<snapdata remixID="13918432"><project name="3.3.1 Funciones editor Bloques_FIG_pequeñas" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.3.1 Funciones editor Bloques_FIG_pequeñas"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="cuadrado" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><custom-block s="posición_random_cuadrado"></custom-block><block s="gotoXY"><block var="x_cuadrado"/><block var="Y_cuadrado"/></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="pasos_cuadrado"/></block><block s="turn"><block var="grados_cuadrado"/></block></script></block><block s="doChangeVar"><l>pasos_cuadrado</l><l>2</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block-definition><block-definition s="circulo" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><custom-block s="posición_random_circulo"></custom-block><block s="doRepeat"><l>200</l><script><block s="down"></block><block s="forward"><block var="pasos_circulo"/></block><block s="turn"><block var="grados_circulo"/></block></script></block><block s="doChangeVar"><l>pasos_circulo</l><l>0.05</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block-definition><block-definition s="W" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><custom-block s="posición_random_W"></custom-block><block s="forward"><block var="pasos_w"/></block><block s="turnLeft"><block var="DIRECCION_W"/></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="pasos_w"/></block><block s="turn"><l>135</l></block><block s="forward"><block var="pasos_w"/></block><block s="turn"><l>-135</l></block></script></block><block s="doChangeVar"><l>pasos_w</l><l>1</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script><scripts><script x="252.03125" y="86.13333333333367"><block var="DIRECCION_W"/></script></scripts></block-definition><block-definition s="parametros_iniciales_W_de_6_a_10 %&apos;tamaño_pasos_w_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">6</input></inputs><script><block s="doSetVar"><l>pasos_w</l><block var="tamaño_pasos_w_como_parametros_iniciales"/></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>DIRECCION_W</l><l>90</l></block><block s="doSetVar"><l>X_W</l><l>0</l></block><block s="doSetVar"><l>Y_W</l><l>0</l></block><block s="gotoXY"><block var="X_W"/><block var="Y_W"/></block></script></block-definition><block-definition s="parametros_iniciales_cuadrado_de_10_a_20 %&apos;tamaño_pasos_cuadrado_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">10</input></inputs><script><block s="doSetVar"><l>pasos_cuadrado</l><block var="tamaño_pasos_cuadrado_como_parametros_iniciales"/></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>x_cuadrado</l><l>0</l></block><block s="doSetVar"><l>Y_cuadrado</l><l>0</l></block><block s="doSetVar"><l>grados_cuadrado</l><l>90</l></block><block s="gotoXY"><block var="x_cuadrado"/><block var="Y_cuadrado"/></block></script></block-definition><block-definition s="parametros_iniciales_circulo_de_0.5_1 %&apos;tamaño_pasos_circulo_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">0.5</input></inputs><script><block s="doSetVar"><l>pasos_circulo</l><block var="tamaño_pasos_circulo_como_parametros_iniciales"/></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>x_circulo</l><l>0</l></block><block s="doSetVar"><l>Y_circulo</l><l>0</l></block><block s="doSetVar"><l>grados_circulo</l><l>3</l></block><block s="gotoXY"><block var="x_circulo"/><block var="Y_circulo"/></block></script></block-definition><block-definition s="posición_random_W" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>X_W</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_W</l><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="gotoXY"><block var="X_W"/><block var="Y_W"/></block><block s="doSetVar"><l>DIRECCION_W</l><block s="reportRandom"><l>0</l><l>360</l></block></block></script></block-definition><block-definition s="posición_random_circulo" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x_circulo</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_circulo</l><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="gotoXY"><block var="x_circulo"/><block var="Y_circulo"/></block></script></block-definition><block-definition s="posición_random_cuadrado" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x_cuadrado</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_cuadrado</l><block s="reportRandom"><l>-150</l><l>150</l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Escenari" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="194"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="195"><item><ref mediaID="Escenari_cst_Sense títol"></ref></item></list></costumes><sounds><list struct="atomic" id="196"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objecte" idx="1" x="-78.58711109517265" y="-120.25110897169674" heading="356" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,62.99999999999994,15.000000000000004,1" pen="tip" id="201"><costumes><list struct="atomic" id="202"></list></costumes><sounds><list struct="atomic" id="203"></list></sounds><blocks></blocks><variables><variable name="DIRECCION_W"><l>294</l></variable><variable name="grados_circulo"><l>3</l></variable><variable name="grados_cuadrado"><l>90</l></variable><variable name="pasos_circulo"><l>1.0000000000000004</l></variable><variable name="pasos_cuadrado"><l>30</l></variable><variable name="pasos_w"><l>15</l></variable><variable name="x_circulo"><l>-53</l></variable><variable name="x_cuadrado"><l>-140</l></variable><variable name="X_W"><l>-136</l></variable><variable name="Y_circulo"><l>-102</l></variable><variable name="Y_cuadrado"><l>57</l></variable><variable name="Y_W"><l>90</l></variable></variables><scripts><script x="39.66666666666697" y="10"><block s="receiveGo"></block><block s="hide"></block><block s="clear"></block><custom-block s="parametros_iniciales_W_de_6_a_10 %s"><l>5</l></custom-block><block s="doRepeat"><l>10</l><script><custom-block s="W"></custom-block></script></block></script><script x="328" y="16.166666666666515"><block s="receiveGo"></block><block s="doWait"><l>2</l></block><custom-block s="parametros_iniciales_circulo_de_0.5_1 %s"><l>0.5</l></custom-block><block s="doRepeat"><l>10</l><script><custom-block s="circulo"></custom-block></script></block></script><script x="166" y="171.16666666666652"><block s="receiveGo"></block><block s="doWait"><l>1</l></block><custom-block s="parametros_iniciales_cuadrado_de_10_a_20 %s"><l>10</l></custom-block><block s="doRepeat"><l>10</l><script><custom-block s="cuadrado"></custom-block></script></block></script></scripts></sprite><watcher scope="Objecte" s="direction" style="normal" x="14.619289340101545" y="198.82235256852775" color="74,108,212" hidden="true"/><watcher scope="Objecte" var="DIRECCION_W" style="normal" x="14.619289340101545" y="229.52286310659883" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="grados_circulo" style="normal" x="14.619289340101545" y="260.2233736446697" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="grados_cuadrado" style="normal" x="14.619289340101545" y="290.9238841827407" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="pasos_circulo" style="normal" x="14.619289340101545" y="321.62439472081195" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="pasos_cuadrado" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="pasos_w" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="x_circulo" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="x_cuadrado" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="X_W" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="Y_circulo" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="Y_cuadrado" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/><watcher scope="Objecte" var="Y_W" style="normal" x="14.619289340101545" y="329.29948946192894" color="243,118,29" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="3.3.1 Funciones editor Bloques_FIG_pequeñas" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="Sense títol" center-x="239.5" center-y="180" image="data:image/png;base64,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" mediaID="Escenari_cst_Sense títol"/></media></snapdata>