<snapdata remixID="11100356"><project name="4.4" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="4.4"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Sum %&apos;Number list&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>Sum</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Number list"/></block><script><block s="doSetVar"><l>Sum</l><block s="reportSum"><block var="Sum"/><block s="reportListItem"><block var="i"/><block var="Number list"/></block></block></block></script></block><block s="doSayFor"><block var="Sum"/><l>2</l></block></script></block-definition><block-definition s="Average %&apos;Number list&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>Sum</l><l>0</l></block><block s="doSetVar"><l>Average</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Number list"/></block><script><block s="doSetVar"><l>Sum</l><block s="reportSum"><block var="Sum"/><block s="reportListItem"><l>1</l><block var="Number list"/></block></block></block></script></block><block s="doSetVar"><l>Average</l><block s="reportQuotient"><block var="Sum"/><block s="reportListAttribute"><l><option>length</option></l><block var="Number list"/></block></block></block><block s="doSayFor"><block var="Average"/><l>2</l></block></script></block-definition><block-definition s="includes neagtive %&apos;Number list&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Number list"/></block><script><block s="doIf"><block s="reportGreaterThan"><l>0</l><block s="reportListItem"><block var="i"/><block var="Number list"/></block></block><script><block s="doSayFor"><l>Includes negatives</l><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="Increasing %&apos;Number list&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Number list"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block s="reportDifference"><block var="i"/><l>1</l></block><block var="Number list"/></block><block s="reportListItem"><block var="i"/><block var="Number list"/></block></block><script><block s="doSayFor"><l>Not increasing</l><l>2</l></block></script></block></script></block></script></block-definition><block-definition s="maximum %&apos;Number list&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>current max</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="Number list"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="i"/><block var="Number list"/></block><block var="current max"/></block><script><block s="doSetVar"><l>current max</l><block s="reportListItem"><block var="i"/><block var="Number list"/></block></block></script></block></script></block><block s="doSayFor"><block var="current max"/><l>2</l></block></script></block-definition><block-definition s="Makes all positive %&apos;Number list&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doIf"><block s="reportGreaterThan"><l>0</l><block s="reportListItem"><block var="i"/><block var="Number list"/></block></block><script><block s="doReplaceInList"><block var="i"/><block var="Number list"/><block s="reportProduct"><block s="reportListItem"><block var="i"/><block var="Number list"/></block><l>-1</l></block></block></script></block></script></block><block s="doSayFor"><block var="Number list"/><l>2</l></block></script></block-definition><block-definition s="Only evens %&apos;Number list&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>Evens</l><block s="reportNewList"><list><l></l></list></block></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doIf"><block s="reportEquals"><block s="reportModulus"><block s="reportListItem"><block var="i"/><block var="Number list"/></block><l>2</l></block><l>0</l></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="Number list"/></block><block var="Evens"/></block></script></block></script></block><block s="doSayFor"><block var="Evens"/><l>2</l></block></script></block-definition><block-definition s="adds all %&apos;Nm1&apos; %&apos;nm2&apos;" type="command" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>sum list</l><block s="reportNewList"><list><l></l></list></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="nm2"/></block><script><block s="doAddToList"><block s="reportSum"><block s="reportListItem"><block var="i"/><block var="Nm1"/></block><block s="reportListItem"><block var="i"/><block var="nm2"/></block></block><block var="sum list"/></block></script></block><block s="doSayFor"><block var="sum list"/><l>2</l></block></script></block-definition></blocks><stage width="480" height="360" costume="1" 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" id="257"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="258"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="259"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-102" y="-48.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="264"><costumes><list id="265"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="266"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="10"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>5</l><l>11</l><l>26</l><l>92</l><l>34</l><l>45</l><l>101</l><l>-71</l><l>86</l><l>66</l></list></block></block><custom-block s="Sum %s"><block var="numbers"/></custom-block></script><script x="18" y="84"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>5</l><l>11</l><l>26</l><l>92</l><l>34</l><l>45</l><l>101</l><l>-71</l><l>86</l><l>66</l></list></block></block><custom-block s="Average %s"><block var="numbers"/></custom-block></script><script x="17" y="161"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>5</l><l>11</l><l>26</l><l>92</l><l>34</l><l>45</l><l>101</l><l>-71</l><l>86</l><l>66</l></list></block></block><custom-block s="includes neagtive %s"><block var="numbers"/></custom-block></script><script x="21" y="248"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>5</l><l>11</l><l>26</l><l>92</l><l>34</l><l>45</l><l>101</l><l>-71</l><l>86</l><l>66</l></list></block></block><custom-block s="Increasing %s"><block var="numbers"/></custom-block></script><script x="28" y="403"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>-5</l><l>-11</l><l>-26</l><l>-92</l><l>-34</l><l>-45</l><l>-101</l><l>-71</l><l>-86</l><l>-66</l></list></block></block><custom-block s="Makes all positive %s"><block var="numbers"/></custom-block></script><script x="30" y="476.66666666666674"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>5</l><l>11</l><l>26</l><l>92</l><l>34</l><l>45</l><l>101</l><l>-71</l><l>86</l><l>66</l></list></block></block><custom-block s="Only evens %s"><block var="numbers"/></custom-block></script><script x="30" y="550.6666666666667"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>5</l><l>11</l><l>26</l><l>92</l><l>34</l><l>45</l><l>101</l><l>-71</l><l>86</l><l>66</l></list></block></block><block s="doSetVar"><l>numbers 2</l><block s="reportNewList"><list><l>55</l><l>1</l><l>62</l><l>29</l><l>43</l><l>54</l><l>100</l><l>17</l><l>68</l><l>69</l></list></block></block><custom-block s="adds all %s %s"><block var="numbers"/><block var="numbers 2"/></custom-block></script><script x="30" y="331"><block s="doSetVar"><l>numbers</l><block s="reportNewList"><list><l>5</l><l>11</l><l>26</l><l>92</l><l>34</l><l>45</l><l>101</l><l>-71</l><l>86</l><l>66</l></list></block></block><custom-block s="maximum %s"><block var="numbers"/></custom-block></script></scripts></sprite><watcher var="sum list" style="normal" x="-93.33333333333348" y="-52.533321733333366" color="243,118,29" extX="80" extY="70"/><watcher var="Evens" style="normal" x="-96.33333333333348" y="-55.733329466666696" color="243,118,29" extX="80" extY="70"/><watcher var="numbers 2" style="normal" x="-93.33333333333348" y="-62.13332560000004" color="243,118,29" extX="80" extY="70"/><watcher var="numbers" style="normal" x="-79.33333333333348" y="-46.4333275333334" color="243,118,29" extX="80" extY="70"/><watcher var="Average" style="normal" x="-32.333333333333485" y="-11.333333333333314" color="243,118,29"/><watcher var="current max" style="normal" x="-26.333333333333485" y="-14.03333139999998" color="243,118,29"/><watcher var="Sum" style="normal" x="-12.333333333333485" y="-7.833323666666615" color="243,118,29"/></sprites></stage><variables><variable name="Average"><l>5</l></variable><variable name="current max"><l>101</l></variable><variable name="Evens"><list struct="atomic" id="439">,26,92,34,86,66</list></variable><variable name="numbers"><list struct="atomic" id="440">5,11,26,92,34,45,101,-71,86,66</list></variable><variable name="numbers 2"><list struct="atomic" id="441">55,1,62,29,43,54,100,17,68,69</list></variable><variable name="Sum"><l>50</l></variable><variable name="sum list"><list struct="atomic" id="442">,60,12,88,121,77,99,201,-54,154,135</list></variable></variables></scene></scenes></project><media name="4.4" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="114" center-y="73" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOQAAACSCAYAAABVLGZRAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAA5KADAAQAAAABAAAAkgAAAABSQ7BUAAAYcElEQVR4Ae1dWagexbauTI7JPcZjMIkDJo5xil6RexV9MBERhwiC+KTgAOrD9UEfFEURxQlU8Pogog+OOKHgAAaHCKKcBw2C43XKjuNV9FyneIxmuv31dv27/vrXqqrurh7+3qtg7+6uWrXWqq/W11VdPfwzjKZpicDLL7+8zdfwE088cYavXMvqQUBBrwfXTmsNkdF1XsnpIlLf8cz6VKvmviBQlMB9aXcb7dARsg3UW7RZhVw6UtbfcUrI+jHulAWJkCtXrhz4+corrwz2uZ06iLlmzZpV27ZtOxn2ZsyYsXrFihXPcrb7nqeE7HsPO+3jCGmT0Rb3EbMsKTn7ts2q+2X9qmo3VX0lZCokx0QPRwiJkGiSj5TUZI4EnB2Sb2PL+diGHyGbSsgQQj0r54jiIyQ1P0RMO+A5G6SnK1vb3zp9srGIsamErLM3OqjbDhByL4aQkA2RkvSN4zaGLEXbxWEdsqOELIrymMtzQRJLSDS9z6Skrg2RhuS4LYevK+fTP9sV1mNFYAiB//3NmPW/GrM1e7Bn5gyz8uD/NGbRzqWJ6ZJ/3bp1ZmJiYsgkHSxZssQsXbqUDsXtTz/9ZNauXSuWFy0gUvmIw+mkelxZbJ4SMhap6Sj3zz+Mee+fxtgP2eF4u9mGiBUaMUmuTvhASCntu+++5rPPPpOKvfk2wSRy2jJeZVYh6kj6lJAWULrrILD+l2EyohjkRP7fF+TCRDiOmFSWC9b4b+vWraJ2lHF+cP6KSrKCMsTz6ZPKlJASMppvjBQd27aMoMMF/YhQhzJsf4uSM6YZpL+obn2WNQbd6SpzyN+NmdX/db/ly5ebPffcM/9L0dVERuiy92N0S+fAmLoq03cEZmfn67/NMeb//uxtSz/55BPzxRdfDLVv7733HskbEnAOhkj3S4bV//w4KbF4Z2P+bTtH2n+YlJAp5tnSxa6/GVraRwQ2bdpUa7OwGOSSEQaRd9RRR5lddtklt+9OO4cIaHv4r83GvPmdMVv+WgX7eoMxxyyyJYL7yaasKcgIb6Enla5g61UgjMCcWaMyXN6oVFTOnDnZCCykH374QShJk+1bnbXLQEAiIW1ZDyZ+niIjBEDM7/41qMvWcTKTjJB1EMjWqaOm02slD21Mo1XgOvKHr6cCDdeUyEuU5s+fL2rauHGjwZRy//33F2WqFIRWZ13dXjJidPw6u2frJvkaHHPZkWuByiNkqU52nQ4cN2Ej4MJYFwO/0hjiOnLlXsbsM2/yD/vIS5Tmzp1r5s3LdAsJ00d7tBLE2s/ORsKRNCfDac+5I9nIyPoju8k7miohW7qTR/0I5jRpK+jMGAkkw+2AbCTDXw1pwYLJe5qS6rEgJHcvdO+MjNnTTUVS6Smrr6O9Q7vgnXvhzInBpk5fOWT4PF8f8TXayV24cKHBI3RS+uWX7EGErifuuprLC7Sj1Ajp6+gyZISPqEd/Pp99tn31plvZOOG04447mgMOOEDsou+//77701ZMTf9m3eLAvjBdFRuaFZQipKSwLBldfSFijlOwuW1r4tiHj9tH7nET/nE2dtttNy57kMfdnhgUltzxrfD6ylhzmJr+x0JjlmftwB/2C05XoTcZIevoWJ9OX9CxgE2TTB8uhCe29NcVWDBK4mkZKdUxSvpOAr4yycc8f/edjMFfyZSMkCXtB6tREHGCvuDj5Pue58PDh2NXcMETMr6UenEHJ4Fly5aZmTOnaIB95KEsZYrFv/SiTkpnQ7rQmJhFn5CePpePOxnRNzRKfvXVV2xX+e4bshUiMhcvXmwwGv744+Tjbrgvut121rVghI6UIlOnhpRaa9AVe4apwfRYq2wTNxBr/fr1RiIYB+xOO8nTvcLXdZwBJg8E3H333fO/JsnInUTHhpAMjpr1FwJcx6KoDTI+8cQT5pRTTjE77LCD2WuvvQze+scWx8hHuS/5rt18ZT6d41SmhByn3mJ87QoZ8dzpqlWrzNlnn21eeOEF88cfww+i4Bj5KIec9Jxqk9d1DJytZyW7hsQ1Xhtn5NYR7KADTfcDrr9OOukk8/bbb0eh8dxzz+XyiBnuWdauXddFNSqRUNIREgDr4kuinolQI42OEVWTilx88cXRZCTDIC/qSamt6zrJnxT53InS7cNShAw9vqakTNF9fh1uR5I01+lUVsf2xRdfDF4XSnZxPYn645CwMFVkcapIm+y+LEVIGFNSFoG8GdmmyYhWPfLII97GZT+cY8466yxz55135n/YRx6lUH2Sa2PrLlAVWZyS/A31UWlCwmCIlJJTml8NAfuMWk1T9dqvvfYaqwSLM1jAefPNN/MR9NJLLzX4Q5DffPPNgzpS/YFAxI7vdoivTFLtW6CKXZySdEv51KeVCAnlPlLq1FWCP31+6Myb3uKkRukZ0+uuu8489thj+acwXNtXXHFFvqiDfKm+W8d37Lsd4ivjdNICFRaeQokWp+ihgpA8lfv6qjIhYcRHSnJCt/1EgHt65owzzjAXXniht8FHH310Xl5mBHMVp7xVUnSBKrQ45foaOk522wOkpGE3ZFTLyyMwDhgfeuihZtddd/U2koiY6vMcKW6VlF2gwjT8ggsuGIz63oZ7CtG3yQjpsaNFNSPgmwLVbJpV//vvv7P5dia9dIz7l6kS3Sopq09aYMKDDCeffPLQA+do4+rVq82zzz6bm0PdIm1Bn3GXdErIsr2n9XIEtt9++5Gnct566y3z4Ycf5m9NcDB9/vnnBjJI559/PifSSh63wHT77bebyy67jPXnkksuMXfccYe5/PLLDVeXrRTITHINGbChxT1GgJtyIjjvuusu89132TdKnYSR8dZbb80DGFPbQw45xJFo79BdYDr++ONFMpKXICvk3LpUXnSbbIQch2ubouCofBgBTNPee++9EcG77747n5Idc8wxBtd3uIcHgj766KPm448/zuWLTPFGDNSQ4S5QgWgxKVYuRlcSQkpkTHltw823YxqoMvUigCknpm1cAvGIfFx5l6arnH8x18KoB7lUpBzrKavebuHCqNk8TDmvuuqqwkZRp0vTVa4BMfciUQ9yqd6jrDxCNjE6cmB1LW/NmjWrtm3bdnLmF3374ffsEbHVK1asmFyG65rDCf258cYb8+c8H3zwwSit5557rkGdriV3gerTTz815513nrnnnntYwv3555/moosuMpD77Tfmq+UlGliJkE2RsevT1Zdeeum/s+uP/3Lxzwh6SYbRHdlIfrlb1rVjfK/G980a/PAM/fgM5/sDDzxg9ttvP3PttddyxYO866+/3lxzzTWD4y7tYIHKvR6+//77zfPPP5+/WogHEChhmoq4pPc633//fSqqtC1NyKbIKLWuK9NVkDEbCUfIaPl9WYYVv25uCcXs1tnmI488Mv/chuTHPvvsYyYmJqTiPB9Ew4jy0EMPmVdffXUgj68GnHDCCeacc87xflnOq7yBQmmBCqR7/PHHvR4cdNBB3vLYwqnH7mNrZHISGaEi5UIO9EmjY53BCbsxKcPh9kwuCdli7PlkquKOm9/vvvuuaOKwww4b3AQXhca8AKMcbsWUSRhZi14Tc7FdmJDTnYy+9ksdideNsumrVJwsvyopkzkyxoquvvpqc9NNNxVqARaoylwTc4QsNGX1BWPqYOCcLYRSImFfm2NNNEHGWF9Uzo9A2wtU0YT0BWZqMvogq3uq6munzy+pDGS0X8iV5DS/Owi0uUAVNWX1BWkdZJRGx7rI6GtfmTChKSqRMYQRVjfXrl0rmsIP0eBJFwkXqhiyQ3K6jUMAn+yoc4GK688gIX3BWlcAcI7WQUZf2+K6jJc69thjh94M4KWmcj/66CPv91psfRw20FRXX0x5qXtlEeBuKeEWEncSjp6yus7UFQBSwLn2yx5XJSHa/c477xj8+AuX8IMx9v0qTsbNo3tZbj6OXX2w72JUV19w/nQib/NWYzZlf3bCrxUn/GVnW3XVfe6WEm4j3XfffSOqvYSUgreuAHADjbxNMTpKbSEb0tZtK852Ehmhw/cpfM4GPv+wceNGrijP22OPPcQyKgBurp9UFrPlzuB2vdBDAbZsI/v/+DZ7gHTzsKkds1A+fvFwXkeOcMvITYsWLXKz8mORkGUDmLUSkVkXGcu0wxfcoddsin7D5csvvxTRmTdvnpk7N/shUCfBPwkvRzTqkDuD2xVjHgqw5Wvf33nOKCFdgtbuRLwBeonZrsH1HwYekZB2ZXvfF6y2XJF9zjnUrzIyliEi+YwRg3tMLDQ6utNL0idtQ/oWLFggVR3JB4Zl+4Y7g9sGQuW2bCP7/57h8nZ2ybBh0xQxF0w91taIDxWMSPEOlSwhpWAu2+E+3yXnypJR8t3ng1vmI6Qrax+Hft/QlsV+aLRduDD7FV4hpRwluTO4YLY72Uf+dbICMZHoePJo7P5TvEe/ftUnMqIteL5SSu6LqiQn5aM89ehYVB98kE5uKOttAhHHiIyhPhoZIVOMMDGdLzlGZ4oYHSQT63MdJxXygb6iRsehLUZhX4oZbVOOkj5ftCwOAfRpqF+//fbbfF3AXhuwY36EkHGmy0tJRIRG27FYCzFkTEXELVu2xLoVlEs52trGgG+q9kIvF2SdW3W1AWhxP7Q4Rq7hUuThhx+mw6HtECGl4E7RwT4iwqM6yJjCb0ILgRm65iPZqtsioy3a6GKbgpRoL1aATzvttJF2N7XqincON2/ebLDaLCX7hCGdKOhTHEXvD0s2pXzf4pd9a8u+XHLjfoiQnKEUQe0GjGvHdcotd4+lE4ctl8JvWx863peKkAh6NmzY4FPXahnaap/tQUA7+QLPlqu6f/DBB+cq8CCGRErbT0zz8TKx6x/pCb3PWdVf3+JYiANke7CoExPkVCl2CydCjqQmI4iYmoxor2+KifIi9x8R8L6HC4qSm2tvCHf4LCU7yE8//fT8RWMEM/35Ak/SWSZ/6dKl+UvT+O6plNavX58X4aSBGQxGdLzXaZ9AIUNykp4686W+4GJ/QEjOIa6jOTkuT3LCluUcssvd/dBJo4i/KUcoTEGKTIfsYHHbiOMi5Kb6XNtj+oDq21sKXpCxKfLZ9mkfHylGuvfee81TTz1F2YOtjSNOFqeeempOysMPP9wsX748Jya1ZVCpph34Alvu3zPPPMNalGI/OGVltQUyQ4EgOeNT6yMjF4w+XQAv5Qjls8WV+UbbMrc7yAZwcLHHcVF8QESkNskI+0cccYS55ZZbzJVXXpl/4fyDDz7IPwOCMiR8FsROmK7Slw9ADBCzqWTPKmyb3AKOL/5zQvqC3VYes+8GhFvH54wrS8c+/4oGG3TaZ1ayYW/LjFB2/Sr7RaerMbaKkrJtItptwk/XvfHGG/mnFvEBLe4jWnQCQT3ynYhJutzrSspPtXX10yIObnM8/fTT5swzz4wyJY6QZQLdR8YyREQLUpMROlOPUF16AZkbJdHmoqREna4kkCyLA3PbbbcZvKpmJxCBSGjnc3l2eep92x7x4PXXXzf4ncwnn3xyQMgQD0RCpnQ45EQZW2VOGDF2yoxQXftERx9JmcUQbo3FdGGrMkRGOHHccccZ/JQCpRge1E7IGCfIYXcrjY51kdG138ZxqocPfKREu/qMYRv9ZhPRtn/DDTfkh7E88K6y2oqb3h8nMqacsmLpPnSNG9sXIJ1EPCmAYnWr3BQCISxjyQiNs6XAnzLX/J7kkxRcKT3ctCl7pafmFJoWg5Tc619l3QJuXNBQXhO4lvW9y/UIP8nHIkQkHZ0dIclB2qYMGh8hfJ/TIF+qbkOruLglk2qUJF99+IUCi3TodgqBEGZlyAjtLCF9nTflUj170uiY0tr8+fNFdViuxmc13OQj8ezZxS7F8RBB6NPzqQmJ9vj6FQEWCjIXk+l4HINTWTICz2KRVKIHUhDMF0glXMpff8Gzkb/++itb/eeffzYuaTGqSb91GBrxOCP4Vg6eFsKnBrk0a9YsLrtyHmEpkY/ySa6ywZ4oIFxCzalCRuhmR8iQ0T6U+z6PwZEBo9qyZcvMzJlTkGEfeUUem7Ox873zWIbktu7QfohwMSNByEYfymNxABGrkhF4JR0h0cmxZ5K2OwuPNK1bt451QyIDfpobZTSlxSha5Yc6ieS42U0PK4DkBx54YGmSsw0SMomUvj6jMpIVVPUum9od07AURCQ7M7gpZVXwizSGHPFtq/oj6f7mm2/yJz9cMoB4TSb88GcqklfxO7bf6uqPKr6nqBvbfrKVkoiksxZCkvKiDaR69rbuzu8KGew2t71fpN/q7p+6sSjSVvKlDiKS7loJSUZCWwmUce/sULu7Xi71i+T3uPRX0XZRe+skItlIeg1JSotu0ZFlQSpqS+XjESCCxfYNJ0c64q2mleR8KmqhCSKST50gJDmDbdsdaPui+5MI2H1SNMA5eVtfKow5O1V1N0lE8rVThKyjo6ihuk2DgN1HZUlQtl6aFvi1tEFC2yOWkADMBt6uoPuKACHgxkiXiUY+c9u2SWj7xBLSFmhq3+3cpuyqnXQIuH3YVYJ2iYAu+jOQwd2LRL4LMPI0KQJVEWiaqF0moItlZ0ZI1zE97i8CONGnJuU4kc7Xs/kICQEdJX0waVlqBDhC9oVUVbAaPCmtYFSBUesqAmkQGBBSUsedySRZzVcEFIFqCAwRUhollZTVQNbaikAsAoNrSLuCXk/aaOh+agS4E7w0GKS23XV9QyNkyFkOyFAdLVcEFIF4BFhC6tkqHkCVVARSIsASEgYkUuoomRL+6adL48ff5yIhUU1J6QdPS9MgIMVZGu3jpYVd1HGbIC3ykJw+YkdI6NaHgDQ6KiGnUPOOkCQWAkwCmurrVhGQEAjFllSvr/lRIyQ1PjRSkhy2OmraaOi+dNJWQg7HRiFComoRUtqmihCUOq9IHduW7ncLAepP1yslo4uIMYUJCRVlSTlqPpyjpAxj1HUJJWR8D5UiJKlvkphkk7ZKVEKi21slY7H+qURIMqXEJCR0ayMgkZFkdMpKSExtk7yg7ALbJkGnmqZ7bSIQImObvnXZdpIRMtTAugiq09YQ8u2Ux5LRPZG34223rDZCSKnJKYiqpJTQbSc/lozwTgk52ketEhLu+EjpdphPVok52rlN5khEXLJkiZmYmGBdcfuXFZpmma0TsijeSsqiiNUv7yMjWedIqYQkdKa2UY/OTYm3v+frRASGFBzte95PDyS8MTJqKo7A2BESTfSREuVSkKBMUxoEfCc/JWN5jMeSkGhuiJTlIdGaPgR8REQ9JaMPvXDZ2BISTVNShjs4pYRv5gEiKhmroz3WhETzlZTVgyCkQUfFEELpypM8qZPOHdXUFQR8oyH5qCMiIZFuq4RMh+W00aRErK+rx37KWh80qplDoAwZuXuQnG7NM0YJqVHQCgJ67c/DrlNWHpehe5n6WJ4AkmYnR0AJGQGpu8BRlKBUv2i9CNe8IlXswleq7zWihUkRUEIycIYCUSrnCGfLYp+TYVwolGXbKFRRhTuHgBLS6ZIqwR1TtwgpY/Q57nfuUBd0inWJEtLCqykCNGXHalqndnVBR+4OXWWVsRkqwXI//Q0VdPwg9RRZR7x6O1xHyAh83Xtv7jFUdDFQU5MxAioVqYiAErIigFR9XEhK/uq2mwj0kpBdGRlA0qojZ+z1lu9LCt0MPfWKQ6CXhCyyksmBUndeLMnq9qNu/VVPRnX710X9uqjTxV7pgE91rQRPl5NR2S5UQv6FnC8A9UxfPLwUs+KYoYYSshxuUbU0KKNgUiELASWkBUYTu01O2Xyjvq+tZeuRTulE1GTbyZdx2yohsx6LCUApyMatw9XfbiMw7QkZQ8YyXdg0gZscfcq0rUn/yvRXV+r0lpBViCYFT5lA7EpHN+WHYlQN6d4Sshos1WpLQSkRvZq1tLWrnMjSejI9tfWCkGUD3Rd8kk6JbBQ+oXKS6+NWaruEZR8xqNqmXhBSAsFHOKksJnikwJPy4V+MXqkdVfKldlbRibq+tlbVPZ3r95qQ6FguILk8yLqkcY8hQwkB6f5Rmbv16XFl2zyOxYXzUSLouLSda1Mbeb0hpK/jEWj2XxGgfXqL6GlCtoqvEhl9fhMJaeuT1bI4BHpDyLjmylK+YPaVyRonS6rUDemOLQ+RzVce8t9HxlDdWP+nk9zY/WBrqHPKvIYUGzhFdcfqDbWpaLnkJ/daWhEySno5/9pqO+fLOOX17vUrBEJdgUNBFqOfZLsUDD7ypfSzi21P2b46dfVuhLTBChGnz4ETaruNE7cvYRPSK9XjbGjeKAK9JuRoc6dPTog4PiRCpJJ0h+r5bGrZJAJKyB5HgkQcqclKKAmZ5vKVkM1h3YqlWFIqGVvpnhGj/w+ZMVdfwnjM9QAAAABJRU5ErkJggg==" mediaID="Sprite_cst_Untitled"/></media></snapdata>