<snapdata remixID="9225680"><project name='RICK ROLLL' app='Snap! 5.4, http://snap.berkeley.edu' version='1'>
  <notes>Press Space.</notes>
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</thumbnail>
  <stage inheritance='true' penlog='false' volume='100' height='360' tempo='114' lines='round' width='480' sublistIDs='false' name='Stage' threadsafe='false' codify='false' id='1' color='255,255,255,1' scheduled='false' pan='0' ternary='false' costume='0'>
    <pentrails>data:image/png;base64,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</pentrails>
    <costumes>
      <list id='2' struct='atomic'/>
    </costumes>
    <sounds>
      <list id='3' struct='atomic'/>
    </sounds>
    <variables/>
    <blocks/>
    <scripts/>
    <sprites>
      <sprite draggable='true' x='-4.869372964779359' pen='tip' id='8' y='-35.26791081002318' name='Sprite' idx='1' volume='100' rotation='1' scale='1' color='80,80,80,1' heading='90' pan='0' instrument='4' costume='2'>
        <costumes>
          <list id='9'>
            <item>
              <costume center-x='240' 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e5b6YdygK2XJYwsX+dV0e3opCjGsWNOrkCZ+g5/hxewhuvIiX+yU45XFEtTrZ0f6rLLi82hczd4QiJMoeE7b64LMsmevHj6WhgNoCegXgpIX2rJUbC7s7IZvN26egLWxMkSdfFjy8HIaXVpao3zsfelXNAiuTeNz9MwCjJz7BA1ji00YuqJjPCubxYfh59hPcgimKfeGB/p2z4s5SX8w6Fg6rrI4YtjA37E49xPwVT+BrbY9hk/Oidp4kt/8hzzBu6H0cexAL26wOaNLV+d8RshkKlLGDt6MZIpI+A66SgOnjAvB3cByc8mXDgFF5UeTxY0xf8gCn/WSRSfIA7FTVCyt6uyLL1XtoPDoE4bBEzXZe6NHSBv+seoxTwbGwdrDB53WzweSfJ1izJwR/+cmILitm7M+HksER+Gnpbaz8I0ZnCvrJvaDUBWBzU1TsXgiTv7IBIsKwctp9/Hz2FSJhi9aD3ZAbsbhz9hl+ORqGpzBHkylF0btUSkOmGFw6/AJ7tvvh4B1Na1uhRlsPdP7aBn5nXyHe0QqFi9smfyYZHYM/d/ljxspneAor1OrohjIu5pCxtoOLNYqWsIFd2AvMHXkfe29GwTSLDdpN9EGbIsCVoyE4fDYCL2GB6p1zomh8KHaseor7MEORKk4oZh2H+2cfYeKWMGVmQpkBaGWJTdoBeHE+OJ0NwMylT/FYK/+I5y+wY3kI/GCG8i280b+ZE3LYaPXk2EjsX+6PZbte4JmXG9Yu84I3gIiAF/hhiR+2XNCegk6AX+IMCKBpfycb4P65AIwc8xj+sESF+i6o5GMFK4Rjy8zHuAFTFK6WA/27OeLMxNcBOM7CDBVb5cewuqbYv9ofq38NQ3isBdrOL4Haz5IE4M/iMKW7H85FAtlzZUW9Zlnhhiic+ikYJ+5FI8HKGr0XFEUDKbh2Cg5C97YBSv65K7rh2+7uKOkWjQMLg3D+VQIcs9uiTm1bXNigG4CrBAdg6PAg3IcFyn3pgk+LWMMa4dg68zGuy8KwytnRr5crHq+7g1m/hCPS1BRtJpVCx+KvM/c96IcRK58i8GUCvh5TCgMrcAys9g8+889cAnoFYBsPR9SvYQvNeNM+X1bULmUD62R33m9GwDovHc5ijS+75ELfL+xglRCHS9vuoM+qt6zuAuBRNjsGdfeET0gguo96hCBzc9Romws+9x5i2YEIONfOhYXdnJPfALyKxN7v/TD7l3DE6xTAAqVqZEfP3m7w8H2oOwIuHYPBMwPx4Fk8clbyxryRrnAJfoH58/yx+3wkYlMIwGXaFsC4Jg6w9H+ILr0DlR/f1wE4K5wfhWLVr5J/Al4+foWzJ0PxIHE2On0DcKyVFXrMLYYmeQD4P8XYeQ9w7GriCqpkPa9U96KY2yD5irOH5+5j5Ogn8LU0Q+6PsqK4WSROng9HSLQVKte2wKUDYbAqkA29h+dF5aSrd+Pi4Xv2MRZ8H4iLj16vin2dTODs4YiWPd1R2ykcw6c/xKX7sbDzzoEF33sib0r/LmLi4HfpGQ5fljrE4e7Jpzh1P/bftnxLAJ6TB6aHfDF5u2biOfkX567hhbGdXJEnm9YNo/YipKIe2DXLHQ7vFIDN8HmP/Bhc1w62pvG4sfMOui9/8dZ/5TnKuGJADyfcmHcvySKsOFzc7o9560NwLwKoPbYM2pokCcB5w9B6fBBeRaf8Cm9TC1PUH14C/SokWSp92hefj3sKWFiiegsv9G6VFdmSljDZIqwiKHfhNjoueXtd3Eq6oF8vd0TvvJtiAA4+GYD+C58g4Fk8KvUphsl1rTLXrx9LQwGVBfQKwPo8A5afDCsrU1jJ9oSwONjkcMGk77xQxjrhTQC2y4KvGzqjlLcFtH9CLB2tUDCfDZzMIrCk7038GAC45rRFDtNwXPKzQKPhedD1U1vYpHCDHRkUjjO3onH257vYfVNb+/UIsINN0H8H4KBQzJ7vj70XoxCfmgD8lQUOL7qPJccjkGBhBp/PsqN1CRMc2x+M369FITqdR8Bx2quAtQOwWzb075ot2Y+urZc9Ps6VdAQci0PTr2HS0WhYO1mj+QAfNPaMwKb5Adj5VyQihNDUFPkq5cCIfu7Il2TWX/46NiIGvncicPZQIH48Ho7QxK1rr0eA/WqYY9HS1wHYvkROrJieHSntTnt6/TFmzw7EHwGxQE5HdK+fDR7xL7BoiYxu3yEAO9qhVWtnFMymG5CsnG1QLK8V7LRXM2sHoApeODrm9QqH/x4BW+CrAfnQq5otskArANvZoE49F3ySR7cvWzhYwSdfAvaP9dM/AMeawKukC1rUtYOd9i2OiQlcCzigsFuSfwiaAJzFGnXaeOGbhg461ylf8f8CsK01vvjKBeXyW0K7t1jYW6JAPgtcXsUArPLvOLM3UIEMC8Bmthao3iYXKsY+x+rNwfANN0Wp7gUxt7417l0MxISRj3DHzBSfts+HwfUcYH8tAJ2Xyt23KQpXcUObhk7wsE5A6K93UX/Oc5iamsDUJAGxXk6YMjgnKuS1+L97DWX0GfwKeHw5BGt/DMKVJ0DVwSUx0CNJAG5sgU39fbH7USwcc9qh16iCKPkkCDOXPsD5B3IbkXwK+q0j4HLRGD7hIW4GxcG5pDsmjcgBZ78QLFgSgD/85JnZ6xHwJy8isXuNL+bsi3jLFLQJctXMiUmdXfF02xUM/kmCd/JFWDoBOCYCG6few/pTEYiwNEfX6SXR2iMSB3Y8wI8no5Qp3PpD86JBnqQbSxNweskVDN0VBVMbC1RumhuDWtrj+ZEAjFwejPvP42UwCysPe7Tq4o325d++ZyvqRTQeP49DbAJwdMlVrPkbyF0xO/p3zIrTc/yw5VoU4GCNpgN80K2cKa4fDsLaPc8R+Ar4tFdhVA+4gy7fhSLWIQuadfFCu6q2uLMuSf2TTkEvzY/sfz3ArPnBCDA3Q62+hTC0hjWCf7+PoRtk6toMH9d3R6saDsimPWMTH4VfVvjj++2hCMmbA5sXeSIHgPjgMKxdcQ+rj0VqrYLWnoLWCsBmCXhwKRDjhgTilpkpKrbOi0ENHeF0MwAdF7/uywUruaJ1ExscHf16CjrW3BQlv86D8U3MsWOFP9Yfi0BMvB1Gbi2IIpeSjIBrJWBBu7s4GpWA7IWyoffAvKiM55i56jGuBsTC3NIGHcblQSXN4gzNj9KrYAxodA8XTE3g+bEbvu3qjo9zxuPQnLvYcDMODu5Z0LiFG4L26U5BVw0PxJj+D3HDzBTlmufGwCbZ4HbnATouDFXqkr+cC9o0d8TdlSlPQd/e64tRq5/iURjQaEJp9P2EK6ENNE6w2O9JIMMCsLIPeHQxNHV4jpkLA7DvYhRMTGzQd2URNLSNxJ51vpi1JwImJiYywAISEhAXD2QvnA09++dFFW/ldx9IeI7Rde/gxL8gherIimM35HFMQejWY3SeEgi/J3FwcnfFhOVecDgbhLlLA3AOLlg43wu5A5IswmrljITDt9Fa+ZGRwZ4JTLKawzU6Hs/C4hCVmgD8RQIWDL2P4w9ikWACmMlmyIQExMcrC3wTnwGXjYrGiW3+mLP2OZ5JnmYmKNSxCGZVSXizCvff62Vx1Ovp9P8IwEJ1IwidJgfC90kcTJQbFkBz/ScdCmJcIzvYpnDoSELgY3Tt5I/bMnGs1R5vyv3a2rucG/r19EIZ7eFreBQObfLD1B0yBWyL3ovyoEEuS+yecB5z/rZGndZe+KaRA2wvP0SDsY+UxWiJZfvXBuW9cGSMGwLP3MfAcU+U1bdKO2iV/63PgJcVwhcmYVi5/B7Wn4hM/G5Nf8pVITv6d8+JUsmG3HG4uM0fczeE4H6EI6bsz4+KUkl5jLH2PpbueAl5SCJtU7ZnYfTw0KyC1g7AAMKi8MsGX0zZEZ6sL7sUcESPAflRPXcE1v+7DzjezBruOSIR+MgE8fEJUkzkalQAq7s64GEK+4CzXvRFNZlONgFMTeTJ+uv+INd9Oa40BpVLeWW7/55baLvoxZvrNJbmZijePB8WNDDDlqT7gJ2icXTTXYzbkrwuTnns0W2QD2rljcHR71IOwNd33sXYdc8QFJ4Vs/blA3civadfcX6twQq8cwD2OxqABdueIygccCzqjokDnOH8n9WOwI9j/LH7QQysHC3RuLcP6uaNw9+7HmLVgVA8iQJsC+bAlCEucHkVif2bH2Lr7xHQPCJ1zO6AzkO8k5zIk4Dd4y5gtqzONbdGo17e6FjHHm89/Cj4KUYPD8Rd7YfAeZ0wpnN2FMxhhoi7QRg9WX7kzfBRHXe0+zorslsBAXtvY+i2SMDGGtWr2eHF30+x78wrRFtkw9xdueF6NRjLZj+GrFEq1iA3+ta2g0VgEEaMf4JAWKBSQ3e0/MoB2a4/QrtZwXi9C8gCH9dyQUnrCOxS6m+FdlMLKAdHRPi/wPoND3Hs1uvtNmYVvbG2sz0Crz7F2hWB+Ee5H7BEk7FuuD8+AGeUFcXZ0aG1Df6cHYDtVyMRZ5kFXSblRWXthklWf3OUbeiBtl84/N9DHeLjQzG3qz8uaLdx8exY+Y0Lou4+xvdbY1G3tyeKyYPSpOlVJH7dEoifjoa/nrKWZG2OUvW8MaiW1lLYx8EYNvwR/LWuL/JVLvSuaw9HeVwYGYMze/wxf7/mW+zQZ3EO3J90GzsfmqJAeVd0+NoGR354iKN3omGiXf+wcGxcFohfZKWx8v0m8CjohI493VHkLZ3lxfUnmDL/IU77maHdd0XRMf/rEVvY7Wf4fsMjXLgfp/y3U3UvDP0o6t/2t0DVTl5oUz4LrDWTCSnU387JHp1H5EJZ5eHrK+yYFoAdt6JgbpcNnQfa4sx3ATjzFHCr6IFRLbPBOYsJgv4OxNQFIXgCc1Ro6ok21e2R1QIIvfEI42cEIyjRzRL1h+RFs4L/5/CWuDhcPxGIhete3+RpUo1vi6Gj7OnW+fdnhVaTC+BLmQKIjMJv2wOx6ZAc0PE6ZXGwQ+fRuVFeGWnH4s+197Hy9whEmZqi3oAiaOKjPIfApin3sO7UK5h/nQ+7eqV0h5xC3+EfUeADEnjnAKy6SXg0Lt2ORFhUFH5ZeB+/PTGBfcFs6NcrJ2r4pOPZkdExuH71FZ5pL3QJCcNPu4Jx0S8WLpVy4/tR73LzoboYC5BqgSgcXngP8w++hMNXPljZ3R5cNpRqROWCVzeDMeG7BzgVnAVj5+dHVTdOP+snyauMWcBwAvDtx+g+9SFuPHw9CrFzzoIv2+REk2r2cE3P4/nCI5SR+LItoTojBXl2WKB8VjRtmwtf5OWPibH+owjzDcHsGf44Fm6HibPzo5Krsdb0PdYrJhZndwdgwaYXcG2eC7MaO/IoyvfIza82XAHDCcAvXuH3vyOUZ4aSbLNao1gpO7ikZ/DVtOOrSJw4LqdeaSdT5P7IEYXdzPhjYrj9/R1KHo/7F57j0pN45P/EBQWTLmh6h2/44D8SG4t7N8Nxwx/wqWSP3JngxSIffJsQIFMKGE4AzpR8LBQFKEABClBAPwEGYP3ceBUFKEABClAgTQIMwGni48UUoAAFKEAB/QQYgPVz41UUoAAFKECBNAkwAKeJjxdTgAIUoAAF9BNgANbPjVdRgAIUoAAF0iTAAJwmPl5MAQpQgAIU0E+AAVg/N15FAQpQgAIUSJMAA3Ca+HgxBShAAQpQQD8BBmD93HgVBShAAQpQIE0CDMBp4uPFFKAABShAAf0EGID1c+NVFKAABShAgTQJMACniY8XU4ACFKAABfQTYADWz41XUYACFKAABdIkwACcJj5eTAEKUIACFNBPgAFYPzdeRQEKUIACFEiTAANwmvh4MQUoQAEKUEA/AQZg/dx4FQUoQAEKUCBNAgzAaeLjxRSgAAUoQAH9BBiA9XPjVRSgAAUoQIE0CTAAp4mPF1OAAhSgAAX0E2AA1s+NV1GAAhSgAAXSJMAAnCY+XkwBClCAAhTQT4ABWD83XkUBClCAAhRIk4DqAfjVq1f4/cQJyP+t9OmncHZ2TlOFeKR0v3sAACAASURBVDEFKEABClDAEARUDcDR0dGYPmUqDh8+jNiYaPT45hs0bdoUVtbWhmDHMlKAAhSgAAX0FlA1AE+fOhVrV69BVFSUUoEyH3+MiVMmw8fHR+8K8UIKUIACFKCAIQioFoAvX76Mdq1a48WLF4lOJiYmGDt+PJq3aAELSwtD8GMZKUABClCAAnoJqBKAZep55PDh2LVjJ+Li4nQKXqx4MSxdtgw53N31qhAvogAFKEABChiCgCoB+I/ff8eo4SPg7++fotGqtWtQ+bPPDMGPZaQABShAAQroJZDhATgmJgYzp03H+nXrICNhmXbOli0bChYujOioKFy/dg1NmjXF6LFj9aoQL6IABShAAQoYgkCGB+CHDx9izMhROPrbb4qPl7c3evfpg5IflUR0dAy+X7IEN27cwL6DB2BqamoIhiwjBShAAQpQINUCGR6A/zx1ChPGjsPNmzeVwn63aBFqfFETFhavF10dPHAQY0aOxIrVq1C8ePFUV4gXUIACFKAABQxBIMMD8I+bNmPKpEkIDw9HrVq1sGDxIpiZmSVaBT4MRPMmTdCtZw+0advWEAxZRgpQgAIUSEcBPz8/HNy/H39dvIhHgY8Q8vQprKys4OLirMyaVqtWHeUrlEfWbNnSMdeM/6oMDcCy33fxwkVY9N13sLWzxbadO5EvXz6dWl+9cgVdOnVG3S+/xKgxozNehDlSgAIUoECGC0h8kEeTSxYtxuVLl+Do6IimzZuhfoMGylohmR1ds2pV4tZVewcH1K9fH526dEZOLy+DfGSZoQE4NDQU8+bMxbo1a1CjZk3MmT8PWbJk0WnoI4cOY9iQIShVuhS+X7EiwzsBM6QABShAgYwTSEhIwKNHj7Bh3Tps3rQZz589UwKunAcxYfIkncD625EjGPjtALwIDU0s4EelSqFf/36oVLmywQXhDA3Aj4OCMH3qNOzcsUMZ3bZu2zbx2a9GU+5w5s6eo9zR7Nm/L+N6AXOiAAUoQIEMF5DDmJYtXYpVK39IPBVRFuDOmjsH9erXT1aeWTNmKot1JXBrkqurC5at/AHFSxjWuqEMDcABAQGYPGEiTp08qYxuy5Yrq9zpaFJERARGjRiBfXv2wqdgQezauyfDOwMzpAAFKECBjBOQBbl9v/kGt2/dTsxUAvCCRQtRu06dZAXx8/VFiybNEBwSrPN3DRs3wszZszOu4OmQk14B+Ouvv9Yra3nj0a2bt/Dy5QuUKFkS9vb2Ot8j+4KvXL6MZ8+eIWvWrChdpoxe+fAiClCAAhQwDIGXL17g77//Vs6F0CQZmBUtVgxubm7JKiGfu3j+AsIjwnX+Ts2YsWrVKri4uKQaXK8AfPv2mzuV1OT47OkzrFi2DA8ePsDgoUPh6emZeLkc0LF82TJs37oN8fFxaNO2HTp27pSar9f57KqVK3Hpn0sYMWokXFxd9f4eXkgBClDAUARknc2mDRuUBUsvXoSicOHCaNu+Pby9c+HqlcvYumUrbty4nlidAgV80KNXT8hzVLWSxBPZehoUFPQmAMMEn1aujHETJyQrVmRkJFb/8AN+/uknnb/Lmy8flq9cqUo1cufODXNz81TnrVcATnUu/17w/Plz5fmu//37ysP1nDlzJn7VP3/9jXFjx+Kfv/9W/mzq9OnKCjh909xZs3H27FlloVeOHDn0/RpeRwEKUMAgBGQh06ABA/DnyVNKeb29vbFyzWrkyZMnsfzXr13HuDFjcO7s2cQ/k5HbtwMHoFHjxrCwtMzwugY+fIjxY8fh0K+/6uQtQW3N+nXw1IoT8oFXERHKYt6VSRbpdu7aFcNHjsjw8qclwwwNwPKMd+GCBTj5x0nMmTcXcsciKfjJEyUw/7h5s/Lf5uZm2LF7NwoVLqx33RiA9abjhRSggIEJ3PPzQ/OmzZTfUk2SgDp81EjlqF/ttHP7DsirYB8/fpz4x3Z2dujTr69y9kJGv489Pj5e2X40c/p0+N71RWxsrFIuGxsbtG7bBv2+/Vb5/zVJFm2NGj4c+/a+XqRrbW2txIof1qyGg4ODQbVchgZggV25fDk2rFuPJcuXoWjRopCpZwm8M6ZNR0T46zn9wkUKY/e+tK2AZgA2qH7IwlKAAmkQGD1yJDZt2KjzDa3atMHAwYOU/bTaKTwsDL179sLvv/+us5K4VOnSmDR1CgoWLJiGkuh3qbwV7/y5c1izajVO//knZLZUkoenJzp36YKq1avBKVs2vIqMxPmz5zBm1ChlP3D2HNmVLa3de/SEW/bkz4v1K03GXZWhAViqtX3bNiXYzv9uAcqWK4cD+w8od2MyLa1JA4cMRs9evdKkwACcJj5eTIEPXkBGiLdv3ULQo0d4+TIMsojU0tIStra2cHJ2Ug4RkulR+TO1U70vv8TVK1d1ilHny7oYN2ECnJ2dkxVv9oyZWLF8uTIA0iQHRwcsXLwEFStVVK06slPmxPHjuH71Gm7duokHDx7AytJK2RUjU+oyWr527Zryvnh5fv1RqY9QsWJFyKEchpgyPACf/OMPTBg3Ht/06a3cfclc/v179xLt7OztsWHTRmUFXFoSA3Ba9HgtBT5cgb//+gv79+3HrZs3ERr6XPnxL1SoEF6+fIkL5y8oxyPKVKeHhwdy582D6jVqKK9P1Zxnr4acHN97/tx5nax9fHywbOUK5UyFpGn3rl0YMWwYXkW80vrttcOiJUtR6dNKalRBJ8+wsDA8CAhAcHCwcuMTFRmlHLJhbWOt3ABlz54d2XPkUKafDTlleAC+c/sOxo4erax0vud3T2flm0DW+fJLTJw0CVmzZU2TKwNwmvh4MQU+OAE5CnHn9u1YvWqV8tskAwQ5CKLfgG+V56gy+tLs5Fi3dq3iIytfZRFTg0YN0adv3wx/fqpppAXz5mPBvHk6bSYj86XLl+GzKlWSteVvhw+jf99+ypn8miSDHln8WqRokQ+u7dWqcIYHYLmzGTl8BPbv3at0aO3k5OSE2XPn4tPPKusc0KEPDgOwPmq8hgIfpoDsLf1+yVJlZW3Yy5cKggTWCZMm4YvatXRQnjx5gp7duisjYU2SQFy6dCmsXr9elSlpGZ03/Loe5CUG2kke863ftDHZEY07tm3D6JGjlNGlJBlJ9unXDx06dVReesCUMQIZGoDlecOBffswa+YsZXpBO8kbkVq1aY2+/fsnW7WnDwUDsD5qvIYCH6aAbMuRmbkb128kAsgUpxyHWKFCBR0UWTB0YP9+DOo/ADGxb56hyhT0yNGj0aadOm9xkz3AE8ePx6+//KJMLWsGOD169UK37t1gbWOjDGzCw8IxcvhwZduP/Le7hzu6dO2KJk2bwcqawTcj/wXoFYAPHTqkVxnv37+PH5avgK/v3WTXOzk5K2dDf/zJx3p9d9KLtv68BTdv3FA2mWdzckqX7+SXUIACxilw5vRp5SziCK3TleRVd127d0exFNaj+N69i4XzF+gch2hiYooKFSuge8+eqiHJlPLePXuUbT2y2lmTPq9aTXm2KyN12Qb6+4kTePUqAjk8PNGocSOUK1dOtTIbQ8aVK1fWa+ZArwDcp0+fVJtJg0unTZ5MlOe9sohBjhJLryTTQ4+DHqNS5U+Vh/ZMFKBAxgjI0YKXLl3CvXv3EBsToyyWKV6ihPLms0eBgcoqVvmMJAlaOdzdUapUKTi7JF+tmzElBmRwcPrUn4iMfLMoSWblChYshDIpDArkTANZ9OSnPZgwMYGXlxc+r1o1o4rNfDKJwMSJE/WKX3oF4NTW+deDv2CGssk6eQCWhQKdunZRpkDSMwBzCjq1rcTPUyDtAhJgN23cqEzR3r93X/k3PXb8OOWowyxZbBH4KBAH9+3H+nXr8PTp09dToO7uqF6zJlq2aon8BQqo8ko5GQGPHT1GWfmsSRKA635ZFxOnTIEcVKGd5NjE6VOmYtfOnTqfb9ehA0aOHpV2SH7DByHw3gOwbKoeOngIAvz9UwRt3LQJhg4fDlmAlZ6JATg9NfldFPhvgachIRg0YCAuXDiPsJevpz/lNKapM6ZDgpkmybtcp06eopwJoH3qUcmPSmLoiBHKlK/2W9L+O+e0f0IOdfhu/nzlMAs5a1iTvHPlUl6dWq16dZ1MZH/qpPETlOetmiQj/VVr10C2/zBR4F0E3msAvnPnDgb064crl6+kWBZ7Ozuc+PNUsrvLdyn4f32GAfi/hPj3FEhfgWlTpuCHFSt1djfIMYK9+/ZJFlDllXJNGjVWXr6uSbLPs1nz5hgyfJgqRwrKW9hW/7AK8iIXmWKWJGX6vFpVjBg5Erm1zlSWt/H069MHDx8+VD5X5uMymDx1GvLmy6vKCD59W5LfllEC7y0Ay1L90SNG4sjhw8m2G8ndsKenBx48eIg//vwTLq6pf43TfwElBuB585TvlzttWYUt/6Bkmb0+b674rzz59xRIbwFZcSv/kxWtsi9V/iejQ/mf9GX5t6Q9ukzv/FPzfVUrfwb/JDNdcuBO/wEDUhzRdm7XAceOH9PJwsvbCxs3b4a7h0dqsk7Xzx47ehQzp8+A3CRo/EuUKIEWrVopBwRdv35NWbB15/ZtZYFnvQb10btPH+UZNxMFUiPwXgKw3NUuXrQYGzdsQOS/+8w0hZJnKfLiZDk9pk+vbzB91ix8UeuL1JT5nT4rAfjUqVP4duBAnPrjD5w4cUJZFS2vJmzVuhWaNGuW4hFt7/Tl/BAF3rOAPB+V0ZW8HUy2yIQ+D0V0VJTy3DQ6JgbmZmbKy0wqVqqE4iWKK4t/1F7tX7pkSbwIfb24SpOqVP1ceUWc3CwkTTLlO3+u7uERcuj+voMH4OXt/Z6F//vr5dCgP34/gevXrysnMkkbyH5ZFxdneHp54ZNPPlGebSd9r/l/fzM/QYHXAukegOU0GXmn75zZsyHPhLSTnCbTrEULtO/QHg6OjqhZrTq+rvc1hgwblu7tIQFY3heZ09sLzk7Oyj+SP0+dUn7UZOFX/wHfomOnzsqZokwUyCwCMlNz9coVZSHT4UOHldXCFT+thLbt2qFo0WJ4GfYSx347is0bN0Ie8UiShU5f1KqFFq1aKiM0tUbEXTp2Ura/aCd5ofregwdS3Nu/c8cODOz/rc7nC/gUwKq1a/kK0czSIVmO9yqQrgFYpsdkI/vQwYNx5fJlnYLLyLdLt65o2aoVnF1eTzl37tgJEeFh2JTkxcrpUWMJwKtX/YD+AwaiUZPGypSzTBvJcW0ynSejhy3bt6nyrCk96sfvMD4BeUSyf+8+pd/+8/c/SgU9PT2VV8rVql07cRpXPrdn927MmDoN8qhHk2SrT4eOHfBVvXqqBOHfjhxRAqosaNJOg4cORfeePZI1mNxEjBoxMvHP5ca4W4/u6NajB6dzja97s0YpCKRrAJYfBlnduGHdOuXZiXbS/MPS3mq0QFYdrt+AA4d+TfbKrLS2lgTgo0ePYuGSxcr0nCR5EUT/Pn2VaTxXNzcc+PWXdM83reXm9R+uwIULFzBh7Djl5lVuZiUVLVYUEydPRomSJXVgZHZp7uzZ2Lxpc+Jn5bmwvDhg8tQpytRoRic5znHb1q3KIiaZvtUkueGeO3+eMl2uSfFx8ejft0/iO11ldqxho0Zo37EjPDw9MnwVdEZbMT8KiEC6BmDZ59vg63o6B3xLJnLSyqixY5ONNo8fO4a+3/TGylWrUtzsnpYmSroKWn7Qfjt8BL2/6YXoqGjlgPLvFi/iIR1pQea16Srww8qVygyNZgvP6wBcDJOmTFYOstBO0p937dipbIV59vzNSmI5dEZGm716907Xsr3rl0kQlufWq374AcePHks8azh37txo2bq1cjBOXGws9u7Zi43r1yurjX0KFULHTh1R84svlEdFGb0F6V3rxs9RIL0F9ArAb3vtlvwoyJ0t8PruXZNMTE1TXIShfD4+Xvm79P5Hp1k1qv08TJMfZCXpW8qU3sD8Pgq8q4Cmz0r/fPOP5/Vq55T+fWj3Z+3Pa1ZIv2u+7+Nzyery78ptTT00K7o1eb+P34D3US9+JwVSEpCXYMjjotQmvQJwSpk8f/Ycn1Yoj8jIqMS/lpWMsgIyf4H8iX8m//DkzR3y0mW529eeqtL+3vw+Phg7bixKlS6t1zsfk46AL168iK6dOisrSVu1aYMePXum+ZWHqcXm5zNGQN7wIgfAyJ7Us2fOKMGrWfNmysp3W1s7nDp5UjmJSU49kv4o29I+rVwZXbp1Q8mSJWCp0ttgpEzzZs/B8+fPE6FkRNvv2/7o0KlTsptYeVn8+LFjcerkqcTPyypd+eygIYMzBpu5UIACegukWwD+5eBB9Or+ZqGF/KjJ663ad+wA2VogSX7sHj16hGVLlirPirTfRZlSDeR1YHIYuqyUlme2qRklawdgeR49fMhQ5QdXVmHLitL3sfdY71bghekmIM/3f9y8GRvXrUdgYKDyvVWrVcP3K5brBLC/Lv6Fgd9+i3tar2/LkzcPOnbqhPoNG6ryaOLypcsYP3YMpGyaZ8BSflmANWLUKHjm1L3Dlm1148aMhRyjqElyctO4iRPw2WefpZspv4gCFHg/AukWgCdPnKQsvtCkjz/5BOMnTUTBggUT/0xWbC5buhRbfvpZGQW/S3JwdEDLVq3RqUvnVO3b1QRgOVVn5fLluPTPP+jStZuyad7BweFdsuZnDExAbrTWr12HWTNmJD57lCqMHjtWuRFMmjZv3ITRI0fqBDtHRwfl7N+6X36Z4bWX8mtWQUsQ1iRZuPhN3z5o0bJl4s2sPOU5ceI4JowbB9+7vspH5aQmubls2bqVKu+kzXAwZkgBAxdItwDcvk1b/PH77wqH/GDI8XOy6ELzcmdZIS0Hl0+ZNBmhWlNs7+InZ6zKj2jNL2q+8/YKCcBHDh2Gu6cH7ty5rew1lreU8GXT7yJumJ+RM3xbNG0KGUlqp4lTJivb35ImWQBUp+YXkHN9tZNMR69et1YVBAnCly9dUkbxvxz8JfGoRm9vbzRt3gxVq1dXzk2/e+cONq7foLzTVabMy1coj3bt2uHjsmUZfFVpOWZKgdQLpFsAblS/fuLexZIffYQJkyYqKzg1Saaev+nRA3//9Xfin8nzreo1a+DM6TPKqTKy1eLWrZvKAefPnr5Z2SlTz3IYuoyoc+TI8U61lAC8YvlyZQQ+Zvw4ZRWpWgcUvFOBM+mH5HnqlStXcPb0afjf90dISIjyzlQHB0dlRqKAj4/yDtQ8efOq7isBtcInZZM92pDRr9zApZRkW5rsqdVOMkNy4Z83/VSNppFtRn737uHKpcs4/ecp5dCN2JhYZT2EuMueWStraxQrURwffVQK3t5eqh7fqIYR86SAoQukWwD+qnYd5cg2CZYyfTd91kydxVOyZWLQgAGJ50IXKVIEs+fNVY7PG9CvP/LmzYsRo0chPi4O/gEBGD9mrHJylSbJQRpz5s1F7bp13+mwc81RlLKFQ4JEap4fG3qjpkf55RnkujVrsGnjJgQ+fIicXjnRqnVrlC5dBnfu3sGPmzYrzx6lXSwsLSHbTPr1768cXK9WkmNPv6pbF36+fjpFKFq0KHbu3ZNiseTxhOxd107uHu44cfKkWtXQyVdOxpKtPbJ1Jz4+AfEJ8TrnQEsgljZg/84UzcVCUCBVAukWgGX/r0ydyYKrzl27Kkc9aqdJEydi9coflD8qVry4EqBldBoVGam8K/hR4CPIVKHmtYSyjWHE0GHKYi35/yV17d4NAwcPfqcXKchKV1dXV+X9okzvLqBZKDdm1Chl37QkmXWYPG2qsnda80P/+PFjzJo+Azu2b09sHwkEnbt2UU4ycnR0fPdM0+mTmoNg1q9dq/MCECnzzj17UKRokWQ5yboFWb+gSfLZps2bY8q0qelUKn4NBShAgZQF0i0AyxF0crar/PBK8G3bvr1Ojh3bt8eJY8eVBVDDR45UXsggP9hyh791yxZs/flnjJswUedH8t69e/i2bz9lY78keYGDHJ4hd/1M70fg/v37+KZnT1y7cjUxA3kmKlO4+fLn08n03NlzmDB2LK5effNZaZsGjRoq73hWIwjLG2rGjBqt9BmZPtck6TvTZs7QOZNYbjZkEZYsxpIk07syMzNt1kxlRoaJAhSgwPsUSLcA/P2SpZg5fTqcnJ2VH9/GTRrrlFv24MpZsXIc3ZhxYxNHpvIjKM+Ax40ZAzkztlr1aonXyYhm+9atylYLmYbLkycPdu/bC+t/tzW9T5gP9bsXL1yIpYuXJL4PVRxkG8+osWOQK1cuHRZ58YaMgmX/qrSVJsnnRo0Zg6pabZlRntKf7t69iw3r1uPwr78qW5FkBkVeFSdT6PUaNoC7uztioqNx9eo1DBsyGE+fPkP27NlRtVpVtGvfge90zajGYj4U+MAF9ArAgwcn3+R/8+ZNHD96VAmOZcuVg4+Pjw6tHEt38+YNZbFO+QoVdPZZBj95gmPHjkEWb+XP/+bQDvkCeb+ovGFFpqplBbO8k/NtJ3F94G2ZLtWXA1Jkv7Rm2l++1MvLG+UrVkhxRCsjzb8uXlRukDTJysoaZcuVRcFChdKlTPp8iSxiOn/+vNJ/ZF2BpCxZbFG4SBHlbPDo6Cj8888/CPD3VxaPeXh6onSZMspjCyYKUIACqREYNWqUXjN+egXgPXtSXtAii1kCAvxRs+YXyjSkdpIf9dkzZ6FipYpo1rwFrG2sE/9aTv6RRT1yIHu9+vV0RrjPnj7FTz/9hPNnzyJnTi/lzTCGEoCvX7umbL26feu28trD8uXLo/JnVWBqZopzZ87g0K+HEBv7euRoY5NFmR2oXbeOXg2Zms7y/z7746ZNOHb0WGK55LP29g7o0KljsvOI5e9kde7aVasRGPjwTQC2tkbjJk2UbV9MFKAABYxdoEaNGnqd2KhXAH4b5sLvvsP8OXPx5VdfYcr0aTqvFAt69Eh5nmvv4IDRY8cg579vKJLvCg0NhbycO/hJMIaNGIEc7m+2GskezamTJuPA/v34vOrnWLR0aabfyyvTsYcPHcKSRYshxwXKVG2lTz/FrLlz4CiHgJiYKFtl5ECS6VNfL/aRs3Bt7exQvUZ1DB4yBLL3WY205eefMWXiJJ1XyskIUR4rtG7bJpn9xQsXlFPGbt++nVhc2bM6cswYpS5MFKAABSiQskC6BuBnz56hbq3acHNzxbgJE5RznDVJFlvJfsuZ02dg2IjhSpCWoCNJDh/YsH49dm7fjslTp6JQ4cKJ18kPu2xJklXNnbp2UYJTZh4BSz1l1CuvlQsLC0usx+Rp09C8RfNkraB5Nq79F7lz58Lu/fvfnHqUgb1XbhZ6duuGE8dP6JwQJY8UFi5Zojwf1U7yRqtxo8dAFm9JkkVYMvqVLWWaI0gzsPjMigIUoIDBCKRrAJZAum7NWuUlC/JeT9k2JItfNEkCkuwtPXL4MNp36KiMaO3s7ZW//uXAQcydMwdjx49TnhFLkgU1f548ieHDhuHVq0h8v3yZ8pw4M+95DAgIwOABA3D2zFmdTiCrt+vUrZusY8h5vo3qN4Cc4qSdZCvPkGFDVelIUpaFCxZg65atkEcAclMhqX6DBsoKd3m/q4yK5TjR7xcvwaaNG5XPuLi6olXrVsrLALTbXZVKMFMKUIACmVwgXQOw1FVWnY4dNQoSiAYNGaLsHZXtRpokz3u3bdmqLNiShT2yZ1hGtBfOnce4sWPQqUsXfF2vnvIDL9O03y9ZAllh3bptW/Tr3w+OWbNmalJ57tu6RUtlWl07ve04xLCXL9GhbTv89debs3/lurz58uGXw4dUq6vc/Bw9ehQH9u2Hn68v5BGCBNzChQujXIUKyvP627dvKaefyfad3HnzolbtWqhSpYpqZWbGFKAABQxJIN0DsKyeleeC06ZMVaYjBw4ehNIyFW1ikugiI+Ub168ro8QWrVoqzxVlz+/EceNRuEhh9PzmG2X6UlbkThw/Hk7ZnJTFV5l99CsVlNPA2rRoqfNKOfnzZnK4w/RpyfqGjDYnjBuPnzZv1vk7t+xuOKn1lhu1OlVMdIyysO7WrVuQ1eovw8KUFemyaMzewV7ZvpM/fwHlTT2aRwpqlZX5UoACFDAkgXQPwFJ52ZIix0jOnzsPpqYmqN+gofJKwf83epXRriz+CXkagqnTpiHAPwBjx45VtpAMHjIYZcuXz9TPfjWN/iAgAEMGDVbeR6ud5Ln22g3rE0/60vydPHOVKXsZ5Wun2nXqYOGSxYbUl1hWClCAAhRIhcB7CcCSv6wEvnHjhvL2o5vXr8OnoA/atGunvFRBpiyTJpnyXLRwIfbu3oMvatXCnl274JY9OwYMGoSPSn1kEMFXc/OxbcsWzJg2XWclsZ2dHb4dODDZa/FkBDx10iRsWL8hkUROkNrw42YUUnEfbSr6ED9KAQpQgAJ6CLy3ACxlkaD6KuIVfty8SVnUEx0doxzxV7xkCeXdpfny5oN3Lm+Eh4Xj0qVL+OWXgzh35qwSbHv16Y02bdsqU9GZedFVSuYyqpUV3/PmzFVeZKBJcvb1uIkT8UnZTxL/7GnIUzRp1BD3771eRVy0WFFMmjJFOS/b0OqtR//jJRSgAAU+WAG9ArAssEptksP7ZY/p0SO/KUEpQd4oniSZmZkjIT4eg4cNVRZiGXqSU6LkWMdL//yTWN9cuXKjUePGKFW6FJ48eYLVq1Ypfy/PVCtX+QxdunaFh4eHoVed5acABSjwwQjI8bb6vO5WrwBcs2bN9wIrC7hkFbGJqamy2paJAhSgAAUokNkFNm3aBBcXl1QXU68AnOpc3vECWR09oH9/PHn8BBt/1F0V/I5fwY9RgAIUoAAFDEIgUwVgEZNnxRs3bMTR48dhacXXDhpEL2IhKUABClAg1QKZLgD/cvAgRg4bjrUbNih7gpkoQAEKUIACxiiQ6QLwPb97aNOyJXr06qmcfsVEAQpQgAIUMEaBDAvA8nxX9gbLrnq1pQAAEcZJREFU1iQ5MUm2GqV0cpIsxPqq7pcoVLAg5syfZ4zmrBMFKEABClAAGRKAnz59iq1btmDfnr3KFiSfggWVPb6ffV4lxUM5Bg0YiIvnz+PX347weEN2UgpQgAIUMEqB9x6A5W0606dNx5afftIBlLcgyZuPGjZqlAx2wbz5WLxwIU6eOZ3s6EajbAVWigIUoAAFPjiB9x6A5fWDE8dPgEwtJ02enp7Ye/AA5JhG7fTzTz9h1PAR2Llnt867gT+41mGFKUABClDAaAXeawCWlzK0a90a586eeyug7PctW66czt/v37cP/fv0xU9btyhvQGKiAAUoQAEKGJvAew3AwcHBaNm0GXx9fd/q9vO2rSglryvUSiuXr8CMadNw/OQfyuvumChAAQpQgALGJvD+A3CzZvC9m3IAlpXQf1+5rLw3WDsNGjAAvx8/jj/PvX3kbGwNwfpQgAIUoMCHJfBeA7BQDhsyBFt/3qJsP9Ik2X5kb2+PgYMHo1Wb1jri165eQ9dOnZT3/86ZN/fDag3WlgIUoAAFPhiB9x6AT5w4gb7ffIOXL14qI92cOXMib758qFW7Nr6q93Xie35lkVZQUBBmTZ+BCxcuYNWaNcidJ/cH0xCsKAUoQAEKfFgC7z0Ay7txVy5fDnmuGxsXp2w76ta9O9w93JX33crIOCwsTHkfsLzI/tLf/6Bdxw5o3abNh9USrC0FKEABCnxQAu89AIumBOHNmzZh4/oNiIyMRJkyZZArdy64uWWHLNS6ffuW8pxYpqWbNG2CmrVqJdua9EG1CitLAQpQgAJGL5AhAVgUJfDevnULf/z+O44fO46QkBDlz+zt7VC4cBGU+eRjlJbAnCtXskVZRt8KrCAFKEABCnxwAhkWgEVWpptjY2OVEXF8XBzitc6FlhXR5ubmH1wDsMIUoAAFKPBhCmRoAP4wiVlrClCAAhSgQHIBBmD2CgpQgAIUoIAKAgzAKqAzSwpQgAIUoAADMPsABShAAQpQQAUBBmAV0JklBShAAQpQgAGYfYACFKAABSigggADsArozJICFKAABSjAAMw+QAEKUIACFFBBgAFYBXRmSQEKUIACFGAAZh+gAAUoQAEKqCDAAKwCOrOkAAUoQAEKMACzD1CAAhSgAAVUEGAAVgGdWVKAAhSgAAUYgNkHKEABClCAAioIMACrgM4sKUABClCAAgzA7AMUoAAFKEABFQQYgFVAZ5YUoAAFKEABBmD2AQoYqMClf/5RSl68RAkDrQGLTYEPW4ABOIPa//PPP8edO3eS5da1a1eMGTMmg0qhfzZnzpzBsmXLcOnSJYSEhMDDwwOVK1dG586dkTdvXv2/OIOuDA0Nxfjx43H//n1MnDgRhQsXzqCc9csmLi4O1apVw927d5UvyJIli2L+1VdfoVevXrCxscHxY8eVv/usymf6ZZJBV+3atQurVq2Cr68vYmNjkStXLjRp0gStW7eGpaVlBpUi9dn4+fmhRYsWePDggXKxiYkJcuTIgRIlSqBHjx74+OOPU/+lGXiF9PM1a9YgKipKJ9dhw4ahS5cusLKyysDSpC6rpP1f+2rp/8OHD0/dF2bSTzMAZ1DD5MuXD6ampmjevLlOjlWqVEHNmjUzqBT6ZXPy5En07t0b9+7dQ506deDm5oabN2/i2LFjStnnzp2r/Khm5iSBt2rVqggPD8fixYvRqFGjzFxcyA9QgQIFlMDbrFkzBAcHQ26Czp07h06dOik3Q4YQgNevX4/27dvDy8tL6SsWFhaQ/nTlyhVMmjQJQ4cOzbTtcOvWLaXP5M6dG3IDLTcPAQEB2LNnj3IztGLFClSsWDHTlr9///5YunQpBgwYoPz2aFLt2rVRoUIFmJmZZdqya/q/3CQ0btxYp5zSJtWrV8+0ZU9NwRiAU6OVhs9KAC5SpAh2796dhm9R59KVK1diyJAhWL58ORo0aKD8Y46IiMDMmTOxYcMGbNy4MdOPBg4dOoQ2bdrA2dlZGXl9++23yigysybND1CZMmXw888/K8WMjo5GwYIFlR/O27dvG0QAbtmyJX788Uflhi1//vxKPWRE+fXXXysjyvPnz2fWJoAmAHfs2FGZNdGk/fv3Q+olM1cS3DJr0gTgsLAwmJubZ9ZipliulPq/QVXgHQvLAPyOUGn9mCEHYLmLlpHK4cOHdQLtH3/8ofyZjHAy+whYbiBOnDiBokWLQqajZdSeM2fOtDbre7s+pR+gp0+f4pNPPoGDgwMuXrxoEAG4Xr16yogxPj5ex2rEiBF4/vy5MhuRWdPbArCMggsVKgSZyh01alRmLT4YgDNt0yQWjAE4g9pIArCMuOSZr3aS6UV3d/cMKoV+2bwtAOv3bepcVbZsWeXmQWYhZPp23bp1KFmypDqFeYdcNQFYgq2MwGT0K6PevXv3KiOvbt26GXQAllFZQkIC7O3t30FDnY8YSwCeOnVq4hS0PNKQtQXye5SZU9L+r11WeYwnz+KNITEAZ1ArSoeX55BJpz1//fVXlCtXLoNKoV82SQPwd999l7igLGvWrEqAyMwjYFn89umnn2LevHnKFLRMG0oQa9iwYaZ9Dqb5AfL391f6jPx3ZGSkMvqVZ6dyI/fnqT/x/NkzOLs4o2ChQnBxcdGvgd/jVW8bAb/HLNPtq40lAGsvdHN1dVX+HcgjgMyckvZ/7bLKrJvMBBlDYgDOoFaUACwLURYuXKiTo6wglrvSzJySBmBZACHTz5KyZ8+On376KVPfRMgNw+zZs3Hq1CklkMkKVnkeKSODzPocWPMDJOWcM2eOsgAoKChIGb2fPXsWU6ZMQRYbG1y5fBkhwcHKjcTsefMyXTdiAFavSTRT0KdPn0680ZRnwbKATG7kMnNK2v+1y2oIv5nvassA/K5SafycMT0Dln8cMn0oz+8kEGzfvl1ZVZlZk6yalBXbmlWfUn7ZSiJ/5ujomCmLndIzYDF/8eIFZBTToUMHtGndWmmHO7fvYPvWrdi9f1+mq8vbArAsZJIRvcxCZNZkLCNgLsLKrD0MYADOoLYx5AD8/fffK4uw9u3bl7jtQhbVLFiwADNmzMC2bdtQvnz5DJJMXTayfUcWW8lI0tPTU7k4MDBQeZ4qW3rkmXBmTG9bBaqZhm7Xrh3atW2HiPBw7N+/D+UrVEDLVq0yXVVk1bzsA5Zya6ZCY2JilG09sp/8+vXrma7MmgK9LQBL3/noo4+UvagjR47MtOXnIqxM2zSJBWMAzqA2MuQALAFWtu3I4QlyMIFM28p0qIyA5bCC1atXo3jx4hkkmbpsZHq8VatWOHr0qPIcWJKshpa9tD179sy020g0AdjHxwfz589XRroSxH777TflR19WEZcvVx7Hjx1FAR8fNG7SJFM+ypDn7fLMUW7i5LmdbGG7du2aUn7pMzt27Ehdg2bgpzUBWJ6X9u3bN7ENtm7dih9++AHTp0+H3Ahl1qQJwPLIQnsbUrZs2ZRZFEPYB6y9DS+zOqelXAzAadFLxbWyf1O2LuzcuTMVV2WOj8q2C3mOKnuY5R+vHKYg+4AlKMgWpLZt22baqVx53ivTnTLS0jzvle0vsrlfgoEsgsuMSQKw9JmXL18q0+Uy4yAjRxm9y4pu2f4S+PAhbt+6jWbNmyFrtmyZsRr466+/MHr0aNy4cSNx5ar4y2EuMoLMzAcqyEhXVgxLP5HDOKS/S7vIyF0OpJGbUlnXkVmTlG/JkiXK+gzZc61J9evXV25AM+vjFymnOMtpdTLTIDfRxpoYgDOoZeWuWTp8jRo1MijH9M1GRrxyDOWTJ0+Uo+1sbW2VqV3ZV5uZF3QcPHhQCVxyhKN2OnLkiPJD2rRp0/SFSqdvkx/7LVu2KHuWJckPqLW1NWTVuYwcvb29lfJLkpXdmTnJKnQ5+UqeX2u2HskjAfmBzcyjMCmvPHaRZ6iaNpAFkzJ6lJsiuYnIzEkWX129elUJZtpJ3GVkKf0psybpJ/KbKX1b1nAYa2IANtaWZb0oQAEKUCBTCzAAZ+rmYeEoQAEKUMBYBRiAjbVlWS8KUIACFMjUAm+ezGfqYrJwFKAABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLgEGYONqT9aGAhSgAAUMRIAB2EAaisWkAAUoQAHjEmAANq72ZG0oQAEKUMBABBiADaShWEwKUIACFDAuAQZg42pP1oYCFKAABQxEgAHYQBqKxaQABShAAeMSYAA2rvZkbShAAQpQwEAEGIANpKFYTApQgAIUMC4BBmDjak/WhgIUoAAFDESAAdhAGorFpAAFKEAB4xJgADau9mRtKEABClDAQAQYgA2koVhMClCAAhQwLoH/AY72tr/MYdwPAAAAAElFTkSuQmCC' center-y='180' name='f-major-scale-on-treble-clef' id='10'/>
            </item>
            <item>
              <costume center-x='79.5' 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' center-y='158' name='rivckkk' id='11'/>
            </item>
          </list>
        </costumes>
        <sounds>
          <list id='12' struct='atomic'/>
        </sounds>
        <blocks/>
        <variables/>
        <scripts>
          <script x='10' y='11'>
            <block s='receiveKey'>
              <l>
                <option>space</option>
              </l>
            </block>
            <block s='setVolume'>
              <l>100</l>
            </block>
            <block s='doSetInstrument'>
              <l>4</l>
            </block>
            <block s='doSetTempo'>
              <l>114</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>67</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>60</l>
              <l>1</l>
            </block>
            <block s='doPlayNote'>
              <l>67</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>69</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>72</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>70</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>69</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>67</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>60</l>
              <l>2.5</l>
            </block>
            <block s='doRest'>
              <l>.5</l>
            </block>
            <block s='doPlayNote'>
              <l>60</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>60</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>62</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>64</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>.5</l>
            </block>
            <block s='doRest'>
              <l>.15</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>67</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>60</l>
              <l>1</l>
            </block>
            <block s='doPlayNote'>
              <l>67</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>69</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>72</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>70</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>69</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>67</l>
              <l>1.5</l>
            </block>
            <block s='doPlayNote'>
              <l>60</l>
              <l>2.5</l>
            </block>
            <block s='doRest'>
              <l>.5</l>
            </block>
            <block s='doPlayNote'>
              <l>64</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>.25</l>
            </block>
            <block s='doRest'>
              <l>.5</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>.25</l>
            </block>
            <block s='doPlayNote'>
              <l>65</l>
              <l>.25</l>
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