<snapdata remixID="14463748"><project name="U1L3-AngleExperiments2" app="Snap! 10.7.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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lr7KsheVaMbMcY6tORffCViu1CQKAx09ToBEE6ouA/hejjuW4g8a3MaYAlXl76VDalqLPbsZCcm9C/XeBEeDt3hQ1KHHRQDnYOzaIJ/hJjzgY9isvLLPTOK/wvJnS+hqMLsW+NT24ALIJAguIgBjgBQRbqppFINGLh9gR/IZntD3cN0JwMVJeatkKH7eBmuk+Noy3Uea7veqreb7CnuQITg2SazlcGggimiuf3I2UAibnTpvv4CCasfC7BjDCzYedaFwxAlbFnMIoCFSAQGwzzqfH8UuycrzmvgnDoSG8jMqHMNkI3CaH8EYS1f8dVYWfp4ZwGusKDh1YGUw0T+FE8eT5s6ZMKW2EE/24d1NqL0o3HQJigJuuy5pX4Xg/HqoyuIotoP3ifjFDpeZTYQJ6UziuDwbRuK1cj72SMUqZlWpHVu+wJIp70Pg+3JuiuITTyr3FOQVnLhqmdkD/eYRLSQFf4yeV4+CP8V7cr/FVbUEN26xJYoDbrMMXq7lrerEVDq5k/Y1xzRmbRWpcGBy8RJ9mFHbqYx1ihkbYUhG8s2ayiMf9lwAAEABJREFUFa6lTLVvB/4RRiZnKi70pPfCT+E2T57mKbDY9qu7N+OM5lFZNG1GBBpjMGxG5ERnYwS6NqMvrXAzGbyGbRYtQqjAV6Mh+6bW1LLxE9RxS+7EW1iXgoU3ALx14S50sPAXLYNe77mhecngWLgXDyYhjyQHlGeaMDQ6DS9Uy87gRv1N8kbXVfRrXgT4eylUXtKCQG0RWNWHLcrGLXpAq63kGkijUqGkKEzn6O0V+G4uHXTs3oKKnxBODeI9NKIWoyKOL2NdegpcGzwdeZoPDqgfab6U2oiO1DAUee+TL60k4cBoDZjeYjonfnwIv8ulW+BoqTRu7RpAfwu0RZrQgAiIAW7ATmkVldZsxaqog2uVg86WaJODf+baMXkDUrl00DGdwVeDaEzKk6P4KA1rnFEbZB0V07lo0dNdQppn42qkUZvN6BaF/Xt7UXXKuH67iK8BT9i2TsvBv+VjHQ3YOS2gkhjggk6UZG0RyNB7gMKK2kpdPGkRhTeX1O6UnLuecrr6dNeCBs7s6sXjTdWzFbLT8gX0OwrSfkkjA+8nYEHKOBMwvRK3LkhdUklbISAGuK26e+EaG+/D7+Gg4T8vSQuaNEVlbAhXFdLSehwrPPdMKyiWRRmbJkSAr8BwmxzCWwpJ9TR44blPWnH6+oBPeeMUOdgQ6y3u/8ZRTjRpVgTEADdrz9Vc79oJjPVB//nA+bWTWEdJClejwo3zp+83ZU30Ij99bcqzmHQ0jMsN6+c9DAjFPDU9/m/Nn/mnIjYe4U/ROKVK4YL4AD7VOBqJJs2OgBjgZu/BBtM/0Y9X0d17doOp5aoOjUyaunr+GUEhE61MkZHRZRNxGH+9inWdpXmaIdLT+6mpnmzXWCnt2C7cUZrnea5AaFGrNWvPampWYOOFiT68vGbyRFBbIyAGuK27v7aNj/XgUY4DY6+wtrVXIM3Gj8m1kRFBkYZ6qozmGswwr8wwM8810Av+jmtBg2XS03ukqUpOFA8zpXWjS9s4m0Zcf8DDrbgh83jH8KE1vc3juTckiKJUFgExwFkYZFcDBKKw8P0ayFkwERPL8CyuV64wrLDcAJNROfgBD0aBhuYJJGzo31xsAH+njsZhcjv+5UFMO+VRUpAdieDeEwpPLchqimTGgu73hu7LpgCyzZWUC6jNL4BaNT/eh2F6iR21krcAcqZwM47QKEZM6mLbXP+cPjkCbVRNRGRpiNP+bKKhdrPKrOjFOt6Q3H32LHhPTG4IpgqgcHAaBnGIVPl3rJlu/OCgk3053PiKioaNjIAY4EbunSbRLd6LnwAcSLlroqCnn0EDbPQbcCz4TTUbvxNMfNZ0b8BLeGy4wLunvWGUSg6j+nVthezDXjT8V6D5tk2xPvyo+dQWjRsFAaPBp1GUFT0aD4FYLx4JhUc1nmb+Gi2fmjWCnEL2J8yV2mxlLl1yjB7GxpIs31O7Ex/HWYihgbZYP4a49ms8HtD71Z68XYMmZLSMjgheqI+LEaupkzg8hp5wVevg1dQvvM2NgPEPrrmbKdrXA4GVJ2MtzdKPGOshvhKZRuuOFOzcfjvGeQR1NzIifsbp4EEcoZyyp4Hhs8UPQb9/3BC/v8RmXMkbkT4fdcuK0tPYVpZZQYZtI/su9f4h6PeBzfrPQUNNV1Ppn3ZtRLyC5gtLmyPQEANAm/dB0za/YwX+Sg8gAo5AjdAIx4GRMaW+2vhlVabhSWcTATvbwRI/EhrosN8LVpy+TKMHMSzilujFL5wMQnlwxGLk0B7kMfRQn5eGR0lBNgeg0fypg8l82ifBZYMGueJmlWRDo5EIQj28NsvZCHvRYTER4PW/mNVL3c2KQKwHb6EhC2t06tpcBRg9UGUr/CqnCC32kVza96iwzK88qR8kCvlRDwWouIUU14RPxSJsXX24hcbs4rBVT44glLfsJz9jIf+BEuryGz/aXBlxWwKF47nzRjhS983xPry+EXQRHZoHATHAzdNXDaPpyn6cpCy8DQ200ZMd5aBspFEU+AjmNsuB+4NHJT4W5XfMsXgeUkN4AAtLOJkTELgmvIeD9+sCyGpXfC8sS/ThCH/8p4cVaim8NiyPH/1yB9flyq1OfDiXDjqyPz4dRLMI5f+rfxuLUK9UWSECi83G3+BiqyD1NxsCHQ62U2c6Itw3SlD4qKkq48PzXhcH8r+68pW3zui3whuTO7vKC858T7yXa8kb4OtpB4vxp6Chf3d8P47xLsH0/ee8QEJyaHwI78tneCTW9uBkj6Ky7DuG8W/Mbclb4d4Xc+VFBwd6FoPNKMpd7BPFu7SbF1sJqb95EDAaVJqnOaJpvRHguqX2UmL1rieUfAcZTiUPGPIUDdqcOtSvUBmyBk9xcypaD8CfMRVYRKewIt6JY8Q47xUWlVdxkhjAvWjg0xRR6TSpnRxGF/kDA6eVnx9INE+gdcqdcRkfRf2TK3A5Pot5exgbKzjojvcH36Q0ltKizWIhsLgGeLFaLfVWhAC9p430gv6nIub6Mv2Tw/a9DasoeoI2OYLfGfKhuweXmNCmhvFC4pT37Ex4CmnIexaxdjiQj53cA6NvVcNjW9ODz1BWxrHxF6jgGwh4bKmVWO1RVJbNm6H/Kst0yaClZSguYNsLDXJxYcEZGfVT2DWdDi8QX13Swau7t2BR1vWrU1y4FxoBMcALjXgT18dB7w9Un2Mk9w0UbAsvoXExGvA45ZwqUd1owNc89JaNvUd6i2eTx+wBLxK6BnpTUxZGaECdWD8Od/fhPaTzxZ9G+86kvZY8GUZnzhut6nc+E8H9cT2Osm6jQIyNbhpIV/4glYPDJpVYCifzRufbJrSLQZOZgf6tLEbVUmcTIVDVD7OJ2tmIqjaVTqv78CSO/JsaTWnOWdqTQ7iGuq001G3UhU7/qYJLdnEWDfC5xTn+ZzQQq+DA9ROW/pzlpTRWK+lZvo5G1WZ0vCLru4G02vjX5Ldt2Xj0kZ0hjYlCtLwF5TlOBDeW52J+Wpmdmi8vTDOTWMz2t8Ls+9zMa6SgFPriPXhSI+kkujQeAjX5kTZes0SjmiJwAaK8UL5aU5lBwuhuB5Hoco7Lu/SR5J36GBgt3FFKQ8OalVGa73JuZFgK+VIjWEbv3MirK+RrhLQVxYPGR2H814Ra53UDeKQ+msRIBO8uo7MKDCo7NV9emJ7N7NAH3oB9Qh8bMlr4CvjbgWyCgAcCHFc9SiRbEJhDILYbn6ehyw54c1nVH4IksMIgkmy5hffqI72+iD4GRdKVfeyBVb0/iC9Xvrqf0925E8NjagirWcf1huSNQOZkprFlfAd+G1aZGRvGD6CNb8cVZfId3A6ClY1lhfMZtMfZsStm47L53MBU0fp/IHX1BJ2xXWjE16Wqb5lIqAkC2Yu4JpJESEsisOp0dHM8fPpCNo6Da8a0vlQGs545lTTh4bTn/BTnHENqCJ+fSwYeouEG/Lw8rgnfldOmxmvIecYFThDG45w67zy0BzsrqZp9d4ohn+5jHYvIuba7m9PoyMaikuIT6skAjI5CT/GXySmmzp8dy6cWKMGp6Gfp39ACVSfVNBkCYoCbrMMWWt3IDH7IOrODHY/VBwNJHLTMHvhxkMHsABw0XiO/uT9yRbsB95I842yC09UrUOG04uQwLkutxDoHMDUYWMjNtvBd3ijofycywqJUt/gAjJ5+1nzE8Vp9LI3sCNu8M+e4FYyWECh7BWXzPmiOb2EOVscMvrcwVUktzYaAGOBm67EF1LdrK+7GKdv717RKjoKB8mwsCaTRBAp5b9bArmsOIEKjPZsq2tsOjF9Hiu/Bl4uYw5xcjwMTw4g6Fn4Qhq3OtNPTDk6eHMQTq6ong8+Z8mdsPNWN1tb9o9xKyvLmqRx8v6zUJYMMehnlPy5Fdc3iOvWFXf0I9QBfXRUS4Q2DgBjghumKxlNEpfHdhdaKntFBKJg9UBXBLwv04/hacOaRtDx8u46leAYMN8fGUwxJPckmBvF4esMrqfQBT6IKCwLvcVhpVrQDh338Mk45Lzk6gv3ZvAp3G/W/ASksM2LnBPPhEWx3o41Os/fdCkry2EaG2Ux7BsZLCB0W3jHLtbB73sh+e2FrlNqaAQGrGZQUHRcegXgv7sdBo2Yf3TdtAUdV/anDnInwZVMz+ArmN6OpS1thxTzLfGrsFuinozPzOd4pKqcSvXiON4VhyfU4yinfdTSAy+Bk6zdk9Cejfv4EDjL84b84NQIruRvGn/D0E3okgn/5lReVWbi56LzghPdHqwtOPZOFbZy8DUOehCUF0zbuzGuM1ZQU1PmU+m6O9+M+da5GxDcZAvwdNpnGou5CIfCdhaqosB4OVIOF537p5Cj+VlDugMwF565JB1jnWsBM3nAYTy1TzmfJUqtwgsZwPQ2xboGWW5d1Sj27YHegj/VEx4fxqVopjz50Ubbxzdp0Jx7kVbeK4GSvspL8UoyM3uVWChexn43+damkvupPHWgvuHo5IqFlEBAD3DJdWbuGxAZwAY3Zeiz05mAvLdBFhtWWequl565ilEVz4VoCJEfwXI+i8mwFa00/3owabzSOL2CMMCrq+goa+kOsggfuwwXNo43SNZS1glFNDOGkye0YCScmmLrLQZgnpmeO3ox9nlIVej3LigtK+9t0Cn2ARv6VxaIW7Oy0WC/OX7DapKKGR0AMcMN30cIraNn4+sLXyoVB4NOsW3/FKbB6WpeiJ6VpuLWxCeSj97PWj0jZGPYrLyzLOHgHtsFsvbqQ0TCdHMSHJ4bRReNpMSodrQxrBD5Lj/NqKFzHdt/I+E/q8jOKfRFpooyaVvN0Mn035h9jrEs4qQcXWQq+mBZWzH57TeF5aZrr62YesMJUIS/lmv6BRRdxvZm8ptPQpYaerJUH3lQtym+rco1rzCniihAQA1wEh5ys2YqtHMw2LAYSEw4+wDXajWV108KU5jFrb2Ge4yBZeO6VZtt8B/jMKtzNi9ctP3YCbp9TdCOtSd74LtxCo/oCerMPSA3hHK4h34Xx7odG8Cjmf5qV1NRgUJ5vmLHwc1+C4kKbNxQfKc4qPmO/rinO8TybKCzhDcmfCs990tkn7El/gw9NYVFtx0gHG9f0YUthBZJuXwRqe3G1L44t0/LMDH5R08YomHoaRzD7Tm8MpRutZmkWB+pij0fhtlIat3OKWu6Wn8ubvAEpepb515ty+V5H6rGZU/bGn1/0ktOM+fE+/I56G48hloPLSO8fFJb6E8yV2ii6AYsoXDlXEnTI6qvSxssHisbaaHYlqOJcOWcravsbywmWY6MjUKZf9mIsy5WMtkTgpF6sY8NN1+BIahAcRAyooBxkPRgayA4Tenq8NxXSRWz8vfDcJx31KcsWTdsI5QVz2vqniQSMnt7NVtACu+4ePJ3NeACjaXDGR/DGQGLD68W2kL1ecvIinTD6GMccvUrtgrkRdKCfkJ9jrcFBoW/ut1YDYSKimREQA9zMvVdj3TmdWOunNLXnQCcxWFW3pfEAABAASURBVFGrE+/TVCQ2Mtj0Sm7R9LnIdcjZT1LmMvyOA/7GMvtOrAPTKcpsTU4MNX+fNyu4AXcJ4kcD+JUwqjkRPCuInh51V56GF0I+XZpgmVL4ZmH2wZth/NePq++EOHm52mHGw7oCb9ooL1SYtvCNUAxC3JIItJUBbskerFWj9OcVHVyAGm4c4UaMxDnA2HZcNUfL4XUu5XPosFH0sNSBERh/4ShmBxuD1Cac41O9W9ESGpB/uxW0WJ5ybIyFaRM79MjETgQabN55PQm5jddELpk9Fp4zPTGI67L5FeyiU8h+r9oGTGdNTmI1E4w1C5zxeSD0bw6ytTMCYoDbufcL2h7bDf0vNhwrCzKrTHLNb9pEBCsN/ZTuVBq7XWRzaHbJLc8K/mbx1UjTy/5gOatvzl27+3C5L0WTF8b7of9NymiZINdUFcXpubTfkTdsL/Ys50VSUObVz175BayAmkbWAFPkF2GyOdAe8OdMSEPQqPhufCwEvZC2IAJigFuwU92bFJgbbJQCRRQRHOZZD2Ng4MBbNJ0cyECClTZO8FAUaDB1nUV5bicceM90yy/NmxjCqziiG91E5HjpVV1CI/W13HkrHWP9nGZ3sCpMm+jp/XF8B2434SF2W03oSJNidA/sXPcC5s6VWRa6eYZUHD/QR5PIaWg9Q8PLwYTamOYZxpRC2JIIiAFuyW4N16i1PbiYY1P29YxwnL7Ueo3O94njHDfXb0OvPe/di2M5/vzRwT/zaf+EsQeXXonT/EW5lDp4Ko3wgn9H20WTmmVp40tjujakwJnkCIw/PEH5Rv3iOPD6b2UHfiZyrsyOYLYd12CGWRmTNpHu0TTCd5jQkobk3AeHZYlePDiYTChaFQGrVRsm7TJHIGPhnebUZpQnFN5NSqPrS2Vg+goJReZDmWyOevo92DxBYaI0Hd+MJ5fmuZ0fuR4HoPBatzLfPAeXJvrwD1+aZig8Eyt4M3GMxnHWaIXQOd05O9VrwtLdi6eZ0Gka1YE362Ol0c6g8NU4o/Vstv8+9NC/ZFgn72fNKDn78y4zSqFqRQTKBrFWbKS0yQeBbeik4ar1X6UdWw4Yyxwfxa0+GnoVUe3ioslh/Kg4x/vMsfFO79LiktQQ9BPa24tzg8+o4Hn0HCdAjIOpG49ibR82xw/jML3KZaG1s/DGw7di3JQvo/AOU9rUDvzZlNaNjksVhTcTRk+70/j2TkxlbyrdRLrlkcUtuziPlvpuOBdGnn8xp5y1AgJigFuhF6toQ9dx/DfZOQ5wX6NAYX/hgPpwQ3H6VSVD0nmydetAGz9/PpfSU5DlU9NzhYUHZcNofRpzW2oYp3PgDrUerFnpOXXFj+PEmj6EerdY89YuhpdE7/1tdBN30Ptnd4bjtx38IzUYyljpCsq/gKZzS6ODo8zivQ33FYYIkH+imQPgFTDY2I/LsAfHiYfp606Ez0AwYK0+hBcaUQpRyyHA66/l2iQNCoEAL4Caf5iexu1Nlo27mqhBo5Y0oSulySzF6tK87LnC7N/iqeyZ905x4OvDeQixLTmCBMnDD/4KnGXHP+O9+BX5GzsMYEm8HwfYyLdWoij7c2xyBPcIw7uqH/dWoGlD8GZbKPwHrFIGiinNKj+nZczPuDhL8NtyCpccBf5UqKMDI4MNwNirjdgIv8TBCiQ0PwJW8zdBWlApArEexDik+H4bGXMbR7ayp47nikoPmfFR/J1yN5UWuJ472OOaH5AZiSL7JGspmd2B2SdLaUEQsEUVfhxAUlS8fz+OKgtmnloR59yJwkPifcjQwD10LqehDrxB+ETcxgk4KJyiDaPj1MRQeF56pN83raQjjaf60PIyLS8tzeENIm3wbG5qHfLGeDbHe584Faey/9/lTVFUovgbMFpfJt7r127DyiJuOWkLBMQAt0U3ezTSgrGXQ3uWH7Q8pGWzOVW3XyccB25TxLqoKJL+74UZrIehMMc9PaNwqluJ/rs9CjBaf6OOrjLc5ObykoPYQ+/7nrnzCo4WHPyca8OHurqgv8hUgYjasnT34YE0vhkoeL+HG1SlQprT9CuDyNzKeQ2Y/vWlPbYLpk8iz1bFi2E2Mb+PosDoXo00+8OFap4+l8p04gz2/02kN7q+SOf2rnpOXNExfQJvLsqQk7ZAQAxwW3SzRyMV/sujpDjbgR5wVhRnup9xCnLWq3Rg9OAOp9/+UiiJg7HRYEgvxu9LVcZfpKLxMX2yNa/moZvxdyeC++czKkiwnausbiTpDR+mV/ywCkRUzZLYjHfS8KbZub+h8a14LGCHpaOHoG8mjG7SChVP9ODLhed+aQXMLi+4EXk96EamUnIa8exNYi7fUZjOpf2OUQuzU+sW9vnR5cqIy6mMhDeX432kmrMzN94kFZYIWyMjUPGPrpEbJboFI9C1EXEaAdO/frueEjlGcB8QOEX36SyJyq6ZIWibXoIdRTQKM0XnHicc2Dw/phGdwpM82MqyOTr6TWmW0ecyJnbiD1gKPc1OVXK5FRwdaK/xShphO96Dq8A12AqkGLN0bUIv67qN0XEyeBMUIqhuOzwxjI6DB2H6cFJRbY4FY/w7bTyhiLngJO4g+C/+5q9gdvs8M7ONHtzLOMhec/zd/N88t3dKKehlkmu8KeZLeBGdFNNLQvNZkmoDBMQAt0EnuzWRa6j66We3orI8XiQ3lmW6ZzjZKbrZMo5rswm/PQfgom86c3BzH8g5QpXI2VZynj8duz1r1E29sWhXP56bZw6RSN2M3Zlp6JsY07r8pCtYuECvwdI4ZmJ9+Gf3FoSeIofLdtIALqKnvYdybSsCjfcGF7LQWZzC38Vp567QjHMMiT68gkmjGwB6qel9oxiF1zaFS7yK8vmz19DsPp8J3oPAyADToOq+RiSNL8JkcxBl4y4zIdU0joUX6KPE2iHQ6JI4tja6iqJfPRDg4PlsI7kKMxngzka0DmafaPaaDnQRUvquKAfaounBPEuJObeVv3HiYBb48f+cbBr9T+TSYY+H9iBJI7SEfLNtZ6IGwWJz72anoY2mow1nohdHu3uxg0brRzx/75oBnLPmNKxnumvlANau6cMlTH+G5VfEB7J8J3huMzozNn4JJ4sXxdZAOy0igp9PjEC/ylVm0GC4kVF/rMWIOuLgC76EDs7wLZ8v5OU8f6JT1MP705aaYD5mH8A7uBt/YhbZuA8IXCpZy2vaaFaHxvpFAeKkuMUQEAPcYh1q2BzF2/5TTWhpnK7ltHK/CS0sZD3l5RlkPQUjnhIi3hgYTdnRoPh6XhMbYPxupQI6u/vxmBJVwpzaNMLdnNf8VBimELSKg/hy3nRs5qiv9XxNxsY1mQ7cThkTHTYO0KroP4F4PssfDjtrbPVNAZtGitoGx+nEA1I7Yfqet2vtc3hrHV3LSzPHh/GS0rzCc+Jj+mDcoUK+ubRb3lzR/MGaXS7IZRzPJfyOGQuPZLnRxz7Yd/o3WY8+owoSGhGB+hrgRmyx6AR6SY8lDGZ97+AtNHYrSB8YuKb4I0205BgS+mgQnVKaCGC2vgZES3mLzq9GWjkoXl8uIig+sYHvFeeEP5scxotnluAuxIviwvM3PIfCeMrCsolbcTWq3AiQMd68SHayOt5jcO8d9Hq8d+lcCevVsubO8oeJfMonYTsofLd30Id0vsjBWbwO3wqzzYr14OlmpELVCghYrdAIaUM4BOhl+noTBdKc5DLowdboOolmkP13GbsD62C2cWwtJoxaMDLAmqtrAL6eOb3EizWdUXQQ5RTvJ41ofYiO3IIbUyOI0iMzNv4+4hqp6DOpIazBIKaqVaq7D58G8TaVwxu7i4JoFdAZRKPLObf/H30sjPRszaagFfIeO3l+XyjDM63QzdkR/a3zsmvdjceyYPZmghuz5DUdAlbTadw8Cjeupgqzr1MEaEgjMhI7BtOPRjhjt2GvFsl1r1X6WEncP4QDpnwcBJ/pRzu5CyOg1+ZHU1jGKV69BhcpzKsw7UwMYetUB06lYTCaqqywnrqzKcUbiqVYQiPywppUtg2d9EJfYCqLN4t3ZPvRj+Fc6HfOCbUf0WwZr5kyzzujYGQcKSF/bfAan33djpkBQd8YOLwO7wigyxY7gOlUepZeds2NgBjg5u6/8NpfQO8MMHpH17LxFQ7AD4TBxtEvb2joZRg9Vcphj+ONi3AFo4dWOKg91oW7KKsjiguLMgJOOD3v/aRtAG9p8bHt2JscxnJi8yyW0e5w3ySBN1+HIw5OTw5xSv1mGL0na9K0+AmEmhmg9QqcxYhN4nn5ut2vqHwx15J/mz/JJRxkcsmAI7tylmKsA3+ZTQXu1doenMxr9SuBlLMEK3ABopCtLRAQA9wW3TzfyNhuPDU/isxnu6bSM/gkLNzbtbAkkwP2eC7LjmApcid+Ry9FHLg/CV0qy/afgtbkB7bjeup2m06bRI7fG2K9MP5rPBOZNMJfpgcZsS28mzcd9TXEhZgWpk0UnaU5xhuoB9KDXz02gu2zWbXZxzdD/wXkJlNpvPm7/cAIrg+ipzc6PxPi32ZTQxtUJTCIKRIZ9eVMBBfNOPgo6Y1CfDc833c2EiBETYOAGOCm6aoaKeoYG5dp/YoNDcZJhjXfnKebMb6D9xouzdbXADpI+Vo9E53LcJ5noUsBB/6vuGRXnTU5iDdyfThCr/wsCtvFWPvAO4i80MJ0PtM9oRzotfcYbxRWjA/hd+5UVeUqruV+PYyEDsDva2d5UWzm1vyJX0LB9VUxXoQRP7ZcGTFiVbkzgOf5WR/4bJz2PuuIXloxnNnh9Td/Q+EjV4qaHwExwM3fh6FawMHmbBMGDi7Zj9ST3uiVIq7V5afkoqbrrkXD2bxWVgQfnz/zTyX6EThFeeBG7KcXbPZ602x1KtGLydlkRXtfpgM78B8aup5UB1ZD4XskNptyJ2FNg8JhK4M3UxcrOYKLeKxbm+P9SPJaskz1J+2fDZ8HoL3CEiO5Dv7hQWfkyfIaShfxK2SfeSjKcznhzEf2RoK/kRGX4rIsxza78ShjlIymQ8D4B9F0LROF3RFQWO1eUJxrWfiGzuGgQ0dEp/yjY+GWPIWFO/Jpv4Si+XEpH9+Jv9Pzdikpz+Kg9sby3PKcidNwT8r0MPnl9Gz36u4+/Lq8pIY523E4NYQn0PB1MnZQuS/BwtEweobRhvJt2Eiyb1/M+hTrXj2+C/rffVgURlI4Wt7MfIdtihlxqSyVzWn787OpgF13D4yXC5ylcP/DAwWjm0yqUvSPYLz29HvYzPYPvJldrym4pv41fQyMCmZYQbZmR0AMcLP3YAj9EwM0QnA3eijdpvHNbJYDo+k5Di75/2k9YSGV5Q3ezQ63LnR0aw6XZbubiXuW0bllXI00bxJe7VbklWcDD4r3QT8Z7UVSy/z0xDCenRrESk5TW9pA0hO6gL31XTZbr4lrL5lJ6OhXry7n/QOOMzGaieJDGYXNWh7lR1Kj6B4fRL0+GDKrV8E+1oMs3H6gAAAQAElEQVRnUBnzNU0qzSnb/6EIws99QLA78LoAklyxM3EzrsudFB5pSM0MsELRw2i2g1sK5XilKX+tLkt34lv6aBDV2gEYzVQZyBKSBkZADHADd06tVeOA/ihDmZnsK0UD0FN7nkayUFZyCHmv90gXjD5sAJ9N2bi8rNhdk+iarch6GGX0JRkTQ/ggFIy+elTA+slVW3B6wfmCJSdG8Xt6qU+k4TyZBlR7ydow66h47hV1uUUPcjn5eg/twCsPDcHsoxE1btnKzThDWfhySLET4yP4hDFPBluNaH36nZeV2WtzDorWfJ0objKpmzcU+ncE/VeZcGD0IFjawf8zkS00zY2AGODm7r9Q2tO5CFwv1QI5II3pY6wDJ+ujQaRozK+PXQPtrRmwAavvhIQbIQfut7vlu+VlpvE+t3y3vNQSZL0RtzKvvGgaN63e4K6nF0+752u8OjLIfpo0DBbsd+OnpLv6cS5l83LlPiDQCH7bk8RCl2dZQYGlcFvBKTpsuD0lXkiSTXMGoCOb4I6zMCkeAgO95osCiYSg6REQA9z0XWjeAI5URoMbrWn2YRU1jQ1G0pXLXb0Dignmjk5hixvV2DB2UICRt8AB7vFuMlzzZt9p/YxrmXemFenEQWxDpzeJlOQR6MHSLF5AqPHFieAtyUEYz1Bw2ePT+ToDEvZSvMeTxMFKz7KCAtvGnoJTqBncXHjuk87jwPXgf/rQ5YtI15c/kUTLIpC/MFq2hdKwQgSM7vRpOvUrKZythZkBBjkKa9Fpy8Uo6/ySyGnxs0uy8qe8OI3W2BTQubofA3nGgASnb19IkrCvAVnxEzi2bh1WkFeCBwJr1mBVzMIRFrP7uOddFPfBQWFoYifeGUw4T2ED2gOez/BIUYUZ/deRHsX64l3qVVaYT+/834XnYw6MvFny8BLlnoFLK9nfFpP+QcHst+ovZeFLpcZQCMz+SEKxCHEzIjBnOIz6e8aCfjUGNI7Zv18zaO9UGU3JellZ+VwGB8e7zSXLDlEb7k+tllEC9Ia+5JLtmUUj3MO6jafK5wRFppfTQ+uB0YA9x9M+h3OxPLMKKQVE8o1W+ZRfYoZr3a4zIV5M3X14LEUbXc8k8n2vnHLyU8Re9el8TkH/Sx/zcQ+K1oTz+e6JTp09HYHpg1iRud+sZpPYogjw2mzRlkmzihBIL8ODijK8T5zsRwN0uWW4XurAbarYaCqRU22eBvjAKH4CN++amS7hvi55vlmdR3CaL4FboYIVt3As0Y97Q7Y8ArHNOD+ewhFOm8wb33ypf8JOYx0p6NBybxhsB583JAUs/I8PrdZX+ZTPF0Wwc/4kXKprI1Zojuxvy3B5JrMCD9A8EpsGgdCKigEODVlzMmQsXACz7UiOjNNl8Vza9+hmgB0M+/LkClXgNPfuHGnAUXX147kBNEXFBw5gv2XB+D3SAmblOPhzrBdvKshr22S8Dy9UaWgv08yQFSBF6/dfk7thOpWb5dywAcugkMieBO0U0lxX9lyr7d4MzxvAUtFj2+H24Q1OpJRSlp87Ucy/6qRwtJyiPCfj4P7luZLTSgiIAW6l3vRpC0dGs4HGwcGcGMfC6lza7+golHvACn/y48mVcfTyrYMDtOlfJ+p5zw/l5JoexwfxdWJTzEelTPiVwjtjA/i7CW2r0sR7oQ3vp0AQw7aR+L1/bBjfDMt3tBO/NOZx4PsxlUwGpv/2Nf+Uf2HlhtcKl0iW5dgIVfYtg9y551HBaI3bk18KGh6BljLADY/2Yiqo0AOTTWH+4/c2pk1YeBGVDUMR5T/w5eRyMPL95xcO0FdwcHcf/HJC5o70SldWMjWcHMYrYWH+4RgqNScy8MBZgrsn+nA81oMY2mjTrxnR8z3Cvjm/omYr/DI5hNdUwMt7MtzPlE9ZeGIA7QMCynPFR3KJSo6ZDizN8fHH4umR52iyR4X+7FF2LYsAx86WbZs0rBABB2ZTdkD+i1YcKIzW5egBlxnqMYX8t6EL1XBLJwawzS0/l0fD+qtc2vOoZkuo889mU+H2qUFc5AAVrfGRbykH+lR8AP8VrtbmpE704tmRTuh/v8qua4ZuBW/yUkPGnmeReHrc+iGmud4uKio/UTjM6Wf/ZxEU7lTO6JrjvhRi+F/CThoTyG1cvsglfY821viWS2HTIyAGuOm7MNcA/6M2Ev4Us6WcFvzjbArgFHT2yc3cudeRssvpBjFFejMDbvsbrok4LqUs/0AlsgQOutf0o6Kpu4lhbGH7zbyTbGUlOxtfpzd806pT0V1S0hKnK0/GWnq9u3jD9YUqGnQ9je9dK+RX9LjN3/lWCPyMKGcw4ia6cKD8swed8sgvyo4qrM1l2Nb8TW4uz/WokPeaXcsls+kR4HXV9G2QBgQjQLsCs75WyN/pWw6Mpn6VA1fZtInHglUDbIVHw2+7Bsdg+lAX5dgOfs5DRYHTonei3jcZMbsMveTdFl2CMRoqc0/NqLJFJVK8sfhCx3IcoBamr6aRtDgQm3+khlGp8QUx/SkluqDO3JLAujKc1fhGSXbR6dzDXK7XbhEhT7hW/H0eKg5OJ/If8VAdMHtAEdnflaq4UmFseASMLr6Gb4Uo6ItArAddvgQFhZyyy//DCwcxs4dFPF6roAE3+hQhDXhfgQquSWcJHuhaMJdZeKDeJ3Fa29xTKmRmmp7wnanTb5n0D6woT1A+TD4p3otMbABvJ015KTObIKhED94W70OGTX12NfrSa/4xcb1HxTK2Qc+yPMKUn4AHeunHluLJpvImduEqU1o3uqnM/M3sxK0w/ggMsfd9SNGtLslrHgTEADdPX1WsKT2yAUNm/TQzx9o8dSqf8klwqjr/hGchGT3b7xaee6U5WC5hmX64hgf3wEFrlHR5L8KdqiDXxlcLzkInkyN4EBx8zpixELUck4LiFOdbOIhm6EF+OJfdDEfq/CnGDPv2rdRXMVYceDPzsYkhPLZiAWRMHEd+aYSnxaEc+ww97RcUE5WfOQ5Mbyr0ckq5gNkcI2ziR1D4W9Ia27Ps/vtoBL3+FFLazAiIAW7m3jPUfWYaptN+RQ9TWQp3mFTBAdbVeC5R0NOwJiLAwT7w4/MqgocYCSMRR7hliV68k8mKQ2oEz4+mUbEnXVAxIcLLYn2w2c4/YQD6hqOguNpkjfipF/X7N6M2DvpznUbGxbd2B4/kzYzfhzB82XVhoh+n0YO+u067xnItjW6ceHNk9rtQ8LrxMx4/9+7FiRLdjb7CNmPjLMjWsggYX0Ati0AbNIwLwEbfdKbRKr7TtzFpBI9Chxvd/iEcgAM9mLsVF+c5eF1xRvnZ+E7ob0OPlZe453DQfoN7iXnuwd34Ab2pTo7xpQOouZA5SspgwH3iNk7E+zFFg/xlzE6tzlEswoFGl9PMX6E+01ovaqCNktaTycoDBRxPrcRK3sRcXrmUWU5el9fMpoL3pLXZXy8KpLwAUV4fywPpZgl+OHso3ndthOnSDtUq+x0YXU8qg5OLa5WzVkJADHAr9aZHW7gWa/TJRQ6aRV/oiQK3eogsznbgeR1Rpn5wp5je5Yw3Cee5ZJdlcVrb6C8V5xitWD/+M5eu5jCTHMYyjqLZf4mqRlCe14E26s+In8AUPc4J6vl5/W5tvryeiR4s5ZT4R1hvShtdTjM/HY77TVRFaihcS7yW43oUXU+VyKKOr6Vu+SeI3WQU5tGoGn2ismsXngHDjdfm11xJO2E6PcxLp1gCp0SMHlBUFnogW8si4DlwtmyL27BhHJS6jZrt4EghHdfIjIwneTyvIxsIfoeXAjhCLTX5+PzkELQ35DUlSEnFgQPdmWt68cji3MrO9ENENFb6iW2qW5kMD64u6vkc/W4tDY5NY3yC0+c300g+c9XpMOs7D8ErB7C2awDPoYd7Ez1ubeztuIXjbICeFo55sPlnk9mDwLFsPCY1hIpeAyuVuXYtVjLvMkajQLVsXh966jyQnssr/x1INEvgJAfh+lR8dAabZkn899SLoZiGN5JHinPcz/gbNHpNyp1bchsdAc+Bs9EVF/3MEXAUjKbKeKd/uFDqwVHsKzz3S8c8vgS1xIZ+CtiPNV82tRKvzZ/4JCIZeK8HuvBlgB/30OtzKQqdNTGIn6ZsLCemFX20w6BCRWO8hPLP4Kj9peh09pUmJ67Xj/sxzePheC8O0JjuivViiOfDjIOMuxgP0NAe5lHT6fVmp8PGARrFz8PBNs5GdLJ+HrivJrhI4HrqrSkLy8ZH8RPUaEuvxI5QohzoB8YImwGXwhkGVJpkj965xUwUZ7vll+ZxkC3zdunZes8OFODL32TAxzhKa5PzZkKA10YzqSu6VoSAk/UkglkdzH+tB/nNaECLWNic5yhI7N+FETigDSzI9Ehyqvz5HkVF2WO7cAeN1K+LMv1OFKzJCIZQq20UJyaGsMWO4HFsG538KgQXDLYBUvQ3l/Ra+0oorCXbRg7O+vWtXvLpTxbq93PXUp+VPNd0JGGq3oFr/HpWIDlKgzaIqVpV192Hj7Cdp8B8OzQxgneZkHdtxd2IE1dYgqk5QPq9S3xmsASwKhdc7IK80l9YwTk94IRJHULTnAjw+mpOxUVrcwQ4UBs9bMLfvdtdedqoJsfbK2X9RsaP9Z+Ebeg0qS85godwgE6b0GZpHKxP9MPotagsvcFucid+mBpBlJau8o80sNEGVTUkiW432x/RswK1VHBtPwZ4V6OnyM3FdsL47yitGXzUVHD0KP7Xi5Y3gfoGyKt4Pt/lbQLyTuYJCGQ+XZqwoG+mIJs7As2eKwa42XvQTH/X93TLWJXLj93B8TI6lwxOmd7NJTub5WTw9mzCYNc1hZfBcIvaMP6QghZJb+LSrn5cqNM1jE5yGJemhtFJD/66GsoF/AZmLN7Ge4Z/s70dut211mLNVqyaAfTT7uaiHfw1dStuMGWg/vcwonVwdP9+HPWi5TVv5qE7uK1UBmcNjGaF6D4vLeWV89ZBwGqdpkhLPBGwzYZyDkxlxpaDjNE6MHk9p+NSu/AdljN4apgvoBELfB0pR3xwBNrz3JU7NzlS/m9MHvYykVVCMzM+gnNS66BnG0LpVCJn/tQIsXnyeqd4LQzp9k0M42zWZT77QGLTkEljhN5hFKZtV0jTC7+3qfzVW3Ae72siRvQKV/nRUc9VfuW5Mt74/TWXzh3Ja/QaEunFAyYIrRqqM8CtikqLtYsDp9FgyYGp6EMcGgYOFKbeiN90nM0LzciQs854GAPZZeN08pgO1ySFml4BU100fbj4Vxynd9jDqAfOv5A5jG4kb7jgwMEf2Z4o170HwPbVS8N4H37Purqz8nkxZo8Bu6gD078TzEqy0vBb083S5HYnLAQ9UW30QRXLwu9yMvNHB3qtPn/qkzC7WfARIEWNiwDHxcZVTjSrEQKGgxkUyq6HiIU/wWCjlVnhR+bYeIdfeWHZ9HIYf0FrdBQn6GGEWy8EVsZ78Z/COuuQTtNo3YdRY6oHZCq/mgAAEABJREFUcs+pzDrUXb1IB8dg4Q1af3qY+j9/zaZMK6w53oP3kFXXw4NhcHD1wWGz63NOosWfguvDgnPlhYfjxwexpzCjMH1KL4xeQdI8ydNQ9v449TiuywKjA87IB1IJQZMioAeHJlV90dVuGgXoxZr1swM9fVrcLgc/K85wP+OAoj0+z3pSo/gcOWmnuQ8KCg8LIiksnxjBx6Hg+q5mIV1RWuHMWB9+U5RXpxMasc8wrmSMcAr865yRmK5TVVWJZedMMX5Z60mjuyI1mDWKVck0Yabn+wJYeJ0JbY6Gek5RR+M/6NB8NPKv5pGXKvcBgfJ/4UcyBTzIr7ygLIOrUTYDZSsYeba8VsQAo3U3zwGzdZvchi1T4HgR0O7ZYansehgbhvG7mIle+A2INhyMwGyLdvXjVWaks1SpIdyZg1Uow8YmPzDRg2/PSliQvc114qdxKncJjZzFG6N3UucDrJnjPfdhQ2Vc+VrI7tDw6X+/epHWh2u7SxmfRQKbcUHCSZvwWFb0acYwwVEK+qG/UHqS562mlfDa0Dh4kys8ybtwvoQYl70DrEvZ90bT19Qj+LerBUpsSgTKBtymbIUoHYRA8AMfHCn4Y/d6Wrp8EHCpMWPhUpfswizjJ5zpKb6+kNEkzREt9BeYHAtPpBH+jon8GtM4yRG8hcZ4nTZ+jIq6PI11/JlRT1ezR5jyC+wwv+KSMofkWu5V/NE/WNdHY2vRy93AtDaAwfWVCKz2tGsz/t9MBD8MK4c4vYo3XDeG4eMN3YUEwOv6LhblYJyYzL8mVFyaPSNYd8omgnYOBt1I7AhM/2Yw1E2GW12S17gI8LfYuMqJZjVDwGi9ib90ry9mpUw0sTK40I+OU4aXcxAsm47z4El098Ho+9A5/v1DuBEWQv8BAwf0J3A6+v9ychbrODGIr3Pgvy+jnq62eFTKQhenK59n2/gWFG6h57Sf+k3QmB5mPM7zE/rIvMNwMEHDsJ/HW9iX37YdPJf5MS2H0UoOQ8u9cHwYCzL1zro9A6edn8zr5QeeBN4FVxCnD3kXu5dwoPu6e0l5LueG31ueW5aztizHJSNi4e8u2VA2TF8vcvs4jptIyWtCBHhdNqHWonIoBOhNGhlQDuReHsI1RhVaODWQTsH4U4U0Ij9EyI0e3XvI8kfGUIFtfzCNwhWGTAtGlhzEockhfH5yFE+h17eNXvPJNKZxGtPVjMt5vkwfmbeaNzhxerUn87htchhPnhzBF5g/uWDKGlaUGMDLSfpNxnBBZT3TR4RjAhIbsY03JeuN+Bw4YyP4gB/tqadCP6lNO+1HNVs2o/DV2VTxnjdKRgaYdOPFnHLWSgiIAW6l3vRoC3/Epn/h1+UhwnSwXBL0zeVYGk/1qMMt+7STBqA/s+hW5plHo3M+C29mDBseTiM8GJZJ6M0RiPXjy46N0B4sazjBG5CTeAwdnCiMHiTUgrlO/C8e+ZPh3iMc68QTPYrKsg8N4p9lmcxgPSt5CAyk088IBNIJQXMiIAa4OfstlNaOA/2gTSAPp4e5jFpOlorDeKqQc6OPL5cwnzOqXxsCjI1cOoMr57nNUzTCd4LCYXOOPGU/jXAKPTDyUNCOW4VtjvXi75wyf0ZYdgdwrCgGyMdJEe5DhFgPegAY38Rxqj/oOQZqg2dSZmDgrIpe+nF9fYttcv2tlQrlb/eO0jw5bx0ExAC3Tl96t0TByABzXWqFq5BroF+FMHoQi3fset3RVUwukwOTfvI1d+p75E3B1jV92OJL5FFIj6mbA53WfZ6CGfMnnqlY3MKRVVugP/LhSSQFxghY8T6keG3c3ZijgJDXwHnjO8yu4QK2bJJ1/jabMNvtnhjFKII2C2cEkehyXmo79NEtKgfuv7VSYoXafFWtVK6cNwQCYoAbohvqq4SVhudAUFgzB7qOwvPCNMt2F577pAOfRKZ3egMUTKfFQRfidz71+RXNOGmsIwFFcK8Drb8+uEaOmAX5kWgaN3PK9L8L8iQZEoGu03Euja++eYu5shZjXkbCAerBXAO/pqzAIIP13pfXWZ8BaZakowOB3xbfsAHLSFz+vjwzSwN19/7zDweev7VCOdEMgm8IIFuzIsBrpFlVF71NEbAs3GRCS9sU9aKzHHzbq6wkfzm2IXB9iwb98SV8fqencjAN9XGOnLDJ3Uh1KugHcDK5PM8jASgpU/RUPsqp06txATyxgWyuCBC3j1rT0Guq3tiVY56XpSxcXM0T2xR9eV5YQILX49iB7dCvgPlSHo7i6b4EBYXHl+Ar8NoUjB7imlqKGyBbyyIgBrhlu3a+YQdHoV9dmc/wScV6EIPLFrHxaZds16yu43iha0FB5sQgrqZxS8Jw41TiDwxJy8j2D+HA8iloTzj0GqIWxrrvH9uNY2sGcI4+lxiAQA+W8obpAHGrfPZA4UnJQfwqoCbP4q5+PJfOteu17MbUCTwaBhtvCl5iQAbWPXPsFriu367sx0kmMjTN4Vth/BvR9HWPUkFNERADXFM4G1YYxwMYGR8rCtf1LRpx/QcGeioxsJEceF8cSEQCy8bjeDAKjoNlnA5+kxGxC9Htt2N82sapBCLYE3bhpzfVkcngmnh/1kviqQuRZIH4vCtuQX/9yeg9WTfIHBvP4Pr9d9zKDPMUZ2w+ZUiLrPc7lO3XQBbeNLr+PsoYFW4sy5vLiNrGzxboa5WX7ByjHFoOATHALdel7g2ixTAynjTT93SXAHDwuRUGG+vaSLLAa2tsF67i6GLsnbP+d6CKqeCjo9gX7UAcgBkWJCwKbBgc3Dvei5lEH15eVNbmJ6vvhAHiMkF83kgoNFI8hA8RB4+cGIXru7Om0mJ9+B5pvae9WVgY1AyMvN94H+4LhcDrGtycDD7Lg2vgDarR3yfyep92FSCZi4VAzes1uphqXqsIXHAE6EFOmFSaUfA2wMAHTWSQRnX341E8BoZ0BA8IJJonUPHdcH2vcp7EPzW2HYdTw1hGC+E6PejPPVeqQDuBD8X7cCS2DWehnbfZ6eZbIsexEwpe75EHI+RAe3ubxkZgvG7rJpR9spF9azyzQhkjqd2G3i/wNphsDpzJ5fiyFykNa+CDiprXsSAf4dBAtHAUA9zCnVvUNAt6Crkoy+0kAtzJLV/njSegpwXptOoz/2jbeIs/xWzpkZ3Qn1c0/c9hzXQWB9kn6UQV0UkOYz0Hwj9WIUOzrlAncB09rhtAQ4Q229juD8UtHGWzT2esPCgciS5DjDdGuysXkue8IZ8ySEx10Ks1oNMkvIm9nz4GRU5pT+JmeHuvCmcGydDl/KEZ/WY1rcTmRKCpDHBzQtwYWnPw+LeJJlx/O8WT7hrMsMzorpyDkB5kFOkDA2nvFUhUTPANDMDoQwbFbMVnyRGcT6/t48W54c/YyDvTEB2P9+GaWA9iaO3NSvTgi2wrJ0ugp+GrHUNu5nrvqoM340i1sHEKXE/7mv7JAdhvvz62HXtN6u3uxd3J0GlCSxrfT5ryt3gSaQKDsnFtIJEQNDUC1f54mrrxbaW8wh+M2qvgb0Ac/AgGGwc3KzGAZxuQgp7PJBx8z4R2jsaKZ/DXuXRVBw7+/82BTt8A6CnQqmSR+RxlIUXjtHv1GdjM89YJ52J5vB+/YNvSnBrVf9VX9dhhKbybfe854xIGvLUbMEAD+TxTHhpBOzkNo2USLdNW+LA+msSIjf/1pVNY7Vs+X/jH+aSkWhGBqn9ErQhKY7apOq0yEfjelRdIt9avh+eHBjIzeH0BrW+S3rTRNLQWkhrBkznlpj1sfRocFc5O9MP3o/nBQmYpkqP4W/QwYrxp2IPabKdFprAj3osT1PHztRG5OFK6+vFqtmM8nsJROLiYWhAm7isN7GSyTqU7cPr4EN7IdPWhB0tnlsDoXfdcZZEOvBl7cDx3bnD0fDaihHd6fBS3luTlT+d+W0bjLqflf5JnlERLImB0IbRky9usUYd3QH95anb4C2j7sU54fg/30B4kya4jD4HhtB4OjoFUswQZy0Kof7qhF/PKtX2oiad58CCOcF34NKVgfNMwq7bPXmEJdXwOvUYn1od9iV6zGQEfiQtSRE/3PtT3n9Tbthy8j55lomYVK/yZXu+yw9uxvVYy4xFcw/X8TlN5pB0f34F3m9LH+vEY0lqMgYF3J74PkR1biicECpklcGoxLT8rSvaNioDRRdWoyoteoRE4bMLBadQH+9HZERh/lGPCgv90XEFF+sMLNID6y0kFubNJrz0XIq/HBYiiRltyCO/scHAyxVW9JkkZ+cCBeR3Xur+gjRoH9AM0cB+GwRfD8gLqnEj04X/o6Q5RrzQ93T9R37uxSh64r02w2UtPovG9L8UZ3QiSLjB0baIX7RDJQMo8gdNhhaIHDfbH8twBCWsG/x1A8tCA8lxxw/2NZE4xOdYOATHAtcOyGSSZPmWq10Q92zO5Gm/3LCwp4AX2opIs39PlUzifBsDooyFaED3MpYndqOSvBzW7azwwgv00FKuoh/4bRn9jEd5E6c9briXby+IncJgGeZqe8c1dm/GuVadji6tCdcjs3ozHJvrwa9Z/lJEw4iNQ6KNeEdR4I4DXEs9Iage+U0vR3T24hxXBu8LI5Fru5/WX0Ux51vVDPzC1wYjewfjYbdjrR0t8Taeyd/nJkbLWQIDjY2s0RFphgICDq2GwccA81ZfsGszQmxv2pZkrpKyl8a24z9xp4GHPHhxHBC8NJCwgYB2b6b19vCCrJkmuS/8XDYf+jXj/fSIrr7KyDmJ5hpXBG6PT2K6NIWOGXvIYDfOv4/14zZo+XMI6OHZzHyLEtuCusQG8nLK+Rnxup6wTlG0zOnYGP6TqD6I4z/V+llUXHKTQiTMnhmH03muYyvTShm0h8NvNJTIPTQ7h+SV5vqfTNj7nS1BQ6ETwyYJT1yT7+mTXgpJM9k2Yf3Eq4ZbTZkFADy7NoqvoWT0C/2cigiN9JwfpLl9aB6/2LS8snMG3Ck+D0qlBfIoDULgPbii8pKsXzw6SXUk5jfDmqI2zyavfeeWh7sHitGc3B+sHwcF7M8Dl7I+s4eTRYdTpDI86pueOOm3T0Do8z0aVxr+VjQ9R1lOhsJ6y9Ktb7F7Ud3OQYX1P4g1MInUrQr2Xa6hYZNKC/oJaKG/dmsY2Q/k5MovtMH0uwZno8vfGV98JCfaF0b8gddj4dU4JObYuAlbrNk1aVooAB8QrS/O8zjmyaa/Lqxj0avTrSN4fGyjm3Bj2P30p/+40wqE+GWkpfCG+CQ8trro2ZwdH8W8a4pWw8GIOyqbtrk3l5VK0EdW/XR0jNKz6qKOibuXUC5fDewZ8iddZZ2qodtPNperTkx9hnumrPCSFhuXZ43twO0JsnKJ/K8k1rjz4BwXcAs4M+VFFj+GxfuWFZbzejG6WC3kk3XwIGF1czdcs0dgDAS6BwejVi4zCcz1kzGcr/HD+xD+VcRD6+75OOuux0A7PyeYoN5fyPkRw5ZpebG5E2HMAABAASURBVPUmqK5Ee+c0Lktg4zJKmmGsLMy3qjL+Qi4TXArpa592eBNwBW9Qoslh6FkI4zX8sKpwWv4vrOu0kHx/oF5fCsnDavAaYx4r225fcsfCM2CwsTuPkaxuGFK2hAZBQAxwg3TEQqlBF8XsgSUb5wXptGIqeNDJy1C4J6dG/ae188SzicndGKad0l9bms3gyWzCd68yFm7kGmHMl6rKwtQoXk+D06ksPIGiUozhAkfZcAyNR83umGIzPkIcLHq9j6CGdTUanF7/LK9f3wcEqUNp0N/+vqA0M+icMykvJs1SRpNwKDmIvwUSOjgnkGaWoGDafjZD9q2JgBjg1uxX71YpmHmtCss3bMAyb0GAfmCKA+KQH01RmYOfFZ0bnHAq+qMc6MM9kOIgOmlhH/3nlQZVVEXCgfd7NECJiIVzKWgPY+sHB/qPPZ7CvllKz3L+Bgn12zgd/GEoGH/pSmvC68aZdqDfE2dS54SIFt5nSh3N4P1BtOvWYQVpfH9PLM8G28H3swnZtTwCYoBbvouLGxiJ4BPFOd5nxzoR+MQoDfCl3hJKShTut2YNVpXkBp5yoH8Q6xkLJCwmWBI7gbGwXnexCPOzsUHoV21O67KxTCl8lfOXehrRXECDUyoHx9gHP4pksJ7ebpw3Hd9aKJVpfD9CC/qysPV1Wnjo0RHsD8vHa+bJ4A2oIV/m4C4Evus+vQIvMZSHaCeMn7w2ldmsdK2utxjgVu/hkvbpv+PjYGb0cBPpnlnCXnY6ScPDacgDZQXuGSq9GqafxCySMDGFjTRqmaLMgBPqpZ/6PbhyAGsDSGtWPDqKE8khPINGakXKwlJi+ANGI7xrpkStBDng0j3+ObUE65MjWDExhP83tguV/41jBXqt7sM3id//VMD6vgOD+FUFfPrDG18w5eONyTdISxW59w9P8y+eLeU1e0L/RmfPZN/qCIgBbvUedmmf5cDon5Fo8Iw+lM9B48kw3Eh7Pj2MjYbk82R7cHwmirsww2SwI1k+dHTY2LduAPfM5yxUYhBT9N4fz7iUHqOyLVxG5ZOsngfuGzDQoBzXni5vHrp4ExGl7nc/dsvCGt0cLPR8/x4BjK+tHB+9178Q79fmz0MkEr14JdtvNFXM34eTTOC5RuIdGD0Y6Di4xkieELUEAv4GuCWaKI1wQeCLLnnlWQoReo+BRnh8GHqN9iDMt4o8kyM7cQuNmPmU97w+1rSNv8YH8JT5rIVPcbbg9TRo3TQOFtsxQEPxPUb9aswMjwuvEGDT4CZpcK5mvJB6qeQIlmtPF4M4tBgKzdWpaAhv513K3efOjQ+8wbs9NYT7GDMUEyqHN0nFWT5nCt/FNZjxocgWrdmEc9i/vJfInvruWL+x9+0rSAqbAgExwE3RTbVVMrkJX6ZEjm/cBwR6jx8KIMkW28ALswmz3emJ0xH2adasZBoxPaX7suxJ2J2Nb6zpw1vDstWDnu0YoqF4AuMGGj793qylIngIHOiPkFzPOu9gB03zyAP3lQfNP0O544zbefIDGtvHpJZiCeuNJEfQTYP7AMarKq+ihpznYnmsD4eo4/rQUh1MJoexITTfHAPr/QIxis6dBh0cx4bRNW9HEPiQVrYyBw774evZtOzaAgExwN7d3LolVyPNgXjMqIEOjLyJyWHop6vNX8eZwm+M6nchohf50YiNt6GCjYvIb6N3VXHdFVRpyuIkd+LXnPZ9Mdt3VxrH9TxqI2kxrXLRieBsy4ZeE32dsvAOekxPUzbeyv58O6cvX0WP9iLSFvLodCflrmE8nTIfz0H+J7gZ2rib6rYgdF0DOCeWxCF6seGfXndwLBXBukoVXbYFp7LeZ5ryk/ZHE6OYgMHGvrmXARmdZOhnKXiJmlALTSsgIAa4FXqxgjZwoP6OEZvCingvzjShpRdsPD1MD2c5B9z3mMh1oxkbxdtpeLQn71bsm8e6Hxjvyw52RtOCvsIWuHBiJ/49PoqP0ci+NzmIt04M4uvJUbyDhvVtEyP4ID3a/6NKHPO5b6IQ78dLeGNxjVII3ycK6egRGt9BVPyw29IMfg+AdhUmm730BIwequI1fg4FLmMMDgoL9mR5sDJCsRAIiAFeCJQbsA56T/7TYsU6v7H41P2MXrD2LPe5l5bncsB9bdC7xuVc8zk0PM+yFSp9ZWMtpxyPxwagv/E8L1RSC42A4s3QFXBQ2Z9pKMwsOYr1Bw/iSKWKr+nFI1l/vyl/xMGX9u7FMRN63ui+2YRO01gG7xNrOomtg4AY4Nbpy1AtSQ7hNjIcZgwM9BgfFUg0R2BbuO9c0uSgjnXiHyaEXjTZf7dR+IBXuV8+3Z0OetHX0hB/z49OyuqDQGwzzqLx1Ybs4RXVoDDVlcHqffsQ5gHAsqrSCj8oy/TKoMEfGzF88lnLcPAwfQiK/I1NLvQrXkE6SXn9ERADXH+MG7cGhStMlKOhWtK9GfcwodUPF5HuP4xGwQHu3N2PxxgRexClhvBqKLzPozgwm+17fKwf+zD/B/mBPEJQHQKccn6/SuNaSlnKWEk42nkEG/V715Uw53h4A3A5+9/oH4o0j2Pj9fpoEtf24nzK7jShpad8uQmd0LQWAmKAW6s/Q7VmKopXmTJkMgj8r9OcrPQUHsg0bSv3BiEDfA/bYDRQeYmjEX6tyuA5XuVB+RwA18VP4FCiH2bvdQYJlHJXBNavx/JEH/ZwyvdVvGmifXIlC8q8jWvg8f37oR9aCqL1LO/egvNYeAmjaTik19lNidPAZ0xpp5bgNaa0Qtc6CIgBbp2+DN2SY9uxl0xGa2c0UOfgAhh5K4dvxzhsGA8+lB2l8dOv3qCaLbkLX5z7JrNdoRzlOPhcvBe3r+hFxU/UVlh347DVSRPi+q7jS3GEd2anVlqFUvgNja/+kMtMpTKyfOeiI5PGn7Jpw51jwfxPHS5AlDcYp8Ng413I4cX62ImBekJSRwTEANcR3GYQzbUn06ehVXw33mraptQoXgQHR03pSbc1MYC381hV0N9kXpXGGg5qYeourlNhfafCPk6TfrW4QM4qQaB7Ey6M9+EYFPTDfOyaSqSAlxPenhzCgyvjLuaKpfAvKmI868LfyVUTg7iuWIr3WXw3/pelrIL7gGBbkOssAKNWLRYD3Ko9a9iuThtvMiTVI6B+/9SYPBrFfY2JSehk8OblZ+AUJqsKu3cj1XEU6xxgpCpBDp5Gry3NaDyYVlVfizGv6cMWYne7HYH+UprZqzjuGDg0gM/Qr1q5F4fLTfTiubSMXq/WlQlj3emJIYQz/A5eWibILYOKZKKo6J12yNb0CIgBbvourK4BB0awn2PAHUZSFJZ190GvmxmRH9yJf1P2L2C6KaglU9hBcsVYVeD64FEO2H2cNvxiVYIUIlB4Q6wPJ+gRPxGyBSNwLyyL9+FvXNvfTuzW+zE4foWzZUesDO5EA1gTL3HNaVhPg/rZWdFm+840nkBKNod7g8DfyAPZbqMbDsfBgcO3YtxArJC0IAJigFuwU8M2iVNgxu8Ec8D8Zhj5yWFcwsEoHYJnJT2UP4eg9yXltOFzlIV7w+GqtC+lfyHvCDop49uJPhyK9ePRkK0MgVgPYsTnt/H9nG4GjJ6aJ65lcvIZDv6QGsbq8V24JZ9XXSKS6cBOivCtluX5wOt9x4Fd+FE+wyBhO/icAVmWhDcDxr+9LEO9dyJ/QREQA7ygcDdmZTRSHzY1khyQNnOtdkOIltC+46IQ9OCgdC96UO8Ow+NHmxzEX5dP4yTSTDJWFdj+VcrBjzm1qj3id1UlrEWY49uwkbMDNysLKeJzYS2aZSt8MDWC+1MWRXJfg8Br6iaKWc5oGjIxG3c1JdZ0rGMjf0t9Oh0YFWYmh1DRO+yBsoWgKRAQA9wU3VR/JS0bV5rWYtsI9QnI8SH8jqOo/kqWaRWa7vUczO6rE7WIt9+OcXpTMRr3n9RCHgfZJXDwRhqeGU5PfwEbsKwmcptISKIHF7OPduEEdhGLM2qk+okIcB4N06tqJC8rhrMWH2HC6C8BSZcNKoMnhH3PmNfXV7LMJjsHV5mQCc2CIbDgFYkBXnDIG7PCdAZhPkT/wK6NiIdpCddjH0zPMexf3P1u3bqs5xqmKl9ariU+Rtm4mHOQJ8CdL7FJoYMoxTw73oljNMZ76Rn/lwlbs9KcPIC1vOH4Pts6w/V1vb6/sYZt+QVvklaODeNfNZSJ+GY8nNfe/yDMpnB1chf0H4wYc23YgATrMX5VKdKBxxkLF8KWREAMcEt2a/hGTe5GCg5M19qUFcUnwtYSUbgbeegMc28WOqZXYggXIIoabslR/Ipr09pj/VkNxeqnxE+hUf86DVSGnuGfOFW/rabyF0+Y1d2LN7FNE1M2DvCG43G8VmrZJ8c4fX1nGl/92cZMLZupn8RGBpeHlHkkNYQHhuTB0SX4NHkID/dBwcGNY9th9CnYIFFS3rwINJQBbl4YW0RzBf20p2ljnogBLDEl1nQHh7HTcfApnTaODlYmbkN1rxN5VMZB9lGcej+D04b7PUgqyuYIrH9X93Fs3ESjpaeot9NjfF5FwhaJafkmnBIfwOXUf5IxwzXZd1KVLsZah8/Q8K7kOr1en62pbOrdlXZwM4WyS7g3C04aOJekNqN52IZOXtvGHu2MhSeZCxfKVkVADxSt2jZpV0gEOBDeQJYko0mwYg4+YUJYSDMxgpfwPNRgy4FtA73Kf5Kv5mF8FLdyWvpkul1Pofda3deV3LXTU9Rb4OCzNAh2oo9T1X34Q/fsk9RhDIO79Brlrt2GkxP9+EisF7dTz8ySCPbCxiUUv5qx5oEN/1ekA6t5zb2QwsPMipA8OHA6eBn7c69S4JIywmyvPzyMHWEYNG3sBD7LNlk6bRDHjgzhRgM6IWlxBEwvmBaHoRGa1yA6RPB0U024lvosnIsOU/ocHQfdu9LrDLUezMHtbjQMl+dk1Pp4aBjfokfcyTYZv0JSgQ5cIsQy8t3P1k9S98Fmm6bjPdhDw3wFbzKeuWYrVrG8nkHFtuCuXf34AOv+D+NhRjt9AnfwRud/aLDWs/J6jgtHohHcn0sA59VtCpbe6JFO7IaDME88AxZ+yWvzvWx/uHAuOhRg/LtBBk8LV4FQtyoC9fyhtSpmLd2u1E5cwQamGIODghWfwI8RfstkOqBf1Qg3zQdckujFd8NXZ86RHMXz7TQS5PgP40KEDlg4lS7gwzmIfykzg0PaIDLOsK3H470YY7yZBvrD8c14TWwAL+/qw2tZ/sKT+nFvHjd2DaCfBvUJsX78d2ITXsXy1zPvteT5OXm1R3uYU+BTpNVr07ZK49+Wg1eycWcyrmRUjPUOUzTuz6OBW3VwJ/5Qt8poDBPHcRsbtCZUHQp7U4N4aCieOeLEJK5kklVyHxxSqV34RTCZULQDAmKA26GXQ7aR632vNWZx8PDEepxmTD9HqL/+wzXSx86dwvRIz/lSGpOvmdJXQqcfSKOhOIu8MXqnIGgbAAAQAElEQVSF/+BxoYMezKNs61JOo3YznkED/TJk8F566B/ij/YyKvSpGQf6gyW7uI49SIP6HbrXH3UieD/L3828y8jzUPJqj3YlHOjvHrOInAsbTrAxzyKeS5ND+Hydq1bxJHYTt5NC1pMmOGeH5MmS62uf1/GDsycGO858vNqATEjaBIHF+EG2CbTN28zJ2YHyqGkL7KX4vSltId3EKH6qLLy1MM8o7eCp8R5804i2CiIajUmuWd9j2QmspRj9MA8PEgwRmM5E8N/EcBmnm79syFMNmaLHvxcKJ4cVMrMcZ+4fwoGwfJreWYI/6qNJ5I3IsckRfNGEVmjaAwExwO3Rz6FbaVnQD8cY8XFg6Y1vQUUfzUgO4h0cNMNPK1t4cqIXvzFSsEqivXsxRkNyJ8YIHLyb4qYZaxhaStQNvKnSWC05tBMfX4iW6QeuOCuSpMcf2viqCB535EaYvn5X1Jw1A7iA1+4mmG42nmVKKnTtgYAY4Pbo59CtHB/E18k0xmgWMvi5GWE5VWoIT+T64N/KS/xzONX4QK5rXu9PVdNSOzWCN9IQL+FU8BNZv/6ucE0raFJhJ2Dha0uO4SRicyZvqhZutmAAq492YJw3RrGw2Onp4OROhPrYRmEdGRvGDwXyJnV/chThbzQLK5R0yyEgBrjlurR2DaInY/5VJweraAzfU2ntXB+8FwepfRXw34X13oZzEfpp7ArqyrPowXRiCFuYEYONb/GYZmyvoLBbdeJiGt1lqUE8fd8+HKwEgEp51vZhc9zGOL1Q/WR5WDHf4HTwB8Iy5ejpcb+faf0AGw/BwcrgScFUQtFuCIgBbrceD9FeejK/InmYj2C8pprXaJJLoafzJlln2LAhnsQ+GuKusIzV0tP4TKZG8RQeO5wMzuFNhH7Ct2WNMb3+gxw03pCKo5MzF5uSt0JfI9XCGJqfBvA+aSc7dRwNy8zZC/260VPD8uXos59hnX2KPJfleyRmw2O7cJUvkRS2JQL8LbVlu6XRhgjYwKWGpJrMSs9AP5mr0+HjzZhOWVjHtbwjoZkVEvSEDiY24d6heWvEMLEL1yWHcX9tjOHgrmzHRzj47qF4JrlvzjBF5X/N6drnpDaig17/SePDeA+uQT0+WmKEUHcPXkd8/8T+DvuRDbA/fsvZi4caVeRBFIlkr3Hea3kQlGYr+Hwhq5RYztsJAaudGittDY/A5DD+xYHualNOjkp34QD5DFP6MrpBTE1YWMM6D5WVBWU46HA4OCb68PYg0nqXc634+olhvJwG67TUMCzHwqOh8As4GAeQYaxfoMWsULhD1mny3mArfMBegQR1X8p2PITTtV/E1Vhsz14levEH20JlSx0Ofsn+eBCq2OI9eB6N+BmmIpTC7yYGcZ0pvdC1FwJWezVXWlsJApEoHkm+DKNR4AD5Jf1kqhGxGxGNcCqGU2iwjrkVB+XRiLyFU5TXki709CR56hI4CP+UU7YPo2FeQ6MW1VO4nF14HG9Yfsh4mJXylPtaBAo0FDPDAWAH4+vtCPqpl0Vju4THMyeH8OrJG5AylFN3sq4B9Md7MUHjd79KKiPfdcS+Ks93/Xosh4XPhKjf7jiS/e2EYGkv0nZvLX977Q6BtD8IgblPBr4piK6gXB3tgDaABVkhk9fgWCqDbnJVZgQcnB3vw+RJvbgrZTRe4BQuZxd+yCnrxzHqbyJHaPiUjrzxeBhsvIc3Er+mB3ULHOyCgp4RSNOQaC9U3wzpqNtFMn0gh8p6qGnSppmjPdl9tMU7mP6PcvAFMrx42sHJuo652Mnp5K2Ml03uxDDpGjJ09eN5lo2dbNfqShQkhtrzPacS3kKeY8ugPVlCWpjrm37p/v0wfp/eV5IUtiQCYoBbsltr3ygO2Jdx5NlnLFnhdHqhzzOmdyMcxYnURpxE47HXrdggb/mMwnXdPTD/speB0HqTpIbwi9Qo3kBv9CHJIWyj59bDvK7UMPQabAeP0bmoDbbFtD5GSKPLOuaO2pM9hcZ9K8vPSo7guYeG8amjI9hfb/1rKF8l+vFLy8FnKZOXH/chA+9OvkwMq/J8dZW8mXsRr0P91Ls+DYxU9g7iHu6fvwKlCkFrIQCIAW61Hq1je1QGF4YS7+Aza3sQ+uMIRXVw3ZHGYyPz/sNYSVCcEr+Ma4fXIeTfJ1ZSmfDUBoHuLdkbuAkuSl9UqUR6vh/gTcyzKuXP8XVvwKlMf4LRONg2Fu1hQGMlhXDRERADvOhd0DwKjO/CLZwGDPMheZVW5Km+iRl6E2ex7opfeeHU7VlxB0dim/CA6tURCfVEYM0mvMNO42Y4qGjKWevG/n4VPd+afHfZ7oT++0yl5RpFB5dPjGIUsgkCAQi0swEOgEaK3RDg9OYlnNbT64tuxeV5CrF4Ly4vLwifw7ovJtfrGCsLDqIqgt9xOvFP1byvXFnlwhWEwCrt9fZhbyaCN5PW3OCROB8cZDhlfY+JIXwwn1dFItEH/U9HYd4vn+KSwaOqqFJY2wgBMcBt1Nk1aqodUQi3pqZwCY2e8bel/fSkJ/xeZeFSeke8D/Cj9C27T2YaKQ6uL/elksKFQWAbOnmT9p1IOjtbckqllXKN9tiMhfXjI6jJP1hRp5fwIntYGH3mfhtkC8MltO2KgBjgdu35Kto9PoTf8cL5UUgRn4xtxlmowZYcxPcjS7PrcscrFqcQ4Sj5Ia4NH62VXpAtNAKxPrwsdgLHofCEylze2SrJuz05ghVHhlDRvxrNSpnfrx3A2VD42HxOcIrX0w/HhiBfvAqGSijmEOA4OpeSgyAQAoHxYfw/OBgPwaKsDP6CASwJweNJOnYL7khZiNPr+ZsnkUEB1wqXqwyuozf8t+wnBg14hKR6BGI0cLF+jNFwfpixqnGI18A7k8M4vXqtZiXod9gz+loFqBpMt7GJYcgXr0zRErosAlVd+FkJsmtfBBRCPdBED2FZwsb2mgE2iCl6PffijUCYd5R19WWRut3DimKchvhHOBMryggkoyYIrBzANmJ8o7JxLQ1ndzVCefOU5nLEvXgNvKUaOaW8Rzuxk7KXluYHnId7QyBAmBS3BwJigNujn+vSSq7H3gAb7wkjnIZuE9eDfxaGJ4g2NYL/dRycBYUpVLfRJuAx8SM4TB1/jBp569Wp1BrciQFs6OrFLR02buI1cKcatGoIGazlckRVMyClerDf9UNX+rWj0iLPc95MvCP7W/CkkAJBwB0BMcDuuEiuIQL6gxG0Wv8yJM+RPYLTj6/MndTiODGC/6ROQpze8F9rIE9PPT46ZuM4vbUfZj9BWAOhDSNiARXp7sE9aNRGHBu3Waom08ROBvgQDd7AxCgmUMOtqwevobiHMZoHhb8lR/FWcwahFATmERADPI+FpCpEgFOA9yRrqO8202h/YG0/wj1NzUp8w19xnN7wvWk9HweH/pEvcXAh5VBNPPb4UhyhIf5bVz/ODeYSCiKgunvxpng/9tgWtIfaw7xahJQdwcChYdT05k0rtqYPl1gW3qvTxtHB0dQQ7mtML4SCQAkCYoBLAJHTihDI0Cs5i5ycXeTeMKQdXJnoxUMMyY3JksP4YWoZllOZfxgz+RNqQ3wPy8G/aFQOx3pQ+b89oaW3CGc2vkyPd8ZWeCdvgk6tUWu5JIsP0+tN1OCb1WUqJXpwMa/fsMsijt2Ju1AYWbmXIAhUgIBVAY+wCAJlCNAr2ckpxrCf/dOG7Rd18SxvxvTEMO6hFO5DT/Z4mcKVZjhYqSx8mYZ4hobmOh5r68VXqtdi8W1DJ43uS4nFLsYZdqi+OYnUSh3eRO1ccgzreFP1ilrJLJSjp8gdK/uxDV4mhSX+ad6MPW1yO0b8qaRUEPBHQAywPz5SGgKB8SF8BcAVjOZBweJg9vdEP05DHbbkEP7CwXuFZeNbNRXvIEp5Z8HBz+O9yDBem9iIbcxri9A1gEtpcG+Ln8AUje7H2OiNjKGMGLEji0fgEgKFPZs3UVv27cNBD6qqsmO92MQp8r9QSLhxUOEn4yP4BvmaL4jGDYVAuAuvoVQXZRoRAU4TPoJ6hf0ObsRxMLpyM84gbz2CMz6Kp7COHnpUtfdaFCwonO1EcRMNcTo+gFt4fAN6EPZVFjTqtqIHJ7NNX6XR1Z6uzRua71LXDYyVB1pYF2aHBv1XqQhW8MbpSy7lNcmK9aCH1Q8B7DvujIPCENd9H2NML4SCgA8Clk+ZFAkCFSFAIzxAxhRjmGB12Lhe/wtOGKYwtBMj2EWPqi8dxf1oiMPqZ1aVQgQ2TqdB/t+4hePxPiS5zv2Dukyzo75bdx/O4xT7VTS8Rzst3ME2PY01hvd0yeQa2Akl+f+xojgtOYKLMYipkrKanbJNd1YWtrM94abKHSRpfLfWTBERtNAINFx9YoAbrktaQqHMimmc6oR9L5fTunYaN63egvPqicLhHfgTDXGC+j2dNmCmnnVRdpz1/D9Os/+LxjjDeCjWh3929+ON9MJiLG+IsLofA1zL/ViiDzcy6hsH2wb+wWniC2ioltdFSTUnVWHcimAbb9zOGt+B2+dy63JIDOBebJP+a8vOUBUonFgxA+3xZ0LxCbEg4IOAGGAfcKSocgT27MHxJcBGSkgzhglWJI2/xwZwAeq8TQzhazTES6wM3sWqwupJltBB/95W0e7czXbwLnphKRrkND3kSR5voKf5Naafs5bTvaElmzFYq/uwmevtr2J9V9DgDvJ4jDcEmYiDnZz6fSlvSO7EqKfOqaaZ0CqoJpSNi+lVrhnfiVuqkGPE2rUZD3Js/JnEuh94MA7pdAc26GvamEMIBQEDBMJeiAYivUmkpL0Q2D+EAx0K2pByTEeYTXFg/p1+PSQMU4W0zvguvJneVwdsvIAyjjAuZIjQQ17NCu9MT/OpTH8+zeleGkYnG3th01DO0Eie4PlhTp/ezvNrefwPDfb19KSv5vEvLLuBeTr/ZpbvY94x5mmeNI82o5aX4ZzrDq6Fv5/1PZwGt5/HZbS0CzoO8GLYbyvcjZjHk6P4FXWoe2D7L+GN1v+xIjaXe/Pg8Ebp/MO3YtycRSgFATMEFvSHZ6aSULUSAgeG8GeuuT6zgjYpGqOf0yO8tALeilhSo/gsjcIqTr2eRyOhH9CpSE5NmRSUchBVwBLKXcnp0/U8P5vHM6FwF3rS9+fxXiy7M/N0/hksX8e8ZczTPBEeyc794gaH+v2+M4J+zjqcPDmEaxZKnXgPnsi69Hu+oXGg8X1CchB/Jb8EQaDmCIgBrjmkXgLbN59rrl+lR/v20AgoKBrh79Kje1No3ioYJofxLxqJAQ6+XQr4LQ0HbXIVAtuYlf03Rfw+zxubjtQILti/E8MLCUdiE94BC99mnexK7kMEMryVxvf7IViEVBAIhYAY4FBwCXGlCHCq8W3kfR9j6KAcvDPRhx+FZqySgYPvoeQwHpTahCU0JHqdOFmlyLZhZ5/tYGOfzHX2pakRPI/pDOOCBk47/9iJ4M2VZE/LMQAAEABJREFUVOoAH2Hfv6MSXuERBEwREANsipTQVYWAZqYX9FoaskoHxMdwXXOEchb+mr0aaRqSN1P/bptTqNThCnp1R3mUMI+Aw74dh43L7DQSyRFsJV7a85ynWKjUAJbQ+Op30R9dUZU23ssZkJdXxCtMgkAIBBZ+MAuhnJC2HgI0ZO9ybDyDBgyhN4UeDqzH6v2akp9e+lvENCyPoFe3slNhHWmv4Hprmsf2DA6Ocar2I8RkCft2DdfRXz+5G6nFAmNVP+4Tt3GE9W9iDB3o+b4tNYrXhWYUBkGgAgTEAFcAmrBUh8DEKL7KKcqLKYXjHffhwpJIGv+I9yPcP9eEq8OIWj/lTcPziNQQOqwM9Gco/4+MRxlLwgKd0hIuRE30dA+wns8yxngjor9Ypb3Fer9Pzer8Q1cv3hV18CdSRRlDBV6I+gtcF9HzDf+sQqiahFgQmEdADPA8FpJaQASS+vUThfuxSo593IcNDl5Db1g/SbtAZsdfwfFduIXG+CLGlamN6KBSz4bCr2isDpGzsjaSMVSoTy36AbQxtuU7ysZDU8NQ9HTX8fgCxslQ+tWPWPFa+Jul8MYKq3AiDu7JaXN9A1WhCGETBMIjIAY4PGbCUSME6Dn+maP73eFw5bAymedw4D2WGMBFlbHXiYtrxslhfIntu5jGqouGysr+K5ODH9Lz159APMyaF/yhJNbpG2i/0+yLlOPg3xwYPqmn2Kl7hHEt2/Ik3jT90leAR2E9szkT8lBeA8dZxz0YQwe2OeNEcM74CP4RmlkYBIEqEeDvrEoJwi4IVIGAfuUnEsF59LAqncJcyjXlX3b3Lf6UtB8M2X9lGsHj6GWdTmO2mkYtGj2MVeR5MW9Cfq6AfYwneK6/gUy7wFQ9wuzNjjZYeu12F6v4lsrgcdQnwulX/apQYmIEZ48P4yV6ip3lDRtivfgAbxh+TgWXMFYSZmDhvImd+DdkEwQWAQExwIsAulRZjMDYIK6NTKKbufsYKwo0YnpKejBRp781rEipAKaDB3GEhu9TvAl5OD3mUxiX8Xwpo8WorGlssB08z7bwemXjrTTQ3+eU9r8o9lo42E4rvZM/4Jvm0jt4E7M9W6a4DurgG/S2X5XldfD4SAe00Vdcs9Ue7XLK12u3PTw+JbkLPyQfIeS+CcK6Teil5zvEWYVXVqyugztWTKNrYhDXVSzDiFGIBAFvBCzvIikRBBYOgbExHKYxOIU1/oGx0tDP6VP9d3mfoADaK+6bOIzvwe2TI/j85CAu4/TvO2igL+WU9nnE6Vwa0tPpsW4ZH8ad59Jb6Vmfni0bwv2Y91R62x/M8o7gB2PbcbiJocipruI9+Mx0BMNw0JfLrOB4FfFZL992rgA5YakpAmKAawqnCKsWARqQ+1NGNe+PasP74kQvjizEHzpQVwkLgACXGB7Etd6jsPD8aqrjxaE/N3phNTKE1xwBofRHQAywPz5SuggI0Ag/meuSz+GUasXv13Kqdjmnba/iVOW1HLi7FqEZUmUNEIj1IBbvxXWcH/81xenvW/MQPnBmxKbX/FTOIug/3AgvQDgEgTogIAa4DqCKyOoR4LrkF+3lOInrnMmqpDk4m/wpGuL38SihiRCI9eHDykISCmehms1BcmYZTuW08zeqESO8gkA4BIKpxQAHYyQUi4TA5A1IcZ1zjVL4TZUqKDh4NT3hyVVbcN8qZQl7nRGI9eJ83VcKeBlA84uqtitpeLuP3oyKH/CrqnZhFgR8EBAD7AOOFDUEAk5yCA/mMPwkBzSj1am0OprGHzmlOcJB/pHViRLuWiPQ3YNH6b7hDdfvKVv/RzIPFQYHdtTGE7mccUmFEoRNEKg7Aq1sgOsOnlSwcAikhvCdSBSnsUb97ioPVQSFHg7yP6WXdcuqrdgK2RYVge4tOJ19catt4Se80epBlRtv1EYjnTjt4Ci+W6UoYRcE6oqAGOC6wivCa4nA+A7cTo+mx3LwZvrCHGerln56dAa3cvDfzfjwqqWJgFAIaMwTfbjNnsEtZKzFjZDDa+ONXLboHduOvZQpQRBoaASshtZOlKscgRbmHB/Bu6aBU9jEQcZaBO1ZX8Hpz0PxfrykFgJFhicCSmNMrPV7yVfwLmoDvV5PYtMCytk5Y2Edr413m/IInSCw2AiIAV7sHpD6K0Lg6Aj20xvebGXwLgqwGasPCqvoWX881oc04x9WbMPJ1QsVCRoBjSWN7h9jvdDfm/44je5KnV+DaCvgbfR6txwZxMEayBMRgsCCISAGeMGglorqgcD4Lrx52QkaTuCP9IJyVVR15IAeYbxf5wncwWnSYcanVCWwjZkTvXg2Pd5dGksa3fty7b1mY46jcHWXDf1Jzbe3McTS9CZGoGY/hibGQFRvcgT27sUxesPn02ieyUH+SI2b00t536ARnqEx+c6arVljzywJXggQq400uj/lLEKaRvILnFXY6EVbUb7CkXQUZ0wM4QGjozhRkQxhEgQaAAExwA3QCaJCbRCgEb4hNYSYY+HD9IYZaiN3TkqUxuQJmRkc4lTqeLwHVyYGcK+5ssY6LII2NLr3ZbyShlev7e6i0X0kb4giRqqQ0IgOcNipH9J9fHgHbjXkETJBoGEREAPcsF0jilWIQGZiEK+AjQT5/8xY+6Ao28LDHBt/oZc3RaOjPeP1ta+osSVyNmC9bjsN7zQ1/SPjw2h4w6/t0qqSNyj8iXgnuNar/wEpE0Qs5YJAMyAgBrgZekl0DI3AxCgm6BHfN6qwmZ5rrZ6WLtODzlsnjY72jG+nMZpJ9GF7ogdvwTaEN0Rl0hssowdL2b5XMN7EG49pzgbcrttOLTsYKw8E0YtZOdip+5B9eT/dp150BfmSFASaBgExwE3TVaJoJQgcHMIg1wo301DclY7WjkpkGPM4iLKOLZwCf3v8BA7H+nGCRnmI8RdcP76UcnxMDUsbK6j4AJ7S1Y+fc8pdP4h2Im7hONv3QcZtbEh1RrewrRRYeJpNW7hVWbhTcgRbdB9m82QnCLQYAmKAW6xDpTnuCKRGcD2nL7c6x6G/tPQfLMBG720JDX8f48X0wr8b70OGRnk60Y99TH+ba8j3XL8eyxdAFd8q1q3DCupyLxra79K73ccbhmnqZ8PGNywHD4VCLwUsYax74CLvdbqPUoM4IzmIm+teYatVIO1pKgTEADdVd4my1SIwcQd2cTrzrHQn1lDWn2gcbR4XKiga5Q4amXWs8Ilc0/zr8aU4yuncDA3ecRq/23j8c3cvvk7v83VdA3ghPefnxE6Hvmmg04mwm9K8WoaW1d2H19G4fk3Xwbr2MP84jW5megWOUJe/QOFSOqPriEntvFszjfW7vH/UfTIxgnN0H5mxCZUg0NwIiAFu7v4T7StE4PCtGKchvh89Y/2k7qdp3Y5XKCqYjcL9iFisf4dLafw2kO7etEb/Re/zPZaNT9Fz/ryaxgiNps3ozEWbnvQMjekMz9P64xY8zsyda2Oep9O8WoaWxTuN99C4PlXXwbpOZf5SGl1dN7MWPrDdx3kz8kn2QyQ5jPN1nyy8FlJjCyHQdE1ZtB9f0yElCrcsAjQAL6IBWE7v9CE0CrVfJ6a1qzF42pOO0phGKTeiFPRNRO684X/ThGMHlXywxpwer3z6E7K1KwL8HbRr06XdgkAxAskR/JpGYWs6irU0Eh+iMT5QTCFnlSJAPCfobX9PY6vX4seHUe1/PFeqivAJAg2DQE0NcMO0ShQRBKpA4PAOjNFIvJLGeN20g5PpGX+f4uo3RU3hrRhodKcsB1ekO3A68YynhvAEjW0rtlXaJAhUgoAY4EpQE562QUD/6QM940s5Tb0cGei/LPw3G0/bwr0ENwQ0NtcoGxfT6C4dH8EjDm/HdjdCyRME2h0BMcA1uwJEUKsjkNqFn9MQn81o6XdUuQb7M8YUozY6rd58r/Y5nCHYx/hdLkRv1dgw3i05il95MUi+ICAIzCIgBngWB9kLAqEQ0O+opkbwKMYEo+VYeBrXOG+kMW6MqWouYIdqUBhiB8fYzusiChfS2FqcITiF8Yljw9gRRozQCgLtjoAY4Ha/AmrU/nYXMzGIr3ON8y40xsujS7GKBkr/O9N36BnupXucWXB8WGmN6tS632HZ+BZvMO6r28Y2rmA8Z2wIV9WoDhEjCLQlAmKA27LbpdH1RODgzThCA/XH5DCeRM/wVK6FRk9EsYEG7DWMX6NRvpX1H2TUxo2HhggZ6nYQDm7l8WtK4dVaZ3q4Ucb146N4Cm8w/qzb1hDaihKCQAsgIAa4BTpRmrDYCATXf3wHbqcBez/j02mUz6BRO4kxGunAahq9l9Jh/YijcBWP+o8jDnMG+TDzj1FyhrG64EDLODYn8xAN7CDr+p2y8WE4eInWQetC3U7ijcMZPD49OYQPaJ2rq1i4BQFBwA8By69QygQBQaC+CIxtx2EavU/QS375xBAu5HEzjeFqes+rmb+Cae2BKh6zcUZhXcTBoyI2HkDNLtFpR58Dl+g8fa5pcvTZ4wi0jBVzMrtoYDezrgcmR/EK1vFJrQNlSRAEBIEFRkAM8AIDLtUJAtUgcGQIB8ZG8LOxUVxN43qlTk/o82FcqfP0uaappo6wvEIvCAgClSEgBrgy3IRLEBAEBAFBQBCoCgExwFXBJ8yCgCDQ3ghI6wWByhEQA1w5dsIpCAgCgoAgIAhUjIAY4IqhE0ZBQBAQBNobAWl9dQiIAa4OP+EWBAQBQUAQEAQqQkAMcEWwCZMgIAgIAoJAeyNQfevFAFePoUgQBAQBQUAQEARCIyAGODRkwiAICAKCgCAgCFSPQDMb4OpbLxIEAUFAEBAEBIFFQkAM8CIBL9UKAoKAICAItDcCYoCbtf9Fb0FAEBAEBIGmRkAMcFN3nygvCAgCgoAg0KwIiAFu1p5rb72l9YKAICAIND0CYoCbvgulAYKAICAICALNiIAY4GbsNdG5vRGQ1gsCgkBLICAGuCW6URohCAgCgoAg0GwIiAFuth4TfQWB9kZAWi8ItAwCYoBbpiulIYKAICAICALNhIAY4GbqLdFVEBAE2hsBaX1LISAGuKW6UxojCAgCgoAg0CwIiAFulp4SPQUBQUAQaG8EWq71YoBbrkulQYKAICAICALNgIAY4GboJdFREBAEBAFBoOUQCGWAW6710iBBQBAQBAQBQWCREBADvEjAS7WCgCAgCAgC7Y2AGGDj/hdCQUAQEAQEAUGgdgiIAa4dliJJEBAEBAFBQBAwRkAMsDFU7U0orRcEBAFBQBCoLQJigGuLp0gTBAQBQUAQEASMEBADbASTELU3AtJ6QUAQEARqj4AY4NpjKhIFAUFAEBAEBIFABMQAB0IkBIJAeyMgrRcEBIH6ICAGuD64ilRBQBAQBAQBQcAXATHAvvBIoSAgCLQ3AtJ6QaB+CIgBrh+2IlkQEAQEAUFAEPBEQAywJzRSIAgIAoJAeyMgra8vAmKA64uvSBcEBAFBQMCQoZ4AAACGSURBVBAQBFwREAPsCotkCgKCgCAgCLQ3AvVvvRjg+mMsNQgCgoAgIAgIAmUIiAEug0QyBAFBQBAQBASB+iPQyAa4/q2XGgQBQUAQEAQEgUVCQAzwIgEv1QoCgoAgIAi0NwJigBu1/0UvQUAQEAQEgZZGQAxwS3evNE4QEAQEAUGgURH4/wAAAP//bHRwcAAAAAZJREFUAwASsSSTEABDBQAAAABJRU5ErkJggg==</pentrails><costumes><list 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