<snapdata remixID="12424887"><project name="M1p1_poligons_ampliat" app="Snap! 8.2, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="M1p1_poligons_ampliat"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;pt:lança _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><comment x="0" y="0" w="263.3333333333333" collapsed="false">This is a breakpoint block, to be used in debugging.&#xD;The Boolean input specifies the condition under which&#xD;the program should pause.  (Use True for an unconditional breakpoint.)  The intent is that the script should have&#xD;SHOW VARIABLE blocks for the process&apos;s local variables.&#xD;After the pause, this block automatically hides all temporary variables.</comment><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><comment x="0" y="0" w="206.66666666666666" collapsed="false">This block does nothing.&#xD;Use it when you are calling a reporter&#xD;for its side effect and don&apos;t care about&#xD;its return value.</comment><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="cascade %&apos;num&apos; times %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="138" collapsed="false">Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right.  The # variable can be used inside f to represent how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _&#xD;ca:en cascada _ vegades _ _ _&#xD;</translations><inputs><input type="%n"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="cascade until %&apos;pred&apos; %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="210.47493489583334" collapsed="false">Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right.  The # variable can be used inside f or condition to indicate how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _&#xD;ca:en cascada fins _ _ _ _&#xD;</translations><inputs><input type="%predRing"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list><block var="result"/></list></block><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="compose %&apos;f&apos; %&apos;g&apos;" type="reporter" category="control"><comment x="0" y="0" w="151.33333333333334" collapsed="false">Returns the function x↦f(g(x)) where f and g are the two inputs.</comment><header></header><code></code><translations>pt:a composição de _ com _&#xD;ca:composa _ _&#xD;</translations><inputs><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="f"/><list><block s="evaluate"><block var="g"/><list><l></l></list></block></list></block></autolambda><list></list></block></block></script></block-definition><block-definition s="repeat %&apos;action&apos; until %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="202.66666666666666" collapsed="false">Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time.  So the script is run at least once.</comment><header></header><code></code><translations>pt:repete _ até que _ $loop-0.7&#xD;ca:repeteix _ fins _&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;action&apos; while %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="287.3333333333333" collapsed="false">Run the script repeatedly, as long as the given condition is true.  Runs the script at least once before testing the condition.</comment><header></header><code></code><translations>pt:repete _ enquanto _ $loop-0.7&#xD;ca:repeteix _ mentre _&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat while %&apos;pred&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="264" collapsed="false">Runs the script repeatedly, as long as the condition is true. Tests the condition before the first time the script is run.  Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.</comment><header></header><code></code><translations>pt:enquanto _ , repete _ $loop-0.7&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;num&apos; %&apos;#&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="171" collapsed="false">Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script.  Try&#xD;REPEAT (200)&#xD;                MOVE (#) STEPS&#xD;   RIGHT 92&#xD;with the pen down.</comment><header></header><code></code><translations>pt:repete _ vezes _ _ $loop-0.7&#xD;ca:repeteix _ _ _&#xD;</translations><inputs><input type="%n"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; step %&apos;step&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="247.33333333333334" collapsed="false">The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger.  This version allows you to provide an explicit step value.  If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.</comment><header></header><code></code><translations>pt:para _ de _ com passo _ a _ _ $loop-0.7&#xD;ca:per _ = _ incrementant _ fins _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="step"/><l>0</l></list></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doUntil"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="let %&apos;a&apos; be %&apos;val&apos; in %&apos;loop&apos; %&apos;body&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Provides LOOP as a function of one input that runs&#xD;the body of the LET with A set to the function input,&#xD;so the body can run itself recursively.&#xD;See COPY block in Variables for an example of use.</comment><header></header><code></code><translations>pt:tendo _ o valor inicial _ , executa _ definido como _&#xD;ca:fes que _ sigui _ al _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>a</l><block var="val"/></block><block s="doSetVar"><l>loop</l><block s="reifyScript"><script><block s="doSetVar"><l>a</l><block var="new value"/></block><block s="doRun"><block var="body"/><list><block var="a"/></list></block></script><list><l>new value</l></list></block></block><block s="doRun"><block var="loop"/><list><block var="a"/></list></block></script></block-definition></blocks><stage name="Escenario" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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w6FppcMd+Jk6FXfP7In17Z7HP3IvQ/6eqpeGg11P+OKzRMHFSg5nOzFKBW050Sj/yUk/DmmhjsOhSHyX3qIOgLknj09kFI/O9WAkSAuxV/13UunzEN8uZRlDbnCdBnX3jthRH6qtECxAQM23Z6YevOFhjUXw2TxxlBr2O/n1WJ4kFSDoZglAMWhYGPHwOEQz8wngLMGiHOFUAkGgcFNAEt1EF9QxDeXtYARRONgCgkLq1oONDsjD2kanav683ngk/Fw6RifnfRBMPFk8cZVKlmrkvi8cwSATxUFkzMd4tHdh8n8ei6jyHpiRD4HgEiwL1jQKD5U/oVhLW5i/VG1cT7Z/pgUB/qe1/28jvfiWMMYNRzQH09+W0vmmhMgm07W2Dz9ha4sTQTWBrJVxU2HTsZfjoYk/711ha3r719JGl9dNs4U7ZSS/959EjD1ZddZFKnp35ffDs7HldcngP/3WACT6Pbhzwn/xaNhJ/vxfFI0mFEzE52AkSAkz2CbbD/6uIrR0gU934605T9y1mickCeAsVFDDt2+2DzNi8M6K86K/GVkzpEo6I8owWOpX4yB3HrpQzOGLxnb5Dk86cL5uZQ8qaiJfZ61+79wedC7tg/Fu/yettgfo8rcmrXc1o6/9JNs7Pz+vVRdks8JEzB35Yg4YhH72TEsLVs+cdbexxs4hAhkMAEiAAncHA6wjSr1XovYHyfLnpy0+hc71VzS7NS5XeMh44GYflHzZIkSvim2TlURhqP2jrzxRiDtyUOX+4PgMnAQFoKDzotDTxPt4rxVxcACHj1J67Ixq0tdSoFpZt5RappQD81vXJNs7fyC98/fM7Ys71VgG+ZlKJVMHDb4IGaRxMhHp/uV3/o4vJGYwwvOByOZzpi3JE2CAFC4MwEiACfmVFSlpg2bVoqz/MvAIBaGal6NB1qHpxQaCy9/CKTqr4pitd84g4cOBrYbtRxI6+ekWYcNliDWLbta8/yrPboiRB4fULrceAUEwf9+iqBphF4vAJs2OIVPt/uPeLxiS8oWJSelsrekZerMh06FvQ0NguPhrzUkjd2NwaTEm47jb75woxUvVp6MpHi4VYWfCIo0/8BABFJku4uLy9vbKebpDohQAicgQAR4B44RGbNmjVJkqRXAOBVu93+xK0TdCZewT3eN0d5c0GeSl9VG3YfOxn+VzAYW6dQsFf2z1ffdsUlKfqB/VTAnv5K4O/Rkm/Z8bQIEApLwLMIlEoajp0Iwa69/tj+w8EDPn/8+VA4ukxErFLLoakcR48OhONOSYy/FezjO1ZWBr3yisJEjofVan0YAG5FCC2w2Wyf9MCPB3GJEEgYAkSAEyYU7TekqKiIMRgMjwPAHEmSZpeXl++UW5V33Aqs+QKWQzdrNYwqGBQ2xyOhCioebowrUvpxDHpoYH/V7IsmGDXDhmha3+u29ZHf9QaConz/L3yx1yedqI74axuiqwRJKqOC0tpFlR55oxWWbYixhmwQhUgwL9jcW8U3GeJRXFx8PkVRSwDgverq6j9UVla2Py9pWwcUKUcI9CICRIB7SLBnzJjRh2GYdzDG+xBCv7Lb7d/b4CQLoCy2koQRF3NVLaoEOYvGV8JIGYbySvb2gf3Vc+eVZmhNRhYiEQkOHw+1/gmHRVApaTAZ2NaUiPI7Xpfnq5lvi0/+W5S8PsFVUxvZHI7iNRAXP2VE7z6SbOPnB1eix8NqtRowxk8ihIYDwGy73X6ih3xUiBuEQMIQIAKcMKE4d0OKi4tnUxS1ECH0V5vN9t+zbenuolRNLCbNzc1W/Oau+bkZcv7hTzZ74nsPBrHTFWOHD9GixuYoeH1x0KppSa9nKflI0dGToZDTLWzBGH+CKOqoGIcDUth54I3dIB8SPvdrlM7WgR5WPpHiUVJSchPG+DEA+IPdbn+zh6Em7hAC3UqACHC34m9f58XFxVqKov4CAONEUbyuoqLi+Lm0OH+UwaA1cg+MGqG95/Iis2nbrpboZ9taGuVZrUHLnjf32kzFitVO4djJUL2Cp/jzBmmMhSN17McbXO4TVeFF4Ti88PpmVx0R3XOh/+M6iRaPmTNn5tM0/S7GuJLjuF+XlZW1dIynpBVCoHcTIAKcpPEvKSkZJklSGULIFo1Gf79q1aqv7pw7h2feWK3ZqFcsvGCE/iYFT/OVu1sOu1zxxaIk5hsN3A3TL0vRr1rrbHF64m8oFciZlcbfXjhSl97ojIV27fa/6fWHf/v6Vr/rHLomVX6CQCLGY9q0aTzP878DgKsRQtfabLYvSPAIAUKgfQSIALePX7fUtlgsDyCE7sIY3+1wONa014gbxpl0WiV1u9nA/ioSleIBv/gHJOIVUYynsSz1l9ws3lTbED0Si4i3CQxUqWhqnsnIzWUolNbkEt4ORyJEgNsbhO/UT+R4WCyWqQDwEkVRi2w225Md6DZpihDodQSIACdRyIuLi9MpivoXANCxWOz2lStXNnSE+UVFwORFzQUMwtMBcCgYjZfVa/3egoh5QBzB4wwNBVgSK0QOns9b7/UdKVSlc4xioojQYCRJn2rdnq29Oa9zR8Tgu20kejyuuuqqDI7j/o0xRjRN375s2bL6jmZA2iMEegMBIsBJEuXi4uKLKYp6GWP8b4fD8VRHm70QgDoxyqALCt542V6QE2Tg0qHAqfWG8zCmzVQcHwrkuetOHR8qLQVaeVJrCPf1e3vzkaKOjsOp9pIhHhaL5SGE0B1fJ+5Y3VksSLuEQE8lQAQ4wSNbWlrKCYLwGwC4DgCutdvtuxLcZGJeLyJgtVpHyeeFEULLIpHI79qzF6EXYSOuEgKtBIgAJ/BAsFqteQDwLkJoJ8Mwj5DdpwkcrF5sWmlpqT4ej/8NYzyapulrly5deqwX4yCuEwJtJkAEuM2ouragxWKZhxCSs1qR85ddi570do4ErFbrjQAgn0f/i81me/UcmyHVCIFeQ4AIcIKFWp5NCILwBACMJBmIEiw4xJwzEvh61WaJnJEtHo//z4oVKzxnrEQKEAK9lAAR4AQK/KkcvBjjMo7j/lBWVhZLIPOIKYRAmwjI+xZisdhvEUKzv85Jvr1NFUkhQqCXESACnCABP7WjVN5VarPZPk4Qs4gZhMA5EygpKbkEY7wIAF6x2+1/PeeGSEVCoIcSIALczYGVz1SyLPsaQigqSdId5B7Wbg4I6b5DCZw6u44xVouiOH/58uW1HdoBaYwQSGICRIC7MXgWi+UKhNBzCKGXbTbb37vRFNI1IdCpBEpKSh7EGN8jSdJ95eXlKzq1M9I4IZAkBIgAd0OgioqKFHq9Xt4tapUk6dry8vLd3WAG6ZIQ6FICxcXFIyiKeg8AVhgMhscWL14c6VIDSGeEQIIRIALcxQG5+uqr+4miWAYAW6LR6K9XrVolX1hPHkKgVxCYNm2ajuf5/wOAiTRNly5duvRwr3CcOEkI/ASBpBJgOf2hsc6YLWLqHowRhwAvj0h421tb3P5kuArPYrHchhD6Ncb4tw6H420yIgmB3krAYrFcjxD6I0LoSZvN9nJ7OCwoBFZijEMwTd0BAB4RBAdwvi8Xrwf5hjByL3V74JK6nUogaQRYTlA/AFKHKRjq1ykmZpxex3InqsPNwZD4IWB45TDjPLZ+PcQ7ldY5Nj59+nQjy7LPAMBAiqLmLFu27OQ5NkWqEQI9hsCsWbP6SpL0Dsb4GEVRv7TZbGd9peX8IlAwMf1EtZp/OC2FG6ZUUvjoiUh1PC46cBC9nlXpbFwIIPUYaMSRHkUgKQQYA6BbpphylAzzz8H91VMnjdWrTCaWam6OSes2eRqraiObhLjwh0OUZ3+iifCsWbPGSJL0FgAsYVn2T+Rsb4/6/BBn2kng61zncsa3G0RRvKGiouLztjYpr4jpagwjNBru+eFDNBdMGG3gVSoanayJxNdvctc1NUdXxcLSn3K2uOuICLeVKinXlQSSQoDvLkrV0DR6MNXM3TlogDq9qjYiAAapf56SS0vh0ObtLcGTteF1kajwmyO0Z1+iiHBJSYm83Hw7QugWm832SVcGlvRFCCQTgZKSkoskSZKP471mt9v/2BbbfzEpJYtVU4+lpfHz+uUpVUePhQWlkhIL8lWMRs3Qn3zmdjU2Re1CRPojEeG2ECVluppAwguwvPTcP5I2juHx80MK1EOb3ULA5Yk9IYlISjUxszPSuYHDz9Mqt+9sCZ2oiayJCcJvPemefd15RV5xcXEWQuhNAPBSFHWnzWZr6urAkv4IgWQjUFJSkiZJkvw+2AwANzocjuqf8+GBCTlKDw5P02qYZwvyFFl1jbEqlyf2NI1QmsnIXJ2fp+pXkKfiPt3s+UaE/73FXYvIO+FkGxY92t6EF2B59suw9O8FQZrHMMCEw9K/Qzj+ghJLfoVCOYBXoCcmjNaP75+nYtdtdPuPVYVXS1H08EsbG493xwYMi8UyEyEkv+993m63P9ujRw9xjhDoBAJWq/V+ALgPAB602+32n+rizgnmbGCpPwOCWSyDWsLh+LNUVPivoMKIkdjRJhP/tynjjeelGFn0wXpXc0NT5P1YVPjtK5t97k4wmTRJCJwTgYQX4PlFeQpeClpEERdKIhwTJPrDSN/GKnmGO7/IYNCx/FPDhmiutVyRqvX5Bcm+qtldVRt9UwjGn3p5s6uuq0S4tLRUKQjCnwBgGkLoWpvNtuecIkIqEQKEAJSUlAzDGL+HMV4tSdKjFRUVoe9iuWuy3hiV2GsASwOwhHdHgF39zpYmeaUJzx9vyNOoub9PGG24bPpUs/roiYjk+LCxyumKvhyJoZde3eSUT02QhxDodgIJL8DyncWlhUadmmKUnBQPZ1V6/PKGinsLgPenp47Vq6h/Xl2cPnzMCB1N0QB7DwZF+6qm+rrm2EuiFP73axsCzZ1NuaSkZCDG+H0A+CQajT5GzvZ2NnHSfm8g8PWZ4T8jhC6Ox+PXVFRUHDjl91cbsHR6Mc5zKjUEXlzfHJTFV14xi8TEK9JT+aevs2TmDB2kpqMxCbbvahEqPnIecrfEnmajincXVdZ9T9B7A0/iY+IRSAYB/hG10gk5ShWOXKZTUfcVjtJNvOrSFGWKmWstF4lKsOdAQFy6orGq0Rn9KxfF7y2q9LR0Fnqr1XoXxvhXAPCow+F4t7P6Ie0SAr2VgMViuQ4hJCfveNputz//MxzQ9ZP1Bl6irWY994sJYwwjLi8yMWoV01rcF4i3irDjA+fuYED8g9rp/PC5I63nhMlDCHQbgWQTYHTLpBQNYHy1SsncM2W8Ydj40Xo+1cQhhgGMKCT/D0JhETZu8YoffeI61OKNPegD1Sdlm2vCHUm5tLTUFI/HXwCAXEEQrl++fHlVR7ZP2iIECIFvCcyYMaMPy7Jy8pr6eDx+V0VFhfM7fNBt49LSJEaYZ9IrbrvkQmO/whE6Rq9jQP4+oGkAhBC4vQJ8vMEdW/+Z+/NwGD/QV+HcvTBBcweQ2PcOAkkjwAsBqKpJKRkI4DajnrnuiotTBuT3UbDHqyPS/oOBCAASR4/SqUacp6GVShq8LQJ8tM4d37rLu90XjD3kc3u2le2FDrlft6SkZALG+A0AeLO6uvrPlZWVQu8YLsRLQqD7CBQWFrK5ubmPYYznURQ1z2azbVxYBExd1FyAWOoXaSnsjCsvSclJT+HQvsMB4fCxUFyroWHcBQbV4AFqRNMIGhqjsHx1c3j3Xv9HEQEe8Wc5j3TniYnuo0l6TgQCSSHA8vseZX1KfzULj2ekKqZefrE5LdXEUhu3eMNHT4RrnK7Y+xIGKS2Vv+Gyi0x9CkdoaQVPQZNTgIqPmsP7Dwc+DoZij57meJLMQf5zpow5lMVieRwhdLP8JeBwODYkQhCJDYRAbyJgsVguRAi9gbD4pqFp00q1kn4sL1c59rKLzCaWRbD+M4//RHVov9crLWc4SO2TzV9/xcWpKUMHaRCFAE5Uh7FjVZPnWFV4mRiWFr602VX3M8eT0EIA+c+Zvhd6E37iawcSSAYBRvOLUtNVFPpDQZ7y6jHn640sDXjzDl+wujayIRKNv+wTYDvk3mVtAAAgAElEQVQVxxTHUtasVO7XpcXp2YMK1IimAKpqwtKylc3ekzWRZZFQ7I+LNnnks4Xf5IdduBCow6tMWSwtpYgB/vAbuxvlzRw/eiwWSy5C6G2EUAPDMHeXlZV1+uauDowzaYoQ6FEE5HuGeTHwqlmsGjM8X1SOGalTya+eNld6XfUNkQ8iYXGREBIOUgqlnuPQ3L59FPfPsaZrc7IUKC5iOHAoFLetbKyrb4wuxrz490Vrvr9PpDW/NK3PidOUhot5DiyqBLLK1aNGUGI4k/ACLM9+tfVpw0CSXlUrqSE6HQsUws0uT3xJPC69G6PjxwC8Ec4PIqhSUhQK5qFB/VXzrrWkmc1GDokihuNVYfEdW72zpi7633AYnn2z0ll/Cv+940w6Qck8IQjSEPm4Axtzb/vhh81isVwDAE8ghP5ht9v/kRihI1YQAr2XwLQC4DNMpiKKY95UKSmzXssIoigecnljb8TjyAEAdWqdM9ZQBVirTMlXGdAjY0bqr7mmOF2j5GkUjUqw92BAWOKoP+n2CC8rOPpfL65vDpwiemeRIU+S2KfiAuYlCT2Yt6X5KJkJ997x1lmeJ7wAy0vDN4wzaRlEFYEkpWIauXkENYhGNRIt0VScepzjaUM0hsukeGSdQsnlKXjmtZmXpw4be4GeUiooiMUk2L0/IB9Pqq5vjP0l4hfef/vLFo/c9s1TTDmMRJenp7HZPl/8CWck+srbG1v/DS6//HK1SqX6v6+PQVxXUVGxt7MCQdolBAiBthOQ94TUjFOniogvEmhVn6imz+3AcIfYlrr71NipBIp6nGVQMByU3g6IUqVOiSZkpCr+c83M9KxhgzSIoREEQiJs3ekVln/UvMfrF3+POe2Hi9efiMhtnxhjLlSqKHtaChdpaIr8jtO4yp5bRXZNtz1CpGRbCCSDAMt+oPlFeXwQgkyGsll4bhXEioqA7hMzjVGy9KsXDNf2PXQ0dMzjjT2DkLSG4/k7BuQrb7nxmoy0VDOHMAYIR+QPmy++aq3zqNMVfZKJ4fcPaT3BAiF1glKB/nPBSF2fg0eC67w+fPfL6xtOWCyW8xBCywDgA0mSflNeXk4O77dlRJEyhEAXEZCFsq4QFIw2lWrmC7iYIu13CKSrNC37/mViAw8PG6xRfLHHtzscxk9IGO3XaOCR84fprpszK0OtVNCt3wvyZs0NW7zR1Z+4dvqD0l91TueHUX0WHVdEZhh13EsjztMwO/f4lone+C+f2+Imd3d3UWx7SzfJIsA/FY/W2auWZ8tnXJYyMhQRpY2fe4+43dFnMYIag477+4J5OQUD8lWtux/lD5s/EIfPtreI6za693haoo8EQkKlRqWY0ydH8fD4Ql3Wmk/ddXXOyDRf6pRLEEIPSJL0cHl5eVlvGQzET0Ig2QmUFBeX0qL/mb5wOKX4MiNf1xiNbdrq3REMxp8FCrF9shT/uGNejik9jWs9oiRJGJxuAT75zBPdsMW1IRAQHhER06jmqTv75ynvHn6eVl/xoXNnzBuatqjS/92jT8mOitifAASSVYBbdye6xpk0SM8+M3aUrnTyWKN2/5GguHaD67jHG7MrOGbqxReazrv8IhOn1Xx1GF8WYU+LACtWO2OVX/i+CATiNqWKLp4ywThq9Eid4pV3m337o4MPihQvH1eac7pk8AkQO2ICIUAIfJ9A62mGGy4dWmhSRBwXj2UzCofr0Oc7WmIbPnN/GQqLHxt0bMm0qSn5UyYYaY6lWmvLIlzbEAXHB03BfQeCm6JR6ROTib1x6hRTQd8cJfvSf6sPeT2x2eF8725yZIkMuY4kkIwC3JrxhhGoXErJNCkArkw1s7+/86bcXLWKRl/uD4ifbnbX1DfGjIML1HhOSYbGJO+b/vqRP2xNzhheudYV2ncw4Bs2RGO87CITX+9Tob/bVViKBpfz4SM3v7629qwvB+/IwJC2CAFCoO0E5M2azH51Cq/l0hgJeRglfWO/vsrH75ibo5ZTUe740hfdsNnbEAiKKePO1zOzZqRxPC8fSvrqiccxnKwJ4xWrm0M19VH/2AsM5osnGVkhJkkvvV5zrLYh/L8+j9vRUbkE2u4ZKdmTCSSdAM8vAgXEzKUIo1uVPBWLCdJehZKaveDGnIzBA1StHySPNy56WgTKqGfFtFSOZmj0PT9lEfZ4BSkYlpD8LuiD3Tr4ZC8HF6TWRGuPNS71eyOPPLfeXdOTA098IwR6EoG5EzVpjMTeRyHqMpajamOCVJ+Wwt102w3Z6r65SohGJexyxbA/JKI0M4fNJpaivtXfb0TY7Y3hcAQjOYuWXstAi0/Ay1Y2ubbv8r4ccDP/93PHFHsSS+JL1xFISgGmY+ZSrYZZOGqYNvt4dcQTjUiG227M4vP7KNGpD5V8/Ej+7+9L7/fBNrVQ8JRdA2l6CW6+JADHjvnEig+aDno80aufX+/6JvF714WD9EQIEALnQuDWCToTotm7zEbuwfMGqRX7DgZaVEo65ebZ2Wx2Jt/6XSC/gpJ/fMt7Qtr6tJ4t3t4SrfioaV3AH7mBXGfYVnKkXFsItH0ktqW1rimDbpuSnqfm0esXTTKMGzZIwygUFKSZOcTzX73TacvzyR4O3vpUBZaxEZg+OtL64axvisLLi2uc9Y2xm5SN+rXPHTlCkrW3BSYpQwh0MwF5CdpYbx5tMrFvXjzZ3K8gT4l4joLUFA6detd7LibKP+QPHwvhl1+vOeDzRW4M5LZ8Qd4DnwtJUuenCCSjAIN8G5KRjt6enck/fNPszKzcLMU3M98zhTkcRbB4nRIO1LDwK2sAclLEb6qEwiJ+a1mD/4t9/n/5QuipNz5rlO8XJQ8hQAgkAYGbL9SkKmnlgwP7q++59YZsrUb9zdaPdlnf2BzFb5TV1x46GnoGhbmXyVWG7cJJKn+HQFIKsLzTce5YfZ5Bx79xRZF57EUTTWxbPmwnmmj42zINjCkQ4PopYVBw32SkbEUSEzB8vt0rrFzj3O0JxG5ctN518LtpK8nIIQQIgcQlIM+CNdXm0Rnp3OvXFqcXDBuspRim/V9x/qAI6za5w6vXO9f6/JH5r2/1kw2aiTsMksqy9o/ObnJ37oh0tVIn/ionR3H7ghuzM9JTT7/+vPsEA8+t0MAtU0MwYdBPX4okYYCGpgh+5a06z4ma6NPhSGTRO+TsXzdFmHRLCJw9AXkWrOLUDwwbpL573nWZOpXi9C98K7YpoG+qCCPyfj7Vs5w7+vCxIH7t7bqTzZ7YH10xxZKKyrrQ2VtHahAC3yeQtALcekNSTeoIg5Z6+/YbsgcNLlCj0/3aDUYQxCUAver7s94fDgj5yMLmyhZx+YfNx10e4RFO4D8gS07kY0MIJAeB0qHAabXmKdnZiiV3z88xp6dyrXcB/9yzspKHPSdZeHjWN2mgf1wUA/gCcVi3ySN8tN61IxgW/uekwrNlPblLODkGRQJbmbQCLDOdP0adodaq19xYmjn0gmFa4Li2b8L6uZicStbxzrKG2N5DwY2xCL7jlc3NRxI4hsQ0QoAQ+JYAumWsYUR6pmrlzbMzM/vlqRD9g+NG34XlCSD4xSIDvPIL749eSX23nLx7uqY+Cm8vrQ+eqA7ZKSl+70tf54wn8AmBcyWQtAJcVARM31jqRL0GvXrb9Tn9hwxQQ0e875FByjsfDx4NYfkGpYam2ONhQVryFskDe65jjNQjBLqMwILCLFWcjczIzFS8vGButjEnU9F6BOl0z/++oYOS8WEYM+D0Nw7KNyjt/NInvVfecLglID3s9zo/IIk5uiy0PbKjpBXguybrjYjjXxg9Qje9+MpUrcnAnm6l6ayDFwyJsHy1M7Z1h3dDOAALXtrYeOysGyEVCAFCoEsJ3DpBV6DXKxdNGmucfMUlZlatPPNO6IqtCjhcz8CDltMsQ3+dytbpioH9gyb/rj1+W9wXv29R5ffvEe5SZ0lnSU8gKQVYfs+j05mvMhq5J266LrPfoAI1zXbAbsfvRlPeeLHngB+/s6yhsckZmcMJ3k3kUu6kH+/EgR5M4IZxJp2Coeb0zeL/PH9Otik7k2/T8USnj4IHXtHDK/d6gWNOv0ek9Va1HS3SexVNeyJR6do+m5yHyT3BPXhQdbJrSSnA91yqNTOM6tULhmkvu2pqqtKg++qyBfmRs9z8eM8FDRLQAFgECn177vdHbBHTmikHIQyAJXB7BXh20Ul/TV30MU6QXie/djt5NJLmCYFzJCBfTVg/2TDcaFL865LJKYWTxuqZbxJwIAD5PfD3vxcQYKABY/nzDvDIYjXMmRKG8/v9cBmaAgzU1+UwYCzBiaow/GNRVZXXL/xPOOAuJ8vQ5xg0Ug2SToDl2a9am3KF0UD/vXRmen+tmkHV9RE5/3OrM5PHGyArnf8m3RxGPAS5MXCkmgc144Y++oPA0z8+QYBpLYRUF8Ohwx7ok+oDI3MIwsEAvPx6TezwsdCaeAx++crm5qPkXDD51BACiUegdGiqRq+TZmVl80/fOCvTHAqL6GRtBPwBEVRKGi4cbwCzkf1qRzSiQGIzwctcCCeOu8GsC8G2L/ZDvSsC904PfuscYkFUDIBG4XyoOVEF/bKiYKJ2QVOTH158rdpf3xR5D4vxh0l6ysQbD8liUdIJsLzMxNHoPp2GuS/VzKXKM94UE9v6ITt4JAgzr0iFEUM0X+2IRgwI/BDYejAN1q78GCDugxtmD4W81CagIfJtjCgeopqL4KP1Lti+aQvk5hhg1hUsKGkvvLO0Bu/aG/BEo+J/AeDJRRuc9ckSXGInIdBLCKB5E8xZHMIP6/TMbWlmXiWvYqWl8q2z2+raKFxnSYd+earWmTDQGghyY+HTSgo2frgCUkwcXHbFYHj6vUb49z1eYE69NmbN4OGuBNvSbXBk3xcwaIAZrp2hgaCnDt4oq5UOHwtWi6L4IkMzL764vvn0L5B7SSCIm2dHIKkEWE6+wWiEa3mWfjAnkx88cpiOGdhfBRyLYNNWLzS7BLhmRhpkycnXW3/psiAoz4dNe82w4t0lgKQI3HHnFMg3VwOFvzMLphQQ0c+A8uVH4PN1a6H/oAKYPYMFFdUMS2y1EAjEpSMnwjWhUPwBKkLOBZ/dECOlCYHOJXDz+ZpUrGRvUfH0Pf36KLNHDdNR+X2VIAgYPv3cA5IErQKs18kzYABgdBDgp8DaTUFYs+wtSE/Tw513TYG//Pco3HxpEIb3/XoZmksDF18Cb7+2HI7s2QFDR/SDubMMEHBXwXv2OogJYvzQ0fCX4Wj8XnIuuHNj3FNbTxoBnl+Up6CEwOUGDfPYpReZRg0dqOZMRg4oCmDjFi/s3OOHSyabYOR5Gvj2UgYEmDFAC3sRHKpWAi9VwwDzAVDRbvka7u/ElAKJywInXAj7DnogP6MFslV7IRbywpvv14HJwEI4Isb2HgyucrWEHvjPpy3He+qAIH4RAslEYP4og4FWU9ekp3CPXH5xSn5Bvoo26FiQE+p8vMEFJ6rDMH1qKgzsr/72FiREg8j1BRdzJRw97gOD0g0F+p1g39gCbh/AHVd+/eOcUoGgHgNVwfOhub4esjTHIFuzF5xNXnjP0QA5WQpwewTfl/v9b7cIsUcXr/d6k4kdsbX7CSSFAC8oBDbMpI4zatFfp01NGTPufD0v39cZjWH4dLMHdu31w9jz9TB6pBY0aubHmy0YI8QkFVA4DAz2AoKf2IiFaMCMGSJRAJ6JAoh+aGwKw+vv1cPUi0xg1DP4jbKG+pq60G8loN57dZPT3/3hIxYQAr2XQOuZXy50RapZ+ecZV6QMPH+YjlYpKfD64rD2UxccrwrDxZNMMGyIFhQ/zFSLWJDYVBDiFNAoBozkhhonht+/o4V/3eOFr44Oy8vVKhBpM8TjcWAhAJLggyPHg2Bb2QRXT0+DSFQSX3+37qC7RXwk4HN+RDZk9d7xeC6eJ4MAo1smpWQqFdSLReONlxdNNirlGek34rvHD2Mv0MMFI7Sg0/xQfM8FyVd1YnJKyu0t8pEDmHN1Bhj0DP7vkvqWvYcCL0Xi4Wde2xBoPvfWSU1CgBBoDwF513PVWMNwcwr/8qVTUkZPGqNn1Gr6R+I7dLAGFDx92nvBT9khZ8H75X/0cNeVQRiSG/9J8+RNXes/c8OxEyG4eU42yDeovfpObc3xqvBTLaLr32WbIdwev0jd3kUg4QVYnv1KClNRilnxz9tvyBrYt4+SigsYNm3zwpbKFjyuUI8KR+rOWnzlc76y86ey5Hz3iIL8zqjRGcVvltWLgZAId8zNpo0GFpWVNwV37Pa/7A4GnnjjswC5qrB3fVaItwlEoHXXs1Gald9H+dSCuTkpZiOH5HzN6ze6Yf+RAFw62QzDZPFVtE185eOHobAISzerQQS69V2wPAP+7vdCPI7h2MkQfmtpvajTMGjBvBxanggssTU07j3gf9IlOF8kApxAgyQJTEl4AZbv/jVx0dvOG6B+dM6sjEx56XnfwSCu+MgpiHEcv+X6TEVOlpKS3wW39ZFTyq3d6G7d/dgnWwHyVYby0pUsxrL4tvgFXPFRc3jnl/5DFELaKROMueMu0HHrP/OGtu9seaHJF3iKCHBbaZNyhEDHE5A3XmlT1A+MGqq9d7Y1QyNhDDu+aJFWrXMJqSaWunlONqPXtT07nlxfznK1ckMENlTnwsJrmlr3fsinK2QRltPTNjRGJduqJt+BQ8Ejej2TPnWKOWtgfxW9cq2zcece3xPOiPMlIsAdH+ue3GLCC7B87MikYZ8eV6i7buoUs7auMYJXr3e7T1SFPuQ4evxVl6X2nThaT8vLT211Rp79Hj0egvrGGGDAkJerhGw5ZywCcLpjsPoTt/Dlfv8hf0j6HQLEa1TofzPT+bz6hmjIExAflURM3gH35E8F8S3hCdw60dDXbFS8MGm88bJJYwzc/oMBac2nrtq6xsjGFBM/1TItLeX8YVp0Nhe0xAQJGptj8PulqXDZoEYY3lcC+ZSFfE1pbX0Ef7DWFT5wJLAlEhL/j+HogQYd8+uUFM54siZSGwjEHvC1eFaTd8AJP3QSysC2ala3GS1vtMDK2J0pJu6XfXIU6Y3OmMflEv4aDsZXI4aakGJmf3Plxea+hSN16NSv1TMZKyebiwsShCNS6y9blqVAiGPYezCAt+1oiTQ0xQ4Gw+IfwlFpjYJFOC7igQyNLowIEKDi4oc5W9x1JP3cmSiTfycEOo/A3InpaSpWfCgthbstK4NX1dZGTjS5hT9Ew9IXSiWamZ2temTG1BT9eYPU6JuMWG0wR16Kfn2dEmIxDNdNCkLrBQx7fdKOXX5/vTP6WTSE/+KR+EqW9iu0FDecptDYcFSopUD88JXNPg9J1NMGyKTINwQSXoDlzRY140xZmEbXK1WUThRgUzAc2Rru6/cyx7RGlYKfn57C3X/heEPW5PFGpFHRIAusJOLW5WR5hvvVhkb09c5GAHmzhZyCTv5l6/PH4ejJMN66oyVW3xjz+f3x92kEb0bUzK5FFd9cuo3mjzLoBZ6SBmxxB4j4kk8QIdC9BOTb0PLDpoEMA9cpFJQYjqB1HAs7m1Obw+pqQy7PcffkZHK3X3KhSTdmlA7JP7Llz70ssPIf+TuiNVUAQt+snLV+LwDA4Toa/rlcA9eNPCFt29kSczpjDV6f+DqA9J7X6z58apYr30muq9HpfT4+Vra3WX5pfPpE0t2LjPSegAQSXoBlZrIIHyzUmhgeU86mQMuqIxD9miWaPyY1nebhusw09td3z8/NyEjjWy/P3rM/gHfu8aNgUASFggKdloH0FA54joJmdwx8vjh2eQQxEpOEWAw3e1uENYKI7TQWv8hiPXULyWXbCThciUmEwLcEZBHOjWlMyiiSsrR+76nPrCyMfE1qvoqGWwv6Ke+97YZstfz597QIeOeXfth7IIBiAga1moI0MwcmI9v6Y11efvb749jlFcQvwsOpbHzkRMjjsWMBKgCH9+dsCTaTH99kBHYkgaQQ4NM5fG8B8OGMlFk5mYo/3jE3O5/jKWrVWqd08Ego0uIXFJdMNlMna8Jw7GRY4liEM9J4KtXEwoEjoXCTM7Y6FsfvMww6gGNSo8bjbnruW3HvSM6kLUKAEOhCArdO0Jlohr9zYH/l/9x+Y45RFtaK1c3R41Vheb+V6qIJRrTnYADqG6OiSkVBRqqC1qppvO9AwO32xSt8xpEmCehmVcPO3xRonc3kB3kXBq8XdZX0Aiy/I6a1wr2jR+ruv3iSMW3DVh/a8aX/RCAoHFMpqDG335ijW7nGKRw5ETrCMog5b6A6++JJJsX6TZ7gviOhV1uCwlNvbXHXkuWjXjTqias9nsD8MakZRhP12LgL9DePGaVTfrDOFdh3MHA8HBVbMtOU4+eUpHNvLq0PNzmjRzVqRn3+cG326BE6ZvlqZ9PRE6F/eHUjd8R53VN2u31Ej4dFHOw2Aj1CgJE6fndBvvJelYpOPXASo5DPf2tcgEEqJXXXlZeYUzdt9QSaXMLzHI2+1GqZR0YN0w7EGOMdewPlAXfsof9scdd0WwRIx4QAIdDhBOZNMGeb9fSfRwzWXhuKSPjAoeBmf0h8EbB0idnM33LReKPyw/XOumA4/qyCpX1GE/v4yCGatEBQDO74MrAYMP5trX7iAYqirrTZbHs63EDSICHwVa615H7k6wk1ptRiNUctjAOTH2DTbXzLkfsEkZvIMvCsycj08QXEY7GodBMrSAfiPJqq0bD30giGBIKiLRyG379ZSW44Su5RQKwnBL5PQM4RzWmZm9Uq+lexmNQYicIv6Whkn8CyVoal/mbUM2q3J7ZVQuJ8QRIDSqQoUaqpuwHA7A/E/yME2CcD/Sf+BWPcbLfb/0T4EgKdQSDpBVj+ETFvbLaJ5aPj/ZpBz2OkWPDeyrVr5k3UpNJY8QsKYDRCeHmYir/z9sYW79wR6SpKK+RRIj0sDtJupeA6sqgSfngLd2ewJm0SAoRAFxGQN2Lpq0yZEoXGgCR6JaV3c3A9CLoJunwR2PspBLkSSO9o9R6beRUIdYVGbYynBmIJ5wuUtGXgZ97qHcXFkymK+rvdbh/dRWaTbnoZgZ4gwHLIkOWqqcMoTrWGYcuzyspAlHdOnxiTmkYzUU2YRq6BG1tavrODES0ozFJmVdZFyK7GXjbiibu9hoD8HbB3AvDgA/HU0SE5tW2EM6chFFfQiG16dZNTvse39fiQXL6uEBSLKlvzOcv/H2W1Wutpmp68dOnSw70GHHG0ywj0FAGGkpKSXwFAf5vNdmeX0SMdEQKEQI8mUFJS8jIAHLXZbE/2aEeJc91CoMcIsMVi2YwQetxut6/tFpKkU0KAEOhxBKxW66UY4z85HI4JPc454lC3E+gRAjxr1qy+kiRt93q9mevXr//pe8S6HTUxgBAgBJKNQFFREWMwGOopihq9bNmyk8lmP7E3sQn0CAG2Wq2/wBhf4HA4bkls3MQ6QoAQSDYCFovlVYTQDrvd/nyy2U7sTWwCPUKALRbLJxRF/dVms32Q2LiJdYQAIZBsBEpKSq6UJOlRh8NxUbLZTuxNbAJJL8CzZs3KlCRpdzQazVm1atWpHNGJTZ1YRwgQAklDYNq0aTzP8zUURY1YtmxZfdIYTgxNeAJJL8BWq/VWACiy2+1zE542MZAQIASSkoDVan0DANbb7fZXktIBYnRCEugJArxGkqR/lpeXlyckYWIUIUAIJD2B4uLiYoqi7rPb7VOT3hniQMIQSGoBLikpMWOMD4ii2LeioiKUMFSJIYQAIdCjCMycOVNF0/RJhNBgm83m6lHOEWe6jUBSC7DVapWXnafb7fbZ3UaQdEwIEAK9goDVal0CACvsdru8HE0eQqDdBJJdgFcAwKt2u31pu0mQBggBQoAQOA0Bq9V6NQDcYrfbpxNQhEBHEEhaAbZarQYAOMyybH5ZWZmcz5U8hAAhQAh0GoHS0lKNIAjHAWCA3W73dlpHpOFeQyBpBbi4uHg2RVGldrtd/lVKHkKAECAEOp2A1WpdKklSWXl5ubwcTR5CoF0EklaArVarDQDes9vt77SLAKlMCBAChEAbCVit1jkAcK3dbi9pYxVSjBD4WQJJKcCnloJYli0oKytrIfElBAgBQqArCJSWluoFQThCXn11Be2e30dSCnBJScksjPHNdrt9Zs8PEfGQECAEEomA1WqtQAi9ZrPZliWSXcSW5COQlAJstVrfxRivcDgcrycfcmIxIUAIJDMBi8UyDyEkH3+8Lpn9ILZ3P4GkE+DS0lKlIAhVgiAMXLFihaf7ERILCAFCoDcRmD59upFl2UMsy/YpKysL9ybfia8dSyDpBNhiscxECN1jt9uv7FgUpDVCgBAgBNpGwGq1foAxfsHhcFS0rQYpRQj8mEDSCbDVan0dY/ypw+H4DwkoIUAIEALdQcBisdyGEJpit9vndUf/pM+eQSCpBHjBggVsU1NTHUJoqM1ma+oZISBeEAKEQLIRKCkpScMY701LS8tatGiRkGz2E3sTg0BSCbDVar0cAB6x2+2XJgY+YgUhQAj0VgJWq3UtAPzNbrd/1FsZEL/bRyCpBNhisSxCCO222+3Pt89tUpsQIAQIgfYRsFqtv8AYj3A4HAva1xKp3VsJJJMAU1artS4ejxcuX768trcGjPhNCBACiUFgxowZ2QzDVNrt9iwAkBLDKmJFMhFIGgG2Wq1FAPBHu91+YTIBJrYSAoRAzyVgtVo3AMBv7Hb7+p7rJfGsswgkkwA/ixCqstlsf+8sGKRdQoAQIATOhkBJScmDGOM+drv9/rOpR8oSAjKBZBLgKgCQt/2fIKEjBAgBQiARCFit1jwA+NRut/dJBHuIDclFICkE2GKxTEQI/d1ut49PLrzEWkKAEOjpBKxW6+cY4wcdDsdnPd1X4l/HEkgWAX4CANwOh+P/OtZ90hohQAgQAu0jYLFYfg0AJofD8XD7WiK1e1xTbRMAACAASURBVBuBpBBgq9V6FCE0zWazHeptASL+EgKEQGITKCkpGYgxXmW32/sntqXEukQjkPACXFxcPJqiqH/Z7fbCRINH7CEECAFCQCZgtVorJUm6o7y8fDshQgi0lUDCC7DFYvkTQihqt9v/2FanSDlCgBAgBLqSgNVq/Q3GmHc4HI93Zb+kr+QmkAwCvF+SpGsqKir2JjdqYj0hQAj0VAIzZ84cSlHU+w6HY0hP9ZH41fEEElqALRbLcITQW3a7fUTHu05aJAQIAUKg4whYrdbdGOMbHA7Hlx3XKmmpJxNIaAGWl3UAgLXb7b/tyUEgvhEChEDyE7BarX8AAIG8Lkv+WHaVB4kuwLsAYL7dbpf/Jg8hQAgQAglLwGq1jgKAxXa7Xf6bPITAGQkkrAB/vbW/3G63Dz6jF6QAIUAIEAIJQMBqtR5ACBWTI5MJEIwkMCFhBdhisTwCAAaHw/FoEnAkJhIChAAhABaL5a8A4HU4HH8jOAiBMxFIWAG2Wq1bKYq6Z9myZdvO5AT5d0KAECAEEoHArFmzxkiS9ILdbh+bCPYQGxKbQEIK8FVXXdWX47iPSWaZxB48xDpCgBD4MQE5c18sFrtk5cqVJwkfQuB0BBJSgC0WywMAkOtwOB4k4SMECAFCIJkIWCwW+crUaofD8Uwy2U1s7XoCiSrAGwHgYXK7SNcPCNIjIUAItI+AfHsbADzhcDgmt68lUrunE0g4Ab7qqqsyOI7bMmrUqPyFCxdKPT0AxD9CgBDoWQQWLlxI7dq163gsFhu3cuXKhp7lHfGmIwkknACXlJTciTEeYbfb7+5IR0lbhAAhQAh0FQGr1foiQmi3zWZ7uav6JP0kH4GEE2Cr1boWAP5ot9vXJx9OYjEhQAgQAq23IxUBwG/sdvulhAch8HMEEkqAS0pKzBjjXdXV1f0qKysFEjZCgBAgBJKRQGFhIZubm3sMITTKZrO5ktEHYnPnEzgnAZ5flKdA0cA4DJKSirOHGKmxelEltFswLRbLzQBwocPhuKXzXSc9EAKEACHQeQQsFsurALDB4XC81t5eFhQCG6FT8imEx4GEm/O2uT9aCED2yLQXbDfXP1sBRnMnGXPVLPOgUcdONRlZ1cnaSFM4FF8dh/ji/Mtbji9ceO6Dwmq1rpQk6Zny8vLV3cyFdE8IEAKEQLsIFBcXX0ZR1AN2u/2q9jQ0f7whD4B+UKWkJqSYuPxwWPI73bHlEUz/6Z0tTU0AgNvTPqnbfQTOSoBvmZSipSl4on+eqvTC8UZDVjpHNTljsG6jp/5kTXhDLBb/U+7lnn3nIsKlpaV6QRD2eb3e/uvXr490HxLSMyFACBAC7SdQVFSkMBgMR1mWPa+srKzlHFpEN4wzDVEx1F/79lVOueqSFL1OxyC/Pw5bd7a0bN3hf4uONt/fEauP52AbqdIBBNoswKWlQKc702/VG5hHRpynyXO6YpQoYTEvV0mlGFm8aas3dLI2siYsCr/JLTp7ES4pKbkBY3yl3W6f2wF+kSYIAUKAEOh2Alar9Q2E0Ac2m+2tszQG3TrROJRh6H8U9FNNuniiia+ui8DxqjColDSkmDhZhBua3LFnT3Cup9evh/hZtk+KJwCBtgowmj/BPIil0IvnDdZMDATjdENz7J+RmNSSmcJfk5XJF5w3QMVv2+ULn6iJfBQRhd+erQhbrVYbxvjfDodjZQJwISYQAoQAIdBuAhaL5SqE0O12u73kbBqbNzZloFKBninor7x88hgj8/l2r1hdH93v9cRfUKrp3NxM/ldZGRy1frN3czQuzXlri7uWLEWfDeHEKNsmAV5YBIybTns0FodfKBTIHA6LSyJh6a8SyzbreTyAotEfJ48zTMzvo+Q/+cwdOFoV+VCMwiOLPms62hY3S0tLNYIgHBRFcUBFRUWoLXVIGUKAECAEEp3AzJkzVTRNH2ZZdlBZWVmgLfbOH5c6gGHx0/36Ki+7osis2LXXH9tS2bI5KoiPqRXMF74oZOhV6CGdmr612SX4RBH/hxVcj5Ol6LbQTawybRJgefnZ1JR+rSSJU+JxqEci5fAHm/aX7YWYvDuP0ac+Oai/+qarZ6QbQqE4tq9q9lbVRRfHpfjTL3/skn+ZnfYpKSkpxRhfbbfbZ5+pLPl3QoAQIASSiYDVal2CEFpqs9nKzmT33EJjH5ajf9s3V3H99bMylDxHwX/eqvXU1EZfYwTnr2WRbd0RrUzJp0TpKgqoISJGa0O5zUvLykA8U/vk3xOLQJsEWDb51gk6U0xEemAUwWqu0f31O4evlqZp9GLJVWmTLhxv5BQ8BXv2+yXbB86G+sbo83Gg//Pahobm07ltsViWUBT1js1mcyQWHmINIUAIEALtI1BSUmKRJGmOw+E47QTj5vM1qZjnb8/JUjx44zUZpgH5KhQIivDxRnds+WrXekGSbnl9s6tOXmpeCECdGGXQgQIMAqbcb21x+9pnJandHQTaLMA/NK51AIwzjWVZ6r5hQzTTrdPSdDmZPFAUgkhUgi/3+aVlq5qqGhujf2YFXLao0vOTuwDlnYJGo/GIKIpDysvL/d0BgfRJCBAChEBnESguLtbSNL3f4/EU/NwJjxvGmXQsQrMy0vnfXTMjre+ooVpE0wgkCUNNXRTKP2hu2bXXZ8NC/I+vbms5Tt73dla0urbdcxJgWXyrxhuvAIr65aQxholTJhg1fXOUiGW/bS4ckeDTzR68+lPXwWa3+CClUK9bvP7Ej44XFRcXFyOE5jscjlld6zrpjRAgBAiBriFgsViWYYwXl5eXl/+wx9KhwOl05guNRvaflxeZh0wZb0Q8T31TLCZgOHYyBGs+cft27vGtFgXxn/nbvBtJIo6uiV1n9nLWAlxalKrRhsXreQV909SLTOePHKpTNrtisO9QMC7EsXj+UA07bIiGUipoaPHHYeWaZmn7F76tPm/sIVrwbP3hRgGLxfJfAKhwOBzvd6ajpG1CgBAgBLqLgMViuQYAZjocjpt+aMPN40znGQzs/7N3JtBRFdn/v/WW3vd0Z08I+yYIBgg7QWQTSDpAEAUERHGbGZ3fOC6jzh/HGR11ZnTEFWVRUByipDuAKAKCLGEH2WQnIXvSne5O7/36vfqf14ArSoAE0p1653g8h/SruvdT1e/br+rWve8P7KfLGjk0jtJoGPB4wlC8xwXHT3lBfBPu2F4B7dLlsP+Q27duU/3BcFgoVNns/51/CoI3yifS77UTuBIBRrOHqIwMSB/TayV5I7Pj2nRsq5DsO9gQOnrC66iuCxZynOBOMErzRw4zpN/SUxMRYTFRh/WLOu7YKc9Xbm/oqdQRjsMXE3VkZ2czWq22RCKRdL/Kg+rXToC0QAgQAoRAMxMQEw2FQqEjLpcrY9OmTRfP7KJ7+hg7SVToX907q8bckZvAiOd7xX3fbbsc+OttjrN2V/ANBmiTTsfM7dlVZcgeZEDHz/j41ets1Q5HcEUIwzyy/9vMg9eMzTdagMUsWCyNH2+brrin7y3aRIOWpfYedHMnz3j3u33hBYEg9TWmOI4WUE6iSfbElNyEtC4dlMAwCErL/XjlmlpXaXngswCm/rZgfdU50afc3NzRCKHfWSyWnDkDNHrMSUwMlpQt2FtJjiI146CTpgkBQqD5CczKABkyGUwhClyiSJrN5lUY4zesVuuXYu/39tO2FRj2H+3SZeYZ+cnytBQZ8AKOvPV+9Gn16dq6wFN+ml9P+VkZKxXGqBTsYzd3V3Xpc7OG8vp4vG6T3X6uIrjEk2p7uqAAQs3vEemhqQk0VoDRzIHx7Wjgl6qUdD+jQUJTCDXU2oOFfj+/zMfhXR/trBcDqPCMgQnxagl+vFtn5YzJOQmmBKME8TyG0yU+4RNLte1ceWAJHUSvLdhrq8rNzV2AEPo6vszyKaOJfzYQ5AfyHP83qeAsJmfamnqoSXuEACFwHQmge/rpegqI/g9GcFTK2f+vNs08GWM83Gq1zp2eaUySSuHRlCTZ/XdOTNB2aq8ECgFU1QTh45XVziPHPcsQhf6yaJstEpgqvgBhQRgoVzB3xRvYHAlLaSuqA+DzCbtCGE8miTiu48g2YVeNFeDIBOB5NBYwn4YRuOQMXe7l4RTFBxwyqfQRhkIpXBhbfWFhk1rLpksxWpw71nhL1i1aSkydFg5jOHC4QbB8UVdRVRN6XvCFC5wZ2YdYlr1Z71jP8366yGhge/sC4X/a6gMLlu9125rQT9IUIUAIEALXjcCMgap4lUT+e6mUetLVEN5dXWcfruqdr+Q47tu4mo0385idlpQgfXJqXkJS906qSMSzeHpkzwEXfPRZ9beBkDBVEpKe8zGBQQyCOQDotJcTXlZIBSPi6XaYwkaEkQohXMWG5BvJquF1G9om7ajRAiz2OqNngpLHAQmNZKH2B2v8886/8XaXIH5J75vUXc+c85+21YdekwCzBknx7zq3VcyZNikxITHhfEifGBldvNcpfLHRfrLcb/rCr27XxWKxjJ0zMKE7zfBL+/bSdispC2ytrw0+9PY22/Em9ZQ0RggQAoTAdSIws6+he0KidEnnDspb9h5wHWwIQP6y4rrT5tzxa+WuM/vbaJyTzGONHXr30CAJez7iuaIqAIuWV1WfKfO9Bj7+XaSgbkswSv/SqYOy+7adjn1eQJM+2WarEj87tgNIjIoERuerCZNArOs0qM3QzRUJ8KX6vzNTbdQoZatyx5qygn4Btu52nqh3hP5FIXRWJqf/88DM1B5dOyojv/DEy+3hYetOh1C4V+9xBKWvGqqOvcxJQrlJCZLnhg3Utd+yw+WsqgqMXVhs39UM/pImCQFCgBBodgJ3D4jr1z5N/sW4kUb9iqKakjob9xcstRX66Mw/Jsnsj48dqtQM7a+LBKqKl3je9/hpH7y24NyBUBhmU1hoazRKnxuVbbhJo2LgvaUVO5E/PObX8ik0u0Okg2YhcM0CfD4VZfzrWb21dw3O0mmOnfLiDVvqT9Y7QsslEnrUiCGGzFHZcRKdhok4gDGAqyEMv3tPD1rXob0Bt3cxRaHbB/bVDb11iF754Yoq7nRJ6C4kV6y51LnhZqFAGiUECAFCoIkIZGcDk+YzjOjcXmmdNTVZav2i1rf324Z1YQwfapTss/16a3rnjDKCRs0AuvAEdjg5WLPeFty8zbEjLMAnJiPz4KhhcTd1bKugNmyp923b7bK6XbZZYvrfJjKTNNMCCFy1AM/NTFbwEi4ZU7iGBjTWEMf+/cGZKR10GhZ9e8SNNxc7TpdXBnXt28jZmVOTlQkmyXkFBoBj5QwsXi+FjuwJ34HD7upO7eTxY0cYlWkpcvTesnL/0ZO+eVwg8P7C4ob6FsCImEAIEAKEQKMJiFt1SBGe3KmtYsEf728jKav0YzGJxncnvRXduyi75I1NoBJMku/FV2y4vDIA7y4t5ysqg05jHOscPdzYrl9vDRJzLLy5qPyEwxX6Q5vi+q9I8o1GD0NUfPCqBDiShrK/cRwgPEfKUkKYx4coCs24f0ZK257d1MCFBaizhcI1thCt07LhNqkyWiqhvk/tsmSjAhJ1PNyS5ubtTo7SqGgUb5QCRQOs+tIW3nOwweprCD/+6vqaM1FBkRhJCBAChMAFArP66zK0asnzfXtr75xqTqQFDOLzEJwNYdBpGUiKl/5EfMXb/AEeSssDwHECiAUYkhNlIJNRcOSYB95aVHY8JODXQYAxAMgHgL/wptmXkuIL0T/lrkqA8wFo5QDDRIWcfr73TZqM0nJ/tcMZNs69O0XRrZMKMRf2e8XIZ3Hv9+Iyy0VcD72jhb/d5QajRvgJQQGLkdIevPqrurNVVcHJ73xTtz/6ERMPCAFCoDURmJllzExNlKy+c1JiQtdOSkT9/AHYSBji8c0jJ7zw5sIyn17PVHdqq8go3uM6G+bx494ddmsBkOpHjUTZYj92VQIMAOieQcYkmRQtGz7QMKRTewXNshSkJUuRUvHDvsalvD5TTcPC9Ur4x/RfFu8Q94ftjhC8vaTcd6Y8NANYxedkH7jFzh1iGCFACPyMQCRPfpZxWEaGbO0jc9OlYgDV1V7i89DjC8O5smBkVfF0qU88QVIcDvonL9ntrb7adsl9LYfA1QowiDWCtVVxDyQnyB6fNTUpTSzGIFZCutz10WY5aBQYJvT9RV2GyK3iEsyHBdXBb79zv+318q8s2mYTy2+RixAgBAiBFk/g7gFxKXKWeuqmrqr77787lWGZyz8TG+PUuYoALPq4ovJcZeClsxL7WxfKwTbmVvKZFkzgWmZH5C1YwsDSsSNMQ7IH6dnG/Nr7/QItPDPFDQm6ny4/X2QkhuNv39PAf76h9rs6e2Da+1scB1swP2IaIUAIEALfE7i7j653fLxs+ZhbjZ2yB+kR3YiXksvh8/n5SP6EFZbanYGwkH+xJvDl7iN/b/kErkWAYV42MGVh05OpSZK5996VkpKaLPuhhtYlfD9no+HNNUp4aeav144Wl13EyL/3P6rwnC0J/JMKBt5dQLJitfyZRCwkBFo5gdm9VSbMSh5q20b+xMNz0uUGHfuL+JcfI9pwUAo92nAQr730y8jFz5ZVBmDhxxXnSsv9z3lT6z8gwVexM9GuSYDFveDZWYauUhm97L7pKb16dFX/pCbwzzG5fAhsDRS0T+R/k6AYvLVtl1NYvd5WWmcL/lkalq0lqdZiZ9IRTwiBWCMg1vRVaw3ZCSbpu5MnJLTp1V2Dfjj3cWlvH35XCy9MbwCtEv8mjtMlPnjlzZI9HO/LXbTNR7bkYmjyXKsAw9xMUAhy04ZpkxL7Z92iBflvvwQ3Gl2DOwzLPq3iDx/3beUD4QcWFNuPNfpm8kFCgBAgBK4jgXsGGTurVfSbAzK1w3PHxFOy89l3f/U6VcXA4g2KSwaj/vgmjsNw6DsP/86HZZu5Mtu4JSVw6eCZ6+gr6arpCFyrAKMZ/eO6yBhq+ZxpyTf37qGGi3lNr9VEcSn6+GkvXl5Y5a6oDD5FB4WPSBq2a6VK7icECIGmJiAmJeLoUG56G+l7D9ydJiYd+s2lZ7H/ywWjXrQxkqLylA+/uqB0TyBI37F0V02JmFCwqX0g7d0YAtckwOIecCVveqVbZ9X0SeNNcSmJMnSVR94u6X0wJIB1bS2/60DDNpeHe+D9b+zf3RhMpFdCgBAgBC5NYHaWoZveIFk4fLC+39jhRupi3vvf4vWH97Tw1zt+mQvhUvfU1IXgE2u169BR71I6UPd/pFRr7MzEqxZg8bxbaV9Df7mKmT8jP6nnLT3UtETSBCF/P2KLMYbDx7zwiaXGVVnjnyoJ1W8gky92Jh/xhBCIBQKzsgz901PlG+bOSFGIGawu9xJSUkPDW18o4eXfCEb9+TL0we/ceMknlac8Xv5Jb5rdSgKxYmHmAFy1AItFGFit6a2unVRTJt4er0m8RHq1XyBCNAAWI/4av4Li9oThvwvOcadKfH/hWH7hx1tdjthAT7wgBAiBaCcwLcugUUupOzu2U85/+J40VnqZvV/R30+2yEHKYsjr3/jtXIeLgy+/tvs3fFO/KszaZi7ZRPaCo33uiPZflQBffPtVqJi37siN75GYIKMqa4Jgr+cACxj63qKFlERpJA3l+YuCoLw3lFRrQUK5IEVxDCS095f8EAth7XA4cdYPSTo36OiTwIc88PYHZcLR494NPI9/995W24lYAE98IAQIgegnMF0MvmLQqz27q0bfOz2VolgNuFBvcAYSITVVC6ztYwD+p8+6Py7Uwp/ylSAxZQPHASTF+YGyFQHg86dDxPiX8qoArPqyDsS0vl06KqFzRyXU1AXxGwvL9vsFuGvZtshzsPFvMtGPOiY9uCoBFrNgKcuM96lU6C8pCbI0RCHQqpnIf0dPemHM8DjIvFkD5yMBEQjyDvDtubawfu0OCHpqID+vA3RIqgca/D9ARRQImsHwzR4Btm/eBfFGOeSOoMGgdMHywnLYtc/lDASFxVIB/vUGyY4Vk5OROEUIRBOBOQN1bXiBnieTUXn9e2s106akIptLAQVfcOBswNC5RzeYlNsJaNtn34trmY2G/xRp4Q85clixyg5ShQ6Gjx4EPZKPAOU7HtFUMRvgt0c88NnntdCvlwYqq4Pg9oZBEABKyvznuJDwnDednAeOprnya7ZesQBHKiFlmcYgGj+ZaJL069FVJe3cXhmp8rHvUAOcPOODSeMToH0b+YU3YASC6hYoPpYMhUs/Al+DHR76/WjomlIFNHb/SIBp4I15YF1TCps/Xw1J6W1h5mQ1xKvs8ImlDOpsHD5T6qtu8IQflXKy1eRccCxMP+IDIRCdBCLlWKWhHJmMfjMlUaJPMEnQ3VPToaJOBq+/XwKuegd0u6Uv/OHJOcCUvw6AwxFHC7bLQQAF9GijgNde2wAafQKYZ0yHgd1qgXLvBgABxMjnk2f9sKygEnr30EDPbipo8PBwrjwg5kcI2hzBXViAv7fdWb+elCeMzvlz0eorEmBRfM/0M2TJ5fRfhw3QDevZTS0X937FFJR7vnXBpu0O6NtbCwMytaBU0N+TwYwOnMwwOHxaAlSoAm5KOQsaSR0gOD8pz18IsDQFavhBsP9gPaQn+KBD3DGgeTssLaiMnC/2+XnhxGn/WqeL++O739SdjG70xHpCgBCIVgIz+sd1NeqY93rdpB7AMhTldHFw34w0CIEBjtt7QUO4DaSmqKCdYiMg79HvV4sfW6yBR3KCoNUlwxH7QABGCZ0zKND7VwDifih/Lqaf3L7bBVt2OGDksDjo30cLPh8P5VVBOHbS4/98vX03xwvz/en1hSQgK1pn0ZXtAYu5nzsB4BdHDTOOHNpfp4o3nj/vtnOfCzYXO6FrJyUM7qeDX6ZgQwASE/h5LVDYBxKhFhBwl6BGAZYlg9dHgYz1AyM4wOUKwIKl5TCgjw5SkiR4+crq+pJzgWdQgF9OzgVH78QjlhMC0UpAzHqlVBtHt0mTLn/g7lRldW0I1m22w+/uSQO5Qg48kwBh0IBUggH5Tnz/9ltZT8OLn6lg/n0uwJQCODYdMKZASvsA/KU/2dIV94HFANTiPS7YfcAFg/vpYUh/HSAKwOEMw/Y9zmDRl7ZNHI8e/mB7rVg3newHR+GEavQbsBjtp5Qyr2T11kwdlW3QJCWcLyr9Y/Ed2EcLcXoWfr0qkthd4+eJuBSz/5Abvtpsh8kTEiAtRQZL/lfpP3jE/Z4nILz8YbG9IgqZE5MJAUIgignc3U8dp5TL7u/aSTXvwVmpbGl5QMzaB1PNCdCpvQJ+LRnCyh0yCIQQ3DX0R7Evv8HhxyJcvMcJ2QP1MHSAPtK+uC/86Zoa18Gj3mVMoO6P5HhmdE6oxgqw+PabqVbQb8+ZltK7a0clLeY53XfIDRu31EPnDkoY2Pdy4nvlgCLpKD+rEsorg/j+u1Oo1CQZWlFUw+3a51rkcXF/f39nffmVt0ruIAQIAULg6gnMyjJ1NMbRrw8fHDdy9HADLe7NvrW4DDq0VcCsqckglVw6DeUTH2hg7mgvtEvgL3tW+KJ1F0V4+24n7P3WDaOHx8EtPdXA8wDfHmnAC5ZW7AuG4K4Pd9nELbnGv91cvfvkziYk0CgBzgegVQPj7uzYVvHczClJbZMSZEhMEG75ok6w27nQnLuSJe0y5FRj6gFftF18u924zQE6NQPpKTJQKunIPu/FNgJBHr742s4V73Kd9YcE+YjBhoSh/fWSTdvr+eI9roUOW/B5IsBNOBNIU4QAIdAoAnf3M3YyxTGvDxuoHzk4S0dtLnbgtRvsPrkUObMHG5LH32ZCzM/qAJ+rAXh6mQpyOp2GcbcZQSH/IUbmcp2KInym1AfvfFAO8SYp3JGbAGnJMqiuDcLyldVVR096XznN2uaTGsGXI9ny/t4oARZTTlbh+JeyblHPHj/SpHe5w/DFBnvo2CnPlxhQj9zR8WmD+mnpHwdeXc5VcVJ9d9ID4v6J+LstPU0O6clSkEgocHt42LitXti1z1XT4OLncTwO6DT0Uxnp8vYV1UFcZwv9NcwF31tY3PBD1MLlOiR/JwQIAUKgCQjM6qXTyXXMLJ1W8lKCSSIpqwyUOhzcK0BRAb2afmFQP61p3CgTEvPii8FZ2/e4YH+5FhAjhTsGeaBNqhx+LtC/ZZb4PNy8vV5Ys95WwtDU5i6dFDNyRpsY8Xn7xUa75+tt9gKXw/5AwREINYF7pInrSKBRAiye+1VXxz2UaJD+uWNbRWptPResrA285vXwn2IMveON7DNjhhvb9OmluaJfdqGQAB4fHzn3plDQkUPnJ077YPd+F3/2XKCywRP+Z4hnVoS5UBBRVE85i7IDwTAfFsBSIrWfIr/4ruNMIV0RAoRAhIB4GuT0IH2qBKgchqZSOR5vF7zhb8S/UQpmilpFzcvsqUkcPdyIxNwItbYQ/HtNHMy81Qe92uNGLz+L7Xl9POzY64KvNtefrq0LPA1AnZQrqD+mJUnvNOhZurQsUFFZF3yhRGJfQJ6H0TdBGyXA4hmhaVmGFAWLZikUdDIXxrv8YX7DWaq+KjmsVUt49t7kBMmjQ7L0yYP66UCtavzyiojM4+WhtNwPu/a7hHNlQc7uDK0Jh2EphIOb397qcl7Y20Cze6uMAQrhKrXbSSZb9E02YjEhECsERBE+kqlX0zJa6aqx2deegqDoW36mXqtkqRFqJTMrOVE6Ji1Fyt58sxFe/9IECx4WH2W/vMTVQJ7HkbwJP84jLT4XxeCrTdvrS2tqgn+TSukVdXV1IYnK0EFGowksS93OhfEmOgDvLNhrqyZ7wNE3uxorwKJnaHqmIlGQSiS0R2pberDGd1EYZ/U1JSBWmJJglP75gZmpqW1SZSBWMjp20gcHjjSA0xkGmYwCjZqB+DgJyOUU1Nk58HjDUO8Igy/Agz8geG12bmMwKFgR8DtkNfWn5l+Y1NGHlVhMCBACrZXArAyQnZGNagAAIABJREFU8cn6DoxAZapV9ATKkJobBBnTO6EGFHIqskqoUtLgaghDIChEkmwEAnzkxSWzpwZ63aSOxMKcqwjAux+Ul1TXBZ8LuMPWjw+dz4N/Ph+DWk9hOo2SMLWLttmqiPhG52y7EgH+VQ/FCXF2oHGsUcu89Ps5aV0T4qXU+s12OPidN1RVE2AG9dNRtnoOzpb6gZUgId4gQXo9i06X+rna2uA2P1IfDqlShinrj04Na9nSpeu+F/fopEqsJgQIgdZOAOUPSJWpuUC6M6nvZ9JAVZE2VNFHqaRHGPUSKsQJUGcPReqnd++ihJREGXy+3gZqNQ29uqshZ7QpknTj32+XHAv48EPpO22bSdar2JtSTSLAkT3iSuN9t/RQPzl+lDH94GEvv323s8bu4M5gwD1+Pyddt2l7vXD4mLcUUZjq3E5pGpUdJ9+ywxk6fMy7zOcTXnImDdqIEMosLCysjT3MxCNCgBBojQTy8vLiMcZ71ZVfD1XIJfM6tVNM65+ppVevr+Orazg/TSH6pq5K+dgRRrHqW8Af4Ct0WkY2uK8uuU9vLVpeWF1x4rT/JXdK3Vsk41XszaAmE2BtRfzcLp3kf4ozsMknTvvq7A7u5RDHG2iKemDy+ITkbbsc4YrqwEKKhl06teSRPr00XQADte9ww9oqO/9/7viBjyGEdlgsliWxh5l4RAgQAq2RgNlsnoUx7q+v3fqaUk6/2zZdPljcjjty3HvU7+NfBgR901OkD44cFsd8WFDlCHHCSpqiduo1zN+7dFSa/EGh7tvDnvmnJXX/JHEvsTeDmkSAI+UJBxhv16jpfwoCTg1x+FkfR/2P5rmbEY3mJ5mknZyusM3HcbPAi7fTKnakRkU9wjKot9PDrw17Q4/XpwxvCwCPWyyW0bGHmXhECBACrZGA2Wz+EgBe1ld9U0UxaKFMSvcJ8/gwF+Cf4Pz121iFfqhEyq6MMzCyyurgMUyjB2k+dBAhdjojoV+SsNQ5T0Po9+mk8EJMTp8mEWCRzJ2ZaqNKJrtVwIKU56ivluyuq8kfoNErMfsnioJswGhDKARvL9trq8rvblIpVLgzRUEfHgkH/VhxoE7agdPpdKUIoZ6FhYX2mKRNnCIECIFWQyAvLy8OY3zQ6XS2McERmcwf7kVTKInH6Jycs+8T00eKJQ3DAvMMBXiYgOFTmkEvLtpm88wZoNGHeckAjDDDA/76o531Da0GXCtytMkEWGQmlugS/5+8tzJwIWAAze5rSOVo3iQJstVntLbaHy+jiPmlK+T1vov/lpubuwhjvKGoqOijVjQGxFVCgBCIQQI5OTnTEEIjrFbrPRfcQ/ndgf1xwoy5mcCGKW0aZujEMIXLl25zlF2MaI6Ufs3IkCwpKQnEIB7iUqQGYAu6zGbzWITQw4WFheNbkFnEFEKAECAErphAXl7eaozxmxaLZe0V30xuaBUEWpQAjx07ViqVSsXSWt0tFsulT623imEhThIChEA0EzCbzToAOBIMBtutXbs2kqSDXITAzwm0KAEWjcvNzV2GECqyWCwryHARAoQAIRCNBMxm8xSMcY7Vap0ejfYTm68PgRYnwGaz2QwAMy0WS971QUB6IQQIAUKgaQmYzeZCAPjAYrFYmrZl0losEWhxAjxhwgQFTdOnBEHoXFRU5I4l2MQXQoAQiH0COTk5aoqijvM832HVqlViyl5yEQKXJNDiBFi00mw2r0AIfVJYWLiSjBshQAgQAtFEIC8vbyLGeKrFYpkSTXYTW68/gZYqwOLEnUwm8PWfEKRHQoAQuDYC4gsEAHxK4liujWNruLtFCrC4hIMQOiEIQnuyhNMapiHxkRCIDQLiFhpFUacxxp3IFlpsjGlzetEiBfjCMrQFY7zQarWuak4ApG1CgBAgBJqKQG5u7gSE0ByLxSIGk5KLEPhNAi1ZgMXw/bEWi2UaGUNCgBAgBKKBgNlsFrP4rbVYLMuiwV5i440l0JIFWDzIfiwYDLYhB9lv7CQhvRMChMDlCVxIJFQKAF1IIqHL8yKfaGGpKH8+ILm5uWsRQq+TVG5kqhIChEBLJyCm0sUY/8FqtY5t6bYS+1oGgRb7BiziMZvNcwBgsMVimd0ycBErCAFCgBC4NAGz2bwYALZaLJaFhBEh0BgCLVqAx44da5JIJAddLlfapk2bwo1xiHyGECAECIHrTSA7O5vRarVloVCo59q1a+uud/+kv+gk0KIF+MJb8AaM8YtWq3V9dCImVhMChECsE8jNzb0NIfSUxWIZEeu+Ev+ajkA0CPDvMMbdrVbrg03nNmmJECAECIGmI5Cbm/s2QuiIxWJ5o+laJS3FOoEWL8Djx49PYRhml8ViSb1YqDrWB4X4RwgQAlFFAJnN5vJwONxv9erVFVFlOTH2hhJo8QJ8YRl6C0LomcLCws03lBbpnBAgBAiBnxHIy8sbhjH+u8ViGULgEAJXQiBaBPhPAJBqsVj+eCXOkc8SAoQAIdDcBMxm86sAUG6xWP7d3H2R9mOLQFQI8IQJE9rSNP21xWLJiC38xBtCgBCIdgJms7mE5/nhq1atOhvtvhD7ry+BqBDgC8vQOxFCjxYWFhZfX0SkN0KAECAELk0gLy9vAMb4NYvFkkUYEQJXSiCaBPgpANBZLJYnrtRJ8nlCgBAgBJqDgNlsfgkAnBaL5cXmaJ+0GdsEokaAc3JyOlMUtcZisXSI7SEh3hEChEC0EDCbzacEQRhXVFR0PFpsJna2HAJRI8AXlqH3C4JwX1FR0Z6Wg5BYQggQAq2RQE5OTh+Kot6zWCy9W6P/xOdrJxBtAjwPY8xYrdZnrt110gIhQAgQAldPIDc39+8IobDFYpl39a2QO1szgagS4Nzc3B4AsMJqtXZtzYNGfCcECIEbTyA3N/c7AJhitVoP3XhriAXRSCCqBPjCMvTRcDh85+rVq7+NRuDEZkKAEIh+AuPHj7+ZYZjlFoulW/R7Qzy4UQSiUYBfAICgxWJ57kZBI/0SAoRA6yZgNpv/HwBILRbLX1o3CeL9tRCIRgHOBIDFFoul57U4Tu4lBAgBQuBqCZjN5oMAMNtisey92jbIfYRA1AnwhWXoUxzHTVizZo24B0MuQoAQIASuG4Fx48Z1ZVl2FTkSed2Qx2xH0SrA/wIAOzn8HrPzkjhGCLRYAmazWUwKFGexWB5rsUYSw6KCQFQK8IX0b29YLBZxOZpchAAhQAhcNwJms3kvQuh3JC3udUMesx1FpQADACUmQAeA4RaL5XTMjg5xjBAgBFoUAbPZ3B4ALhaGEVqUccSYqCMQrQIMZrP5TYzxWavVKi5Hk4sQIAQIgWYnkJub+xhCqK3FYnm42TsjHcQ8gagVYLEINgD8s7CwcEDMjxJxkBAgBFoEgby8PLEa25OFhYWbW4RBxIioJhC1ApyZmcmmpaWVY4z7WK3WsqgeBWI8IUAItHgCubm5aQihPWVlZal79+7lWrzBxMAWTyBqBVgkm5ubuwgADlit1tdbPGliICFACEQ1gdzc3D8AQC+r1XpPVDtCjG8xBKJagPPy8kZijJ+1WCxDWwxRYgghQAjEJAGz2fwNQuj5wsLCr2LSQeLUdScQ1QKcnZ0t0+l05wRB6FFUVFRz3emRDgkBQqBVEMjJyUmgKOqQ0+lM37RpU6BVOE2cbHYCUS3AF5ahlyGEvrFYLAuanRbpgBAgBFolAbPZPBdjPNRqtU5vlQCI081CIOoFOC8vbzzG+FGLxXJbsxAijRIChECrJ2A2m9cjhF4rLCxc3ephEABNRiDqBXjUqFFKhUJRwrJs54KCgvomI0MaIgQIAUIAAPLz8w0cxx33+XwZ69at8xIohEBTEYh6ARZBmM3mFRjjtVardXFTgSHtEAKEACFwYZtrNkJorMVimUKIEAJNSSAmBDgvL28ixvhei8Vye1PCIW0RAoQAIWA2mz9HCL1fWFi4ktAgBJqSQEwI8NixYzVSqfQMy7LtCwoKXE0JiLRFCBACrZdAfn6+luO408FgsN3atWsbWi8J4nlzEIgJAb6wDG0BgE8tFsuy5gBF2iQECIHWR8BsNotRz5MtFou59XlPPG5uAjEjwHl5eVMxxlOb4osyD4Aq6WuKpyh+EI+ARgFh3ZIDTmdzDwZpnxAgBFoWAbPZbEEIfVJYWPhJdjYwaT5tGg3UAMC0W+2wrZt/CoIty2JiTTQRiBkBHjdunJ5l2VMsy7YpKCjwXO0gzM1MVoTYwDSWoW41xkn68mFMO1zhDWGO/48nvf54QQHwV9s2uY8QIASih0B+fr6K47hSjuM6GBybWUpgZymkzGC9nu0VCmGvwxm2cliY/0GxvRIB4OjxjFjaUgjEjABfWIb+HACWWCyWFVcDeG6mXstLqd/rtOz0oQMM7VOTpQzPYzh6whPYd9Bd5HZyjy3eXU8KP1wNXHIPIRBlBMxm8xSM8WxD5Za5tAT9OSFeOnHYAEOSychSXh8Ph79zO/cf8nzA8fjZRdts7ihzj5jbAgjElADn5eXNxBiPu5rjArN66XSUkn4iPk46M3ugLkEqpamKqgCEeQwGHQsHDrm95dWBd/zhwMtLt3tqW8DYERMIAUKgGQmIxxuZUMNBnfvbdulJ8olDB+g0XBhQRXUAaAqBUkHD7v2umrp67hUXL3uroLjc34zmkKZjkECsCXA8xvgYy7IpBQUFjf4y5GebVOoQ/lO8kX3o1sEGU72Dg2OnfI7qmuBSXgB3m1TZfekp0vh9h93nHK7QtFKZY+emTRCOwflAXCIECAEAmDBhgoJFfIXBdWBteiLKGdRPrzxXERBOnvGV1dqCyyQSStUmVX6fKY6V7trr2stxaFpacd2ZeQACAUgINJZATAnwhWXo9RjjN61Wa2FjIMzomaBkVOE/GrTs/aNvjUsOhQTYvN1ZXlcf/A8jwGdhgQ6zcng4LUn6QHVtSOUP8P/jAZ7+sNhe0Zj2yWcIAUIg+ghMHpM9Vc7VvpmhdVEjsw3amtoQv6nYcdTrE15CTOArHJLrlCp4PCFOOq28KuAPhfECr5T6R8GmuquOP4k+SsTiayUQcwKcl5f3gCAIgxuTND1/QKpcjQMz1Wr6iXEjjem9e2ioAmt16OB3ng2BIPfQkh3OEjEiumxgUlpYCOXSFOqPMRwLo8A7ZBn6WqceuZ8QaJkE7sxUG2lNamGK2t1v4u1xbEqSDH24otJz5qyvwM/jRz/aWd8wNxPYoMzQicJ0HgLcDWO8nQ1JFy3YW+lrmV4Rq1oigZgT4IkTJ6YKgnCQZdnEgoKC0K9Bz+8OEqXaOFohp+ZNGG3qMbiflpVIKNi2y8Wv+aruO3tD6L4Stn7PhaVmNC3LoGYESMMMcp6T2mvIEnRLnM7EJkLg2ghMyzJoGJqaatAr35x8u5bu01ODgiEMG7bYQ19uqt8SCqO56VtrxB/mgvjj/Him2sBImUTwSGqXHqyxAVmCvrYBaGV3x5wAX1iG/kYQhJeKiorWXGo8xfN8GZyhj5xl/t9tQw3DRgwxyLUaBjAGcDg5KFpXF9x3sGGNy8u/5G+wHyg4Ar8q5K1svhB3CYGYJSCuiKkgMEKrk744drjhpqH9tSCTUsALGCqrgmD9os516Kj7kxCH/p0xtu70vHlkvzdmJ8N1ciwmBTg3N/ePANDDarXe83OOkSQb/RPTpVLhhX69NTm3jzAq440SoKjznxSPHZVVBmDj1vrg/sMNG7xuYUHYz6xferCGVEG5TpOSdEMIXG8C4o/yNmHjzTo5/fKgLP3QUdkGRqNiAF14QoY4AU6d8YvPBdeh79yrgoHwe1LBWbxgL3DX21bSX+wQiEkBnjRpUrtwOLxHIpGYCgoKfpI446FskyoswD9u6qyaOXZEnDYjXR45Qn/0hBeOnfSAPyhAYrwU0pJlcKbEx329zXGg3hX+IhyCt5fttVUDOXAfO7OfeEIIXCAwu68hTaVl/9W7hzp3zHCjNMEkgWCIh4NHPXDqrC+yOpaaLANTHAuHjnp93+x07PD7wkVeOb2QBF6RaXS1BGJSgC8sQ+9ACD1bWFj41UU49wwyqhFCj6TES34/cXx8fNdOSqAoBEePe2HdJpu3pDzwUSDIOwxadnK3TqqMwVk6urouhL/abLdVVgWLhBD3QvpuV2T/52qBk/sIAUKgZRG4++a4FLmWeqp9hnzWpPEJyjZpMgiFMOw72AAbt9prKiqDH2HAknijdMrN3dSmPr006NhpH79xa315vSP0sS8Q+s/yvW47+XHessY1GqyJGQGOBERkKU3SIBvMOOBs+DYv73EAyCgsLHxAHIgJmckKExt6QK2mH5k0Pj61by8tJZVSYHdw8Elhle/oSd+bXq/wPoX9DUBJsuUy5uFePdR9MntqZCEOw5ad9d4zpYEVngD/14921pdHw+ASGwmB1k5AjFYOUco4SiL3LtpmE48I/SRl5IyBCfEs5h9LSpDMmZKboO/WWYXEZedz5QH4pLC6puSc/xUvJ/wP0wLNYnq8TkU/0KeXtmuPriq63snhzcUOW0Vl4D0B0D9JNqzWPtuu3P+YEWAxkxVI6XkAWMEA/K0mfpCKpulvLBZL/O87dJB6TM6JSgX99O23GbsM7a+jxSw2gaAAq7+ycd/scGxze0J/8BY7jhYA8GKEtEKjHSKVsJPapMgmGLRsUmlFgLLZudowx+eXKBzFJAr6yicbuYMQuM4E0Ix+2gyaYv6KAWqVMur5t350TjeS/U7OzIqLk/w5b4wxsU8vLcWyKBKIaVlb5925z7Wa4/H/LdpmqxKFW1xBE3g8UqWgJ6elykap5LThdKkfHC7uMBaoSRk7606T1bHrPMJR3l1MCLAomFqtIUelYv/j8fLyYJAfvnSP47DZbN5HY+5xTd0OQSql/t/Y4XFZwwYapGJwBcYYSssCsOiTSld5VfAhioJVQjiUKCDmLgojGSD+3TASGAazPRGCZAGDFiHsBSxYMnY4z5EvWpTPfGJ+zBMQc7sjFXO3TIr+4fbwJeFwaPiHuyJLxZDf3aRSqflxep3k2fGjTV0GZGppMeKZ4wQ4ctwLH/6v8ozLxd/LhG07g4yxKyA8BTA4BT+zUKIKxQsYemBA8RgjNQJcE+S4QrIMHfNTqskdjAkBFs/uqeX0f3vfpJl84rSXczWE7nA56zdzHc1PUWFfjwTPPjp7UNyoEUP0CoNOEols9Ad4WFFUG9zzbYPF4wk+CRTo5FL20Zu7qyccOebhnG5ucpncsUN80x3bAaQqrV5mUjN8/KY6HxHfJp+HpEFCoMkJzOqvyzDoZO90aq+89cgx9xmfn5ucNspxdOcyYE0JxoFGDf38bUPjsob21zMKBQ3iw9BWL25JVTsPHfMscXsD/2AZaQ+Tnv5Tu3aK7G8PeU77wsFJHYobxJSTeFY2SJ1OnSyedoYW7AUx9S2piNTkoxjbDcaEAM8ZoDHIlbLVd+Yl9fumuN5/pjTwQjAYWOAz9OolSLVF49oe48fcGqdONInHjVAkotHp4uC1Beec5yr9cyGMSmRK+pGBfbS5PburVSss1bby2uC4dqPte8hZv9j+AhDvYpfAjP5xXVMTpZ/njDK2WbPeXllVE3o65KY+pZWhdjqV9MUB/bQjRw4zSHQaNvKjXHwulJb54b/vnTvlbODvQwKmtHrmySH99cPSkmWSD1dUHnEFuNuXbnOIFdGI2Mbu1LlunsWCAKM5A3XpKqV0zcP3pHXfe6ghvHWnc5fHzb0gkdLjG4x97p070s0MvZkChjnvrrjMVLzHJVi/rCupd4T+KZUywwdkasYPztKpT5X4+XVf2w473fwdi7bZjl+3kSAdEQKEQJMRyM8HWnnO0Dc9Rb5q9l3JxnWb7L493zZ8xYWFd+Qy5t6eXVXjckabZOKRw4s5ADxeHr7eVh/+fIPtQCAgvKnTMHcOztJl9+6hkew72BDauLV+oyscuuvjrS5HkxlKGmrVBKJegMUvmqwsro9OzSx77ME2HQQBw6ZtDv/+ww379Tq2hzS5gzoxQQ6zR/yQotXn5+GDT6rwt0cbnBjg7MA+us7Zg/RK8Zfwe8vKPafO+F+oDwffLShuqG/Vs4M4TwhEKYFZ2SADn25MWqpy8aP3p+uqa4N441aH89hJ77GMNFlmzph4Sfs2cqDpHx6BtbYQLPq4gj911m9TKumqof313Yf017HiD/Z3l1ZUVFcFnuEk6k+WbCoJRCkWYnYLIxD1Ajw3M1kBitDDHdspH7t7SlK80cBCVU0IyqsCkXqdIFPD/M+18O5Dzu/Rh8MYvjvpBWcDBxRC0K6NHExxEqh3cjD//XMN5dWBv2IMaQiQEgB9S6PQioVEjFvY1CXmEAK/TkA8XqSW4Sdv7qa6f/rkJAXLUJFnQnVtCOL0DLTLUADzI/EVWxJ/mH93wgtePw9SCQUd2ipAq2bgzDk/vLmorKTBzb2AMboZIRCwgIqRQlVIxJjMwmshEPUCfNdgrV7HSlfkjDENHdxPJ4mI7s+uh97Rwp/MHmif+JOkWD/5lBgVXWvj4PWFZZzDGTrao4u6/bGTXuT0cK+AwL1xMXryWmCTewkBQuD6ELinj7FzXALz2cRxCV0yb9bQ7IXtpyvtXcwDLWbCenNRuZdh4FT7DEXXg0c99mAQz0Ny1YdEgK+UKPn8jwlEuwCjewYZk5QKet3Ds1K7d2inAJr6pUtLNiqAoTBMzxYDFX/9Es8FHznmiURIB0MYr91oq613cnexQfsWkvOVfHEIgegggAHQrCzjLanJki9/d096nJhW8mJO5yv1QAzMcnvCkaNJPC+A0xUW1m6wHwkF+DtSd9iPkxMRV0qUfD5mBHhWdoaM4rzTkuMlf3twdmpycoL0kqN7rJyB+WuU8Ob9rkaNvrgU9fFn1YH9R9yfePz8Mx8W2ysadSP5ECFACNxwAuKpCJaVPtguQ/7Ug7PSlCrlL1fFrsZIcY942adV9SdO+d6tp+EFkgP6aiiSe2JHgHvpdDItu2hgX+2YCaPi5Totc8nRFTDAA2/p4Ol8N7SJ//VlaPFmsRrSqRIfXvK/qrqa2sDdnob6r0k5QvKlIQSih8CsLFNHrYb6cPhgQ58xt8Yx4n7utV7BkAAHj7iFZZ9WH/U04OnuXbWHxax519ouub91E4jaJWgx+5VSGXe7Sk2/fN/0lPZdO6mo39rnWfClAjQKDFOH/PYytLj8vLyw2r//kHuxpwE/v2R3nVgBiVyEACEQBQTEpDwspu5KTpI8P/fulLi0ZBkSz/7/2rX/DAspcTzEa3+7vkqdPQQffVZlO3rS99+Ak3qVlCeNgskQBSZGpQCLhRfODU7IkDLCf0cMjbtt1DCDTK269NvvxTGorKehxklB73a/Xb5TPAv4r7dK6svKA3cwnH0z2fuNgllMTCQEAECs6ds+GHeLTse+MeZWY++hA3SMhL3022+QQ/DJFjkUH5dEVsbSjL/9MltRFYB/vXXuuMMRmtR2d/13ZO+XTLmmIBCVApyfbVIZBHimS0fF3PwJifqkhB8O018LFHGpuqY2iN9cXF55rsw3RswnfS3tkXsJAULg+hG4e0BcikZBv9Cru3rKpAnxMq36fIarn19V9RS8YlFBRjwPc27zgVL220mtxG2pk2d8wltLyvfbHL4xy/e6bdfPK9JTLBOIOgGOZLgp0fVQaSQfzpyS1L1nNzUlaYI9HnGQxYhHuyOE/7vgXN25ytBUWdi2lbwBx/L0J77FCgExX3uCyTA80SRdfM+dKQnt2sjRj5NsXPRz3X4pfLpdDvmD/DCyV7BR7ovJfc6U+vHr75874vTwU9qT6OdGcSMfujyBqBNgsSQYS6MXe/dQT8+fkKA16NnLe3kFn/AHBCgoqgnu2t9g9bm5xxbvrhfzvpKLECAEWjCBGYP06ToF++qATN34vNvjJWJlox9fbj+CResVUFpHw+N5HkjU//ae789d/VGRhg/DPH6G1P5twZMhikyLOgG+u586TqOWfzUjP6lXr+5q1FRvvxfHTDx4f7bUDx8WVDkqqwN/pQPC0gV7HY07vxRFA09MJQRiicDMvobuiYnS9bOnJieKGax+/PZ7spKBf1lUMLBrEKYN9QNzFaeSQpwAh4958LKCqhKXk/uz21O/ipyOiKUZdGN8iSoBjgRZBOKz4kzUBw/PSm+fliK76gP2v4VbPHKwYUt9eP1m+26HU5i5ZGfdyRszPKRXQoAQuByB/AGpci0THJeRKnv/4XtStWJOd/ESt5Q+K5bBVwdk8OBYL/Rq+9sBmJfrx+UOw9r1Nv83xY61Lj50LynKcDli5O+XIxBVAiwuPyOEnk5Pls69f0aqPj5BAQG6M9h88RCXkAZy71eAQuKpoZ8GVWAkA7dkIHiDikgeWIn7a4DwDy+1Xh8PG7bWQ0NDGFKTpNCxvRLEN+F3Pyi3V9UEppGzwJebRuTvhMCNI3BvliGVltL/6NpROeW+GSkymUIFld528FahHSRKIzwypgz0soZfPBd4SgcNzAAIcjSY9GGgnV8DCOf3hc/Hg3CwYasdBB4gI00eyRlvc4TwOx+UHQu4w1Nd6Y4jBQXkLPCNG/no7zlqBFj8lavE/nsZGj3Uoa28w+y7UhmtTgtfbJfBmTIEppQ2MG5sO9BzGwC4H6qFYaDAzcXD6s002J0I+gzuD73anAE5dyTyZRMDLCprgrDwo0pIS5ZFhDcUEiKlC4+e8HrdHv7fPB98neSCjv7JTjyIPQKzh6hMAid9RCalZvXqrk6aeUcKtbdEC++uZUENPhg1tDeMHWEEacOX34urSEEAFmrd8bBqEwYe5DBwWCZ0iz8ITPAkAOYhzGM4fsorZsSDLh2VkUIN4r+Jv+0PH/dUBQL4b14k+6CguPy3EwvEHnLiURMSiAoBjkQ+V5h6sBR+JzFekqlRs8zdU5JBqTHAm0uq4OSJKtCbEuDR556FZL4AIFj5PSIMDNSH0uHV/26DOluQMO3KAAAgAElEQVQARk6aDqOHyEAd3gnAey5GPsP7H1VAcoIMundWghiIZasPwb5Dbr6qJnCU5+BlxCArCbxowplHmiIErpGAGPmcFB8/jGXhnaR4to3RKKPYxA6w44QUtP4y8NRWQUbX7vDoX34HSvsCAN77fY8CksPZOhO89t9NQDFqGH/nNBjW2wsS3y4AzEV+mJeUBWBpQRV076yC9hlyaHCHobouBPsONgTr7KEdwOMXPV6SKe8ah7FV3x4VAiwuPUsY9PcuHZUzE0wSrVhWbPqkZIgzaeFQeXuocCaBISEFeretAEWgOCKsP1wUBMAIe0q6gcuvhi5d0yFd+jWwIfGX7vk9IS6MYc+BBti4tR5u6amGIVn6yL+fKfXB2bKAsHm740C9I/SuNIz/RwKyWvX3hTjfggjM7mtIU+vYf3ftqMxBUoX0m9IUGHATgqnZLJyo6QB2XwIkp8ZDz7STwHrOC+vFCyMGGrgk2HO2C4SRGrp3NUIyWgtUSEz7fj5CWtya2rbLCbsPNED2QD306aUBn4+H0yV+MV2tf/N257ZAkH+7xmZfs/YUNO5MUwviR0y58QRavACLWa9KskztVSpUMHtqcg+thqE+XV0Ld+QmQJtUJQjSNAhAPMjkKqC9+y/s7f7sYD1igZN1Aw4rQcpyQPuOAPC+n9AXKyHt2ueCHftckbfgYQMMkXrCHm8YduxrwGu/dpxwuEL3eZ11O0n0442fuMSC1k1ADMjM8OkHJCbKVrTr2SFh22ktSqQq4ImZMtDplMCz6RBCJpDJaKA8ewH4X64UY0oJIWk34IEFOe0F5D0CgMM/iDQGaPCEYesOJxw54YH+mdrIf2IdYbuTg63FzuD6LfWb3X7+0fZj7Mfnzbug3K17aIj3V0CgxQuwmPNZo4m7PSFe+t/fzUlLF1NOvrGoDIb010GfnhqQ/uy83xX4/ouPikvPew64YMsOB/TspobsQedFWCxH9tkaG+w8zB1q8NF3Lt926si19EPuJQQIgWsjIOZ8lsiUc3hd2xfikzSyO/vb4fMvyiHvdhN06aD8yTGka+lJDMaKiPBOJxw47IYhWToY0EcLDENBdW0QPl1d6zp8zPMBORt8LZRb770tX4AjaSfx/+vbWzsn7/Z4vVjZZP7CMqBpgBmTkyDBJP3Vo0jiPg5C6IqOKokivGu/C4p3OyHrFi1kZWojIi+eDX7v45rQ2VBGDS9R3bmyaO221jttiOeEwI0lkH/7iDEcI//4lrQG7Z/yBcrp4uCtJeWQliKFaROT4NdKEIprY/gKnwsREXaHIz/Mjx73wK1D46BXdzUIGMOh7zx4yfLKow1e7i4/iYq+sZMiCntv8QJ8Yf/3n/0ztdPH3WbSlJb7oWB1LedwcvVDsnSG8SONrE7702xYF0oKwvFTvsiSkTFOAr9REOUXwyae93t7cRkEQxgmjouHLh0UkQjI5Surfbu+wxtrZV16YUrybq9evV6YN2/elaXUicJJQkwmBFoKgXnz5lEHDhz4C8LCAwnhk6Wj+uA+wwfpJfsPu/HKz+uCFMKukcMMxtuGxtEy6U8zbojbTMdOeqGiOghD++tApWQa/eNcFGEx9uSdD8rBoGNh0vh4SE+RRY4qLfu0uvb4Kc8r2Ct5a8Heyp/ubbUUcMSOFkmgxQuwGOmYkmSaYNSz/+7QVp5eVRP0V1QHPgyFhH0qJfP7fr00XceOMNF6HRsRyW8Pu6GuPgRYANDpGLipswrEZetLJWW/1IiIbRw+5oECa43b5uDWdemgGDZ6uNHYJlUGW3c5w+s22bfX+PVPeHWdnwAAHUVRM1auXFneIkeXGEUIxBCBiRMnpgqCsBQA3FJ35WOG8NnRRqPkHxmpMnVJub+uqia4EANVbdAyfx6SpU26bWgcJZfTkWAqcflY/GEt/hA3GSWRyOafp6v8LVTiytjuAy688vPaGj6Mt93UVXX72OFGuUZNw/pvHL6NW+2reHf4fhKkGUMT7jq40uIFGADQ7CEqIwpLp0gk6GaOw6cxClk4t6KcVXDj5Erm6V43qbuNGGxgkhOlUFkdBLGkoEZFQ1KiFH6tHNml2IpvzidO++CLr22+k2e9bwb8+DOWRVPbt1XMTEuW6SurAv6z5YEPXU7huWV7bVW5ubl/AIBHEUL/Z7FYLNdhvEgXhECrJGA2m80A8KogCPOLior+kw9AK/vr0miavZNlcNsgh/fzGIpY4PwYsdO0WvaxrN6a1GEDDJRWw0BZRQDEDHfi22tiggToK1gSE9+cDx51w1eb6mtKy/z/CvF8sVrBPtSxnWKiMU4iKynz28+W+98IOulXSJ3gVjk9r9rpaBBg0Tk0LcugZmjGhCQhe8YmZ4NYj3NWBsgg0ThSJqWmdmgrH5eUINX2662B1CRZZN/21956RaEVi3T/+O+Rg/cnvbB+i91/4rRvcTAQfJUONZSGGFMGQvx4pYLJC3FCZZDj59faHHsuHjuYMGFCd4qiPgWAtX6//9l169b9cNjwqoeF3EgIEAIigVGjRinlcvnzCKFxGOPJVqv10EUy4gmJsgEaXRjJ9D4JrinYVCd+9/CsXjodltM5WhVzR4cMxa0pSRJZv95aiDeJP8gv/cgTl5jFmJGfPxdE8f32iFtMTWsrKfPP94T870rlXpcQ1HWVUEyeTEaNDASEA/6wMD+0s/54AZDMWGTmNp5AtAjwr3okHkdI8+i7MAzqL5MzQzNSZeN1WkYvLjvLZRSI+0BqFR3JZCP+Avb6hMhZPjHTlZi0vVd3FYjLVOLfP1hR5T98zL3Q7/W/fVbuObFpE4hnElB+pl6jpKEnBWyDoKg9vmQTBH5skPiQUCgUL4o1wXmen7Jq1apjjR8C8klCgBC4FIEJEyZ0oWl6BQBsFQThiaKiIndjSc3KBpkQjOtJAR6oU7PZaSmy0VoNIxODs+QyOrL8fP6Y4cXnAg/+AA8KGQ1dOykjS9TiM6LWFoLFn1TUnSnxz+cCwpI2u+srxB//ovifHqgy0oKsGyBc7U21nyRpKRs7OuRzFwlEvQBfdOR8PdC4tohHvRGNDVIJdatMTo2M00nULItALCfGhQVISpBC5/ZK2LHXFTmq0LWjEsbcGhdZqv7Pu6UNpRW+PyGg/nc1Wa9yc3MnI4T+iRB6tbCw8E0yzQgBQuDqCOTl5T2MMf4TQugvhYWFn1xdK4Bm9ExQIKXQiQGhByBkkkqp25VyenCcnpGIbdbZuchKWHqqLLJyJibeEJese92khtuGGsDhDMO/3yktbWgIPkwHHetIffCrHAly2yUJxIwA/9i7GT0TlBJV+I8mk/SRWwfpjQcOu/HJs/4AH8Y4NUUquzs/mVq+soo/WxaolUkR3z9TlzBiiIFds77O9+1RzzsNfvTS0u01tVczZ3Jzc9MQQh9jjMsFQfj9qlWrbFfTDrmHEGiNBCZMmGCkKGo+QqgNRVF3rly5srSpOEwfokhSIOXT6cmye7IytfItuxxCeUUwQFGAunVUyiaMMqF3PijjHK5wjVbLMMMG6ONv6aGhVhTV1B4/432l2it5axWJcm6q4SDtiMursUhBPLpEU/Bym1TFXW1SpOqjJ7yuWlvwDZ7HUqWSmTVtYqJp9XobV1kT/AaAWqWWo3t791R35XnMHTnmK6j3cE99WGwXc9Jd1XXhqMTTGOPZFEVNKywsLL6qhshNhEArIpCXlzdAEISPEELLWJZ9rqCggG9K92cM0qerJezrGWnysQlGCXvgqPucy8W9wwNum2SSzcgZbZR/UljtbvDw6xBCO+L09KM3d9ckNbjDrkPfud+z29DzBUfqfpzntinNI221QgIxKcD5mXqtWkrNVynpPIFHwUAo/KqA0WI+JOhZKVWQkSbvWlEVcPuD/F8ZgVkepoQRchn1olJO6T0+4bmAM7RwyQGn81rnQ25u7kCE0AcY46USieQfTf1AuVb7yP2EQEsgkJ+fT4dCoacBYBYAzLRarVuaw64Z/bRtZRJ2gULODOF4ocLvC79IofDKMLC9FVL6fylJ0riSMn9ZWIDHvRzapJbiaXIJ9axcRrtdLu5JWY3t0/kk53NzDE2rbTMmBXhuJrCcxDhQEPBNiEIOFAh8tXi/x3bPIKOKD+OnEAVTEIYjAo//4ttdf0zWM0FGybkxgFAKwtzaEnnD2QsBWNc8MfLy8uIwxm9ijJMAYLrVai275kZJA4RAjBAQt2wAYBlCqI5l2QcLCgrqmsu1h7JNKq8PD0MUbgcClCkU1Pq3NtV5p2UZUlhAzwFCwzEIG3mWenbZFlvNndnJBkkweDsISMaHYdWyvbZfFhtvLmNJu62CQEwK8IWRQ7OyQbpkE4QuljcRzw7K+mnTaYq9SUC4xg/2QwXFcDFLO5qbmSxP3lsZEKMcm3r0c3NzHxLPCwPAExaL5bOmbp+0RwhEGwGz2TwJIfSyIAj/tVqtr18n+6lZ2SBZsilSvShStUXMNy9RGTowiOqAEH+2ROr47uIPcDHauTIzWbZgb6X4nPhZlZfrZDHpJmYJxLIAt7hBy8vL64QxFs8Mb2BZ9tmCggKyn9TiRokY1NwE8vPzVRzHPS8e80UITS4sLPyuufsk7RMCLZEAEeDrPCoTJkxQ0DQdefhgjO+wWq1Hr7MJpDtC4IYRyM3N7YYQ+h8AfO3z+Z4iiWtu2FCQjlsAASLAN2gQJk6cmCMIwr8xxvOv4/LbDfKWdEsIAIipWxFCjyCE/lxYWLiSMCEEWjsBIsA3cAbk5OQkUxT1EQDUsiz7u+YMQLmBbpKuWzmB/Px8E8dxbwBAEsZ4GglEbOUTgrj/PQEiwDd+MiCz2fwkAMyhKGrmypUrSZ3hGz8mxIImIjBx4sRBgiB8KB7HKywsFLdeSCBTE7ElzUQ/ASLALWQMzWZzPwAQS60tdzqdf9+0aZOYh5pchEBUEsjOzmZ0Ot0z4tE7iqKmr1y5ckdUOkKMJgSakQAR4GaEe6VNjxs3Ts8wzGsA0J7n+btWr1597krbIJ8nBG40gfHjx6fTNP0xAJRSFPWHwsJC+422ifRPCLREAkSAW+Co5OXl3QcAf8YYP2OxWMRqMOQiBKKCgNlsngIALwDAvy0Wy9tRYTQxkhC4QQSIAN8g8JfrdtKkSe14nv8UY7wVY/z0lZRiu1zb5O+EQFMTyMnJUSOE/kFR1DCO4yavXr36ZFP3QdojBGKNABHgFjyi2dnZMr1ePw9jPIGm6SmfffbZkRZsLjGtlRKYNGlSd57nxZWaL1iWfaagoOBidrlWSoS4TQg0jgAR4MZxuqGfMpvNYwFA3Bt+22KxiP9v6RfKzzYp1X7cF2j8KAjIh6jwk2nbnWXNkeazpcNoAfY123iYzeZHAeBhhNAfCwsLV7cAX4kJhEDUECACHCVDNXHixCRBEBYDgAch9FBhYeFV1Su+Du5S07IMyRIaPaZSMtkJJkk6FxL4Whu31+cXnm4rt307bxOQCO/rMBAXumiW8cjLy4vHGL8FAFqWZWcVFBRcdfnO64eC9EQItCwCRIBb1nhc1pq8vDwxOOs+QRDuLSoq+uayN1zHD4iJ608NMLVT0PiFlCTZrbffFqePM0ioUEiAQ0c9wS07nVsaPMH7luxwikXWyXnQZh6b5hqPnJycoRRFLcQYL7ZarWLAFbkIAULgKggQAb4KaDf6lpycnN4URS3HGP8vISHh7wsWLOButE3iw/5Elqm9WgqvZaTJht06xKCoqA7iE6d9IYQA2qXJpcdOe71llcEV/rD/qaXbPS31Df5Go2yS/ptjPObOncvW1NQ8gxC6SxCEO4uKivY0ibGkEUKglRIgAhylA282m3UY45cRQt0pirpr5cqV4lvljbrQrP66NizLvtKujez24YP08h37XHxpWfC0xxv+N1A0JMYxf+3cUZG8Y4+rxOfhZjJhx84Fe+GG/3C4UcCaud8mH4+JEye2EQThY4zx8UAg8NiXX35Z38w+kOYJgZgnQAQ4yoc4Ly9vJsb4KQB4zmKxLL8B7qB7swwpwFD/Sk+R3T5+tFF15Dsvv3O/66DXz/8ZIbTbHwhKVSrp3RoF8yePh1eFOH5tADOPLN9ZW3MD7I31Lpt8PMz/v70zj4+qyvL4uW+vPbWkshISQBARBKJIQDDI0qTFgEhoUEAExRH1Mx9mnHFrR2cc7WX8aGODLAqmERENSwgoorQgzSJgbISO4AZmJUtVUnvV2+fzStPIXkIFkqp7/6377r3n+zuvzufdd965kyZN1/wLAP5QXl6+ItEBYvswgStFAAfgK0W6A+eZNGlSLgC8q6rqQUEQntq6dauvA6f7+dBo+s1Op4GUn0pP42ZOn5yW4nSw6O11DaGj3wQ3yUJ4wRv7g03aduj3w9IcSJWGkwiGgoQOBYJoc1lVCz4POb5CxVWPoqIiM8MwLyKEhv70Gdzx+C4Xj4YJJDcBHIATRP+ioiKWYZhnAOAuAJi6adOmIx1t2uyBKSmkjr43NZX+93smp2X16WUkFFWFysN+ecOWpq89AX6er7XtYFkVCACASgqyOYsimBVKCa3c49KCL07EiqNI8dRj4sSJ/QHgPYIgNkUikWe3bt3Kx3GpeChMABPQ/hQxhcQiMGnSpNEAsFhV1WWbNm16paOsmzkgzUCZlAl2C/lfkyek9xl0vZHkWAJUFcDjFWHbTrew76Bnv8evPNsmMfs3VzaEOmoteFyAeOoxceLEBQihhwDgkfLy8o8wX0wAE+gYAjgAdwzXqzpqcXFxGkJoOUEQsizLD1VUVMT1Xeu8fKAl1naj2cQsHD3CNujWghTKaKBAUVSQZRVkBcDdKsDuAx5hf6X3sNcnLeIoqWLJbq8HP/XG3zXipYfmNyRJLlFVlSUI4v4NGzacjP9q8YiYACbQTgAH4AT2hTvvvPPfVFWdpyiKFoR3xMnUaIatyci+XnCjZeSYkTbGbqUhHFHgs0qP+mWVXxBEUHvk6JjBA0xEXQMvbf2ru9rtEXbIsvRC7meeGlwNK05K/DhMXPQoLi4eRRDEUoTQGxs3bvy/uK4QD4YJYALnJIADcII7RnFx8QCCINYCwHqapp8vKyvT3sdeqLX7xLnez0b/7DmG/kPvXvoJJXek6TPTWeAFFfYe9Kg7drfWtbiFlxVZ5fUGan5ejq73hLEOJhSR1S3bXL6auvAeQVD+I5DT+nVZGcgJjj5e5nWoHqLKPtVmv7FERWgKAEwrLy8/FK+F43EwAUwgtj9bzCmBCWjZrCzL/k5V1cEIoenl5eU/nMvckn7A6AymXCCZYDjb3XhGkETzRjjSFQU9n5HOTJlVkmHOy9FFg0N1XVhdva6xsaFReMIXpD6QICwaGXUgy1CP53XX31KQbzGYjBTavssd+e5E6KOwqD68ap8bly68iM9dCT2+qqUDPkOP92XSsKC8vFx7RYAbJoAJXCEC+An4CoHuDNP89D3ns4qiPF9RUfH2GWtCc26y5Kk0tRQUVUQk8cDKPa6G9j6zhpjsFMU+kpbK/Mu0O9PT+l5jQDSFoM0jwtvrTwarjgXX+Xn5t/W61sZUHmhGsdEkqLkcS05OsdDTOIbIavWIRDAk10oymlGrdx3aiWtCX3AnoiP1YBkqz+0R6XBYqZEkZQrWozPcoXgNyUYAB+AkU/xnFY0OMwzzRFlZmVdDcM/NNrORJeaZzfSTnjbJFxGF29464D2h/TZnuMMEijLVYWeeKClOz+vf10iyDAGiqMCRowF1zYbGanerMJ2giCpFhnyKQo/KssqrqvSUTEghWqIyZJJ0IBUsoKp+RlIPLK9s075Vxp8hncf/OkoPwZRBC3TaQqRKTp2/+jVCDNZiPZLsTwCb22kI4ADcaaS4cgv5WU3fEm1LeuPGjV/OyHdk2G3Em0MGWQr/fsTv9gTFmV63e7chNZcgxOAoWwr1u+JfpfbLH2CidBwJWn3nNo8EK9bUe789HlockZTXaBINtlqop/MHmG/Y+7m30eeLTAnleA9pW9mFhUDlAlDBFlDKqqIlKHHwvYDkHaGHS0l9JmTs+TRCaB3d1PSigd2nYj2u3H2HZ8IEziSAA3AS+4R2qg1CaJmW+Wpv3rnOatV9ePfktD4ffuL2/FATeUmE8OtI4bqbDeSfRo+0DxkxNIU2G6lo8FVUgPqGCPx5ZW2tq1WYrSrIYLdSz4wttA/MSmep0ncbTrS4pKJVB1zf4mD7y51s7rCU7vHUY8V7LcFa1LdRpvQPlJeX7/zlK8JXYAKYQLwJ4AAcb6JdbLz2c12RIqT3hKqeD89yph885BN37/cc9vmlRQYdOXfwQPOQCWMcjMNGA0H86DLBkAwffuKWdu5pPRqMyKutFnrquJG2Af2uNdI797bxn33u3eH2KHPX/v3Ue+QuhuaqLbekBEhdXeqAdDtV/tDs7JzL1WPHHo+6+0uh2i/pJ7yz46uqq2YYnhgTwAROI4ADMHYIKCoCVg+jXqE49sFHbg8TvdIisGtvG//5YX9jtywuc+L4VDorgwXyp+CrIfP4JCh9p0H97odQiGMJ79hb7c4hg8yUKKmweGVtc30Tv0AU+G2cbAq3RRokvO0cu6Npeji91jEZDt3rCx7MydAKnFyWHm/WtdY3Rh7FesSuAe6JCVwJAjgAXwnKnXwOLcPZaOSe69XHOfv7SJ7x5j4ijL/BD+GwBFp5Sa3QBkme7iqSrEKzSwCeV6KB2WalQccRUFsfgcVv1ra4PeKrJEGMlGWFUWT4GAny4tJDHvyZSwy+0K7H4P6We0vucJqMBhJ8fhl8AaxHDPhwF0ygyxDAAbjLSNVxC52Zb82xO5j3p09Kv65PHzOxbq8Bvm6g4LGJAXCmKDFPrB3EUH+Sh6WltZKkqC0D+poc+7/weXxB8UklSK9963BTMObBkrjjz/UY2N9EMDRxSTSwHpeEDV+ECVwxAjgAXzHUnXMi7ajAhgJrP6uD2/Lo3JwcrbKVlmS19xgDa3bpYEpBGAr7X6x41inbBFGBphYBIrwC3x4PKds+cR/zesWpeQdbj+ISlBf3gfPpcfErz90D63Gp5PB1mEDHE8ABuOMZd+oZ7r7FYjUi6rGeuYaHH5iRZbGm0P9cr8tHwCsVRsi2yzBrVAgMXGxfDmknImmHMaxY09D2fU34ZdEnLsLbz7G5wYX0iG2Es3thPS6VHL4OE+hYAjgAdyzfzj46mjnEkmu1sKvH3Wq/adQtNlqvI09bs3ay0bq9Oth9lIEFxQHokXbxEs68oMAXh31K2ebmY21eflruvrYq/PQbkytcVI+YRjmjE9bjUqjhazCBjieAA3DHM+60M5TkWy0mlpzrdNCPz7+vW2pWOovaPzM6c9HH6ihY9IEB7h4ZhmHXXnhLWitPuXRVo1TlstaH2MwfFERqhTdwuwgBhBCBZN7JIb5XVjrD6fXkRQ/sHjuQh+F9L67H66vr3d9Vh5+XZXXlyj0uPxYDE8AErj4BHICvvgZXZQXaGbIiY7vJbmWWTJ6Q1i+/v4lkmAsn+3hDP7qLRX/hregWtwAvLalpquEzn+a5zBoFodj2rq8Kic4xKaGqFCM0X2enfAtuG2HJzM3WEdQZmefnWmk3hww204UT5TQ9Xl5SXd3QHCnusb/tH3g3onNojleBCeAAnKQ+MG24I9PBEouHDDaPv2NcKmcx09Hkq8ttsqzCiZqwsnxV/deNrtDt7fWkL3fcRL8e65HoCmP7MIGzCcThLxdj7WoEinr1Yp1Oz5gMO71k3qzs7O7Z3Hm3nn+pbVrCT7OLVxcur61rdPGzA1737rIqiD2N+pdOmAD9sR4JICI2ARO4BAI4AF8CtK5+ybx8RwZjJUoLh9kKx4+yMwb96YlXl2tfICjDlo9a+L8d8Hzq94oPvFXZVovrQZ+fKtbjcj0OX48JdE0COAB3Td0ua9VzbrL0sKfqPr5/ZlZez+56dGaVq8saHAC00om1Dbx2UpK7oVn8oy8kLiurbIsee4jb2QSwHtgrMIHkJIADcJLpXlKQrbMQfHG3LGbh/Nnd0hx2BlQgQQUECBGA1POdFIhABSp6hmC0JLQqnfZQq209i5ISPWRQy6TWCkB8VumVNm9r+cIf4Keu2OupTjLUMZmL9YgJE+6ECSQkARyAE1LW8xqFZg63duMI8vfX9NBPvP+eLL3FYgIPDITGQCZk5uSAObgeCKEeQP15Zi0CCVmghRgDgQgH2ekUcN5yQNKPpZ2jhR7aBHivogn4iAI9cvVw/bWG6JGFy1fV17vc/H3BQOun+F3wWbpgPZLr/sPWYgKnEcABOIkcYuYwo5NQuOdYBk3p19tgv3daNgGUCdZUhKGuPgyZ3XNhxn3jwBIqB5BO7RirQENzwAlvldVDiKdgxK/GQkFfF3DCYQCFBy3z+Xh1GFavPwk3XGeCNq8YLUepxfCGpog3FFYW86LwyjuVflcS4b6oqViPiyLCHTCBhCaAA3BCy3vKuEd7ARtyOsZwHPFqdiabq+dIYtZvskElzbBsdRPU1LghMycP5j8+H2zBtwHE1n9erCIGTvozYdFr+yHMUzBuyjQozI+ALnIQQIlEn4C1b01L1zaAw8bAiKEpQBAAJ5sE2LWvVa47yZ+IRJSXeUpau2a3V3tsTvrvgrEeSXLjYTMxgQsQwAE4SdxjznBHpl5Hvj5koHm0yUSxJ6pDcO9vssCcYoHaUD64+V5gT0uFbtQ2oMJVANF3we2NAB454ER4DISkFOieRYE1rG1Vn9RSrqKdtHOAj30bhIoPW6BvbwOMHmEDliHA1SbAiZqIVPFhy3GXR1gJjLysdCc+lhDrkSQ3HjYTE8ABOLl9oLAQqB6CVvWKfWf+fdk5CAFau7EJ7pmSDpnpegA6BSQwAEVRQAgN0W3lM5uKKFCoNFBUCihSAiQ0/ZSIdaqnVnP4q2+CsG2HG3rkcDBulAPMJhIiEQWOHAvK67c0HWt2C/8a8rn/lszvg7EeyX0/YusxgU0nmqcAAASpSURBVHYC+Ak4CXyhpF+q0WZTZ+Tm6J9/cFaWQ1EAlq6qg1sLUuCmQZbok2q8WnsQfv/jFujdQw/jb3OAyUhFD5Pf+rGL3/25Z6c/JM9dtc9dH685u9o4WI+uphheLybQMQRwAO4Yrp1qVC3ZJ0Wvf2nkUNtd42+z68MRGRavrAWaRsqc6VlEuvPHM4DPbFpylSSrQFNE9J1urE0LwlVfB+GD7S0wuL8Zbh1mBY4joKYuAsv+UlfnbuPneD3JmxWN9YjVk3A/TCCxCeAAnNj6Rq2bnm9y2FN0LwwZaLl79Eib8cuv/Mq2T9y+iKA0D7re1P2uCU7WbmWiQVhLqNICrxZEjxwNwLfHgzD+tlRw2GKvFd2elLW0tFYVZRDv/HUq3a+PEWljbni/2V95yFvqC0T+e9UBvzsJ8J9lItYjGVXHNmMCZxPAATgJvGJ2YS5Hi4FxBiO1MM1OZ7g8gsvvk/4oy+o3Oh39v9f10Q+YPMFJaxnMPK/AnoMecLeKYLXQ0LunHrIyWGDo2B+Bg2EZ9h70KB9sd9WFwsqGbpnctNvH2tNysnRoz0EPv32X+5O2VmXu6kqXlsWVdA3rkXSSY4MxgXMSwAE4ORwDzS5MsRAiNZIk1H6SpByRZWkf0ewPElmOApZGL/bK09/w69EOLjuTQ6GwHC0nyXEkmI1ktLJVLE37tigcluHzL33q9k9b65uahN9GRHUfx8B0h4N5KNVB210usbXZzf/JE1JeS+LylFiPWBwK98EEEpxAbP+sCQ4hScxDJQXZnE726i12f+DPW6MnFKlFvYDNsDn6Mzo002Gjp6baGduoW6y09rSqvbeNxl4tbbr9411VjVa4kiUVtBrSJIWAJLQylgARXoH9X3jVv+5qbWxyRV6IRIS14e5+D3tc72QZ7haKJqfJsnIMROmN7APe6iQ/lxbrkSQ3HjYTEzgfARyAsW9ASQmQujp7OomgD0ehIksKc7eeI1KMRoo26AhKpyORxUyBzy9BJCJDIKRAhJdBOzB+wHUmGJpviWY6axWwlpTWuqrrwv9Dyvy76XsDrp+CLJqXn6lTyGAaIDbkzWl2lZWBjNGfmwDWA3sGJpAcBHAATg6dY7JyXj7QApFqVyjIoEjFTpPEPRxLTEl3skZRVKDJJaiaw1x7jQENut4Emz9yAS/ISs9cPUyZ4CRIgoCFb1Q3n2zkHyN5dv3yyoZQTBPjTuckgPXAjoEJJDYBHIATW99Ltm5ugdlGUswTOdm6B0ePsJl37G6Vv68OeRQFUHYmZ5lxVwZZ+l6D2NjE/8CyhNy/rzFv/Cg7u31Xq+9wVWBZJBL5/Yp9vlP1LC95JfhCjQDWA/sBJpB4BHAATjxN42LR/Tc700hOXZSTyd2u15HM8ZrQ8VBQeU5SIMOaQj55x9hU+5btLaE2j1gBgMqMOuqpvFzuBpomwt98Fyr1BUJJ+5lRXAQ4YxCsR0dQxWNiAleXAA7AV5d/p519+s3ONB2pvMLQaJyiqE2SAk8CwA6kyt0JgtxgsVA9PF7ppCSrjwYFZYdBRxUwCF6lacQIvPqfHoXdXLavLtxpDexiC8N6dDHB8HIxgRgI/D+t5hTst3OTZAAAAABJRU5ErkJggg==</pentrails><costumes><list 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s="reportVariadicLessThan"><list><block var="costats"/><l>31</l></list></block></list></block><script><block s="doAsk"><l>¿Quants costats?</l></block><block s="doSetVar"><l>costats</l><block s="getLastAnswer"></block></block></script></block><block s="gotoXY"><l>-100</l><l>150</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="costats"/></block></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="costats"/><script><block s="doStamp"></block><block s="forward"><block s="reportQuotient"><l>1000</l><block var="costats"/></block></block><block s="turn"><block var="angle"/></block></script></block><block s="up"></block></script></scripts></sprite><watcher var="costats" style="normal" x="10" y="10" color="243,118,29"/><watcher var="angle" style="normal" x="14" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="costats"><l>10</l></variable><variable name="angle"><l>36</l></variable></variables></scene></scenes></project><media name="M1p1_poligons_ampliat" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><costume name="alonzo (vector)" center-x="47.5" center-y="61.5" 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mediaID="Objeto_cst_alonzo (vector)"/></media></snapdata>