name="8x = 72" center-x="41" center-y="10.5" image="data:image/png;base64,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" id="372"/></item><item><costume name="2x = 16" center-x="41" center-y="11" image="data:image/png;base64,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" id="373"/></item><item><costume name="5x = 30" center-x="41.5" center-y="11.5" image="data:image/png;base64,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" id="374"/></item><item><costume name="9x = 63" center-x="41" center-y="11.5" image="data:image/png;base64,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" id="375"/></item><item><costume name="3x = 9" center-x="34.5" center-y="11" image="data:image/png;base64,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" id="376"/></item><item><costume name="7x = 35" center-x="41.5" center-y="12" image="data:image/png;base64,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" id="377"/></item><item><costume name="x+5=12" center-x="55.5" center-y="12" 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s="gotoXY"><l>-33</l><l>75</l></block><block s="hide"></block></script><script x="61" y="111"><block s="receiveMessage"><l>time to attack</l></block><block s="doSetVar"><l>shown</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>Q#</l><l>1</l></block><block s="doWait"><l>12</l></block><block s="show"></block><block s="doForever"><script><custom-block s="Get the equations, choose one, ask, and check the answer"></custom-block><block s="doWait"><l>5</l></block></script></block></script></scripts></sprite><watcher var="Question #" style="normal" x="8.986990148092332" y="247.14223086993798" color="243,118,29" hidden="true"/><watcher var="number of stones" style="normal" x="8.986990148092332" y="266.01491197833025" color="243,118,29" hidden="true"/><watcher scope="Multiply" var="shown" style="normal" x="9.759627310145333" y="9.759627310145575" color="243,118,29" hidden="true"/><watcher scope="Multiply" var="Q and A" style="normal" 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equations by making sure everything is perfectly balanced, as all things should be</l><l>7</l></block><block s="doSayFor"><l>When you finish learning, you can test your skills against me.</l><l>5</l></block><block s="bubble"><l>Press space when you want to start</l></block><block s="doWaitUntil"><block s="reportKeyPressed"><l><option>space</option></l></block></block><block s="doBroadcast"><l>question 1</l></block><block s="doSetVar"><l>Question #</l><l>1</l></block></script></block-definition><block-definition s="pop quiz %&apos;on_topic&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s">pets</input></inputs><script><block s="doDeclareVariables"><list><l>Q&amp;A List</l></list></block><block s="doSetVar"><l>Q&amp;A List</l><custom-block s="get Q&amp;A question list %s"><block var="on_topic"/></custom-block></block><custom-block s="ask questions in %s"><block var="Q&amp;A List"/></custom-block><block s="doSayFor"><l>Can you believe it? You answered all my questions</l><l>3</l></block><block s="doSayFor"><l>Did you remember as much as you thought?</l><l>2</l></block><block s="doSayFor"><l>Press space bar to do more review</l><l>2</l></block></script></block-definition><block-definition s="ask questions in %&apos;question list&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Q number</l></list></block><block s="doIfElse"><custom-block s="empty? %l"><block var="question list"/></custom-block><script><block s="doThinkFor"><l>Hmm...</l><l>2</l></block></script><script><block s="doSetVar"><l>Q number</l><l>1</l></block><custom-block s="for each %upvar of %l %cs"><l>Q&amp;A</l><block var="question list"/><script><block s="doAsk"><block s="reportJoinWords"><list><l>Q</l><block var="Q number"/><l>. </l><block s="reportListItem"><l>1</l><block var="Q&amp;A"/></block></list></block></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block s="reportListItem"><l>2</l><block var="Q&amp;A"/></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Exactly, </l><block s="getLastAnswer"></block><l> is correct</l></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Not quite </l><block s="reportListItem"><l>2</l><block var="Q&amp;A"/></block><l> is correct</l></list></block><l>2</l></block></script></block><block s="doChangeVar"><l>Q number</l><l>1</l></block></script></custom-block></script></block></script></block-definition><block-definition s="get Q&amp;A question list %&apos;my_topic&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>questions</l></list></block><block s="doSetVar"><l>questions</l><block s="reportNewList"><list></list></block></block><block s="doIfElse"><block s="reportEquals"><block var="my_topic"/><l>pets</l></block><script><block s="doAddToList"><block s="reportNewList"><list><block s="reportJoinWords"><list><l>Kittens say: </l><l>A. woof B. quack C. meow D. honk</l></list></block><l>C</l></list></block><block var="questions"/></block><block s="doAddToList"><block s="reportNewList"><list><l>Are pets awesome? </l><l>Yes</l></list></block><block var="questions"/></block><block s="doAddToList"><block s="reportJoinWords"><list><l>This is question 3</l><l>A. Option 1 B. Option 1 C. Option 3</l><l>A</l></list></block><block var="questions"/></block></script><script><block s="doSetVar"><l>questions</l><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block var="questions"/></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="Shrink Thanos" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Move Thanos to Bottom Right %&apos;sec&apos; seconds" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doGlide"><block var="sec"/><l>180</l><l>-100</l></block></script></block-definition><block-definition s="Question 1 Instructions" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>key pressed</l></list></block><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSayFor"><l>This is the first equation</l><l>3</l></block><block s="doSayFor"><l>When you have an equation like this, the x stands in for an unknown number</l><l>4</l></block><block s="doSayFor"><l>That means you can interpret this equation as 4 times some number equals 8</l><l>5</l></block><block s="doSayFor"><l>Before you do any math, think about how you want to solve this</l><l>5</l></block><block s="doWait"><l>5</l></block><block s="doSayFor"><l>To solve any equation, you need to get the x by itself–also known as isolating the x</l><l>7</l></block><block s="doSayFor"><l>To do that for this equation, you need to divide 4x by 4</l><l>4</l></block><block s="doSayFor"><l>This gets rid of the 4 because 4/4 is equal to 1, and 1x is the same as x</l><l>5</l></block><block s="doSayFor"><l>But wait!</l><l>3</l></block><block s="doSayFor"><l>The equation is not balanced!</l><l>3</l></block><block s="doSayFor"><l>If you only divide the 4x, you get x = 8</l><l>4</l></block><block s="doSayFor"><l>But that can&apos;t be right. 4x8 is 32, not 8</l><l>5</l></block><block s="doBroadcast"><l>divide by 4</l></block><block s="doSayFor"><l>You have to divide both sides by 4</l><l>4</l></block><block s="doSayFor"><l>8/4 is 2, so the answer is x=2</l><l>5</l></block><block s="bubble"><l>If you are ready to move onto a practice problem, press the right arrow. If you would like to repeat these instructions, press the space bar</l></block><block s="doUntil"><block var="key pressed"/><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 1</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 2</l></block><block s="doSetVar"><l>Question #</l><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="Question 2 Instructions" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>key pressed</l></list></block><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSayFor"><l>Now it&apos;s time to try one on your own</l><l>4</l></block><block s="doAsk"><l>What is the answer? Please put your answer in the form of a number such as 1 or 2</l></block><custom-block s="check an answer %s is the answer"><l>5</l></custom-block><block s="bubble"><l>If you want to look at the instructions again, press the space bar. If you would like to move on, press the right key</l></block><block s="doUntil"><block var="key pressed"/><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 1</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 3</l></block></script></block></script></block></script></block-definition><block-definition s="check an answer %&apos;ans&apos; is the answer" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>number of times incorrect</l></list></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="ans"/></block><script><block s="doChangeVar"><l>number of times incorrect</l><l>1</l></block><block s="doSayFor"><block s="reportJoinWords"><list><block s="getLastAnswer"></block><l> is incorrect. </l></list></block><l>2</l></block><block s="doIf"><block s="reportGreaterThan"><block var="number of times incorrect"/><l>2</l></block><script><block s="doIf"><block s="reportEquals"><block var="Question #"/><l>2</l></block><script><custom-block s="Give a hint for question 2"></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="Question #"/><l>4</l></block><script><custom-block s="Give a hint for question 4"></custom-block></script></block></script></block><block s="doAsk"><l>What is the answer? Please put your answer in the form of a number such as 1 or 2</l></block></script></block><block s="doSayFor"><l>Your answer is correct</l><l>4</l></block><block s="doIf"><block s="reportGreaterThan"><block var="number of times incorrect"/><l>1</l></block><script><block s="doSayFor"><l>You didn&apos;t do too well on this question. You might want to go back and look at the instructions again</l><l>3</l></block></script></block></script></block-definition><block-definition s="Give a hint for question 2" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Here is a hint for how to solve the problem</l><l>5</l></block><block s="doSayFor"><l>What might you divide 2x by to isolate x?</l><l>5</l></block><block s="doSayFor"><l>And don&apos;t forget to balance!</l><l>4</l></block></script></block-definition><block-definition s="Question 3 Instructions" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>key pressed</l></list></block><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSayFor"><l>Here is a new type of equation</l><l>4</l></block><block s="doSayFor"><l>This one is adding a value to x</l><l>4</l></block><block s="doSayFor"><l>However, you still solve the equation similarly</l><l>6</l></block><block s="doSayFor"><l>You still want to isolate the x</l><l>4</l></block><block s="doSayFor"><l>To do this, you want to subtract 5 from both sides</l><l>6</l></block><block s="doSayFor"><l>You want to subtract 5 because you want everything on the side of the x that is not the x to equal 0</l><l>9</l></block><block s="doSayFor"><l>when you subtract 5, you are "cancelling" the 5 that is being added to the equation</l><l>9</l></block><block s="doSayFor"><l>When you subtract 5 from the positive 5, it equals 0 and leaves the x alone</l><l>8</l></block><block s="doAsk"><l>So what do you think the answer might be to this?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>Great job! That is correct!</l><l>4</l></block></script><script><block s="doSayFor"><l>That answer is wrong, but that&apos;s okay. Here is how you would solve the problem</l><l>6</l></block><block s="doBroadcast"><l>answer question 3</l></block><block s="doWait"><l>10</l></block></script></block><block s="bubble"><l>If you would like me to repeat all of this, press space. If you would like to move ahead, press the right arrow</l></block><block s="doUntil"><block var="key pressed"/><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 3</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 4</l></block><block s="doSetVar"><l>Question #</l><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="Question 4 Instructions" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>key pressed</l></list></block><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>Question #</l><l>4</l></block><block s="doSayFor"><l>Now you try this one</l><l>3</l></block><block s="doAsk"><l>What is the answer?</l></block><custom-block s="check an answer %s is the answer"><l>9</l></custom-block><block s="bubble"><l>Congratulations! You have completed all the practice problems! If you&apos;re ready, you can hit the right arrow to try to defeat me. If not, you can hit the space bar to go back to question 5, or you can hit the R key to go back to the very beginning</l></block><block s="doUntil"><block var="key pressed"/><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 3</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>time to attack</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>r</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 1</l></block></script></block></script></block></script></block-definition><block-definition s="Give a hint for question 4" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Here is a hint for how to solve the problem</l><l>5</l></block><block s="doSayFor"><l>Remember, you need to get x alone</l><l>5</l></block><block s="doSayFor"><l>How can you get rid of the 3?</l><l>4</l></block></script></block-definition><block-definition s="Question 5 Instructions" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>key pressed</l></list></block><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSayFor"><l>This is a harder question</l><l>3</l></block><block s="doSayFor"><l>Now you have addition and subtraction in the same problem</l><l>5</l></block><block s="doSayFor"><l>But which one do you do first?</l><l>4</l></block><block s="doSayFor"><l>Well, if you divide first, that would leave you with x+7=6.5</l><l>8</l></block><block s="doSayFor"><l>Which would mean x is -.5</l><l>5</l></block><block s="doSayFor"><l>But if you put that back in the equation,</l><l>4</l></block><block s="doSayFor"><l>you would get 2(-.5)+7=13</l><l>5</l></block><block s="doSayFor"><l>Except 2(-.5) is -1, and -1+7 is 6</l><l>6</l></block><block s="doSayFor"><l>So that can&apos;t be right</l><l>3</l></block><block s="doSayFor"><l>You have to do addition and subtraction first</l><l>5</l></block><block s="doSayFor"><l>Then multiplication and division</l><l>3</l></block><block s="doSayFor"><l>You do the opposite order of PEMDAS/Order of Operations</l><l>7</l></block><block s="doSayFor"><l>The reason for this is when you solve the equation, you are basically undoing the operations</l><l>10</l></block><block s="doSayFor"><l>When you undo something, you have to it in the reverse order of when yu first did it</l><l>9</l></block><block s="doBroadcast"><l>solve question 5</l></block><block s="doWait"><l>5</l></block><block s="doSayFor"><l>And you know 3 is right because 2(3) is 6 and 6+7 is 13</l><l>6</l></block><block s="bubble"><l>Press the right arrow key if you are ready to move on, and press the space key to go back to the instructions</l></block><block s="doUntil"><block var="key pressed"/><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>solve question 5</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>question 6</l></block><block s="doSetVar"><l>Question #</l><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="Question 6 Instructions" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>key pressed</l></list></block><block s="doSetVar"><l>key pressed</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSayFor"><l>Now you try this one</l><l>3</l></block><block s="doAsk"><l>What is the answer? Please put your answer in the form of a number such as 1 or 2</l></block><custom-block s="check an answer %s is the answer"><l>7</l></custom-block></script></block-definition><block-definition s="Set up the equations and match with the answers" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="number of stones"/><l>3</l></block><script><block s="doSetVar"><l>match equation to answer</l><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l></list></block><block s="reportNewList"><list><l>3</l><l>3</l></list></block><block s="reportNewList"><list><l>4</l><l>4</l></list></block><block s="reportNewList"><list><l>5</l><l>9</l></list></block><block s="reportNewList"><list><l>6</l><l>8</l></list></block><block s="reportNewList"><list><l>7</l><l>6</l></list></block><block s="reportNewList"><list><l>8</l><l>7</l></list></block><block s="reportNewList"><list><l>9</l><l>3</l></list></block><block s="reportNewList"><list><l>10</l><l>5</l></list></block></list></block><comment w="90" collapsed="true">The first number is the equation number, the second is the answer</comment></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThan"><block var="number of stones"/><l>5</l></block><block s="reportEquals"><block var="number of stones"/><l>5</l></block></block><script><block s="doSetVar"><l>match equation to answer</l><block s="reportNewList"><list><block s="reportNewList"><list><l>11</l><l>7</l></list></block><block s="reportNewList"><list><l>12</l><l>5</l></list></block><block s="reportNewList"><list><l>13</l><l>2</l></list></block><block s="reportNewList"><list><l>14</l><l>4</l></list></block><block s="reportNewList"><list><l>15</l><l>4</l></list></block><block s="reportNewList"><list><l>16</l><l>6</l></list></block><block s="reportNewList"><list><l>17</l><l>9</l></list></block><block s="reportNewList"><list><l>18</l><l>1</l></list></block><block s="reportNewList"><list><l>19</l><l>3</l></list></block><block s="reportNewList"><list><l>20</l><l>8</l></list></block></list></block></block></script><script><block s="hide"></block><block s="doStopThis"><l><option>all</option></l></block></script><comment w="90" collapsed="false">When you have 3, 4, or 5 stones, do adding questions</comment></block></script><comment w="90" collapsed="true">When you have 0, 1, or 2 stones, do multiplying questions</comment></block></script></block-definition><block-definition s="Choose the equation and get the answer" type="command" category="variables"><comment x="0" y="0" w="90" collapsed="false">If hidden (not attacking), do nothing.&#xD;If attacking/shown, get the 2 item list from the preset list of lists that is match equation to answer, where the first number is the costume number and the second number is the answer</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block var="shown"/><script><block s="doSetVar"><l>Q and A</l><block s="reportListItem"><block var="Q#"/><block var="match equation to answer"/></block></block><block s="doSwitchToCostume"><block s="reportListItem"><l>1</l><block var="Q and A"/></block></block><block s="doSetVar"><l>ans</l><block s="reportListItem"><l>2</l><block var="Q and A"/></block></block></script></block></script></block-definition><block-definition s="Go to next question" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>Q#</l><l>1</l><comment w="90" collapsed="true">Cycles through the questions</comment></block><block s="doIf"><block s="reportGreaterThan"><block var="Q#"/><l>10</l></block><script><block s="doSetVar"><l>Q#</l><l>1</l></block></script></block></script></block-definition><block-definition s="Check the answer and change stones" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="ans"/></block><script><block s="doChangeVar"><l>number of stones</l><l>1</l></block><block s="doBroadcast"><l>gain stone</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="number of stones"/><l>0</l></block><script><block s="doBroadcast"><l>false but no loss</l></block></script><script><block s="doChangeVar"><l>number of stones</l><l>-1</l></block><block s="doBroadcast"><l>lose a stone</l></block></script></block></script></block></script></block-definition><block-definition s="Get the equations, choose one, ask, and check the answer" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Set up the equations and match with the answers"></custom-block><custom-block s="Choose the equation and get the answer"></custom-block><block s="doAsk"><l>What is this answer?</l></block><custom-block s="Check the answer and change stones"></custom-block><custom-block s="Go to next question"></custom-block></script></block-definition></blocks><variables><variable name="Question #"><l>1</l></variable><variable name="number of stones"><l>0</l></variable><variable name="ans"><l>6</l></variable></variables></project><media name="Balancing Equations (Thanos Math)" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>