ţ¸mw2.0 Spanishprojectsize[744 426]turtles-have[]globals[]globals-list[globals-vars]Ăshapes[0 ||]((đ '09BKT]foxŠ“œĽŽˇŔÉŇŰäíö˙#,5>G§~§~§~§~…~›˙…~„~˙„~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~[1 ||]((x $*06<BHNTZ`flrx~„А–œ˘¨Ž´şŔĆĚĎŇŐ§~§~§~§~Ą˙…~˘˙„~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~˘˙„~Ą˙…~§~§~§~§~[2 ||]((đ $-6?HQZclu~‡™˘Ť´˝ĆĎŘáęóü )2;DGJMƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~„~˙„~…~›˙…~§~§~§~§~[3 ||]((x $*06<BHNTZ`flrx~„А–œ˘¨Ž´şŔĆĚĎŇŐ§~§~§~§~…~Ą˙„~˘˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙„~˘˙…~Ą˙§~§~§~§~[4 ||](( $-6?HQZclu~‡™˘Ť´˝ĆĎŘáęóü )2;DMV_ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~/[5 ||](( !$'*-0369<?BEHKNQTWZ]`cfiloru§~§~§~§~§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§~§~§~§~¤[6 ||](( $*06<BHNTZ`flrx~„А–œ˘¨Ž´şŔĆĚŇŰä§~§~§~§~…~Ą˙„~˘˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ą˙~ƒ~ ˙‚~ƒ~ ˙‚~¤[7 ||](( $*06<BHNTZ`flrx~„А–œ˘¨Ž´şŔĆĚŇŰä§~§~§~§~Ą˙…~˘˙„~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~~Ą˙ƒ~‚~ ˙ƒ~‚~ ˙ƒ~¤[8 ||](( !'-39?EKQW]ciou{‡“™ŸĽŤąˇ˝ĂÉĎŐŰáäçę‚~ ˙ƒ~‚~ ˙ƒ~~Ą˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~˘˙„~Ą˙…~§~§~§~§~¤[9 ||](( !'-39?EKQW]ciou{‡“™ŸĽŤąˇ˝ĂÉĎŐŰáäçęƒ~ ˙‚~ƒ~ ˙‚~ƒ~Ą˙~ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙„~˘˙…~Ą˙§~§~§~§~ş[10 ||]((˘ !'-39?EKQW]ciou{‡“™ŸĽŤąˇ˝ĂÉĎŐŰáçđůƒ~ ˙‚~ƒ~ ˙‚~ƒ~Ą˙~ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ą˙~ƒ~ ˙‚~ƒ~ ˙‚~B[11 ||]((* !$'*-0369<?BEHKNQTWZ]`cfilox§~§~§~§~§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙~Ł˙~‚~Ą˙‚~‚~Ą˙‚~ş[12 ||]((˘ !'-39?EKQW]ciou{‡“™ŸĽŤąˇ˝ĂÉĎŐŰáçđů‚~ ˙ƒ~‚~ ˙ƒ~~Ą˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~Ł˙ƒ~~Ą˙ƒ~‚~ ˙ƒ~‚~ ˙ƒ~B[13 ||]((* !$'*-0369<?BEHKNQTWZ]`cfilorux{~„‡‚~Ą˙‚~‚~Ą˙‚~~Ł˙~§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§~§~§~§~T[14 ||]((< !$'*-0369<?BEHKNQTWZ]`cfilorux{~Š“‚~Ą˙‚~‚~Ą˙‚~~Ł˙~§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙§˙~Ł˙~‚~Ą˙‚~‚~Ą˙‚~đ[15 ||]((Ř '09BKT]foxŠ“œĽŽˇŔÉŇŰäíö˙#,/25§~§~§~§~…~›˙…~„~˙„~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~ƒ~Ÿ˙ƒ~„~˙„~…~›˙…~§~§~§~§~r[28 ||]((Z !$'*-6?HQZclu~‡“–™œŸ˘Ľ¨ŤŽą´ˇ§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙ţ˙„|‘ţ˙ţ˙†|ţ˙Žţ˙ˆ|ţ˙ţ˙Š|Žţ˙ţ˙Š|Žţ˙ţ˙Š|Žţ˙ţ˙Š|Žţ˙ţ˙Š|Žţ˙Žţ˙ˆ|ţ˙ţ˙†|ţ˙ţ˙„|‘ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙§ţ˙T)proceduresE)text{\rtf1\ansi\ansicpg1252\deff0\deftab720{\fonttbl{\f0\fswiss MS Sans Serif;}{\f1\froman\fcharset2 Symbol;}{\f2\fswiss\fprq2 System;}{\f3\fswiss\fprq2 Arial;}{\f4\fswiss Arial;}} {\colortbl\red0\green0\blue0;\red39\green0\blue0;\red255\green0\blue0;\red0\green128\blue0;\red9\green0\blue0;\red0\green128\blue64;\red19\green0\blue0;} \deflang1033\pard\plain\f3\fs24\cf4 \par \plain\f3\fs20 para Laberinto \par valores.iniciales \tab \plain\f3\fs20\cf3 \tab \plain\f3\fs20\cf3\i \plain\f3\fs20\cf5\i ;fijas los valores iniciales de todas las variables\plain\f3\fs20\cf3\i \par \plain\f3\fs20 NuevoLaberinto \tab \plain\f3\fs20\cf5 \tab \plain\f3\fs20\cf5\i ;Este es un programa recursivo. Vea lo que sigue.\plain\f3\fs20\cf5 \par \plain\f3\fs20 fin \par \par para valores.iniciales \par da "cuartos []\tab \tab \plain\f3\fs20\cf5\i \tab ;Almacena todas las connecciones de cada cuarto. \par \plain\f3\fs20 da "distancias []\tab \plain\f3\fs20\cf5\i \tab ;Almacena la distancia de cada cuarto a la salida \par \plain\f3\fs20 limpia \par cumpleveces [i ancho * altura][da "cuartos p\'fal [] :cuartos \par da "distancias fr :distancias 0] \par \plain\f3\fs20\cf5\i \tab \tab \tab \tab ;Fija los valores iniciales. Se supone que al inicio que \par \tab \tab \tab \tab ;todas los cuartos est\'e1n desconectados (tienen cuatro paredes).\plain\f3\fs20 \par esquina-superior-izquierda \tab \plain\f3\fs20\cf5\i ;Calcula la esquina superior izquierda d\'f3nde empezar\'e1 a dibujarse el laberinto \par \plain\f3\fs20 fin \par \par para NuevoLaberinto \par dibujante, cumpleveces [i ancho * altura] [fijamipos :i ffigura 16 estampa]\plain\f3\fs20\cf5\i ;Dibuja los cuartos \plain\f3\fs20 \par bola, mt \par da "salida-y 0\tab \tab \tab \plain\f3\fs20\i \tab \plain\f3\fs20\cf5\i ;Fija la salida en la fila superior (y = 0) \par \plain\f3\fs20 da "salida-x 2 + azar ancho - 3\plain\f3\fs20\cf5\i \tab \tab ;Fija la columna de salida al azar, evitando las esquinas \par \plain\f3\fs20 ConectarCuarto :salida-x :salida-y 0\tab \plain\f3\fs20\cf5\i ;El programa recursivo que se inicia desde la salida \par \tab \tab \tab \tab \tab ;y contin\'faa derribando paredes \par \plain\f3\fs20\cf0 fija-entrada\plain\f3\fs20\cf5\i \tab \tab \tab \tab ;Coloca la entrada en la \'faltima fila en el cuarto m\'e1s lejano a la salida \par \plain\f3\fs20 fin \par \par \par para Conectarcuarto :i :j :dist \par asigna [n :i + (ancho * :j) \par restante desconectado :i :j]\tab \tab \tab \plain\f3\fs20\cf5\i ;La variable \plain\f3\fs20\cf2\i restante\plain\f3\fs20\cf5\i contendra todos los cuartos pr\'f3ximos al cuarto \plain\f3\fs20\cf2\i i j \plain\f3\fs20\cf5\i \tab \tab \tab \tab \tab \tab :que no est\'e1n conectados. \par \plain\f3\fs20 da "distancias reemplazaitem 1 + :n :distancias :dist\plain\f3\fs20\cf5\i \tab ;Fija la distancia de este cuarto a la salida \par \plain\f3\fs20\cf0 bola, fijamipos :n\plain\f3\fs20\cf5\i \par \plain\f3\fs20 si y :i = :salida-x :j = :salida-y \par [fijaitem :i + ancho * :j "U]\tab \tab \plain\f3\fs20\cf5\i \tab ;Excepci\'f3n a la Regla: si es la salida, derribe la pared superior. \par \plain\f3\fs20 si 0 = cuenta :restante [alto]\tab \tab \plain\f3\fs20\cf5\i \tab ;Revise si todos los cuartos vecinos tienen al menos una conexi\'f3n, \par \tab \tab \tab \tab \tab \tab ;de ser as\'ed det\'e9ngase. \par \plain\f3\fs20 asigna [elecci\'f3n elige :restante]\tab \tab \plain\f3\fs20\cf5\i ;Seleccione al azar un cuarto desconectado \par \tab \tab \tab \tab \tab ;Las siguientes proposiciones condicionales revisan la posici\'f3n relativa \par \tab \tab \tab \tab \tab ; del cuarto vecino que se ha seleccionado al azar. Se hace la \par \tab \tab \tab \tab \tab ; conexi\'f3n, derribando las paredes de los dos cuartos correspondientes. \par \tab \tab \tab \tab \tab ; Luego se llama a ConectarCuarto de nuevo con un nuevo valor para \plain\f3\fs20\cf2\i i\plain\f3\fs20\cf5\i y \plain\f3\fs20\cf2\i j\plain\f3\fs20\cf5\i \par \tab \tab \tab \tab \tab ; (que indican el cuarto nuevo) y con la \plain\f3\fs20\cf2\i dist\plain\f3\fs20\cf5\i ancia a la salida \par \tab \tab \tab \tab \tab ; incrementada en 1. \par \plain\f3\fs20 si (primero :elecci\'f3n) = :i - 1 [ConectarIzquieda :i :j \par ConectarCuarto :i - 1 :j :dist + 1] \par si (primero :elecci\'f3n) = :i + 1 [ConectarDerecha :i :j \par ConectarCuarto :i + 1 :j :dist + 1] \par si (ul :elecci\'f3n) = :j - 1 [ConectarArriba :i :j \par ConectarCuarto :i :j - 1 :dist + 1] \par si (ultimo :elecci\'f3n) = :j + 1 [ConectarAbajo :i :j \par ConectarCuarto :i :j + 1 :dist + 1] \par \tab \tab \tab \tab \tab \plain\f3\fs20\cf5\i \tab ;Note que todas las proposiciones no tienen alto al final de la \par \tab \tab \tab \tab \tab \tab ;llamada recursiva. Esto quiere decir que la pr\'f3xima l\'ednea estar\'e1 \par \tab \tab \tab \tab \tab \tab ; pendiente para cada llamada recursiva. De esta forma, se garantiza \par \tab \tab \tab \tab \tab \tab ; que todos los cuartos estar\'e1n conectados de alguna manera.\plain\f3\fs20 \par ConectarCuarto :i :j :dist \par fin \par \par para conectado? :i :j \par asigna [n :i + ancho * :j ]\tab \tab \plain\f3\fs20\cf5\i \tab ;Busca el indice para la lista de cuartos \par \plain\f3\fs20 si o :i < 0 :i > (ancho - 1) [re "cierto]\plain\f3\fs20\cf5\i \tab ;Descarta los cuartos que est\'e1n muy lejos hacia la izquierda o la derecha \par \plain\f3\fs20 si o :j < 0 :j > (altura - 1) [re "cierto]\plain\f3\fs20\cf5\i \tab ;Descarta los cuartos que estan muy abajo o muy arriba \par \plain\f3\fs20 reporta no vacia? \'edtem 1 + :n :cuartos\plain\f3\fs20\cf5\i \tab ;Reporta sui este cuarto ya tiene conexi\'f3n o no. \par \plain\f3\fs20 fin \par \par para desconectado :i :j\tab \plain\f3\fs20\cf5\i \tab ;Revisa los cuartos hacia la izquierda, derecha, arriba y abajo (i-1, i+1,j-1,j+1) \par \tab \tab \tab \tab ; del cuarto correspondiente. \par \plain\f3\fs20 asigna [resultado []]\tab \tab \plain\f3\fs20\cf5\i \tab ;Si no hay conexiones, se agregan a la lista de resultados. \par \plain\f3\fs20 si no conectado? :i - 1 :j [da "resultado p\'fal fr :i - 1 :j :resultado] \par si no conectado? :i + 1 :j [da "resultado ponultimo frase :i + 1 :j :resultado] \par si no conectado? :i :j - 1 [da "resultado pon\'faltimo fr :i :j - 1 :resultado] \par si no conectado? :i :j + 1 [da "resultado p\'fal fr :i :j + 1 :resultado] \par reporta :resultado \par fin \par \plain\f3\fs20\cf5\i \par ; Estos programas hacen conexi\'f3nes "derribando las paredes"\plain\f3\fs20 \par para ConectarIzquieda :i :j \par fijaitem :i + ancho * :j "L \par fijaitem :i - 1 + ancho * :j "R \par fin \par \par para ConectarDerecha :i :j \par fijaitem :i + ancho * :j "R \par fijaitem :i + 1 + ancho * :j "L \par fin \par \par para ConectarArriba :i :j \par fijaitem :i + ancho * :j "U \par fijaitem :i + ancho * (:j - 1) "D \par fin \par \par para ConectarAbajo :i :j \par fijaitem :i + ancho * :j "D \par fijaitem :i + ancho * (:j + 1) "U \par fin \par \par para fijaitem :n :value \par asigna [cosa \'edtem 1 + :n :cuartos] \par si no miembro? :value :cosa \par [da "cuartos reemplazaitem 1 + :n :cuartos frase :cosa :value \par fijamifigura :n estampa] \par fin \par \par \plain\f3\fs20\cf5\i ;Elige el cuarto de entrada que es el m\'e1s lejano a la salida\plain\f3\fs20 \par para fija-entrada \par bola, et \par asigna [start ancho * (altura - 1) \par n :start \par max \'edtem 1 + :start :distancias] \par cumpleveces [i 0 + ancho] [ si :max < (\'edtem 1 + :start + :i :distancias) \par [da "n :start + :i \par da "max \'edtem 1 + :n :distancias]] \par fijaitem :n "D \par fin \par \par \plain\f3\fs20\cf5\i ; Dibuja cada cuarto fijando la figura de la tortuga con la cantidad justa de paredes derribadas \par ; Puertas es una caja de texto oculta\plain\f3\fs20 \par para fijamifigura :i \par dibujante, \par fijamipos :i \par fijapuertas item 1 + :i :cuartos \par ffig activa item cuenta hazlista puertas [1puerta 2puertas 3puertas 4puertas] \par fin \par \par para fijamipos :n \par asigna [posx residuo :n ancho \par posy entero :n / ancho] \par fpos fr :deltax + :posx * Tama\'f1oPieza :deltay - :posy * Tama\'f1oPieza \par fin \par \par para 1puerta \par asigna [d hazlista puertas] \par si :d = [D] [reporta 1] \par si :d = [L] [reporta 2] \par si :d = [U] [re 3] \par si :d = [R] [re 4] \par fin \par \par para 2puertas \par si y miembro? "D puertas miembro? "U puertas [reporta 5] \par si y miembro? "D puertas miembro? "L puertas [reporta 8] \par si y miembro? "D puertas miembro? "R puertas [re 7] \par si y miembro? "L puertas miembro? "R puertas [reporta 6] \par si y miembro? "L puertas miembro? "U puertas [reporta 9] \par si y miembro? "U puertas miembro? "R puertas [reporta 10] \par fin \par \par para 3puertas \par si no miembro? "L puertas [re 11] \par si no miembro? "U puertas [reporta 12] \par si no miembro? "R puertas [re 13] \par si no miembro? "D puertas [reporta 14] \par fin \par \par para 4puertas \par reporta 15 \par fin \par \par \par para reemplazaitem :n :lista :item \par asigna [cabeza [] cola :lista ] \par cumpleveces [i :n - 1][da "cabeza ponultimo \'edtem 1 + :i :lista :cabeza \par da "cola mpr :cola] \par reporta frase p\'fal :item :cabeza mpr :cola \par fin \par \par \par para esquina-superior-izquierda \par asigna [leftside \plain\f3\fs20\cf6 menos (pr tama\'f1oproyecto) / 2 \par dx ((pr tama\'f1oproyecto) - ( Tama\'f1oPieza * ancho)) / 2 \par \plain\f3\fs20 principio\plain\f3\fs20\cf6 (\'fal tama\'f1oproyecto) / 2 \par dy ((\'faltimo tama\'f1oproyecto) - ( Tama\'f1oPieza * altura)) / 2 ] \par si :dx < 0 [anuncia [Muy ancha para el tama\'f1o de este proyecto] detentodo] \par si :dy < 0 [anuncia [Nuy alto para el tama\'f1o de este proyecto] detentodo]\plain\f3\fs20 \par da "deltax :leftside + :dx + 20 \par da "deltay :principio - :dy - 20 \par fin \par \par \par \plain\f3\fs24\cf4 \par \plain\f3\fs20 \par } 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