<snapdata remixID="13496739"><project name="clons" 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="clons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="append %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="287" collapsed="false">Take any number of input lists, and create a new listcontaining the items of the input lists.  SoAPPEND [A B] [C D]where the [...] are lists reports the list[A B C D]not [[A B] [C D]].</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="lists"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="lists"/></block><l>1</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="lists"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="lists"/></block><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><custom-block s="append %mult%l"><block s="reportCDR"><block var="lists"/></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="lists"/></block></block><custom-block s="append %mult%l"><block s="reportCONS"><block s="reportCDR"><block s="reportListItem"><l>1</l><block var="lists"/></block></block><block s="reportCDR"><block var="lists"/></block></block></custom-block></block></block></script></block></script></block-definition><block-definition s="reverse %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="223" collapsed="false">Reports a new list containing the items of the input list, but in the opposite order.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>helper</l></list></block><block s="doSetVar"><l>helper</l><block s="reifyScript"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="input"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="result"/></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="helper"/><list><block s="reportCDR"><block var="input"/></block><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="input"/></block><block var="result"/></block></list></block></block></script><list><l>input</l><l>result</l></list></block></block><block s="doWarp"><script><block s="doReport"><block s="evaluate"><block var="helper"/><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block></script></block-definition><block-definition s="remove duplicates from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="209" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><custom-block s="remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="remove duplicates from %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block></script></block></script></block-definition><block-definition s="sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doDeclareVariables"><list><l>even items</l><l>odd items</l><l>merge</l><l>split</l><l>copy of data</l><l>id</l></list></block><block s="doSetVar"><l>id</l><block s="reifyScript"><script><block s="doReport"><l></l></block></script><list></list></block></block><block s="doSetVar"><l>copy of data</l><block s="reportMap"><block var="id"/><block var="data"/></block></block><block s="doSetVar"><l>split</l><block s="reifyScript"><script><block s="doSetVar"><l>even items</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>odd items</l><block s="reportNewList"><list></list></block></block><block s="doUntil"><block s="reportListIsEmpty"><block var="copy of data"/></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="odd items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="copy of data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="copy of data"/></block><block var="even items"/></block><block s="doDeleteFromList"><l>1</l><block var="copy of data"/></block></script><list></list></block></script></block></script><list></list></block></block><block s="doSetVar"><l>merge</l><block s="reifyScript"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="#1"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="#2"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="#2"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="#1"/></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="reportListItem"><l>1</l><block var="#2"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#1"/></block><block s="evaluate"><block var="merge"/><list><block s="reportCDR"><block var="#1"/></block><block var="#2"/></list></block></block></block></script><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="#2"/></block><block s="evaluate"><block var="merge"/><list><block var="#1"/><block s="reportCDR"><block var="#2"/></block></list></block></block></block></script></block></script><list><l>#1</l><l>#2</l></list></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportCDR"><block var="data"/></block><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doRun"><block var="split"/><list></list></block><block s="doReport"><block s="evaluate"><block var="merge"/><list><custom-block s="sort %l ordering with %predRing"><block var="odd items"/><block var="function"/></custom-block><custom-block s="sort %l ordering with %predRing"><block var="even items"/><block var="function"/></custom-block></list></block></block></script></block-definition><block-definition s="assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="a-list"/><block s="reportNewList"><list></list></block></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="a-list"/></block></block></script><list></list></block><block s="doReport"><custom-block s="assoc %s %l"><block var="key"/><block s="reportCDR"><block var="a-list"/></block></custom-block></block></script></block-definition><block-definition s="%&apos;#&apos; map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><comment x="0" y="0" w="225.00000000000003" collapsed="false">This block applies the given function to each item of the given list, like the primitive MAP block, but with two differences:1.  The # variable provided will contain the item number of the item currently being used in the given function: 1 for item 1, and so on.  You read the variable in your function; don&apos;t set it.2.  You can provide more than one input list.  If so, the lengths of all the lists should be the same, and the function you supply must expect as many inputs as you have lists (i.e., that many empty input slots in the function).</comment><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doSetVar"><l>#</l><block var="count"/></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></block></script><list><l>data</l><l>count</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportListItem"><l>1</l><block var="data lists"/></block></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doSetVar"><l>#</l><block var="count"/></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="%upvar map %repRing over %mult%l"><l>#</l><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="%upvar map %repRing over %mult%l"><l>#</l><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></block></script><list><l>data lists</l><l>count</l></list></block></block><block s="doIfElse"><block s="reportListIsEmpty"><block s="reportCDR"><block var="lists"/></block></block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block><l>1</l></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/><l>1</l></list></block></block></script></block></script></block></script></block-definition><block-definition s="%&apos;#&apos; keep items %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="217.1428571428572" collapsed="false">This block makes a new list containing selected items from the given list, like the primitive KEEP block.What&apos;s different is that it provides the # variable for use in your predicate function.  It will contain the item number (in the original list) of the item being examined by the predicate.</comment><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>keep-helper</l></list></block><block s="doSetVar"><l>keep-helper</l><block s="reifyScript"><script><block s="doWarp"><script><block s="doIf"><block s="reportListIsEmpty"><block var="data"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doSetVar"><l>#</l><block var="count"/></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><block s="evaluate"><block var="keep-helper"/><list><block s="reportCDR"><block var="data"/></block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></block></script><script><block s="doReport"><block s="evaluate"><block var="keep-helper"/><list><block s="reportCDR"><block var="data"/></block><block s="reportVariadicSum"><list><block var="count"/><l>1</l></list></block></list></block></block></script></block></script></block></script><list><l>data</l><l>count</l></list></block></block><block s="doReport"><block s="evaluate"><block var="keep-helper"/><list><block var="data"/><l>1</l></list></block></block></script></block-definition><block-definition s="%&apos;#&apos; for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><comment x="0" y="0" w="228.57142857142858" collapsed="false">This block carries out the given script for each item of the given list, like the primitive FOR EACH.What&apos;s different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.</comment><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doSetVar"><l>#</l><l>1</l></block><block s="doUntil"><block s="reportListIsEmpty"><block var="data"/></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><block s="doChangeVar"><l>#</l><l>1</l></block></script></block></script></block-definition></blocks><stage name="Escenari" 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" 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s="doBroadcastAndWait"><l>animació acabada</l><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="clons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Sense títol" center-x="240" center-y="180" 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5O+rSLbJUou9mvaumG35/oTo+yO1ZeN89Yw8EEEAAgVwJxEf/R8PO2jdX5ZzXaX3jezIllc/aUVO3ct4Z70zYOyNmQwABBBCInkDFtndo8D6XRmbg3t1BpqTqKTvqkm19MeiWF/fTgt9M9UVf6AQCCCCAwDcFYqWNisXbZPK7e/+FTRQo2VmiZGvVgKlqjjpNpRv+dcDtBKWBllf3kCkd/KQdOWU73/TZu3d4wW3Xqqe9wjd9oiMIIIBAVARiRS0qHP1vxUe9rcJh/1V+zSfKHzxbeZXzVkvQs7hWiYbhSsxfs/eJiJ2fTVDXrG8p2VGWEt2oqVsrr3JuSvuGYafWV74vU1r9mB158Q6+Go/3mqb5t1yvxKLhvuoXnUEAAQTCKBBf63UVT3xGxfUvKL7mGxkdovfSgfb3Nlf7W1ur8+OVP3Mir6RJo66I1l0xLS/vLVNW8zc74qKdMgqeica656yjuTf9ovflD2wIIIAAApkVKBj6oUo3flBlkx9Rfs2szDa+itYS80er5bVd1Prqnuqes/bSvbwz7eHn756TPvilSMuL+8qU1T1iR/x4F7/06Rv96Jo9VnNv+JV6Ftf4sn90CgEEEAiaQPHEp1W+5b0qWe8Jp11ve3N7NT93gLwHUhSv+5zqTjraaX9yXbz5+R/KlA192I64YLdc1065nveRxZwZd8omClM+hh0RQAABBL4pUDLpCVV+91bF137VVzSdH26szs8nqGKbO33Vr2x3pvnZA2XKh//ZDj9vj2zXGlD73v1S82+dMaA2OBgBBBCIokB81Fuq3HWmStZ7MorD9+2Ym545RKZ85B/t8P/3A992cknHFj92rBb96Szf95MOIoAAAn4RGLTn1arc8Wa/dId+LCfQ9NRhMhWjHrDDztk7EDAL7pgm794pNgQQQACBVQt4HzMP2XeqCke+A5NPBbwHT5mK0ffZoDz+y7ufbPblf+LKaJ8uKLqFAALuBSq3v02D9rrCfUfowWoFFj92jEzFmr+1w878YWCovDdIzLv5xsD0l44igAACuRKoPvh8lW12f67KUWcAAov/fpxMxZh77LAzDhxAM7k/dOG9U9T8/AG5L0xFBBBAwIcCsfKFqj3iDBWNe9mHvctAl6wkk4F2fNRE46MnylSsc7cddtohPupW311Jtlfo8yl/U7J1UN87swcCCCAQYgHvIRq1x5yswuHvh3iUXw0tTDnc+MiPZCrH3mWHnnpo4Cau6elD1HDfhYHrNx1GAAEEMiVQUPux6k44PmdPsspUv9NtxzsJ9kI4DFvjw6fKVNbfboeefEQgxzP78gfV9UV9IPtOpxFAAIGBCHgvSKj70VHyQjhyWwiSuPGhM2Sqxt9q634UzEeAtb6yp+bfeVXk1h4DRgCBaAvECttVd+qh8l5izxZMgUUPniVTNeEWW3fiscEcgSTOggM7dXQcAQTSFKg97iSVTHo8zaNDcljAz4IX/fEcmUETf2FrTzg+sDPS/NyBWvjbnwS2/3QcAQQQ6I/AoB9cocrv3tafQ8K7b4Cvymp44DyZQZNutLXHnRjoCfr03Je4IjrQM0jnEUAgFYHSTR5UzWFnp7Ir+/hcoOH+C2QGrX+99S5hD/LWcP/5anrq8CAPgb4jgAACqxXIr/5Mw8/dU7F4G1IhEFj4+4tkBm8ww9YcfWqgh9P52UR9eeUDgR4DnUcAAQRWJ1B7/InO3+HLDGVOYOFvp8gMnnydrTny9My16qgl7xnRXV+Md1SdsggggED2BMq3uFdDDrg4ewVoOecCC+65RGbIRlfb6iPOzHnxTBdsfOh0eY/2YkMAAQTCJBArbdSIi3ZUXklTmIYV+bEs+PWlMoM3ucqG4Uv9rk/W1+yrfxf5SQUAAQTCJTB4n5+pYts7wzWobI0mQFdFL7j7cpnBm15uaw45N1scOW330/OfV7K5Oqc1KYYAAghkS6Bw2H81/Pzds9U87ToU8B4iZYZsdqn1XmEVhs17TaH3ukI2BBBAIAwC1Yecq7JN/xCGoTCGFQQW3H61zJDNp9rqA38cCpzGv52gxj+fEYqxMAgEEIi2AGe/4Z7/+bddJ1O9xRQblqvrOt7fTHNm3hHuWWN0CCAQCYEh+/1U5Vv/OhJjjeIg5986Q6Z6q4vtkP2nBHf8yz0PNNldpC8u+auUzJdNFEiJQiW7iiQbC+746DkCCEROwLviedTlm0omGbmxR2XA8275uUzN1hfawftd4q8xLxeqK17Uls7zt21XsZKdpUq2lyvZVqme1iolm4eox/tpqlFPY50Si4Yp0TBcPVzE5a+1QG8QiJBArKxB+VVzVL7lb+Xd+/uNbVW//FZ25e+qrgZeRRsBung4NKth3i9ulKnZ9gLrXeaeq83vE53sLFFiwRrqnj9a3XPHfPXz5Trqnl0vm8zLFRN1EEAgpAJ5VXNUOPRD5dd+rIKaWSqo+VT5Qz6T935fU9judNTfyGcrWSN5/4wtAwIrhN/cG2+Rqdn+XDt4r8sz0PpKmlhxAtM5fc1Oz9Jo1ajr8/Hq+nyCOj+boM5Zk9Q1a/002uEQBBCIikDhiPdUOOpNFY58R97/Lhj+nvJKFkdl+KEbZ2+Gfp1jS/5i4v2z/mxLjmt+YX+Z2u+ebQf9IAsvtff7qW5/xFaxr/c9c+fHG6rjo43V+cFG6vjg27KJwgy0TBMIIBA0gVhRi+Jj/qn4mNdVtNYbKhz9r2i8OGHJiVWIf+dbKxnvUqL+pu3qFnEyJlO741l20J7TgrbW/dlfG1PH+5uq/b3N1fHuFvJeEsGGAALhFSiqf0HF415S0dh/KL7W6+EdaD9HFugPO/s51nR3tz35MnU7nWGr9rg29TZC/Lec1BFS2zOxcKTa39pGbW9up/Z3tkrtIPZCAAHfCuRVzlPxxKdUMuEZFa37nGKOv7P1LRQd61PAdhfK1O18mq3abfrqdyZ0+8Tsa4dka5Xa/rWTWt/YiTDuC4t/j4CPBPKHfK6S9f+u0kmPK77OKz7qGV0JsoB3d46p2/VkW7XL9UEeR+D63rNomFpe202tr+6urs/XDVz/6TACYReIlSxW6UZ/UemGj6ho7MthHy7jcyCQ7CiVqdvtJFu18w0OylPSE+j8cGM1v7yXWl7amweGsCQQcCxQPPFplW7yJ5Vt9LDjnkSrfBQ/ZE22VcjU7XGCrdzpJpkoCvhojfe0Varlhf3kXZqemD/aRz2jKwiEWyBWtlDl37lfZZvdr4LaT8I92KCMLtt55IOrxLwHQpkxF6xjC4Z+EJRpiUQ/W17dQ83PHNx7ixMbAghkRyA+6i2Vb3mvyjbnPeLZEabV1Ql4T1009TO9c99M3twEeqYE2t7cXk1PHi7vJRNsCCCQGYHi8c+rfOu7VTLpicw0SCsIpCHQs7hWZtyMmDU88DsNvtwd0v7Wtlr82NG9D/pgQwCB9AS824cqt7tdRfUvptcARyGQQQHvYlxTPz3PKtaTwWZpKlsCra/tqsWPnqCu2fXZKkG7CIROwHtYRuUOv5R35ssWQYFsf5+cJqn3nAgCOE08l4d5H0s3PnKyku0VLrtBbQR8LVA48m1Vfu8mlW7wqK/7SefSF/BptqY0IO9iWzPuunxr8hIpHcBO/hFItg7SoodOV/NzB/inU/QEAR8IeO/Srdx1piq2udMHvaELzgR8ns7em/bMuOsKrMnrdmZE4YEJdLz3HS168Cx1frrewBriaARCIFC+1T2q2v1a3jgUgrkM+xC6vhwrM+7aQmvyu8I+1tCPr/Evp/R+LM2GQBQF4mu8qUHfn6aicVxgFcX5XzpmH9zfm6p/1xfrEsCpYgVhv86PJqvhvh/zFqYgTBZ9zJiA9yjdql1nZqw9GgqwgM8/dl5etvOz9bwAjluT3xlgcbq+okDD/Reo6anDgEEg1ALegzQG7ztV8TGvhXqcDC6cAp2zNpAZd03cmgICOGxT7D1Nq+GeS5TsKg7b0BgPAqrY9k4N3udnSCAQWIGOjyZ7AVxkTUFHYAdBx1ct4H3Jv/DXl6pz1rdgQiAUArF4mwYfcJHKNv5zKMbDIKIr0PHfbxPAoZ9+G9P8u65Q6yt7hn6oDDDcAvG1Xlf1wReooO7DcA+U0UVCoP3d78iMvbrYxgrbIzHgKA+y8aHT1fjoiVEmYOwBFvDeVFR98PkBHgFdR+CbAu1vby0z7upiawjgSKyN5mcO0cLfXxiJsTLI8AhU7TZDVTv/PDwDYiQISGp7czuZcdOKrYlzBhyVFeFdnLXgjmlRGS7jDLhA9UEXqOw79wV8FHQfgf8VaPvXjt5H0CU2VtiGT5AFVnPv28ruS7edpeppqpbyumW8F3Hk9fT+ab23Yhkr7xhv631JpTUyNiabzJN68r7+s0C2p0A24f3EZbsLZbu9P4tlu4qU7CpRsrNE1vvpKFVPR5lse7mSvT8VSrZVqqetUsnWSmlptSBPAH3PuECsR7VHn6KSbz2e8aZpEAE/CLS+vrP3EXSJNQSw8/n4nwxd8R8E6Akv/cFMtgxST+tgeX8mmoco2Tyk9y8HiaYaee/LTC6uVbf3Z3N1f5pl3wALxIpaVXvsSSoa91KAR0HXEVi9QOs/d5MZO63Eepf2syHgZwGbKFRi0TB579BMNIxQomG4uheOVGLhKCUWjOoNa7bgC8SKm1R3wgmKj/ln8AfDCBBYjYB3ZwoBnOElsvTENaRnrBnmylhz3gNHEvPWUve8NdU9by0l5q6lrjlrq3vOOvLCm83/At6JQN2Jxyi+NuHr/9mihwMVaHl5L+8irBJrOAMeqCXH+1jAe+2X91CS7tn16vpivLo+X7f3DJrNRwLGauiPjlJR/Qs+6hRdQSB7Ai0v7ssZcL94OavtF5efd+5prlbXpxPlPRC9a9YkdXyyvpItg/3c5VD3reboU1W6waOhHiODQ2B5gebnf8gZ8MqWRIBeqMGKzqCAd6bsvVHKe0Zrx4cbKzF/dAZbp6lVCQzZf4rKt/oNQAhESqD52YMI4EjNOIPtl0Bi4Uh1vL9Z70/be5v3XqHNllmByh1v0aA9uS89s6q0FgSBpqcP5SPo3ptdl9z4GoRZo4/OBDo/3kDtb2+j9re24Z3LGZiFkvX/rtpjTs5ASzQROYEQ/N5uevII7gOO3MJlwBkR6J4/Wm3/3kHe02w6P94wI21GqZH8mlkafva+8m47YkOgvwIhyF8tfvxozoD7O/Hsj8CKAt6tT63/3F2tr+7eewsUW98CQ08+QkX1L/a9I3sgEFKBxX8/jkdRhnRuGZYjgfZ3tlTLy3vLe8oN28oFqnabrqqdb4AHgUgLND56UkhfxhCGzycivTSDP3jvPuPm5w5S8zMH9z4Xm+0rgaKx/9DQUw+FA4HICzQ+cjLvA478KgAgqwLeE7qanjhSTY8frWRHWVZrBaHxYefsrfiot4LQVfqIQFYFGh8+TWbcNcXWFPA6wqxK03jkBbzwXfzXk3ovvIjq5n3s7H38zIbAgAVC8Cnnoj//n3cVdJE1hR0D9qABBBDoW8B7JOaiP56j9re37nvnEO1RUDNLIy7aKUQjYigIDExg0Z/O9s6Ai6wpIIAHRsnRCPRPwLsHsOGB8/p3UID3rjnsbJVu8mCAR0DXEcisQMMfzvUCOG5NQWdmW6Y1BBDoU6Dzw401/64r5D1xa1Wb999mzPvvM79TpqBLJq+790d5CRmTlHp/vM/jJFkj2ZisjUk9+bI9BV/9dBdKibiS3XHZ7nif/cr0DvF1XtGw0w7JdLO0h0CgBRruv4AADvQM0vngCZiv8vLryJTtKpIXxN7/zytulilulvdCehNvVaywXYr1ZHaMyTx5F4bZzlIlO0pl28vV016uZFtl709Pa5WSLYOUbBmiRHO1epqG9L5rOdlekXY/ao8/QSXrPZn28RyIQBgFFv7uIplx18atyecMOIwTzJgcCITg4pCVqXmh3dM4VImGEeppGK7EwhHqXjBKiQWj5T0VLNlevlJsbjtysAYpGQiBhfdO8QK40Jr8rkB0mE4i4DsBXlHZOyXeWXL33LVGElV/AAAG50lEQVR737vcNXusunvfuzxB1Uf8H68Z9N2ipUN+EFjwm6ky464rsL3fKbEhgAACCCCAQE4EFtx9mcy46QXWxAjgnIhTJDgCIf0o2RcTgK0vpoFOuBWYf+dV3hlwvjV5Cbc9oToCCCCAAAIRElhw+9XeGXCeNZm+0jJCiAwVAQQQQACB/grMv226TP30mFUs2d9j2R8BBBBAAAEE0hSY/8uZMvUzjF16I3+aDXEYAggggAACCKQuMO/mG2XGXlVuY0XNqR/FnggggAACCCAwIIG5N/1CZvj+B9ryre4ZUEMcjAACCCCAAAKpC8y94VaZ4fsdYsu3vjv1o9gTAQQQQAABBAYkMOf6X8kM2/cwW7HNnQNqiIMRQAABBBBAIHWBOTPukhm29xG2YrvbUz+KPRFAAAEEEPCbQMAe8PLldb+WGbrXUbZy+9v8Rkl/EEAAAQQQCK3Al9fcKzP0+8fYyh1+GYxB8uD7YMwTvUQAAQQQWK3Al9Pukxm653G2cseboUIgGgIB+5gqGpOyilEyV5Ge/nQHH5TztC+vfECmbo8TbNVON6U7Vo5DAAEEEEAAgX4KzL78QZm63U6yVTvf0M9D2R0BBBBAAAEE0hWYfelDMnW7nmyrdrk+3Tb8c5z3cVVMkvcnGwIIIIAAAj4W+GLqX2XGT9c1NqYzfNxPuoZAbgWC8iVSblUyWw3jzHrSWuAEjNW2ZvwMTbNGZwau93QYgVwILAkKLghKX3uJHaGbviFHDlzAZ/8N58W0lamfoStldPbAR0cLCERDgBzpe54x6tuIPaItYIw2N+Nn6jIrnRttCkaPQIYEVpI8PvuLd1oDXekYSNm0LDkIAU8gr1ubmvHX62fW6vyokoThl2NU5y7X487aWllZkGWt2NcXKno1l98I01wvJ+pFXMB0amNTP1NTJV0QcYtlw8/mLz6QgyXgl7XQRzguydLV3gBAwAZr7dHb0AsUJ7Qh3wGvbJqX/2Xll1/CoV+OPhjg8nNNYKU3Ifz3kp4bR0VOIJ7UJO874BlWOiVyo+/vgPmF3F+x4OzP3AZnrugpAtkUyOFfIEs6NdHUT9d1ium0bI4pEm3ncOIi4ZnJQa4wN3bJZ7VGWvGr0EyWpS0EEEBgVQJFXao3607XNUkexJHVVUI2Z5W3t/FUjXuz9+sANqRv9ieGCgggsFKBMqt1zITrNa3H8iCOXK+RVAMj1/0KQr107Zae+UoifIMw0/QRgQAI9OcX0tf7GunjooS2N+vO0JVJHsThfpZT+R6yPxPtfkSp9SCVMaVi00e1JeFL8KY2LeyFAALZEzBGtxd1a4r3EfQVyZjOyV4pWs6WQG8urSzAvO827SreS7GqwFtdEPbzmN5+reLeVi8AV3u7TBawCN8soNIkAgikLbA0gMdP12U2xpOw0pbkQF8LLHe9la/7SecQQCA6AssCeIZ+Zk10n4QVnSmP3ki54Cp6c86IEQiCwLKPoGfokqTRj4PQafqIQKoC3GqUqhT7IYBArgWM0VP53nfA42doijW6KNcdoB4CCIRUIJUL60I6dIYVUYF+rvllATxdP7ExXRxRNobdD4F+rrF+tJzZXfneN7OetIYAApkVWP4M+CJrNCWzzdMaAu4ECGB39lRGAIG+BZYG8Loz9OOk0SV9H8IeCPhfgPD1/xzRQwSiLrDsDHimrrLSWVEHYfyrEQjKZ8/LnjLJM55Z0Agg4FuB5c+Ar00ane7bntIxBBBAAAEEQiSw/EVY11hexhCiqWUoCCCAAAJ+FlgawLyMwc/TRN8QQAABBMImsPxH0LyMIWyzy3gQ8JNABl6m4afh0BcEei8yGcBD7ZcF8ExdkRQvY2BJrSDgLbCk994+ZBAYoMAAf1kNsDqHI5B5gQGu6WUfQc/UZT3iZQyZn6GAtxigK58DLk33EUAgYgLL34Z0qZXOi9j4GS4CCCCAAAJOBJZ/EhZvQ3IyBT4tOsCPVnw6KrqFAAII+EZg+YuweBuSb6aFjiCAAAIIhF1gWQBP10+TMV0Y9gEzPgQQcC/ApQXu54AepCeQybW7/EVYP+kRb0NKb0rCc1QmF1d4VBgJAgggkHmB5Z+EdbGN6SeZL0GLCORegJcx5N48rYpca5AWGwc5EMjOWn03ZjTFrDtTFyalnzoYFiURyLgAAZxxUhpEAIEMCxirT2LSFDN2hq6N8TKGDPPSnDMBEtgZPYURQCA1gaUBXD9TP5d0UmqHsRcC/hcgg/0/R0t7mJ2P9wIEQFd9K5DFtbk0gMf/XDNtUif7FoGOIdBPAbtcAvMkzX7isTsCCGRdYFkAz9QMK52S9YoU8IdARC535izYH8st5V5EZF2m7MGO7gRysBaXBPD/B4p2k0vlpOeIAAAAAElFTkSuQmCC" mediaID="Escenari_cst_Sense títol"/><costume name="ball a" center-x="22.5" center-y="22.5" image="data:image/svg+xml;base64,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" mediaID="Personatge_cst_ball a"/><costume name="AZ stance" center-x="35" center-y="139" 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kTLEz0Z9LKdlCNqkJkirYpiHEk2khk8mgVKmgqVtQBc+TJKE9Pj6x/u7f333Zb39754bXY5xZMQz9wA+cfvohQWn46kx/8ijZ9RLNqarcEctgRWcX5vQU0AhsjFeqDKtoMeoYENfLe0+G6bHWbUtvszZtqm8RBo95J3oWLYPXng6apUl/dLKOmKyhkMsEbuBioDcnpdNpoVAsQhIlHryZfACwHBvNeg2+bbrlWn18erpy+ycu+sgX/lcMQz/0ktNXv71s1j+R9oQDenNyIqYUJcgObIvnGBZDFIG1bwn5SrICRRJZQ26i0sTOySrkrsXoOeSN6BkcxLzeFDzXwbMbtyMVj6G/MwddbyGZjGPZ0oWQJJk396hd43FDi1SWkMIiCNColoJWWzdrLf3Zxx989JO33vqdx1+rcWbNY6If+NG3HPWuWss8vzst7x/TUild9xU4JQwUskhrGlIp4mniMB3eQSBl1dbxMl6ZasPJLEDHwjcgm81iv8U9yBc6MDzaQC4dx8I5BdbfphSfy6aRiMeZlISOIOPDAhIRCIwgo8JU0xS0Gg1UKyW3ZViNifGxx+6767dXPPDAA6/pSM26YchAHznnnJPLEy99KKkFb0j6WlGzqkpXpih1ZxUkEiJiyQS7uyQd2TndwF9HDBi5+ejoXQjft7Fs0RCWr9gf28fqSCcULJ7XxZr/tm1BkjQk0ylWobM2DWU+H0xKIkoiLJPiVYA4GQ4ChrfvDJq1sgNJqJVL0/9aGh+57Nprr/2bbd+/i2HIOMccc8z8ZYXsR3xMr8o4wsKcmk4mk7Ic1xxBFkRYCDBZ0/FyTYKRGkK6owDPbqO/twtHHH0cmoYIYqqWze9kDTt+FAWosThkWWZtGvIYMgq5DEnXyFMMg7oTRHGoUFUVhtHGtm1bA123bMsyXmqUxz/32c9+9m+SXn83w5Bx1q1bJ6JeOWnX88+c77abR2UH43lUW7ITqCgTdhHSkLJzoMRj8MwGCvk8jjj6eGipAizTxJL5nbwPzrQ21P+WocU0RpyTUSLDUM+ccFOrZcL1fWYURZKgKBTLPGzZsgVT01U/kYhNTk+M/fOnPnHRp8ic/128+bsaZo8fLJx9wuHfbU3uOMc1XM0fWAI/3QM1xiUjjq2js1jAomWHotA7BFkSMacvDU2VWP2kKNSroqYMLyvIIwKyGMtBhH/o+zzUGgZUVUZCI1WXwProkiSgWq1iy5ZtsCyz7QT+Y6NbNp3/9a9/ffj/gmHwras+f9ZDdz34AzXfnRlYtJzVS5XyBBzbRGdXJ+YMLUYy183iT19XCrm0xkoIumgqJ2w7YKUD1V0BBIiSBN8nNZbIDNdoGjBth8neyFMkkTo6pMCQ0Gw2mdc0GjXXdYIXEZjrLr3oon/5HzfMpR/72OKlS5YMbpky5hywdPC4Aw46FL/9/b3zzHbrSFFOatlkAqZpoNlqsn42YRFBjUNLJNFZSKEzpzGVhErqTgHQDZKS+MikNGYEUSQcJDLDkIeQN1VrOusuJOMaC8JMBEk+JQgwzTYmpqYxOjrhu7Y9IQnBjy/42Ac/8z9mmJNPPll761vfecby/eefee99fx5IxOLptSceXvj+Tx9MeHZbO+LAQRiOKJIQkXR3VBcpMY2pN2UtxjicnkIcErsiiXkFPyImU3oWCykWaAm/kBCAjhR5VL3ZhmW5DAoossJ0OuykBQE7UpTNxicmMT4+Gbi22y6VSo+sf/S+8+6///7/sic+KzHmqKOOir/3A+etajfcdy5eOHBopdUeeHz9C4nTTj5Sfu6lXXjyqWHxnLOOhQAXW3dMIhaLsYujI+EQuSApSGUz6MonkIxR1JFYZ5M0wSSWrjcM5gkd2QQTIFErGIKIZExm4qRKXWe4hdrE9EVpmo4ReRQdJc9zMTY+jsmJKbTbjmu5zsuSX7vyk5d+8uf/ldfss2He/e53D73vfe/79NhE9chytTU4b6CYevTJLUpvb1bM5jJ44s87cM47T8BRb5iHux94DKVyE0oshrblscBKdzfXkUMqGUM+o/FUQeg1CGBYJEby2IVl03EmjxXJW0CIF4irIqvayXjJdIwZgzAMZS0yCElluZCJ88rVag2T1bon+FLNbE397vLLLv4oAHPWaYdMJpO/9dZbry4Uu978zPNbOrsKGcWyHPHFl6dw2BuWYf1TW7Bkfi8++N4TUas38OzzG1FttDFdM5kCi1opuXwHMtkMOlISZBLnBTyoWq7PDMM0ezJmvEFRYoy3ScQVpg1uNC3E4xo7UmQYii+EgMOExWIMGWZ6apoZp1xvB7YNyzarf978whMf/dGP7tg464Z56KGHPul5wodHRyf767obmzvYhamSye5Sramj3mjhtLWHoruzg/3dVKmE514aZq1Y0tDEYgo6O4vQNBmZJD9aXE0eoNV24Hh0qDyW0mOJBNPhUDaj94rHVTSaJjs2JCogGpW8j5I6vQcElrtYjKFAPD01ibHRCTR0hz6Xq0j2lnw6+NqHPnQh8TX/4Wuvj9JlF56/4u1nvufbpXL9iMmKGc9lc/Q5UK3q7MOMjE/h2MOXoK8rz059sZDB+OQ0/vzcFrhUz7g+isUsUsk409goKnkKwXtSi/vQDYfddN9zmQdQYFYVFW3LQTKhwbbpKBL01xDTFPY95IX0ImYgMjCV3ILA4k+tXMLY2ARsV8LOkXE/m1aqrln97WWfuOxj/9lx2ivDnHnmmfHzzjvv2mQseWa1Ue9qWYKkqKRYMGFbFtqWif2XDKK/t4jJUh39nVmWJTa+MoKJUp3p8kQJ6Okq0JQBS8M0U0AxgaQkpkWdA48BPMO0kIhr6MxnYDrE2aiQBAGW5SCR0BBPaEzKRobikn1pBvhRvOEVvQK9WcXIyDhabR+jYxNBMimbQtB+/P677/7Ivffeu+Xfu8xeGebOn//05IF5+31lcmJsuR/4mpbICa5HeMFCs9XGYG8ehx24CJuGx6G321g01IWJUg0bNu1irk+8C6k9qUom1VU8Rvo93iWwbJdp88h45AmEUTKZGDSFNLMqctkUHJs8geYSuGdQhc2OHYsnDLyEGIYJ3hg0sIwWdu2aQKmiY2p6ihRdjigEz+vVkc9+6cqv3TcbhpH/5Ve/ukFWk2fuHCt1xpMxsVDoRCqRQLXehKaI2H/pEBzbw8vD4+jIxpBNx/DK9glUqi1WFTdabXR3FxCPqUgnFVa1kLcQp0KzBYZB6nEfmiozQJdOx5iMjYBdq2UhFteQy6V4d4G0xOEQB8USMgVhHno96XMY+iUNsWVjx85xjIxOoqXr0CR4jq1vz+WUb13w0Ytu3GfD3PL976xZceAbrh4bnzxgtFTXUum8kCd+JCaj3jQw0JdHLkUjOjpK1Sbm9HawGYKXto2zI9HWDabv7erKI6aKzDDUMqGLo9hD3mJbLhM1Ul1EyLazmEEgSNj00k40mm0sWjTEXk+xjIxjGDbLPhRLyMrMi3yfHUtWMjBizMeWLcPYsWMSyWQSRqvhe167lEpKd3zsIx+79N8T5q/3KMm/+93vru/s7PqH6XK1a6LSFJOJDFSJ6hUZkiwil0lAUUS0aZiiZWDeQBGT0zXsGCuzQDw2XmKuTnecjEIMHmUa8hSXjELdSI+gvsJqnlw2iWQqhr8+sxXlcgsr9p+P3u48D6xUFtAEi+OyiyfsQkGY8zR8MJfhGpLSqjK2bdmGrdsnkMkk0ahOB6qiNOuNifu/ft3XzqvVarU9veZ1Geadp5284IJLP/O96WrzGN00E7KaIv4IrmMjnogxr6GMQBdEY3/kBf1dHdi6fRyW47AMsnnrOAodaWQzCeSyGosr9IvuLpt4I2ZPkBCLJ6BpGrLZJJ57YSfre69ZfTh6ejrQbrbg2iZE32cZjEKsRGAnZPEYjgE18eh9Ofolw42PjmF4xzg0VYHeqsJznLZhNh9+8vFHP/Sv//qvo3ttmNtv+d6bi73zr3LdYHlDt2SRekBtk7l0IZ+GIvMPRMUf3VAG0+kDlaoMS9zzx/UoVRp40+pj0ZVPIZ4QYJik8yW9nsCOku1LCJQYsfyICwZajRY2vzKGgw6cj6H+HJr1JoJUP9RsNwKzCd/SGbijNEdDY1Q60qdgFbnjMl45kUiwk1ItVzA8PMIyp65XieQy2+3GY3+8/w//YWjsdXnMY4898rWNL+84O5VIdM0ZGBKnqg2Mj09BUWV0d2UhUNEmgAExQaBUa2LLzhGUaBp9oA9bt+xkw6QH7LcYXZ0pdkE0gOH6Io39wSU4ZzYglLdArb6MhGwxA8diKpIxAdXJCTZBJxfmIRg4AkLXcsQ1GaJdZyk7mmOgO08TdYlkCtmOHCyTikybEVhbXnoFO3bsRNugRCBZrWZ1/abnnrjkZ3f+5lX98ddqGOmXv/jF+7t6+y7aMTK2qKE7sQXz5gmEMXaMTEBTeIAkF6Y6hbINfbAdI5MYHZ9m9U0sGYckqZiarqC32IH99xuCJyiwXRr7M+E3xiA2diKo74BYH4EGC4JEcUuC4PsoT1ZRKbXQP68fcwZycAQNzewB8OathkpxzjchUzAOAkZlEKFOcx3PPvUn/OHuB6FbAQYXDGL54vmQPB+TU5Pw3MDS9er6lzb+5aI77vjVq9q5f9Mwl1xySXzVqtWfyHbkzxDhzTNNJzVVa4laPIV2U8eu0QnENBVzB/sgkUcLAcMfdId2TVTQMDzUDAuP/fmvaFMw7p+DIw9ehiMOno9mZQJWeRek9hjE5gjcyjiLT5nObkhqHLZtwzF02IaFekXH1uFp5hULF/SgK6/CbTdQji0EDnkPuucuQkKk8sGHqgjYseVF/Opnt+G+u+5Gy04jWxjAfvstwenvWIu+nk7s3LkdjutYrWbtkfWPPfKhe+6551WbAv6mYdZ99pOH7H/YcV/T2/YRqVQi1ttdlGQlhkqticnpCl7evJWd6gNWLIGiCEz3kk0n8MqOSdxx1xPYVmpBI49pjmC/vhTesGIuutJAMSXCaYzD18uQBB+BqEKv6QylFns6kUinWYpmvSdVgW21MTU2hVqpiWa9Bb3ZREYFm6KbTi9GRe1Eo15DQONAVgvP/vVpPLlxmI3HDc0/BG9569txzMrDIIoBDLONSqVE2cy0rfbDmzdtOO/HP/7x6wu+P/3xj9+txNKXj5WqSyVJUJYuXsK6h3rTYKl118gotm/bhf2WLcLAQBGK6GNkqoYN28hoO4DmThwzV8LiAhmDCOoAZruFtmEBxMQJEgNk1ARoN1qw9DYnoLQYJEWEEiNmLwbLMGETMIupUBJx2DRcOl6G3TAxNG8htmzfhvVP/xX0toEgwxUVvFwxsbPhYdWat+Hcc/8RsbjEqAfqONRqFSorTMtq/XHn8CsfuuWWW0ZeV1b6yU9+8oFCoeeTDcNcVG3ockc2y2KJZfJJNduy8eLGTUhnMzjmyIPYUNf6F3ZA0qexNDGBTkygM6PADmQ0dIvVOJRBKD1TwKRsxHpDtsO8hQ2umzTA4QMiZRYO/BzLxeRYCaLoY9GSeZi7eC4cx8LItnF05gdRqVXx1PPPwbSZGB1t28PjWycxrKv44HkfwZoTjkO5Ns3wD9VT5XKJjrtpW/reGeY73/nW23t65n4pkYjt17Z9SZQVpvY2TROO58KzHExPTKCmt7H8kMMgKhow8RT67Y3IKhYENQlfUBmipdTsOTb7cAGx/gSCaDDdtFidkyvmoSXiLP0TIBM8D1MTZdRqOpKpBARJRLPRhl6pQZUlFHryrOKeGKtgeKwMi4ZOBZkF/lK9gXs3TiLomIdLLvwo+vp60Wy1mFGoq1uulGCbtuna+h+3743H3HDDt0/sKHRdn8tlVoiSJGqJDGzbh95qodGos/qm3Taxc7yEgYF+9Po7kSs9DkV04UkpPtmmqYw+YP0hohodBzbhF5+G0QW0qjpM3UIqk2DZy2M1d4DAcaDXmjDaNgpdWSxcPIh8VyfGdo1h0wvbMDleRSKhoLNQYEKk8UodXsgFj1abuPuFaSw58Ah86Nxz4Qs0wmz+gESsAAAgAElEQVQzRE2GqdZKNB1jOnbrj9u37sVR+sE//eQj2VTqk5qqDImyIiqxJBs8p7kjmnh95oWX0TJ8LB/MY3FiEta2J1CergBqCoIosw8eT9IwOhushRxTWYwitSZ5j02z2LU2aOLfc13G9OuGhV0TDVSbJgmsGDIuZBLYb2EvhvqLLOsRizcxUcOWLTuQUkQc+caTmFHuu/8BRk9snjDwxK4mTj/j7Thh9SlsDlMQPKiaBggE9kpwbNd0nL0wDK0seNe7z7klX8yfLArIxhNJoambaJkOI7ArNQM7tm5Cn1LD8oKJ+o4NGB0twwYHeIosMslHIq7yjiJRAAJn2qiuomBgtU1GOFGrVUtqSGXjMFsWyqUWPGoXSDIL1PVyC6Oj43AME4V8Bw5aMgd9XR0Q0t0QJRVD3Xmk0mnc9vM78eLwTjy/S4fcvwxnvuvdyGULcB2LAVECeVThVyrTFApMxzT+OLxl0+sLvr+++6H3pVKpT5kOFtmCpnamFNTqNVQbHnzXQ0aooeAOwx3fiJ2vvIKmbsMTY3AJlBPYk4nHlfncpEzTbg4juqnAInmHSOiUaEm6i9RR1BT2wcvlOqvIFy7oRSGfYzGpXqlj+2gdbaSwdcsWjI+OYOlQL9auOR4DQwvw8EMP4ZXRMUzVdewcG0M9ORdHnvJudHf3od2qM5RNwxv0/mRvZhjHNR3b+uPwlhdfm2HWrYP4l0eOO/JNJx5/lSYEh5q+mFQ6BsRM3yLEkh2IOVXE9GFIlZcxuX0TRnZNwXYALRZj4h2TqMtQyENZKq6pGOzMIBlXWZolZpYKT1kQmO6Fzj1N3VLmIUKzobdRqTaRScZZkKVAn5IVLBiaj+X77Y8///Vp/PTu+9nPXNRfRFcujeeHRzHZ1JFSBXjxPOat/kf0zJmPZrXEBlepyNVUlRlGFHxmGNsiwxh/HN76GjzmzDPPVOdI5UuyUN/aVehc2m5tzzYmtkhdg0vQuWI1uuYuQlDbitLw8xjfNY6WbkEQqFfMFQhkGGqskwFcohxdQLcsCIqGOX1dyBG7zypeLvoJbAdW24BlW6hWGyg3DQboFCoIBeogCWgbtFlEw0A2iY6EhLptwWPsXYDxqTJj/WLJFGzHhmG10f2G09C3/2pYzQp8z4SskUEUxFSN3QRWUBLA8zzTMc3X5jFf+Og/nNDbEbuyqKoHS6qqOpIvJuAKlBYJ8darZYyMjKBRbzPpKUky6ItqFOLlqaqlD0x9IaIbyTA7p6t46uUxdGXiWNDFt4f4An9d4DkMs7D4Q90AGglMxVDMp5HQOMdDVCZtKqISgar3XCaJjkyKGZhiXtOgjoKPVqsOsWMAQ2vOgSypcM0GREmAoqhQYyoDjqxTKQao1UpEWZiOZTy8aeOzfxP5qtd9+B039nTEThNiaiGdzkrpTAc8jzJHGZWJSUxPT7Pzz6C6ojIjEI9Cwh1yGUrJxKaRpoWMQpnlqc0jsE2DjQVSU551IZlgToCsSOwuqjKpFGSossAWZiQ1hdMJbMeMw6tnKsYoTZHCmcAleZvpwXA96DTa06qhsOJk9B76JrhGjR1Pmuql96dYR39WZPLUAPVamehU0263/21426bz/lvku+78964uwrs2lk4dgLir0fk3Gg3o9Tra7TbDK8TEE7nMZV7UrWBNHGYY8hmmgQsCWMTdusCm4TFMlas4aG4PcimVjRvzjiIfLiUcQx+WMhjFHDqOqiohRRlEJj0dFw1Fhue0JWC5DmvI0SwCTfzrrTpcLYW+Yz+AeL4Hgd1iHkiVPXk109AoMlNMMI+plwlPmUar9fiWLc99/Pbb73jVDok9i0j1mvPffEM+nnlHy1aL7da4RJP4js02LTA2jmzABDu8X856OKxPTOmXtghRfKHWKhHbvoDJSgubdoxiqJjBgu4C+7c91Tqsb8Qa72BCHwJexHUR3Umtk0TIyjGDi/yYss1OFOBtFzrrJnAJWrM+hdSS49F7xJkIrCbgkVdT3KOmGzcKpWtCvmSYZr1COMZqtSpPbt70/MU/+9md/zkfc8F73nJkj6Zd78E/uFwqx1KxQJCkgN1VFlEZ4y4ywT/9Hl2gwNxbYPUTk1wQ0///RNEtw8FLw2OMlF4x1IW4yoMupx25gZmhQ9WlQIGWjhZBF2q1CgJUWrVCaZ/FCZJ90LHizTrL8Zh+ht7T0quwJRVdx7wP6e758Iwqu2F0dMhj6MYRnSGTVxK/gwC1ahmWadi22f7zs888fsFvfnP3f26YGy7+hy9OTRnnTOulfrFZlwq5HAt87I7y5s3MxYc+w2IEu910rFg2AuyA3D/A5h2jGJ2uYG5PAXOKGQb4IpWTwDwvagHxY8j/kxs/ugFUGKh0tML6hsUzL4Ble6wuop/jmi2021WkV5yEzgNOgU8MYECb03jjX1ZVSKLM+uKslcKWh1HwZYZxzLb+9M6RTZfcfss/P/kfqus1a9Z0719Qf+gExgl2tZHqzCXYjaSgyj8oWza1+yiF3sGVCWQU2t0QwPYEOIGIaq2OXeOTUCUBczpzSCfibOyGikCKJ3TeI0PTe7B8Rq3JPeRjzEy+DznwESMCjB07LlulY2RaDnzHgOu0ofavQOchbwU1/ANbZ95BXsJWYdFyH/aLloaFDX9K19UyzLbh2FZ7g2VXr7ju6uv/8B8M8/H3nHy0V9Gv183mIbGsqXTGi/BtYu8d1u3bzaXScdmtJqAPyta2kTrBAyxPRF03oes60ikNuZiILFXJggzDoQWBAZu0ZWlTIi6GTibvEJDnsbDFZKkSNwK1ckn0EbjsSJFxSE+jGwba7Rar5FODB6Jj8bFMz+caTeblxOUwZSfJzSj2seMYGobdZJ8dJduyPcezNgV288p1677yKq2MMHfu3Ni73rjqveXhrZ+yhNr8uOSLmXiGewiddzJEqJLk2goO95kDkZKSQBwFRYhomC7qNR0JWUA6lwIkDfmkiqwKhkHIOG4k7BFoFRz3nGhHHmU8dqxErnzg0/4+RNeGSHjHp6q8DSeQIeUGkR46AOm+xayN4jktnu1If8fSMmf+KIOy96D4FXoNrWqpUBHp+r7rOVvhNb/+hc994Yev8pg3velNcw+Ym/3E1JZt71IzeiEv5BB4fMcUF+IQAuUWZ1QAP1FhRKA7SFqWAC7dac9HKgjYwp3xuo7NTRXtQMRAWkR3MkBHnAIf1Ul0JOh9yAPpCHHPofYH/Z1NBiFKgsnfSQ7Phc6s/lKTSHQtQrxnESQtjsBpAy4Jo/k+LOYZCnmHDE3lejzedKPIyAM5HVHyGNexfdNyRjQl+O7ln7rsq68yzBlnnbFyTsz9slGaWBmojXhe6iCDzrQ/WbAJNx2G+ZkZhgAXXRwdIU+UMFmuw282sP+cbsyf043Rlo37tzSwrdREbyGDhf09SKsyfLPK1hP4jgVqmtCxol9RrKIYQoahdC9ICu2rgqBlIcVziKWyiKfzUGMpBK4NzzF4ipcVUHak3xlWoQpaoHjGYw1ryDFhH1dbcWm9g2qlHNimOS2qwh1mo37punXrZvYKC6etXn1yX8640qoGByhyUy7kOhjdSHeQwjrdwcggDBNQh4+tiOQCH19UUG628fLGlyF5LlYsGsKSub1o+Aru2jTNZD8rD94fA4OLsGOqztq5SdmDXi+jVa/ANJp8mtbj24fIQ0QlgVS+D6qWYFklkcpAVlTEYgl24QzM0GiyH/DNaSFeUdgqSxIC0IIfQtUUZ7jUjOGsEEDypWsBSqUSGahpGq37fvvrO899+umn65HXCGectPrkrqx4pdWu7y8rplLQcghcDl3ovIaZmtmGlAWUWYgGILwCWWUpesembWiWK9yVkwp8SUTdluGluzDQ04MTj1uFWCqNbSPT6OvpZcw+FY3NRpPRGPVmHa1mHabZYhcdj+eQ7uhi/C/JXTQWSEUumA5702QQHu74NjWKJYpKclfCKzzzRYGXq6p4KUG3mXuPh3KJOBnPMA3zkafWP0xt2p0zhnnPO99zWMaofqll7Dxe9VOJjrTMdu/S8RFZgOQuSOiyqrfgJbOIVVqMj6lq2aBhN+COVQMnCNi/TzlmMFVuIpNKiqe+5TRh6eJlmDd/PqYrNUxM17FwwVzmzgTMqK9MbVS+islm7k3Zh7yRkVfMi3gNwCQdMtfRzHzRnWeyWJl5L3UQiNthzf0QD1HAZdku9HaOZehEuKiUptFuG7bjeX+qTu266MYbb3xmxjBrj1qbn9eJj5WmRs6PJfy+uKwin8uH0TzMGC5QbzVgJ1zPNmUn7qu0uRlj1Yo6NTES6BaaghwbTyY1q15udNq1Vtei4/aLH/+m98rzBhdi58QUnnthC/r7unDQ8kWsGceTngAj/DNTWtJFKjIb1WFUAqMhBfiUkZhMhPPGfOKEj99wARFlMYo1REZRFc1TNYWBmZkmhrI5qmaG8UiZPg1dbzqO6z1f16c/963rrr93xjD0h7NOPXGVo09dH4N0QLwjJ2dVOi4kJfXRaLTgeVmiGYm+MAyrOpzp7HxkYP5896Xf37Wy1WinTEV6XLDc24J8/3RHInFSMR4718x3LFHn7pdMpTsEm6pJL8CByxcxETN5CcsYtCKl3mKiISYjYcCDp2mCAVTwcX/lcg76EwkA+NY0UjrQZL/PvoGOzUzNRrEk9EryHgruLFKytw81wJ7LjpJlmp5hmJtd17jumqu+/KNXGWbdunX56b8++IPJWm1NOt6VFbKe6Ph1oJyi3o3niorVcttlSZJfTCQLv77znntuWbcOqG447d2ebg6MJRJ3/PrXv94RvekZp59+ca1uX9o/Z3Cg0N0tHHbwAcimM9g+MsZcPa4p2Dk2gWbLwNzBAUY5sGAfysJIT8dih8yVUXSRrNMSrreNJKqki6E/03FiSJfVXZFqM9TJUEyh76G4EhasTBztuahVKnR9vmHZOzVVuunyyy6ZSdkz1fXpxxzxXtErXZLIdC225EB1LBOSpdpSkhZ0eMNKas5j1bb5o3vuueflPfN9GM9eNeKyYNmy044+bOVXT1593KKKbrNFFrSnarJcRTKRYnsenn3xZSY3XXPcUejMphmfQu5NsYBdMBWBlIFC1MQJMI536K+iIS7uARJL18xgAhO0sn9nYzusxgtxV6jGoIqE6Wc8B6XpUuB5/qQi+T+57NKLPx39wD1ph+QZJx35Sd02T4QrZ21Ht9RErJTL9r8gQP7/Fh900FN75vl/Z5xXYaM3HHLEdYcdcdTZfUP93R40cWSszDaZFfNZTEyXWWygDuOc3h4snDsHiZjCkDEZjy7eDldTclkqXzAYHadofond/fDCebANay1CucT1EBonbwtTNI9LfA8oS9fUpPBcTE5MBqIg1uuN6d9c9aV1H4mkra9q6nd2dqaOW7nyOKPZ7OoaHJwC8OLtt99OKew1P1AhFosNHnbYMT+cv2Tp0alsR7LQ2SWUyjWGdvdfMg+6qcMPJLZtntYdzB3sZZCdoEB08UQrsPosjCvcMLzyZtiJLefhR4v9Thk00vbOGINjMe7KZFy+koVPxtEvzhhMl6ZJYa7rrcYD37z+2nObzSZbsPE31Q7/jWf8p/909tlnnzY+Xv9S/6J5yzpynUo228Eq4XQygaG+TqbLpaU6tCOPBEY0GFGpNRiwoztP0yacHuUAkmIM439CQMWOE9vKSEwgT8uMGgkrfspcDNxF/fEQblB6jnJ9pKin6bdKpQzH8sym0Xr4yUfu//ADDzzAsMxsG0Y575xzvjo5XX3noUcc0ZXp6JYyyTSKhWxI2/CAWK422ULSVkunxcYY7O0MNy5yVTgf9SPvIHTLnTUaoCDsw4J0eHy4F/HvoQumI0TxKRI/M5Ke1UqcxmDfG5JilNXq1Qp5q1VvNJ6YGtt6wc0338xmC2bVMO9973uTtXrztmSmc+3RR7whHc90CKTIZAorWhm5awK5XIatriX97ivDYyiV6zh59eEY6OlkslQaxeEZiBd7PEXz3xnJThJVOjoM+YZsYHglrDsRDpVSHImOXXQs6QjSkaLfibAiI1F/ybItx9Ctp0Z3bLnstttufmLWDbN27dq8pORun7dg/pqevs5EPJmFbnqYmK4gm0qgVmsx+dixR+yP6ekynt+8A4N9PVg0txeJWIwZjDAML1rDzENxIvQInkl4cI2CLRkj4ovYptcwezEPY6tXOOHOfqdgyWKNzzyUiDgSEFmW5Zq6taFUGfn8TTfeeNesG+Yjl1wy36wJ3890pI/NF9IxNZFlR6XaIOIqhkIui8kpStkaEvEYpip1LF0wF4N9XUxGT5mKk+2cKo2AHF1IFGfYNkaa8g/bNa+qEFj7hmJUlI3CABwGXYpOJBwgTyL+l7ISGcY2ba+lG5sDr3XdNVddxUDerB6lM88886De3v1uFGXhcCUhq4XOXkyVG2zLRzHfgWI+w9ZfT5fq6O0p0spSBtlpJQF9SL5Wm2ej6IK5B/AuAZPIUyuFgivB/pBrjlAxe01YTO35Z87t8O33/BkJhLQldkQZ+rUcQr87IVnfvfLzn79+1g3z4fPOe6Oa6rsmk4sfkE4nlYGBIVZ9E54irS1dHH0gLi0jOTs9xYJaLTx40oVz9MZhXZhQQpIqjBmhbJX3tbj4KHoyBj8u3NsY0AvrqhnDsS4fV5JTvUTbbaqVMg2HBLreHo0n1B9+/tOf+MqsG+Zzl3/uXXVT+Pz8eb2Le3s6pXgyx0f1WMEXBVC+U5zPK/JqmUnOImtEawlCDBNhl6g9Q0eJo1nefokCLKNhSQQdGiti/GhCLqKUyGOIQaTajF6nSAKLM+XydNDU21OqKv7085++jIbV/Vk9Sldeee0VbVv+UF93uj+Xz4rxZAcf7AyDHgdkHKbz2jq6N/xPUdqN4H6EbFm6ZW2P3d/H/47PZHPv4wPofBiMlw2EnFkmCo3F57RJaeHyiX62lNnD1NQ4yfQr09PTv7zh2i9dQM9cmTXDUKpevGT/H0iy9uauYjrb2dMn+OBTa+yiZzp0YQcppB1CKpd/+JkQwWkF9p0E7uiCwvKYQfvQC3Z/eB5kd6814NA/mmXi5QDFGd5SJi+JZrbpWBExDgiNcrl817VXXkH7sPRZM8yJJ544eMyqtT/MJGPHFQvZeL7Yy7hb7tKMHOGKiNAShEXYxwz/jsdM7kn873i/ib6iXQ6ci+FYhs9Wk/eRd+z+OdEFsQXuvJyc8RrK3yQtIW6H2jBsUQY9qadcJmO1q43GfXf86Afn7Ny5szprhjn/3HMP7527+BvpdPKwjlySZSQPNEUfllms3RJVETwlkxE4Ug05l9CtItTKDho7fmHFE3odG9QKYxB9D3uP0EWiQ0peFhmWeQwDd344Feew8UJi/uhxAKVyCbbrGG3dePj5px77IE2izJphrv7KutMcIfnFfEdqeTGfVVLZIiPVqb3Ckk7Iz9KZ4lmDAzD+x7BPRXiDtXqJQg9btyGrT69hRmapm4Isr5f4V0g1MHUs9yJm7NAgFKijtM+n4ByYNPzF6gSPaX5phqxRrj2+/vH7P/7www9vmjXD3HDD9edYjnJpOq0sLhY6lHiqA17AgyFdAF1URDDxoxL2rMICMYpF/I5TaOFBe8Zr2HOaoi1U3Bjsw7PGIs9UkeftaRTWSaBeEhsvdHjjTSIBt8U6o3S0KqUSKTrsptH88/PPPnHJ3b+7+6lZM8xnPnPFGZls8bMd+fjyXCarJtJ5/rwTBvE5x8rdPySTePYOm20ROcAjJm+H8LtMBmKVdnSM+K6hEOtER4z/zhsl3H9YZmI95NA7aaCUni8niGxGm4AmbW0k+9fKvMHf1NvPlid2XH7LLbc8NGuGOfbYNfu99bRTvp/LZo+UJEUpdvWwti1/WsXuI0PKCdaTihAq63RGgJUfHwrMHLhxaQldHK+2w25B+PfkQVFsZ5lvjwfScIoz8j9+U/hxImOzCpOR7lQmkLrKtm232bJe8K3GFdddd/Vds2aYI488cu673vOem/O53LG242rF7j5mGPrhPBHxO809gVImr5L5UeFgjRWPYfwJT8mMYXanX46IeSrmFufYiIIr0RGh34Q0KHuGXFSQsucl8FRORBWjUAMPdTZwYXm27b1k29V1V335ql/NmmG6u7vnXXHFF35Y7Cwcaximlu/sYWM1nHgiD+E8Cf+Q3IM4Von2MPBMxQnt0GBkrTBo7wn6oszOQq7HV6FE4oCIUGfewTJTNDRKaiweo+jvSNJKVAih4UatSnMOtAZ0uFYau/5r111306wZZs2aNYvf8Y533JTJZVfalhPrKHaHUyaETHkmongx4/4ztQ4/JpEbcDohNFoYXXldE2KbELPMgDnWuOPIN6wSGC5gcYYmXKJyNAR5PLsRDuLB2rEdNOoVavAHgqjsKE+P33jdNVfdMGuGufjiiw9Ztnz5DbFY7AjX9bRisQdBuJYg4kxYbAkf5BDBe+ofsRQaFY6MRyEvCI9VCO2jY8PRMb/zLA2HR4hPy3ItD5Ht3Fs4/8Lauux1nPflZJbPlFqkMaRC0rINN/CCzXqzet3VV1/941kzzPvf//5DDz3ssG/GtMThoiiqxe5eFjPYUYpizAyiDeU3EX4JSwGOMXhgjorGCLixBB3GjUiyFk3j00Xspiei+oi/IAKQ/PWcvWNxh2Ynaf+V6zAc49IoimH++ZF/e/BDDz744IuzZpiz33n2IUevPvZGRVEPo90TZBgCUMT4zwCxCHOEzTMOwHicmTkaewRUuhguS4vAWiR3C+NU+LhFftGcZojoiJm/i0oObvIQGFJscsJtaA4q5QpZ1m5b+qN/+P3v3vf444+PzZphLrvs8lWD84e+qinKQaIkK13dffypoeHDp6IaKKqsKSBEgC1qiLHjsUeFHOn/WKqe6Qvxo8YJcR6zWBqnp5ayVuweZUZYNtBnYHiIpXR+jDzfZdpi+u+pyQmKMbZpmk8++cSjH7333ns3zpphvnr99WfKivrFRDy1VIvFpHy+wGshFgN4Kp6pm0JFQ+QtHMVyo0QVNsMboWApqrz5h+WVN3kSD+Q8xfFYEi7WmfGcSN8X4qEILVMfy3P5e7gOpqYmiBAnCnHDrp3bPv/DH/5w9nDM9394y2cCBB+VlHifqmpiNksSVo5Z+GfnAZBD//DPr+JleHbihuG55N+XBlHhyNor7LGuPFbMEOdhf4lnNU5+R3GJAi6tmCTD0uNgWUXu87UJDMfYNNcoDI+P7fzGt2644Xuz4jFvectblr5x7SnfTCQTx0CW48V8Jzsd0bFhSCKsj3hgJRQbxQ2OaSK9H6clolopFElHVxhWSFHGIZBGwZWsGPWdOF/DOd4okPNnyVFnQGYDprTCgCkgwm5kELjswTSmZU55bvuW7du2f2U2DCPceNNNn1ZjyQ/C9wdlSZSLnd3hvqkIRUSHgMcHXlSG2GamVRJNsISysJmSkINiHoB5qo7KgwgbMk6GviV6sF6kOGePdyKjcMOwfQ8W7bUiaT4d3ZAqCnyiN2G0Wg1FFn8xOjr66X02DD3u48S1p9yoquoaSVayHR0dAmP6Z2jIiBvYfZRI/0//zlsioXohLAWiDDXjOaHhSLTIgu6MqpzHGo5ROKs3o2wgDWEI6CiW8JLBY5uhCe3yQOxDEnjlHfWwfc9rOlb759+84bZP7bNhzjzzzMHjjl99kxqPH69qsWSx2Bk+45rXR6yBFl40XRQt0YlGdxgaDqvf6O9205M8yswckRmWOCoOw2fYRgaOdDFhMcnWM9ETBRnpLsIhlWe4hZrHHy4PiSQhpXKF5HQtMbDv3D68/bJ9NsxRRx2Vf+/733+rrCbeqKhaslCgLWaR2+8u9CI5PDMM1U3hIDpf0bZHQRhSntzhItKJ11G8ec/tzFqtIRfBmLhwboq+gf5HFANJSzhoJHmsM0OjspQd6mb49iYf5UqFUI7h2+0Hf/XLn16wz4ah/Zpve9vbbtKS6bcLgpTryOfDwjBi5Silct0bjQLSgxnCrDtzkZyi4Sk1ylwM2IX8b6RoYLQC6wYIbHEgb75xJRUjuF03zGYkfuStWJ7WXfaLZ0laU8kzFhmMdRJ8aqFUqMYyfddc/8D993x0nw1Dn/5HP/rRdW3LeZ+sqF1dXd0CAbuIC4mYNboY26HJEZqG4wUfjye7sxfNLcy0qUPOJaIYuPaOo9dI4RB1Buhv6Tm4YZjmgT3cAhA18QlM8dKBdyNZrArFivTfpOD0SCoO788vvPjsxbNhGPzglh98CoL2cVFU+hVFFkkTQ3r+qH6hO0WGoXEa2+XtVp7OucZ/N1vHu5QRycQEQVFRyOgFvkE+mnmKPIiXA7xAZB4XBmL6+eRJTA3O5P9R75pX3fSTuD6JslKF0rjj+9bTozt37nuMobv17W9/++OJdMelPuS5ohgIxUKRqwkYXOf76sgSxMwT1cnGBPfoR0dAbk8P4IE5KhFCzBMKFVm8CbUuTJgYiYyCcPUbbVsk9SdpbUIumIxNmrtoqVfUeeDDKJwQtylaA8+VJ3d+flY85sbvfe8CVY1fDIhzZVUTC4XCqyB71BeiB30zw+zRIYjAHEvdkbAnPGKsVpqpqfh6pQi7zDB47PkGPB6Rmor2RnDP4dP/kddSZU3wf7fUjGgLFsXZ8aoQ72u7buDbG0rlkS/MimG+853vXCgpiYtEUZyrxGhhYIFlA7oQ5hlhUGX7eXkHhMN52gJOCDSkG5gwOcruM+Fxt+CZ87acsYsMxoWGXIxImYi9Pup+hno9FpnCAMzJPro5fOCCe5KLKklbbYqCwfPjIztm2zDSXFnTxEKxwI4Pr3yJ9eeDWbQmknrGTIjIYHwYgMN5qKhlMtNQC8kr1kMKOydRX5rsFnUk6V0oNdPgGT9m4VAreRvFHtYGpc/Clitw+oF9E8dR5EU0cGHS5DvwzNj24ctnxWO+/e1vX6jEEheKgjJP0VQxXwgh1KgAACAASURBVCDDcL6X7g7NPVP6pAFP4meIICePIoOFn5RRBiHyD48aP3JkLC50DotMxsDxtM143tArqWcUVe+8yxABQe4hvHAM03RYI7GhxXBTNMUYxzZt3wue2rzphUtnxTDf+96NF8hq8kII8jxZUSTyGAqK1Lth8wFsOyLNB9AQucdkGLQ4J5pTIrfmHUQu5dijTAq7lTy2RPqZaFiVp+UwnhCumcn1vH6P/ps8kBYKMuVmaH4+xcJxDmUx8hjXd03XtZ98/um/XDgrhvnWt77xfkjxTylafHFMi8kc/RKgo14xfzIxpU2DPciO332ageZHh2MZXjZwzW54wLgKk7xjppPAPYQdhhmlFSeg2DRLKCOj48OJcV5fsecYUOr2aI02fyIGj4GRtM1HpTQZOJ7Q9Fzrgccf+eMls2KYr3zlilOyxYGvCELsgGRCkyn4hpfDtG50MbSbisqBiBhnqkxWr1Ag5Vzvq7iYaKpupvXCC6soAEclN+eEuWEinMI4GAbwQsYu3M/nuTZLzTNqTzau7KDZqNOaBj/wxXG9Ub3tmmuuumZWDHP++ecefuAhK2/wIR0mi1A6u3sYrGQTuDRl63KJfBQPmEeE6Hd3G5ZVk6HrhO4TbkCMKuqIJN/dww4rbjZkRtufQwkJxR2KI2GrhBuRPIoMw1WfHDvxkZ8yl4F4hmm+GNiNL1577df/ZVYM8863v3nZ8Wvf9l0tnl7p2qbW2dXDNpRRSU8Xwfb0MsNw+M+nz0J1ZiRrj9qx4d7wyCNmBEekIWHlA9U6kdA58jOOdlk9HsYOxr+EXC8Hg6QMD8XTIRKnz0elBAVe3w/sZr3xp+GXnrvgF//yL8/NimFWr149dMY/nPWDWCJ9vOfYsXxnFzMMz5J8ko2vL+AIOHIMBuDCWWqSjERjfbs7Z+GFMkUcH9yaoUfDhzHw+MLnI2cyUShMJMDHrcWl91GKpkNM3hzhmBJtOLFsXW83H3rgnrvOefrpp0uzYphUKtV57XXX3ZrO5tf4gZBIZ7JMrcQKRAJZbDArfGIW0QzsDtIu7xDZUi/b4T1lRhuEaZodGRZDeB7iFTPPYIxod6lq5siV5gvIQyIdH/lSpLpigZeOWlRmhARV1K0sl6Y8vdWeiie0f77i8k+xJ+nMimEAJL///e/fnM7kTjFsL5vryLMBCroItuAvxDOEcKNRG2LxSJtC2+VFgQpOevYaQfZwMCtso+xWS/Hjs6dnRMdlRtnAroZwTsBWJZCnMDTMdgVzuoOSAZsNDhv79OTkVlN39VbzRcE3vvjVr17/m90Rbo+Qt5d/lL9947dvyHd2n9VumYXevn6BhrBoxRon8nnVyz4UATbX45vmBVreFU7ls5HmCLDxSZQI3HE8Eo48M/nrHt3NMMAyTwppBS4k4CsYKOtEOmD692i/A9W19KtUmiaHMvVW7fHf/OrH57300jCb1JstjxFu//GP11mWd66iKX3dXd1suxSN40QgjC3QYUdH5I9ZjYjtmdI/ejQQNySbn5aVUFzIKUH28LqQ1YuqZnp/vpGIxzIClRHoY5xQOD9JBmIYKNTdUOCl+qlcqfgxWarW66XfXnv1VfTID2s2DYNbb7v10rbhf4wWCcaSCSmTybHjEQmfSRHO9fvE+4brCULsQUt0OEvHShp2ZCgQ03GIpu55AOJQf2YLUQgAuYwtArU04R/GKYGAJX/qIK+leKONdkRQNqJ+kufYnmkZW2RY13/5y9fcHJ2Y2fIYfO1r154VSxeu0GR5qRaPSbmOAgKmwaO6hg9FkJEY8g27juSwFIBpmzx9aNo+z3pEEi0/9qgJxuMUbRayaWTHhefzOQIWfMPnK5ER6djSkDmT4RPFSf/G9vDRpleVPeKMDE1Yxvc4MV6enqYaymo0an/asfXZj/3iF3e9MOuG+fSnP3Hc0PzlX9VU6eAgCFTS+dIdNm17Ro5Kj+1gureQ/Y+8iNImFYpspJim7Wkvng+Yph2u5edxhabiqCRPJJLQ4vGg3dbZKh8qmo22FUiyJGrxmNBqtmAZhsDVnzxVCyJXN7BNRgqtelLY4gtdbzYVWfj9ixs2nHfnnXcas26YD3/4A/sdeMjR39G0xErDMLRkqoNv92BjwhQrOKEk0czJzBIdhkp4g55WTdLyihDgiWyClt6A9kupAS20mBoteS294et61SlVx936xHgwNTmpGG1VVlTDS2ayXmeh08/mCmKyWFS0ZF7q6cpLrUZTrFZpjwPHNTRDAEK8pWmYllHVFPzkq9dcdfEMaTyLwRfHHnts79vf8Y5bY8mOVYKoxItFAnki4slEEEskMVWq+3HPJBwnxLN5MZvPC9QqdUyDVZFBIARUfZfK5aDdqAWeovieY/hGs+3pjaqvV6tes1HC9Pi4Uq5V/XqjLohGS3VdR6Y9NKReaNQbQXciY+UKBV8g6kNJ+p29PW6xe0BIZjsS6UJWkuW4kFI1oVEpCXqj7JmW1bDM9r1PPPrQh//0pz81Zt1j6FHyN3z7u7f29va/MZZKZwYGBjA9OWEPD29xxkZ3eTte2Srqu1qK0CH7qXwmKBa6/XQuK8biWZnoyEaz7rdbNc+gzdJmUzSttuhYRmCapu/5vuiMjEg115BTHTlRU9kD7ATef+bFKNszQyCOPcDBpoAb1Gt1TJZL/uHHHVVasWSZtX3bWK7YPyDkOuf4oqJK+Xw6sFqt6eHhbb/7wU03fp52jv09DCP87Gc/XyfHku+v18qZV156Kdj44gvS1PSUODk2JtenJjRZVgTaGEK7YyTdcmL9/d7g3CFREumZ1+1AdUtQm6BnQouUWfjECW35UAVab+AyfpevI4j+LxI/h4KKGYBHqdjQTfY04xNOXe0t78wZv73yxnj3IQfDmTfH2LJlpzd3aLC13/L9fqVpsW995jOf2bYnhpu1rERv+rFz3nfUVEO/oVabWLp16/bY+MioOnfOEPp7+wVqkbKlxq02avU6W0KqxeLo7e5EoaMjVFSx7Vwh5xlqWqKp/HAOm7VGwjkB3sTnl7N7/IaXILRGxTRMlOsNnHvReehqNvD7L1yLg84+A39tWHj60cftWFL76/I3HHneHXf8x6dyzaphVq5c2WWWp38spWLHJ+NOrFUNkE5nUSwW2AYQuiDDMNgmRdOx2dr+hUOD6OvuhmGZ7DmPvI7iDTH+FQmXeUE6I62foS53//tuYMc3g9CmR6gK3nvOO1G+6z6MPfcSet5+Cn6//lk4ltlMJOL3TkxMfeDFF1+cOUJ/j6OEjo6O7CHLlt7uKupJErwELIfhB3pgLj0Xkoo+Wr5ebbbQMk0ooojFC+ZhsL8frXab/eLL48Jhrxm1VKTV3c3gRag2WnrKyspwOJ2COT2ylR5rdOTqo3HsikV48HPXYOiIN0BfsQwPPvyklxC9XfOWrLjptttue9Vuqr+LYQDE1p6y6ibPFN6q1hsdliILaoyejaTBaLeZYQiv6JaBlmGwJ1TMGxrCvLmD0Ns6v8N7zClFY8WcteMSet76DY8P0ZkzPSQuJ+GjgAHaehvVZhPnXngeevUW/uWL1+HYD/0jdmhxPPDgH23Ztp+Zt2zFpb/85S/ZnPW//5rVo0Q37dRT3/wlo107R/WlPtO0BXpuCd3JSrXGMgbVP0Q2tdo6bNPC0NAQ5s8bRLPZYo8li5RQvOXKOeDd3cPwuUlsxpLQLZ9DioSL0WQtTeAbbQNiTMW5H/kAKvc+iGd/9wes/ORFeGTzdn/jC083s+ni/a1W+7w991L93YIvvfHaY4/8oO3hMtXxFkw361JnVxdbV0DPGqGHeFMrhTzII89p6xicM4AF84dQrTX4OlzWRuFolQfV3RQlk4yFT9+auYgwRbE5BSaKFtnC42ZLx8L9l+Eta47G/1/dd0BHXWX/f77Te0kmk95ICC106b0jTUBBXIoiiLq21RVXV7e5xXV3ddVVfzYUu4IiTXrvIL0mhJKE9Ekyvbf/ue/NF3D/rgu4QZlzPMcTJsl8b9677757P2XnX1+GQm+AecwwLFu7LRrz+8pz89Je/mLpuv/PiaulthJmTJs2tupc+R+jQryjz+WQmc1mkJEm+To1NDZz0XQmTy3AF/CjVX4u8nOzYbc7WYJm6TYBV+WXRQ7tEAdtDFiUqI4vMdj4YF4UvwiTnpbLg9G3jkNnixkrf/0ndJoyAfVJJqz9am3IaDQfMKSrHvr66x0HvmsbXawG/tM/XsvXJ0++vUd95ZkXJfFoT6XXpxCMJhiSTEzFrK6ugZ88NFlEHFqNBm3btIZapYLL5b7YMmBTIZGDfZlIDp8WXVIJEVcUR4hfWmGUXwKRCGbeMwPG+jqse+ktDH70PhxpdsT2bNrlNhpN652h0H/cRi0SmLvuuiuv/NyZN4R4fKCkqUkNnQ6GRJ1SW1cHt9fH+ifUrMrJzkTH9m2ZiDLVN+wuw5YMT328NXqpVytShy/hg/nsiLU3GRWQidSxk48MGu68dybCRw9j8xsfosuc6SjzhyOlR05W5Odn/Oujxctf/r4//P86+dLv0g8aMOBdnVI5srG5Sa9TKQWdVssU3m2NTahvIklqXrobjXp0Lu7A6hafn45zkR6YgJ6J3IPEqcRXCEcFiLmHvsaA0IkcQw0udgJKpLjrvllw7diJ3R8uRtEdk+MNCkOw9MDBfYVdOjz85pvvHrnegRFuv2P6X+2V5bOCzY1WGd2HtDoms+9wkvWQDV6fh8ktWVNS0Km4AygnUD9FHMGKE0p26lwmqcQCkzitOE2HAxjFKwJvbsfh8bhhTLHgZzNvQ+nHn6PimyNod+cd8RpPqPnIoYNfbt79DXXqElrS3x2ellgxmDV9+t2VZWVPuAKBQoSD0tRUK5LMJuZNW29rgtPlYCdSp44d0aawAM32Zma0yUgSF1XIL+F6ueoQNczFKYDItxYL5EsnF3kYkLLITf17Y+Sgntjw7N9YizV3yqTYoeOnKiDg5aUr13/vNmqRHEM/dMKQAf3c3uAL3lism9rrkqstyUi2WplHUnVtPZqdDvj8XvTu2QO5mZmoa2hgVwVexPEpIedHiFRBURSD3434TJqPVvigjWtH0FCN2LGkQzPu9kkotibhq/m/gbVHN8i7doru2X7gVHJq6m+XLFv2vbbxLRaYoUOHZsojkbcjAf+gqEyiIaG/ZHMSWxGUgBuaGlkx171bZ2SnpzML1EAwyEkVVNYzfjXPvqz7loB1iGTPi5fIRA6inCUqfFBQqUU6ecatyBbiWPLUn5A9bAC82Znhw0fLDvfs0fWJl156dct/O3FbZCu1nzJFkeVwvO53OCZ7I1Gzkeybk5OYQGh9g40FxuX2oEPbtsjNzoTdbkc4SpxokactwtE4xEMkXzAOY+LySF1/rhzNJQ0oeGq1ivWGSczn9llToL1Qie0LPkXauOGoFqLB8pILe5NSMx7+6quvvjfxttiKoR88feLEP56trp4b9DjS6MGocaXT6ZieeH19PexOJ9q2KUJWRjrzNiGRU2p602oRlT3EeZSIzeNB4X9rcdXQ/3ONTg48cjhciMmlmHXXNDg3bMaF46Ww3HIzdh4q8Ycc9q0qc/LcfzfL/K7V0yIrhjbB6JEjf+f3uO5RyFzp9qaokJycCpPZQDRe1NbWoclhR7eunWFNTmYMM6plxCNYhLGK0ii0TcQ5tCicISI6GZyEjVQIfBiF2+WBNsmM2XPvQO3SlagqPQfd0EHxvQdPuKMSYb0glc3ZsGHDRd3e61b5Jn6RMHLw0N8FA945MYU0w9dslySZTDCZTOwhqmvr4HA50aN7F+jUGhYoKv/5PYn/rcQZNXPGoDuSSMZIJGTxuKYVxi6UCdgZ1TAp2VlsxZR98hnqSs8j1qNL7HD5OZtWrf5s9aotv/xvR3WLbqXxw4f/wud2P+SNxvNiIa+EDC01ag0UcjkaGm1wOJwoal0Ak8EAt9ebIF4l+AIJjiQfsyaO6MTaZocVu0PxgDDMjMjXJhcNfxC5bVvjlnEjsPfFV+ELhBC9qWPsm8NHzqdZ0l5auXbTq/8t8bZoYCaPH3+Xq6HhSWkoUOiOx6VaA3nVyqBWquB0OeFwuVHQKp8ZT9FtmPOReAIR//oUGBq58tOILybGsUzAxVh+YQ1xzvYnuX66pfce2h/9i1th9dN/ha5tG/gL8yP7dx841rZzl2c++eSTVT9qYG4Z2n+Sw+3/g0wbaR9wQ6rXku43Fzx3Op0QZDIUt20Nl9sFr9fHWhOs1E+QS0WJA6ZCliCWf+uWzRBZIkSNA9tIidHl9mLanJ+hlTyOFX94AdljRqJGJgsdPXh0X1p23oMrV678rydSi66YWbOm33zmzPk/CRJ0gs/H/SWJehcKweFyIcmShA5FrUEwDKfbw3HAQRqdRhgsRAQeXRzSixfKBIebfXgRKs/bfsxxNBCN4Oe/vB+qygpsfO09ZE0eh5Jmd6C6/Pz2wrYd5i1cuPBb1qrXO/li5uzZQ8tKSv4qRGNdZPGI3GTQs5rN5/Oz4o7k34oK85mWi93hYF+n7cLNvBOAxhADHlzstdCF4VvM2kQPhuNvwNqZKr0W9z0yB/aN23Bg6TqYxwzHsZp6X1OTY0taWuo9y5cvr/lRt9K4ceN6+jyel2Q+300KvVpOD0WVLx29LrcbOr0ObQry2ACfbFAJfUAjD2btQWDGELUmiPOQOKGooZAQHqVtQ8M1+neRYUJ5iUqBzPwc3DVnGkoWfoqq42ehGtI/fqiiyhMK+dfJBMUVHdUtupVGjx7dQxIK/dPtcvQwGKIKQWJGLCrQrBjNzc3Izs5E29YF8Hg8INqdCAyigLD+SuLgZuhOtm24hSIRvmiFBMjHLRZhaiCsIEwoRxd2aIOJE0dhzz9eBQQZgl06xk+cKmnSGsKffrFk12OEWPvRV0zc53vR4bL3MOgDCrksFdGoBC6PkzmSFrTKQ0FePurqbfCQwUuiXrlU9vMcwk6dhCY4LScKnC8QYEEhKJmUbOZJmJ3mqz4fuvbrhX4dW2PtM88htUd3OLIz4od27qsqbN/21fc/XvSdo5LrWfmCtlLM63vR5bL3MBqjCkEwg/pTZKns9npQVJCL7MxsVNfUsy1w6Up9SUqSY5s5hZC2DJflDzJxLzFoJMRORHO6VthdLoybMhF5iGDtcy+jzbRbUSHI4mUHjpRn5uS89MlXX71yJaulRbfSmDFjesV93n94ff6eZpNeQcUYocMpx1Ag2hQVIMlsRF0dGVmGL9L5ODz+EjSVMDPc6ZhcuMJsG9G2InQW3dpFPznaki6fHzPvvQumygpsevN95N0xEVVhZ7y+0lMJqeqlFV+veOlHD8z4YX17+KPxFzRQ9pQq1UrC8VNzioIjk8qRn5fFcgaNOTi+FwwYJHIWWQ83kWdoO1FwWLHHANRkE8ThaWJu8nm8CMZjmPvQPRCOHcfuj76E+ebhqHQ64wGftzYoVb29auWqP1yOgfm+ILXUJRL9+vVro9eq/08eCPWBTKKKE1ozFGKXRcKeZWdlQKVSsgcmnJzb5WX545JQOne24OgG4lMGWTuULpZ0rWC+Jom5E7VEyexKYzJixqwpqF6yHLbyKljHjMDe7fviAWmkUWMxfrpo0RpKvt/b0hSD1WKBGThwYH6qTv9WwO0cEJW5lIJgYh18qnT9gQBa5+ezHg0lTFtTE+v50gqgng0zuWSM2hjz1KatR+BCgoQQfpiDq7nuL201Wkkerxf57dpgzJA+2P/Cq0gt7gBZj674YskaMmyw63XKz1av2/zwj34qzZ//UMGh/SffkAU8/eUaryqGJNBB4gv42KnStnUhjDot6hqoOe5nUwRaCczgKhZnHb1AMIBgOMhWlUImh1rFAEOJgHAYPmO2BIJsS/YdORgD2+VjzW/+jI6Tb4ErOwurvloFjUzu1CVbP122cjkpr/64x/X8Z+YX7N+x/w1F0NtfoQmp4jCxpjQ9rEqlQmGrPPi8XlatEhiRByTKxrS+QDChoMp1GChoFBDaWowpF+KoS5GNQghPuqGPmjQOfQqzsOTx36Dt2FFw5eRi+/rNMCgFZ1Sm/uzr9Zsf/AkE5pmC/Tt2vqEIBvqTRSkBlanhTTgYwstkZqRxCSQq0Ci5kkUr5RECTTNfJW4gRZdOTgQjvlOYQVpZ05yzvljipgGb1x/A5JlT0SUjBYt+8RTajR8Nd24udm7bB60gOKHRfLp8+U9gxTz66KOFRw8del0eDA5Q6nSqUCQMr9fDckVaWhosFjNcTndC2oSrMlNTmx6YYKcUEIblTZxGjBPAYKmJNkOCGUezbLbKgiHccc8MpPq8WP33l9H3gXtw3hfEtg07IFMp7UI8+tnmHbt+/BwzcuTIfLkQ+L+oJzxQoVKqqVCjOxLlk7zcHFiSzQwaQnckNpxPdObELh7VK9TwppOKTQoYKYyoNFwBgF50WpO8NuWYQCyGO2ZPQ3DPPhxbuwUDfvUIvjl+Crt37IynWpMbtQr9p4vWrPvxT6XZs2enlJWWviuTS4bp5D61AD283hA8Xg/y87JhMhrQ1ORIGPCKiol88kjocU7C4hUvJ0eQ19Il4JAoTkoBoj6MQq/DjDunouqLJbhwrAyd5t2FPUePo+LCqTikSTVqlXbB16tX//5Hr2P69+9vVqvUCyOxyHDEoho15YIQJd8QsrLToVGr4XQQrJYLBFJlTDmEjWSZMClXZRXHAqLgjkgL4Wx/og3TUe1DSlYGZs6agpML3oe30YXM28bj6/Vb4XZ7Ywq5qkJnNv1r2bJl//zRK1/SlUlLSnrX6fePiMbiGo1AyZVzA7KzM1hjif7S4sSR6hUxqV5EVSUG+Jxpm3DSujiJ5KuLpK2paGzTpSMm3DwUu/7+ErQmM9ImjsNXXy5HsNEejasVZ6y5BX9btGjRuz+JwBj0+gUen2+ETCLRGpSEQgiwB6TA0ANRS/Oi9GMiz7D+S8I26BKbjT8OXyW8dmEAAMaSjcDnD6DPsCHo1SYPa5/5PbK6dEb6+LH4/NMl5KAekcZix9Nz0n775bLVK370wEyZMkXX3Nz8f16vd6wQjZmSDBqBJGOJZJGeZoUgELQ1cPHmfEnO+tL2uYxrczG/XAoab0lQYOxOF4ZNGItehVlY9sTTSC/uhMxxo7H8w0VwxIVQVJB9I8Dz6K5vTnzzoweG/sBTb5v8u9oL1XPickkGgkGJSq5kRVlGupXNqKlVQP0XpjzGp/VchDjR7WOnVUJZh7PXLlORTqi90s9wOt0Yf8dk9CzKxZLHfo20Dh2QMmIYNi5aiohC6XdLZTulUum9Gzdu/Bb6+0e5RNIvvWvKlJ+drTz3tEwZKgq64zKlQguFSonM9FSG96cVI+YWcatc1GWgdoNoh55QS+R9To524CNagYGECAY77e7p6JyTii8ffhJ5fXtD0vMmrFm5DvFo1KNLTtmYl5c357XXXmNuW1fyarFLJP3yadOm9W08f/4FaTjYPerzyeMmM9QGA1ItZnYxpMvkJRR4QqMqoVfHvG4TgfkWtjeBzROBiIQdpgJv2pyZaGVQYvHDT6LTbZPQnJGGpcvWxlOSUhpNJt0XS5YsfYTJy1/hq0UDU1xoLSjM7/pmxO/v529sUMFshEavR5o1mSVMuiKI/Vx2UxZ5Apfpe/NZ9SWiOVMiommBlJhxSoYVdng8uGPuLCS77FjxpxfQ577ZKA0GsHP7NzGj1nAuv1X+PxcsXPj6FcaEJ/qrefPVvrdDhw5JmWlpCyPAsFgopAG7QCqRnZPFjlgeGF600YnDxyBcTklkxbLVwiCsHDLD1UXoPxnTeqAZOF0H7nrgbkiOH8fmN95Hnwfm4bDdjjOnz0YydIZj+tT0X7+5YMGaq/n8LRoYAOoRg/q/GZHIx4fdHqOUrL+lEhS2zifrHlbHiDD4b4OCEloxomJRQniH8rDIh2SC7LEo3B43YlIp7nn4HsQOHcbWNxai+8/vwZ4aG+y2yqBe0H3jhvDIypUrD/6UAiO5++67/1Z68uSMqNdj1Wl1AmQCuxJQHeP2EPSDw1U5B4CEAxlbgtN0EhQUTh6/hIJgzP8Ertfr8SIsAe575D4oTpdhx8JPUDh9KjYdK4HP4fDGIdsmKBT3rlu37sJPKTC47777nigvO31/s9OVHQ/4pOnpVmRnZcLr8bE8I6IymVdkwidFNMzkp3VCjykxwGdM/IteJoDH7UZcLsP9j90P4chRHFmxDtphg7Fx3/5YTprV4Y0rli1ZsoSMMflY8wpfLb2VMGvKuNvcfv9vmpyhdp7mJnlediZycjNhbybkpv+inBLlFTYNEEnkiWOZ3ZkSzDbiIDGF1UjkIoU4EgpDbTJi1pzpsK9Zi+bKGtTmZuPw3kOx1Nz8Kkt2xmtvvbXgiudJYtxaPDADunZtb8nOfl0aCvVqdLuUerVKyMvLYjmGOIus30JFXkLNkH8wSsb8Ekm9X2aGSaKiTJKAY2boPaToQd07c0YGJo4dioqPPoUqMxvHZFLs33skatTqS4s7tvrjGws++ewKF8rFt7V4YPr1m6DPS5O/HQ8FR7pqaoxeQZC0KipgPILaunp2seQiXAkdzUR+Eb0KeMUb5f1faojT5ICJZ3CJJ+Jmp7bKx4g+XVG6YCGSunfHyXAUB7bvDcmNxsMDBw168sUXX9z8kwsMfaC506Y97PEHHrI57HkNNVWyXjd1hdFkQnlFJRupMB52AhV1aSt9m7wlNqdYO5MU0dg9KQa3x4O0/FyMHtIbJ954F+aC1qhPS8U3B44GPR7/3vyC/CtCaf574Fp8xdAvHDn4pmKVPvW1uETWs678nLJzcTvBkpSEsrKznBKc0ArnICFq4vNRG7s3JaZuLBjU7kygrphzYISQEy4kZ6Rj6u3jUfbeJwz87G7fPl5aet7jczk3pxcU3v/ZZ59dEfTj8uBcl8B0795dPqhru9fLq2wTS86VJ3UpbitpJnZzLgAAIABJREFU17oAR0+cZEw0erEKV3TWSvAb+UCN4+3YUc5WCpeJY/LasRjcLjeSMtJx5523oWzhx6htbIajsFWk6mxVnTpJ8+HylRuJT31FQ7brHhj6hY/ee8fs2rL6Jyp8/kKrUSfr1b0zjp0oYQLDhM1jiquX2QWJzEdRuVWsgLn3AFdNpFm2z+tHXrs2mDRqIA69uQCyVu1i54Sw98g3h/f2GTj4mbfeemvv1eaXFr8SXP6Bbr/99iJ3Q8NroWi0rzXJoC5q3Uo4VXKW4fFIgIKPQjh+jHOU+C2aFXoMI0ONcG7cEAwG2ESBm74A7bp3RXGGBZuefwWFI4dGa3Wmc4cP7f/74cMnLsqeXG1wrstWSnwoYdq0qS/FnO5pMqXEkmpNllRXN7AbNqkT0QfhqyZxy05o2XGiH081/GjnUBDaSnSM04nVvudNKE5PwtbfPY+UAb3DzuxWe/d/c2Du0aNH/93m/orjcz0DgwfumTnzfGX9UwaVrLVUgCxEiG8S7UqIEF/cPqKRFMk30RyJbFLZ8J+TKeh9tP3ow1OR2K5bF4we2Asrf/1bKLMLAoruxZurqpvuXrx4cd0VR+Lf3nhdAzNp3LjO0nD41bTU1J4Nfp8i4nMBTFw9TnaEPMEmpotMvVVKfmtyNgkgHRqqjmn9sAQs4zKRDqcLua0LMWPmbVj/yutormn2po8csCEi0c594YUXyBnzml7XNTDE5B/Wq9s7alPKSFejTR9DRGAjkASgmaspcnUPhVQOpULJmlXE0SZEA51KCrki4cfEv49m35kF+bhtylhse+XdeENdvStrzOCVdTLjvR/+4x/ea4pKS/djvutDPXj39Cdr6h33RW22rFq/W6o3GtjDXvJT4jdr2iqkAOIPBRj8la4GBA8RNX85E4WcKUKw5mRh7Nih2PrPd+AM+Wzdpt+6cP6v/vSrKx2ufdfnvK4rhj7Az38+b2R1VdVfmxudHT2NNpk11cL0HxhMPhpjwGemYZdgxxKcnk4pmkRSoHiD/JJMCtVBKVnpGD9mGLa/9E48otE05o4d9MHTT/2FuRDfMCtm8ODBhUqtdIG9zt5HH/DJ1SkpDDEunkhUp1yy7OCCgOx10SiTF3pM9zcegzcQQE6b1uhflIdDz70cNw4Z4KxJTl723jsfECHUd8MEhpBWMkH6TtRt728wxRRSWTJDSrFnv0yKn/VnErdojtzkujEUFH4iJTSCgyHkF7dH9zQTdrz8BoomTXSdi8e//uD9T5kL8Q0TmCkTJ/Zsqre9KCDSw5xkVFAhJ3KpxRqGNa9ERWeRY51QdeUcA64FTvcqEstIzcnFhNF9sfvd1yHT5bid6ekrPvjwcwrMjbNiRvbrenM0In82LpN3Vkqlcp1ei0iU6+wyp78EEJqLhvKRrFi3iLri3DCPir0QAzUaLVbMvPM2nPxiOewOt9udmbriw0++nEu80RtmxQzt33+8WiJ51gsUI+iXpVpTWE4hNJW4pZiSs2jDwa4EIuWY43+ZPjCTkST8L5CUnoGhvbugbNUaqHKzPbUS7dfvvffe3TfUipkyesiEGlfwD4JUWiwL+Zm+OJErqE65yNZKDO/pr81UmkUjh4SHLXc4T2jRxGJIyc1Gz1aZOPjG2zD17u2rVmnWV1fVz96xY4f9hlkxd00ZM7qkovFZQZB00cggNxmN3Icp4afGAM6MZ50gpCdMFfjBJLrgcJFS4hG4vJwcesvNQ3D8nffh1Zn94YKMLWdqauZsX7u99oYJzLRp025y1tf/0+N190w2mxSUTHmy5chvzllK+AqIlh6JdgTLOYmxCQM0RiPsSiBRKnD3vLtg27QTZ0+fDdRZUnbV2Roe3LNnz6kbJjAPzZ9fUFVW9qbf1tBfa9ApJXQXCtPlMMgVgxL9FlGhjHkhkYQ2Y/DzfhO7aROYMcr7MSq9DnfeMwPVm7ah8tSZ0AVz8je2Jtf8fft27b5hAjNmzJhcecj7VtgbHqg06lUUCK7STO4Wog+KaMibkOu/zNCXcw241DUrBENRaJPNmDbrVpxZvRYNDY6wM1mx/1y16/Hd23Z/pzDXlQTrul8Jhg8fnqNH+O1QMDx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