[b]Introducción[/b][br]Se presenta un truco de magia basado en el famoso juego conocido como [b]“La Mansión Embrujada”[/b], popularizado en televisión por el ilusionista [b]David Copperfield[/b], quien invitaba a los telespectadores a participar desde sus casas. Aquí comprobaremos que, para realizarlo, [b]no se necesita ningún poder extrasensorial[/b]: todo se basa en un [b]principio matemático[/b].[br]Además, el truco clásico ha sido modificado, incorporando [b]números primos[/b] y el número [b]π[/b].[br][b][br]Efecto[/b][br][list][*][b]Efecto del truco original[/b][/*][/list]Un grupo de incautos espectadores se pierde en el bosque y se refugia en una mansión embrujada, donde las habitaciones aparecen y desaparecen caprichosamente. Tras una larga persecución, el mago, usando sus artes oscuras, es capaz de atrapar a todos los espectadores en [b]una única habitación[/b].[br][list][*][b]Efecto de la modificación[/b][/*][/list]En esta versión, las habitaciones de la mansión están numeradas con [b]números primos[/b]. El brujo conseguirá atrapar a todos los espectadores en [b]dos habitaciones concretas[/b].[br][br]Al final, todos comprobarán con sus calculadoras que ciertas operaciones realizadas con los números de esas dos habitaciones dan como resultado… [b]¡una aproximación al número π![/b][br][b][br]Realización[/b][br]En la versión clásica se colocan sobre la mesa [b]nueve cartas boca abajo[/b], formando un cuadrado de 3 × 3. Estas cartas representan las habitaciones de la mansión.[br]Los espectadores pueden moverse por ella a través de las puertas de cada lado: [b]arriba, abajo, izquierda o derecha[/b], pero [b]no en diagonal[/b].[br][br]Los espectadores forman un grupo de excursionistas que se ha perdido en el bosque. Al caer la noche encuentran una mansión donde piden alojamiento. La mansión está regentada por un brujo y tiene [b]nueve habitaciones[/b], cuyos números son los [b]diez primeros números primos a partir del 3[/b]. En la habitación número [b]2[/b] duerme el brujo. Cada día, el brujo [b]hace desaparecer y aparecer habitaciones[/b] que no estén ocupadas, y también ordena a los huéspedes que [b]cambien de habitación[/b] un número determinado de movimientos (siempre en horizontal o vertical).[br][br][b]Paso 1.[/b][br]Se reparten las nueve cartas con los números primos (pulsando [b]“REPARTIR”[/b]). [br]Puede pulsarse tantas veces como se desee para asegurar a los espectadores que el reparto es aleatorio. [br]Cuando estén convencidos, se pulsa [b]“JUGAR”[/b].[br][br]El reparto no es completamente aleatorio, ya que las habitaciones [b]13 y 29[/b] siempre aparecen en una de estas cuatro posiciones:[br][img]data:image/png;base64,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[/img][br][b][br]Paso 2.[/b][br]Los excursionistas llegan a la mansión. Esa noche [b]solo existen cinco habitaciones[/b]: las cuatro esquinas y el centro.[br][img]data:image/png;base64,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[/img][br]Se pide que cada espectador que elija [b]mentalmente[/b] una de esas cinco habitaciones, sin decir cuál es.[br][br][b]Paso 3.[/b][br]Al día siguiente, [b]aparecen todas las habitaciones[/b].[br][img]data:image/png;base64,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[/img][br]El brujo ordena que todos los huéspedes se muevan exactamente [b]7 movimientos[/b] por la mansión. (Cualquier número [b]impar[/b] sería válido.)[br][br][b]Paso 4.[/b][br]Al día siguiente desaparecen [b]dos esquinas[/b]: una de ellas está junto a las habitaciones, y la otra es la[br]opuesta.[br][img]data:image/png;base64,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[/img][br]El brujo ordena ahora exactamente [b]3 movimientos[/b]. (Cualquier número [b]impar[/b] es válido.)[br][br][b]Paso 5.[/b][br]Al día siguiente desaparecen [b]dos habitaciones más[/b].[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMQAAAEOCAYAAADWorgNAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AACv5SURBVHhe7Z0JdBRV9sYfyI4QQEAEBAU3XFDcZhwVZcQZFVwgISGArAFkX2TfQUAUFWRTlG3Gkf+g4jqujDoeUHGDLCRAwh4RkDULq8D3P19VV9KpqvSWru4Ofe85P7rzqvqlXnhfv/fuu3VLqcUKQoh4TUEtccH3MxVUPwU1SkEtdDv2us1nhdBgKRCCjyEEdvQFCmqqguqsoG5QUNUUVEMF9XcF9bSCesl0vrkuwVksBULwYIde6urgLyqoEQrqUQV1lYKqzD++G+UUVF0F9RcF1VtBTVdQi1yfN0YUc/1C8LEUCCWHHZgd+RUFNUtB9VdQLRVUPVfHdxeCHRe7Ro8EBTVBQc1zq1OE4SyWAiEw2FHZYZe7pkUTFVQnBXWrgqqhoMrYdHxvVFRQVyiohxTUYAU12yWMZTKdcgxLgeAfFAI7KDvqHAU1UkE95poWVbLp5IFQ1jSdmqGgXnX7veZrEgLHUiD4Br+h2SEpiGcVVB/XtOgyBXWRTacOFlyEN1dQHRTUWJd3iqOSTKeCg6VA8IwhBC54JyuoLm7TInPndRJOp65UUI8oqGGu0UnWGSXHUiBYMdyg7Gxc4A5XUG0U1DUKqqpNZw0lHI24WOd0qqdrb8NYz8g6w38sBUIhhhD4nt6ipxTUfQqqgY/eolATo6BuVlDxLu8UF/eyn+EfloJohyJgBzKEMEVBdVRQLRTUJQF6i0IN9ziaKKgHFdQQBfWymzBkOuUZS0G0YgiBzHVtokXKtChQOIpxOnW3gkpyLf7pnTI2+kQcViwF0YTRKYwOQj9/XwV1j4Kqr6DK23Sy0ghHNS76b1RQca49EjoFjC8AEUYhloJowH00oNuS0yJuonFaVLOUTIsCxZhOcbOPzgHGTvFvIuLQsRRcyBj/6XzPeTU30ei2ZAepYtN5LmQ4+nGz70+u6dRzrulUtAvDUnCh4b5IZmwR59EMuaa3iJtoFWw6SzTB0ZDeqZtczgMjdsr4m0WbMCwFFwrG2oD/sXQ/TnOFXNMtyfk0wyHMnSPaYaiJETtFp4IxnYom162loLTD/zhjt5b/oUbIddMonBYFihGKTu+UETvF0TUaQtEtBaUVIwqU82BuonFa5E/ItWAPY6eM6dQkBTX/Ag8RsRSUJvgfwv8YCoHTIv6HcVoUjtiiCx1Op4zYqaEK6gXXaHyhhaJbCkoDhhD4H+FUyLVgD9dedVx7NYzwdQ9FvxCEYSmIZNy/kRjExvltJMcWXehUd4WiM3ZqnGtPx7hHo7ROpywFkYixUOYfXKZFkQdD0bmXw1AXhqLz/vHSus6wFEQK7usDxhYZIddXi7coYjFC0emdYig6p1PuXj/z/3EkYikIN8b+AV+5e8rYIpkWlT642WdMp7jZZ+SdivR1hqUgHLjvJnOBxjvRmHHiFgVV6wKPLbrQMWKn/ubyTnG05/9zpK4zLAWhxBACX/mHorfImBaV1pBrwR5Opxgqwzv73EPRjf//SBGHpcBpjMYbfwj6s+m+u9BCrgV73EPRmSiBs4FICkW3FDiFuwi4iWaEXMu0KHqhc8Qcim70k3CJw1IQbNwb5x5yzdgimRYJhLOCSxXUXa69pXCGolsKggEbYCycjHSORmwR55EyLRKKwwhFp1OFd/a5h6KHwkNlKSgJhhB44e7TIrrfAk3nKEQnDMFpHIas6JaCQOAFGpsvRpbrthJyLQQBcyg6s6I7GYpuKfAVQ628MLss106mcxSiE4ai0ztlhKK7Z0UP1qhhKfAGhcALIEaW60TXDfoyLRJCgZEV/WG3UHQKIxgRt5aC4jCEwF/MkGv3h3/wAs0XLQhOY2RFd7+zr6Sh6JYCM6zYyHLtHnLNTTSZFgmRAkPRjTSezIrO2Qv7rb+BhZYCsxDcQ66NaZH5YgQhUmAWFd7Zx+kUQ9HpnXJ3+pj7uZkiPxgLZQrBPcu1hFwLpQ1Op4zYqR6u2Y0hDE/TqSJC4Cu9RUbINadFEnItlHbcQ9HHu6ZTxQlDO2A8/IPuLIktEi5UuNlnF4ruHh6ixRZxE01CroVowciKbheKrk2LxG0qRCvuWdF5Z5/lBEGIRug0onfKckAQohtLgSBEM5YCQYhmLAWCEM1YCgQhmrEUCEI0YykQhGjGUiAI0YylQIhGIjV2LeTXxV8oCGUUyl5UFpUqVkKlSuGnQoUKlusLCVaFCNHKnXfeiUULF+Htt9/GypUrw8aqVaswZfIUVKlSxXKNIcBSIEQp8fHxOHbsGCLBfvnlF9SoUcNyjSHAUiBEKbGxsdi/f7+5b4bFvvvuO8TExFiuMQRYCoQohYLYt2+fuW+Gxb799lsRhBBeRBAalgIhShFBaFgKhChFBKFhKRCiFBGEhqVAiFJEEBqWAiFKEUFoWAqEKEUEoWEpEKIUEYSGpUCIUkQQGpYCIUoRQWhYCoQoRQShYSkQohQRhIalQIhSAhLEH38AZ86YS0tsIggh7PgliA0bgEmTgI4dgfh4YMoUYONG4Px585kBmQhCCDs+C+Knn4B77gFq1ADuuAO46iqgYkXgkUeA3bvNZwdkIggh7PgliK5dgQULgF9/BVauBOrU0UXx5ZfmswMyEYQQdnwWBNcMR44UTo+++gpo2BAoXx749FPz2QGZCEIIOz4LwrCTJ/Up0rBhQOXKwEMPATt2mM8KyEQQQtjxWxAffgg88ABQpQrQoAHw/vvmMwI2EYQQdvwWxLp1uncpMRGoXx+IjQUyM81nBWQiCCHs+C0Iww4e1EcKpYDJk4ETJ8xn+G0iCCHsBCwILq45SlAQcXHAoUPmM/w2EYQQdnwSxLlz7K26e5W71LT8fKBtW10QTz0F5OaaP+W3iSCEsOOTIE6fBkaNAho1AgYOBObN03+uWRMoVw745z+Bs2fNn/LbRBBC2PFJEBwhvv8e6NIFaNxYFwJ3rK+9FpgwQV9PBMFEEELY8UkQhuXkAGvXAv/+N/DWW7pIOHoEyUQQQtjxSxAOmwhCCDsiCA1LgRCliCA0LAVClCKC0LAUCFGKCELDUiBEKSIIDUuBEKWIIDQsBUKUIoLQsBQIUYoIQsNSIEQpUS+ISH5OdbVq1dG8+S1o0eJ23HTTzR659dbb0azZ9ahYsaKlnkiD7br9tjvQvHkLSzvMtGhxG66//gaUK1feUo8TBCKI3TtP4OvPD2HNxwfx5SfFw+Prvj6M3/efMldha2ERRFnt1eZABNCkSVNMnTodH330KT755HN8/PFntvDYBx/8B0OHDEftS2pb6ok0GjdugjkvzSu4dnN73Nv13rsfYvCgYahSpaqlHifwVxC8DeLNpXvx5GPJ6PpEMrq3t6dbu2R0arMRveJS8Mn7B8zV2JoIwkT9yxpg0aLFOO9D4qvjx09gwvhJqBETlgd9+0X9+g3xj3+8aW6CrZ06eRLDh41ExQqhGfn8FcS5s+fx+rxsdHk0Gb0TUpEUXxSW9eqQit7xqRjSMwO949Owctlv5mpsLSyCKKe92hyIAC6rVx+LFi7GqVPeIyiPHcvBhHGTUL16iP+AAXDZZQ2wfPkb5ibY2vH84xg6ZEREC2LpgmxthGDnN9OrQwp6xKbghanb8b8vDmPmuCysXLbXXI2tiSBMiCCA/Lz8UiMIY0QoFEMqesam4NmJ25CRlof1a49iVP/NkS2I8tqrzYEIQARRWgSxB10fS0bfxLQi0yaKYdbE7diyKR8/fnsMowdsRpdHN2LVPyJ4ylRJe7U5EAGIICJfEGfPnsdrc3dj6shMfPjOAUwevhXd26doYpg5YRs2p+Xjp+9zMH7IVm1h3b1dSmQLoqr2anMgAhBBlA5BLJ67B2MHbkFGah5++vYoxg7aghnjtmHLpuP4Zf0xjB+yBT3ap2ijRkQLgnsQNbT3NgcjABFE5AuCU6Yl8/U1xHOutULahlzsyNLFMHF4ZoEYSoUgamvvbQ5GAIYgTp/2/jCOnJzcC1IQpcXLRLcrvUmzJm9D1uZ8pGzIwaThW7UyY7FdKgRxmfbe5mAEwH2IVxa9hjNnXLl/PFhubh4mjp+MmFKwD0FBrFjxL3MTbO14/gkMGxq6fYgOHTrgkJ9Jxla8sg9dH0tBrw5cVKdhysgsjB20FUnx+s99EvRX/tyjfRre+dfv5ips7Ycffgi9IBpp720ORgBXNL4Szz/3AjIyNmPnrt3Yvn2HLbt27UFKShpGjRyLWrUusdQTaVx+eSO8+soSbMvajh07dlraY7Bz5y4kb0zVBFG5cmVLPU7w+OOPIysrC7m5uT5x9OgxLJ67Dd3bpaFvx83o0zEDvRO4AZeBvh0z0DexkD4dN6NnbBr+tWQ7cnNzLHWZWbNmDapXr265RsegIJpo720ORgB169ZBu3ax6Na1JxLiO6FjQnF0RrduPfHwQ21QtWpoQhxKQp06dZDYsTM6d3rSpi1F6fpkd61dlSpVstTjBA0aNECbNm20kYLTJ0/ExcWiffsn0Pq+p/Dg3fPQptUSPHL/a8XC4w/8ZTYeuL8b4uLaW+pzh7+/VatWqFChguUaHYNhG9do720OCoIflClDyrhei0M/bv5sxHCRgrpBe29zUBCiDYZt3K69tzkoCNFGBQXVUntvc1AQoo2KCuoh7b3NQUGINiorqPbae5uDghBtMI6ps/be5qAgRBvVFFSS9t7moCBEGwzsG6i9tzkoCNFGHQU1XHtvc1AQog0G9o3W3tscFIRo43IFNVF7b3NQEKINBvY9o723OSgI0ca1Cuo57b3NQUGINhjY96L23uagIEQbtyqol7X3NgcFIZpgWPpdCmqe9rPNCYJXeNPObbfdhgcffBAPPPBA2GjdujXuv/9+1K1b13KN/lK/fn20bNkyItp0++23o3z50CR51gTRSkEt0H62OUHwSsOGDfHee+/h8OHDOHDgQNjgPdA7duxA27ZtLdfoL+3atUN6enpY2/T7779rbfr4449Ddwsp75ZjpOsi7WebEwSvNGrUCN9884353viwWH5+vnbrpfka/SUuLk7rkJFg69evD12SAd4c9ISCekX72eYEwSsUxFdffWX+fwyL5eTkoH379pZr9BeKyp80NE5aSNPQ8OagBAX1qvazzQmCV0QQzlpIBcF7IZ5UUK/x50i+8TuCEUE4ayEVBEO/e4kgSoQIwlkLqSBqKaj+Cup1/iyCCAgRhLMWUkHUVVBDRRAlQgThrIVUEPVdod9L+LP+oDnBT0QQzlpIBcGcrhMMQTBjmfkEwSsiCGctpIK4UkFNU1BL+bP+XC3BT0QQzlpIBcGcrrMMQTBBk/kEwSsiCGctpIJorqBmG4KoYnOC4BURhLMWMkHQqfQn170Q2hriYpuTBK+IIJy1kAmCTqX7FNRcQxDMRyOuV78RQThrIRUEI115L4QmCO7SiSD8RgThrIVMEEak60JjY44JmkQQfiOCcNZCJghGunZ0hX5rgmjgGjbMJwoe8UsQOTnA2rXA558Da9YU8tlnevnBg+ZP+GVhFURqKrBwIfDzz+YjwOHDwLvvArNnA7NmAW+/DfhYf8gEUUlBdVNQiw1BNBVBBIJfgvjiC6BJE6BqVaBaNZ1atYB69YAWLXRhlMBCLogDB4A33gDGjwfuvRcoXx6YN6/oOTt2AL17A3XqAPXrA5dcord58GD9814sZIKgU6mPK9JVi3Zl+g0RhN/4JYgNG4CkJCAuDujQAejUCWjZElAKuOkm4JdfzJ/wy0IuiKwsXQxt2wI1a+rtmD+/6Dnr1wO33QY89RTw0UfA888DFSvqAvnPf4qea2MhEwSdSgPcBXGb64Fz5hMFj/glCFpuLnDkCHDsmN6hOncGatTQv1n/8P4sbk8WckGcPKl/y//wA3DXXbogFiwoek5eni4KtpvGqRVHxCpVgBUrip5rYyETBNfQw1zTJU0Q94ggAsFvQbjbokXAxRcDCQn6+qKEFnJBGLZrlz5lshOEu50/Dyxfrk+tmjUD1q0zn2GxkAmCSY5HuVyumiBau1xP5hMFjwQsiE2bgGuvBWJigFWrzEcDsrAJgiPdPfd4FkRamj5tatxYHyEWLwZOnzafZbGQCYJJjhnpyrANLqzVI64HzplPFDwSkCA41Zg0Se9ArVuX2LtkWEQLgplJ4uOB66/Xp4hjxuhTRy8WMkFc4RbpqgmCD5rjTdbmEwWPBCQIdqDmzYGLLgKmTTMfDdgiWhAnTgBMbfPjj8Ddd+uetjlz9GmUBwuZIBjpOtNdEJ1crifziYJHAhIE3asVKgCNGgH+ftaDhU0Q27Z5F4RhHB05deK59LJ5WTuFTBCMdGXW7wJBMNtAjM2Jgkf8FsS5c8DcuXqHoGdmzx7zGQFb2ATBRbXhPn711cJytpX7ENnZhWX5+brrmed26aJ7oTxYyARxh1votyYIPmiO8UzmEwWP+C0ILiRHjy5cP3j5hvTHQi6Is2f1zr56tb6PwjaNGgWkpOhTJLqRuVZ45BHg//4P2LgReOcd4IYb9HMnTzbXaLGQCeJeBTXH5WXSBDFCQdW2OVHwiN+COHUKGDYMKFcOSEzUO1WQLOSCYEjGhAnArbcCTZvqm2033ww89ljhJuO//w38+c/6scsv11+5qI6N1fckvFjIBEEvK9PgFwiCz9WqZ3Oi4BG/BUEBMISDHcmHnVp/LOSC4Hrg22+BlSv1b36OFG+9BXzwQdGwjMxMPc5p0CCdZcuAvXvdayrWQiIIBrXSy2qEfmuCmKGgBfiZTxY84rcgHLSQCyIEFhJBcP+tnSv0u0AQXGEz64D5ZMEjIghnLSSC4P4bQ7+ZBp+hG5ogXlBQzWxOFjwignDWQiII5hNg6DezfhcI4iUFdYvNyYJHRBDOWkgEUV1B9XbFMBUIgivsP9ucLHhEBOGshUQQ3G7gtoMR6aoJYr4r64D5ZMEjIghnLSSCYOj3cLdIV00QXGH/Te6r9hcRhLMWEkFwu4FJjo1dak0QXFA8KiHg/iKCcNZCIgiGfk9SUMvdBcF/4hQkx6t/iCCctZAI4ipX6PcysyAY8crsA+YPCMUignDWQiKIm1yh30UEwcVET5dP1vyBMMKHdteuXRd169ZD7dp1PHLppfVQq1YtlClTxlKPUwQqiLNnz+PAvtPYteMEdu/0zrEj3u+3Dqcg8vLOInv3Sa/t4fHfsk/i1CnfYrhCIghGuj5vXkPQ5fRU5N0T0ahRYwwd8jRenrsAc+bMw5yXimHOfMydMx89eiShZs1alnqcIlBBsPNMGZmJAU9uwqDuxTOg6yYM7LoJS+btwYnjnjtROAXx0eoDGNxdv1ZzGwrotgn9OqdhZL/NWPfVYXMVthYSQTCfAJMcWwQxJPLuiWjY8HIsmL8Iebl52s1VZ8+etYXHDh48hHHjJqFGjZqWepwiUEFs2ZSPpPhUdG+Xgp6x9nRvl4yecSnoFZeCSU9n4thRz6NEuARx7ux5LJmfjU5tNqKHTTsIy7u3T0GvDnqb/73iN3M1thYSQTDS1UhyXCAI/jAy8u6JuKxefbyy6DWcOeO5M9Byc/MwYdwkVK/u8B/QjZIIok9imtZBeidYoQj6JqZi8ZzdmP/cLkwfm4Wjhz3/DcIpiKULsvHkY8mWdhAKn4IYP2Qr3lz6GyYM3YqVyyNEENxmaKOgFtgJYpyCutTmQ2GEgli0cDFOnfKeoeHYsZxSJ4iecXqHce9AHBV6d0zD8kXZ2LntBFYu3YvpY7Jw5PAZczVFLBIEYW6LJob2KRjVbzPWfnUEm9PyMWVEJlYui5Dwb24zxJoC+woEQV8sHzxn/lAYuZAFwU6vTyNSCjoSxcD3yxb9ij07T+LDt/ejf5c0TBy2NaKnTBREl7Yb9Sleh5QCQbB9o/pvwdqvDmNrRj5mT92Oro8nY9U/ImSEYKRroimwr0AQz7iyD5g/FEYuVEFkpOZjSM90zJ2xAzPGZ2nfopxWJCWkYsUrvyJ79wl89M4BbVHd7YlkTI7wNcTrL+/GiD4ZWDh7F4YnZWhC6B6boi2gOTJszzyOF5/Zge6xyVp7IkYQRqQrRWARBH2x9MmaPxRGLlRBbErOw/DeGVjz8UGkp+Zh6shM9IhLwfJXsrF3zyl8+v7vmsdGG0HiUjB5ROQKgi5krnU4FcrMOI5P3vsd/bqk4ek+GVhHMWQdx5wZOwpGDy6qI0YQ1dwiXY04pgJB0Bd7u82HwsiFKgjOpTk1mjJiK1I35CB1Qy4+fvcA9uw6gc8++B0Du6Vro4axwI50QSyZl41u7VLwz8W/avsNn35wAN9/cwQ7t5/Ay7N2ap6mpA76miKiBGEkOXaPdC0QBO+J+IvNh8LIhSoIfQ2Riq7adGgrkn/O0fYZPvvwoOavZ6cx5uGRLghjDUG3a1J8iuYM2L/vNPZmn8S853a6RobCRXZECYKJNZjkmHsQFkHwnohWkRXx6q/bdeL4ySEXxNdff22+FK+2Nf14gZeJHWTa6CwsXZitTaM4TXL31OiCyEJuzjlzNUUsNzc3aILYv3+/ufri7TywbOGvmpeJIwHdxa/Py8bcGTvROz61yCLbEMRb//RNcN99952zgjAiXd0D+woEQV8sHzwXQVnAuVM9d+58HDp0GGdOn8HJEydt4bG9e/dh3JgJuKTWJZZ6nKIkI0S/zpvROz4dfRLStdekDpuQxJ87pqOvG73jN2HaqB1eR4hgCaJDhw5+jxDLFv6Gbk9s0q6dbemdwPbor0XakpCOnrHpeOsN7w9Loa1btw41atSwXGPQMJIcWwTBORTviXjc9bwt8wfDRMOGDdGnTz9MmzoDkydPw+RJxTD5Ge2czp2fRI0YB/+AJqpVq6Z9ow4dOhSDBg3yicGDB6BXj5F44sF/ILHt50h89DN0bPsZEtror4lt9Vedz5HQ5lO0f3g++j01BIMHD7TUR4YMGYJ+/frh6quvtlyjvzRr1gy9e/f2qU2DBw/CgIEDkNBuFmL//gESH/2iSFvMJD66Bu3+9jY6xk7GkKEDLPWZ2xQXF4eKFStarjFoMNJ1qimwr0AQfOAcsw9EUBZwBvfVrFkTMTE1ULXqxbj44mq2VK1aDTViamrfJmXLlrXU4yT8fQwo5Ks3ypTRzy1XrgKqX9wQtWKu9krNmKtQpXJtlC17kdffE4zARve6zPWbMdpTqWIMasY0sVy7lWsQU70xKlao6rF+41gw2uMRPjmLKZhsBcHNie6RF/EqCI7RwpTkuEAQhh82AiNeBcExmFiDKZhsBcGF9dDIi3gVBMdo6UpybCsIFo6JvIhXQXCMB01JjgsEwX8oCEl6LEQLfAx1WwUtBVOxgpiioBrbfFgQLjSYUIOh39xucA/sKyKICIx4FQRHYEINJtYwh34XEcSzkRfxKgiOQG9qD1NOV4sgIjDiVRAcgUmO+5hSWFoEEYERr4LgCDUV1CDXLrWtIKgUZh9gxKv5w4JwocEkx08rqBUmMRQRBJ+zxYjXCAoBFwRHaOjadytWEFxYMAScEa8RFAIuCI7Q1JVYwxzYV0QQjHiNl6THQhRwvU2SY4sg6JPtElkh4ILgCLe6thnMcUwFgjAiXnspqMo2FQSBSy+9FDfddBNuvvlmNG/ePKxcfvnlJY63r1ChApo0aRL29vD333jjjc7ebnmhUVykaxFBcJTop6Cq2lQQBIYNG4Zt27Zh79692LNnT1jIzs7WXmfPno1y5cpZrtEfGjRogFWrVmm3XJp/Tyjh3zMjIwOPPPKI5RqFYuAj5OhV9SgIepocTHr8zDPP4DwzE0eArVixosSCaNy4MdauXWuuOix28uRJ7ZZL8zUKxfD3YgL7igiCahmhoOraVBAEpkyZglOnTpn/L0NuFOWSJUtKLIhAkww4YcFKQxMV0IvKR8gxsM+rIMa6fLTmSoKACMI5E0H4gRHpSq+qOY6pQBCEgqBvlj5acyVBQAThnIkg/MCIdGWf9yoIhoA3s6kkCIggnDMRhB8wkQYTatgF9lkEQd/szTaVBAERhHMmgvADJjlmpCv7u1dBzHY9iM5cSRAQQThnIgg/YKTrQFfGPq+CYAg4H0RnriQIiCCcMxGEHzDSdbhNCkuLIIykx8xG4EDEqwjCORNB+EGDYpIc2wqCEa/00ToQ8SqCcM5EEH7QxJXk2C6wr4gg6ILiA+jiXA+kM1dUQkQQzpkIwg+udWWY8UkQfGXEqwNZwEUQzpkIwg9udCU5totjKiIII54pybV5Ya6ohIggnDMRhB8w9NsuybGtIDiM9Hcm4lUE4ZyJIPzgLgX1oj+CYNJjPpDOXFEJEUE4ZyIIP7jfFfptF9hXRBCEgnAo4lUE4ZyJIHyEOV09hX7bCoIRr3z+lrmyEuK3IHjvxJYtQGoqA/7NR9kLgJQU4JtvgJ9+Ao4cMZ9ha2EVxIEDwI8/8omCQGYmYPf3YDuMdv38s95OLyaC8BF6T43Qb7vAPltBTHYm4tVnQezZA3z5JbB4MXDXXcCDDwJZWUXP2b4dGDoUuO46oFEjoHFjYMAAYMeOoufZWFgEQXFTCPHxQL16QK1aQIsWwEsvFRVyejrQt6/erssvB664Anj6aWC/5yeDiiB8hN5TbivY5XQtVhCMeL3OprIS4rMgli4F/vIXoGlTQCng1luBjIzC4ydOAMOGAWXK6MemTQP++lf93HHjgDNn3GuzWFgEkZ0NtG4NXHIJ0K4d0KYNULWqzqxZfAK63q4+ffR2tGoFTJ0K3HEHULky8OKLwLniH80rgvARI/SbYrCLY7IVhEMRrz4LgqMBb80cObKw02/eXPR4kyZAhQrAwoV62eefA+XL6yMKpyIeLCyC4Dc/RT56NPDHH/o0iCMaO/+99wK//aZPDW+4QS97+239c2+8oYvmT38CDh0y11pgIggfofeUod92KSyLFYRDEa8+C8Kw+fPtBfH998DFFwPVqwMff6yXca7NqVODBsAXXxSea2NhEQTb/b//Adu2FZatXq13/mbNgLQ0YM0afTpFoRsPhGdb69QB6tYFkpMLP2syEYSPMF8AQ7/tMvbZCoK+Wfpo77aprIT4LYi5c+0FsX49EBOjC+KTTwrLKAaWrVpVeK6NhUUQZuOaYtEiXRB33qlPqSiI+vV1QVA8NNbPaRbb60HoIggfYaQrkxz7JQhGvP7VprISEjRB8Fv2yiv1ufXKlXoZv23LlQOqVdOnGR4sIgTBxf/dd+vTodmzdYFs2KBPmdjmTz/Vz+PfgAKh0D/80FxLgYkgfKS+K8lxcZGuFkHQN0sf7cM2lZWQoAmC8+8ePfRv1/vv179pO3XSp1EUybJl7rVYLOyCOHZMXz/wWkeMKPQyHT0KdOyot+uxx/T1EX82hP7OO+aaCkwE4SNXKKhx/gjCiHh9wrWJYa6wBARNEDTOubt2BW65BUhIAAYP1tcQ7DjGqFGMhVUQ7PwUAUe46dOBw4eLHuf+RGIicPPNQFwcMH687qLllMkYNWxMBOEjRqRrcWEbtoKgj5ZJj4N8T4Tfgnj55UJBbN1qPqp/o1IYO3fq0wl+4157rd6pPFjYBJGXp7uFeY2vvGI+WmgUCTfmOK2iC5oipwvavBfjZiIIH+Ej42b6IwgjpeWTwQ8B91kQ9LefPg0895w+feAoQC+Su/GblnNu+u65IO3XTz+3WzcgP7/ouSYLiyCOHwdmzgQuu0zfh6BblR4yrn24I23sRu/eDWzapIuHG5Tt2+vtGjTIflfbZSIIH+Ej4+hF9UsQXEc4kPTYZ0Gwg3DacOON+gjBKQPXCtzVNTr78uX6AvS++4DbbgMqVdL3ILyMDrSwCIJ7I1ddpXfuSy8FGjbUXay1awMtW+qhJ7Tnn9fdsCzjyMh28T1F4sFEED7CR8bN8RDHZCsIqodJj4Oc49VnQWzcCEyYoM+1x4zRYfjCm2/qIwKNI0b//rqnhhtbQ4ZYR5FiLCyCOHhQH/G42ci2MOyEDByoe5k4ytHWrQOSkvSNOIqdG3ke9h8ME0H4CCNd+aQsvwXBpMf02ZorLAE+C8IIYyAM6iOccnAaZSRL5itHCwbL/f57oVB8sLAIgtfL6zfaY8DrNreL06V9+/R22QU12pgIwgeMSFfmDSgujqlYQTAEnD5bc6UlwGdBOGxhEYTDJoLwASPStbicrraCIBQEfbX02ZorLQEiCOdMBOEDdBIxybHxxW/u98UKgvFM9NVeY1NpCRBBOGciCB/go+ISPeR09SiI6a4H05krLQEiCOdMBOEDjHTt5iXStVhBMAS8hU2lJUAE4ZyJIHzAiHT1FLZhKwgj6TF9tuZKS4AIwjkTQfjAJW5Jjs193qsgmJWglU2lJUAE4ZyJIHygnoIaFoggjIjXh2wqLQEiCOdMBOEDTJwxxkMKS4+CoK+WEa9BzAIugnDORBA+wCTHE73EMdkKwgjwSwhuxGsggjh96hzycv5AXu5Zr5w549sjf8MuCG5anzyH3BxrG8zk557F2T+8tyucgqhQoTwqV66CihUroWLFisVSqVIlVK5cGRddVNZSR0hg4oypgQqCw0qQI179FcTv+0/jzaV7MWviNrwwbUexzJ66Hc9N2o4P3zqA48fPmquxWLgFcXD/aSxdkI3np2y3tMXcrtlTd+Cj1Qdw6lTxGTdo4RJEmTJlcO+99yIp6Sl069YLXbv2LJbu3Xqhe/deaNHiVks9IYGh3/SeBiwIJj0OYo5XfwWRnpqLEU9loOPDG/Dk48nF0vnRjejw4C+YNioL+/aeNldjsXALYmt6PnrFp2rXbW5LAY8lo3PbjejUZiMmj8hEzrE/zNUUsXAJomyZMnj80Xb47tv12LfvAPbt2++BA/j8s/+iVavWlnpCAkO/n/cS2OdREEGOePVXEKkbczGq/2Z0b5eC3gmpFnp1SEVSfAomPZ2JGWO3YfqYLGTv9l5/uAWxOS0fvTumaddvbhNJimfbUjB1ZJbGtNGZOHokMgWhVBn87cGHsXVL8Tcvudv673/EXX++x6aeEMDEGXxknN+CIBQEI15r21QcIP4KIi05F6MH2AuCnalnXAqeGZ2F5J9z8Z/VBzBr0nZk7/YeHRpuQWzZlI8+ifaC0MQQl4pZE7YhbUMuVr+5DzPHZeHIIc/J18ItiPRNplt8i7Fv130fHkHQOcRtBIZ+ewrs8yiIkcGNeA1UEF0fT9G+MXvHFxXD9LFZ2LQxDz9/f0w775kxmdib7b3+iBBExzT0iHW1y00MPWNT8OyEbdiclof1a49i7OAtmDR8K44djewRIuIFQecQtxE85XT1KoggR7wGJIiBmzFm4BY83TcDveJStG9PY2RI3ZCLjT/laB2mU9uNeGZMVqkQBKdMA57chHGDt2BkvwytPZrI3cTw47dHMW7IVnR9IhmTn84UQZQUI/Sb+QI8xTF5FASTHl9lU3mA+CuIlA25mDh8Kz55/wC++e9hjBmoT58ohvSUPCT/nKMdp1C4CC0tgtiUnIfR/Tfj688PaQztlY5uT6Ro3rQt6fn45YdjGD90C7q3T9FEwkW1CKKEGKHf3iJdPQoiyBGv/goibWOu9g36/OTt2J55HGu/PIx5s3Yi5edcbXSYOjJT+3blVKrr46VHEBmp+eibmIYFs3di5/YT+O/Hh7Bw9i5sTs3Dhh+OYcLQrZoY9PWECCIoVHElOfa2S+1RELMU1C02lQeI34JI1r1M7OwvTd+BzIzjWseg92nKCF0M7DScf5cmQXANwWvm9S+YvQs7tx1Hft5Z/PJDDiYMKxSDtl4SQQSH6gqqZ0kEYUS83mlTeYBMnToVfzDztY+WnpqvLZa7PZGsTR3mztiBb9Yc1rwuXIwancYQxPSx27D/N9/qX7ZsWVAE8T8jB6sflplxQvMy6YvqVCx8cRf++8khbcTjlNC9XZogRmYhL9fzbnV+fj5iY2Mt1+g8uiAyMmzyZtkY9yv+/Ke7bepxGEa6chuhRIKgz/Yem8oDhII4zRvqfbT01OMYO2gbesRuQp+O6eiTkI7+XTK0V9KXZS66t0vDjHG7sG+vZ/ekYUuXLg2KIL42snT7YZkZJ9Gv8xb0TkjX6JuYjn6dMrT3bIt7u5Li0zFt1E7k5njeqc7NzQ3LCFGmTFk8/FBbpKamF1wL8ySYoZ07dx7r1n6Hlve2stTjOIx05bMTAxYEXVOMeH3ApvIAad26tSaKmTNnYvr06R559tlpGDlsNnrEf46ecXRJJiOpw0b0ituIpPii9I5PRo/YjeiV+AHGjpmJGTOfsdRnMGPGDO01Li4OF110keUa/SEmJgY9e/bErFmzLL+nOGbMnIbRI15El8fXaJuKvP5ebFcHa7vY5p5xG9E9fjUmT3oWM2bYt4t/z4kTJ+KGG26wXKPTcKe6bZvHsGL5P/Heex9i9eoPsPqd962s/gDvvvsBXn3lddx/318t9TiOEenqLWzDoyAY8epA0mNfKVumAhrW+wuaNY3HdU3icF2TWFuaNY3TuLR2C0sdkUjZspXQqH5LXNe0g6UtRWGb26PuJc0tdUQSjRs3RvPmt+Dqq67FVVddY0vTptfg2mua4aabbka9evUsdTgOI10nlUQQdE2Rx4MbAi4IYYGRrvSaegvb8CgIfphJj8vb/AJBKE00V1DPBUMQXVw+XPMvEITSBCNdX/AhbMOrIJj0mD5c8y8QhNKEkeS4RILgAqS/gqpl8wsEobTAnK5MckyvacCCIPTZ0nd7qc0vEYTSAiNd/+Z6Mpa3OCavghitoBra/BJBKC3QKdTW1adLJAjmrxmvoK60+SWCUFpgpGt71xKgRILgCMGkx3xQnfmXCEJpwYh09WVTzqsgZrh8uOZfIgilhWoKqruPcUweBUFFMUvBHTa/RBBKCzUVVN9gjBDch2CO1yBGvApCyOGj4QYHSxC8KfuvNr9EEEoLDP1mwowSC8JYkYcx4lUQSgxDv8f6GMfkVRCsRCJehdIMQ7+ZMCMoIwQr4aYGK+YWOHf9BKG0wH7b2CWIEo8QhLEfgxTUIwqqnWuDQxBKC21cWex9jXT1KgjCGBAurnkHnSCUJoy+a+7TnrAUmKGyONzwVRBKE0a/NfdpT1gKBCGasRQIQjRjKRCEKOb/AStZS8me0xbQAAAAAElFTkSuQmCC[/img][br]El brujo ordena exactamente [b]5 movimientos[/b]. (De nuevo, cualquier número [b]impar[/b] sería válido.)[br][br][b]Paso 6.[/b][br]Al día siguiente desaparecen las [b]tres habitaciones de la diagonal[/b].[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANEAAAEfCAYAAADfryOfAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AACb0SURBVHhe7Z0HlBRVuscvMIzCAEMyswpiWMVAlDiouOpTSSoZA1lQHHIwkFRWETCHXde07/kWV9ewuwZAdCUo7nM9knMUMQADrAFdFP7v/LvqSs+91T1dPTM1VdPfPed3ZrjTdbs6/Kivbn33K6V+ryAIQjGwOgRB8IfVIQiCP6wOQRD8YXUIguAPq0MQBH9YHYIg+MPqEATBH1aHEA2e8ugTygarQwg3lOcZBfWsyx88HiMEi9UhhBPKQmn4+1QFNVRBTVZQv3P7n/bYRggGq0MIDzzqUA5K8oSCmqSgeimocxRULQV1loLqpqBuV1CPuUcoPl5CvWCxOoSyR8tDHlRQIxVURwV1poKqwg8tjqMVVEMF9V8KariCmuVuR6FEpmCwOoSyQ5/v8Od9CmqwgmqnoE5UUJUNeUwqKajjFFQrBdVfQU13xxSZSh+rQwgenu/w6PG4grpTQfVUUE0VVB0PWVKhpoI6zw31bosL9fg8IlTJY3UIwaBDNn6xH1JQYxTUFW5oluMhRjow9GugoC5VUCPc0JDPJzKVLFaHULrwy6unpXXIlqeg6qUQsqVLlhsStlFQ/dxQj7N6IlPJYHUIJQ+/qFoezrJxipohG0MuzrJV9PjilwYV3FCvkYLq7oaODPW0TCJUelgdQsmhxeFPhlKj3ZDtdAVVzeNLHiQMGU9VUJcpqFsV1Gx3n0Uo/1gdQvHQ4uiQbYaCusmdZTteQWV7fKHLEoZ6x7qzeoMU1G/jQj0J91LD6hDSI/6owxCJ2QQM2c5XULXdKWjzCxwmGFLqUO9aBXVHXKgnMiXH6hD8EX/UYcg2TkFd5YZKVT2+rFGAs3qnuKEeQ9AHjNcqQhXG6hCKJj5k40QBZ9mGxF0YPcrjixlFOFuoL+AOcGf1+HpFpsJYHUJi+KXRuWmPuLNsfdxZNoZCnP0yv4jlAb6u6m6oxxCVOXwPG++H+V5lElaHYMP/dfWXhaENQ5wrS/jCaFRgiBp/AXemOxGhLxxnolBWh+Cg/5clDGHuVVA3K6gL3RCHs1rmFyyT4Os/RkG1dUPZe9y0Jf2eZZJMVkemw/9N9ZKCR93Qpbc7y8aQLagLo1GBoV6uuzyDF3A5q8dQT7+PetKlPGN1ZCrxHzovPI5VUJ0V1GnucgPzyyPYcEKFoR4vKHP5BkM9vrflXSarI5PQIRs/ZMb1vNDIC6PMZTtBQra00aEec/UGKqi73ZCY73N5XJphdWQC/BD1B6pDtuvc5QcMTcwvhZA+nNVjKMwVuVyBy1nN8iaT1VGeYUih6xHoWTZeGGXIZq4YFUoWhsQM9S53Z/W4Ald/HlEP9ayO8oj+sBiycRaJs0kXuRdGZaIgWDgRwdlNhswM9e6KK7YSVZmsjvKCDtn44XDqlblsDCkau7Ns5ocrBE8NBXVuOSi2YnVEHS2PLvIxyi3ycUaEc9nKO5zV08VW8t3Z0Shdb7I6ooqWhyFB/IpRhmwyyxYNmOnO5SKc1WOuHkNvfrZhD/Wsjqihr+/oumy8MNrMXX5gfkhCdGDIzVk9XWyFs6g6tcj8DpQ1VkcU4FGHbybfVE6ZssgHZ9m4YjTTctnKO3pWT+fqcVY1bKGe1RFm9MVR/tQhW3u3yEfYVowKJUt8sRXW1dOhXhhksjrCBt8gLQ9DtiluyMZZNoZsMkWdWcTn6jHUC0OxFasjLOiQjTChUYdsnGXjVXDzzRUyD8626mIrOtTT35sgZbI6yhL9P4k+ebzfvfsBZ9lOkpBNSABDPb0ClxdwmQP5ZIBHJ6ujLIj/34MXRrlilCFbE7eUbtiLfAjhgKE96/gx1GOxFV7A5axeaR+drI4giT/qMGQb714YzcQVo0LJwlm9k91QjxfcGeqVVikwq6O0iT/X4YtiXTbmsukLo+WlyIcQDlhshRdwW8fdLaOki61YHaUFd1ZfLONsyjQFdX1cLpvMsgmlCWf1mKt3toLq4c7q8Rqj/l4WRyaroyTRRx3uJP8dX5eNyw8YspXXCjlCeNF19eKXZRSn2IrVURLEy8NZEoZst7hFPnholVw2IQxwwoorcDmrxwv3nNXToZ6fo5PVURz4pPFFPrj8oK87y8ZZE5llE8KIDvX03TKYq8eJLn6PU6kPYXWkA59EL/flLAhn2bq4uWxS5EOIErwWyVk9Lsvgymez2IrX0cnqSBV9QqaLfDCXjRdGGbKlco9RQQgzjJr03TLMYitmqGfJURQ6ZCP67gcs8tHcDdlkokAob/BeUlyBy1m9iUaoRx8sSRKhQzZuzFk2XZdNVowKmQJDPX23DK7AZaiXkkSURhf5YCndYQqqg5vLJrNsQibCaEuXUOYKXEsaos93KA+nqLn8gHc/0CtGJWQTBIfYigJTHn2+w5CNyw+6KqhfS8gmCInR8uhiELwwypCNddlK87bwglBuiA/ZeGG0hYKqaz5IEITEcJaNF0YZssnyA0FIA16dleUHglAcrA5BEPxhdQiC4A+rQxAEf1gdgiD4w+oQBMEXzFA14fJZpvYIglA0apDCL3CJLCvv8O7Pcs1IEFLEK3eOF2BZC8F6sCAINhRHw9w5pgGxciQvwloPFgTBxlwGwSMRb5bFklbWgwVBsPGSiHd0ZpE768GCINh4ScT6W7zVn/VgQRBsvCTiLU24JMJ6sCAINl4S8Rbo7cwHCoLgjZdEXBp+ib6QJAhCckyJWKCE1fJZdF7u1CAIKeAlEe9Wd42UxBKE1DAl4gVX1lzg7R6lSIkgpIApkc5e6CfLxgUhNbwkYkjHRFSpNScIKeAlEWfoblVQueaDBUGwSSQR783CW0tYGwiCUBhTIkKJJiioX5kPFgTBxhRIS8RM7obmgwVBsDEF0hJJJrcgpIgpkJaImdxNzQcLgmBjCqQl4l3AWpoPFgTBxhRIS8S7gOeZDxYEwcYUiPBi60MK6lLJ5BaEojEF0hI9qqA6Sia3IBSNKRBhEuoTksktCKlhCqQl4t3CebNj3nbc2kgQhCOYAhFdg04yuQUhBUyBtEScoWMmt5QTFoQiMAWKl+gWBVXT3EAQhMKYAsVLNFJBHWNuIAhCYUyB4iUap6BOMjcQBKEwpkAaXdi+vrmBIAiFMeWJl2iKgjrd3EAQhMKY8sRLdLeCamRuIAhCYUx54iW6V0E1MTcQBKEwpjwaXdhelkMIQhGY8sRLxOUQ7c0NBEEojCmPhpncDyuoy2Q5hCAkx5RHw9w51uTuJMshBCE5pjzxEjGT+1oFVcncSBCEI5jyaHQmN5dDyJoiQUiCKU+8RJxc4HKIo82Nwkm9evVwYd5FaN26HVpe0DohrVq2Qbt2F+K88xqjUqVK1jhh5Pjjj8eFF16MVi3bWq8nngsuaI0L23fAueeci+zsbGucsMD3vXHjJrjookvQsqX9OuLh59muXXucfPIp1jjhwJTHlIjLIWqYG4WTVq3a4Kknn8bcufMxb947sZ9e8G9/efl1DBs6HNnZR1njhI0KFSrEvmiPPvIk5s59J+lrmz9/AV768yu4acgw1KpVyxorLOTm5uKG6/vjxTkvx/Y50Wti/1tvzcPvnvwDrryykzVOODDlMSUarqDqmhuFk2ZNL8DCfyzGoUOHcPjw4aTs3rUbo0aORVZWZWucMEKJKJD5Orz46quvMW7sBFSrVt0aJyxUq1YNA/oPxpbN26z9N+HnuXjxB7j88iutccKBKY8pEQvbn2huFE6aNG6GRYs+QCpt3779yM8fjaysLGucMNKiRUvMn/+u+TI8W0HBPowdMwE5OdWsccJC1ao56HfjQHy2fYe5+57tww8+wiUdLrPGCQemPPFQotuik8lNiRYuXGK+/56toGBv5CSaN2+B+TI82+7dBZGRaNvW7ebue7YPliyNqETMn5usoM4wNwonIpHTRKKgMcUxJWIm9znmRuFEJHKaSBQ0pjimRPdFp7C9SOQ0kShoTHHi4TnRLAXV2twonIhEThOJgsYUx5ToQQV1oblROBGJnCYSBY0pTjzM5H4kOpncjRs3w5IlS83337N9+823kZNowYJ/mC/Ds+3f/w3GjZ0Y+6Ka44QFLdHOz78wd9+zfbT0/yIsETO5I1LYvmWrNnj77fn46qtdsQuOifj6611Yv24DxoyZgMqVw3+xtYJSaNO6HV5//e/4OoXXtmbNuphEubk1rbHCQo0auRg0aCiWfboits/m64h/PV99+TXmzV2ATh27WuOEA1OceJiAyp8sbB+BTO7zzjsft9ySj1Ejx2HkyDEJGTVqLEaOGINrru4W6vwyDdN+Gp3dCDcPGx7LsjBfj8WIMejcqStya9SwxgoLVatWxVVXdcLoUWOdz8N8DXGfFV/zLcPy0aZNnjVOODDFiYdZCzwa9VZQlc0Nw8dRRx2F2rVro2bNWrH/6RKRWyMXtWvVRvXq1WNfUHOcMELZ69atG9t38/XEU716LurWqRtLqwl7CM78Oe5rUa+Jn2ed2nVC/B+eKY4pEScXblBQVcwNBUFwMMXxkmhQdDK5BSF4THG8JLpZQdU2NxQEwcEUx4QSjVBQx5obCoLgYEpjwtQfKWwvCEkwpTGhRHdEZzmEIASPKY3Jc25h+4gshxCE4DGlMYnYcghBCB5TGhNOLLCwfTNzQ0EQHExpTCjRzOgshxCE4DGlMWHaz0PRWQ4hCMFjSmPCJNTH3OUQ1saCIKQmEWtys7B9yBMaBaFsMKUx0TW5I7IcQhCCx5TGJH45xFHmxoIgpCaRLmxf3dxYEJxFg1WqVEFOTk6Zw3VUXPAX7I0KTGlMtEQ3SSa34A0FGjBgAGbNmoXZs2fHfpYVDz74ICZNmoQGDRpY+1l6mNJ4QYnyFdRx5saC4KxQ/fOf/2zWFimz9sUXXyAvL8il5KYwXuhM7nrmxoLgSPTiiy+a3+Uya59//jnatWtn7WfpYQrjhc7kbmBuLAiORHPmzDG/y2XWduzYEVKJpiqoX5sbC4JIlLpE0xXUeebGgiASpSYRJxZmKKjm5saCIBKlLlGECtsLwSISmcJ4wbSfhxXURebGgiASpS4Ra3JLJrfgQUZLFEvKNoXxglkLzOS+KhqF7YVgyWiJYj6YwngRn8md5TGQkNFktESxlQ2mMF7oTO5eCupoj4GEjCajJYodVExhvNASsbB9NY+BhIwmoyWK3S3FFMYLnck9WEHV9BhIyGgyWqJs/jSFSQQlukVB1fUYSMhoMlqi2EJVU5ZEMPVnlII63mMgIaPJaIlicwSmLImgROMV1K88BhIymmJJ9PPPwOHDZu+Rxr8THy0wiXiNKIe/m7IkgjW5b1dQp3oMJmQ0viWiFAcOAAsWAA88AKxcWfjvlGrnTuDll4Fp04ApUwCuV9qxo/DjErRAJcrl76YsieCRiIXtZTmEYOBLoi1bgGefBUaMAE4/HahVC/jLXwo/Zv16oGdPoE4d4Fe/Ao47DqhaFejblyvuCj/WowUqUWyOwJQlEZxYuEdBne8xmJDR+JJo7lygd28gLw/IyXHk4BHHfEyrVsDIkc7R6vHHnccee6xzRCqiBSpRbI7AlCURlOh+BdXCYzAho/El0Y8/Aj/9BLz9NtCgAXD00faR6LvvgE8+Ab7/3vn3smXOEYnCPfZY4cd6tEAlOpm/m7IkghdbH1RQbT0GEzIaXxLpxiPMqad6SxTfKNIzzzgCNWrkbFdEC0wi5s3F5ghMWRLB3LlHZTmEYJOWRPPnFy3R6tXAhAnAyScDubnAvfc6R7EiWqASxW5+Z8qSCF2T+3KPwYSMplQkOnQIeOst4KqrgLPPBk46CZg6Fdi923yk1QKTiMmnjfi7KUsidCY3C9tLTW4hjlKRiNPcPDfaswdYvBho2hSoVg2YMaPIo1FgEjH5tCl/N2VJhJaou9TkFgpTKhLFN8o0bBiglHNk2rvXfEShFqhEsTkCU5ZE6EzuvpLJLRQmLYnefx9o2NCR6K9/PdLPMG7bNmD//iN9nNEbOtSR6MorgYKCI3/zaIFJxOTT3/B3U5ZEaIkGSia3UBhfEh08yDq/wPPPOxMG2dnOdSBmKDCTgcLw+tCgQcAbbwCrVjnXjZo3dySiTBwjSQtMIkZkPL2xZEmEloiZ3Md4DChkLL4kWrsWuPVWoFkzoEYNRyKe7wwZAmzc6Jzv8LyHRylKxr/x94oVgbZtgXffNUe0WmASMfmUpzeWLMngBVdmcp/gMaCQsfiSaPt24KmngHvucfLmHnzQmbrm0UjnxvEciOdMnN5m+k+fPsBddwEff5w8WdVtgUnE5NPr+LspSjKYPzdRQZ3iMaCQsfiSyE/j+dG+fc75UQry6BaYRDUU1AD+boqSDB6JJimo0zwGFDKWUpMozRaYRLxf1zD+boqSDEo0TUGd5TGgkLFkrES8X9dI/m6KkgxOLPxWMrmFwmSsRCe5C1UtUZJBiWZKJrdQmIyVqL57emOJkgxmLDCTu43HgELGkrEScW7gbv5uipIMSvSYgrrQY0AhY8lYic5UUPfxd1OUZOia3JfqQt6CkMESnaOgHuDvpijJoESko9TkFo6QkRLxINJMQT3Cf5uiJENLdK1kcgtHyEiJuByonXt6Y4mSDL0coreCquoxcBlTqVIlVK6cHftZsWJysrKyYphjhJWKFSsiOzvbeh1eVM6qHOhrS1ein386jB8OHMKB7w/hAH8m4vuf8eOPh1JOWghEItbg5mkN79tliZIMnYTaT0FV9xi4jDn99DPQu/d16NP7OvTq2Qc9e3jTq2df9O1zAy6+uEOgX7bi0KBBA/Tu3Re9eiZ/bT179sH11/VD+7wLUaVKFWuc0iAdiX766TAWv1uAJ2dvw+Mzt+OJ2QmYtR2P3b8N//3UDmxY+505jGcLRCIug+isoJ7gv01RioJZCzeFczlEy5Zt8PJLr2LduvVYv24D1q1d7wn/tnTpPzEif0zsf3dznLBRoUIFtG7dFi/8z5xf9t98TZoNGzZiyZKlyM8fhZo1a1ljlQbpSLS34CBm37MF13dehkHdVyRkQLfluKHLMgzqsRx/enanOYxnC0Qins70dCfaLEmKghLdGs7C9k0aN8OiRR+Y76ln27dvP0aMGBOZI1GLFi0xf37RywDYCgr2YdzYicjJqWaNUxqkI9GeXQcxc6orUY8VnlCgoX1WYMro9Rg9eA2efzJEFVCruLcaSksiZnKPDudyCEq0cOES8z31bHv37kV+/uhISTRvXtHlotj27NmLsWMmhF6iWdO2xI4yg3uusKBAQ3qtxLNPfIbln3yDB+7ZEi6JeDozxD3FsSQpCko0QRetCxd+JCooKL8S7d5dEBmJruv0aUwYHnmOCLQCN/VaiT88/Bk2b/geb762CyMHrsZzYZKoloIanq5EejlEQ4+ByxiRyGlRkmho7xUYMWCVG8Itd45APVfgmcd2YNuWA3jrtV249cZVGHDtcjz/uxBJxNMZZnBzttqSpCgoEfOFzvYYuIwRiZwWFYnun7I5Fqa9/bdduGv8BvS7ejkG93SOQFs3HcD8N3dj1MDV6H+Nc970xzBJdKKbwZ2WRJziZr5QCJdDiEROi5JEd0/ciHWrv8O/PtqPaeM34OlHPsOObT9g/ptOCMcj08DuTrgXKol4OnNncSRivlAIl0OIRE6LikSzpm1G36s+xcxpm7Fm5bdYu+pb7Nj+A959ew/GDFmD/tc68gzkdHfYJGIN7qmuD5YkRcETKaY6hHA5hEjktOhI5ExxU5YZkzdj7arv8N68PRgz+IhAnGgIpUTM4OYC1bQlejKcyyEaN26GxYs/NN9Tz/btt9/GLrZGSaIFC94zX4Zn27/v3xg3NliJXjbvMVRE+2Y/8MDd290LqY4oU8ZuiF0P0tLo2Trn3yvxwh++NIfxbF9//TXat29v7WeJwgxu3moobYn487Lw1eRu0zYPL730KpYtW4Hly1bEfnqxfNlKLFn8IcaMnhCZjIW2bfPwvy+8GNt38/WYr23R+0swZvQ41K5d2xqrNKhRowYef/xxbNiwIcb69euTsnHjenz8z7WYfvsaDO6+ETf33Yyb+27CkB6bcFOvTe6/jzCsz2YM7bMBj85ciQ0b7PEKj70RixYtQrNmzaz9LDGYwd1cQc0ujkSEeUPMHzKfoAxp2PA0dOrUFV06X43OnbrGfveCf+vS+RrktWsfiSMRJapfvz46deqCzp2utl6PSdcu16JN67bIyalqjVUa8D0899xzkZeXlxLt2+ehTes8XND4erRtOgntW0xFXospSZiKVk3Go1njzsjLa2eNV3js9mjZsmVMbHM/SwxKxBrcXOVdLIl66DsnhwdmOjtZ3FmoWKlSLJvbC/4t6Ezn4kKRYlncHq/HfG3ZlbORlVXJGiOMZFfOQXbl6siuXC0J1ZFVKZhk2pTgfYkuUVAPF0ciTuvd6BavM59AEMo7PI250r3pXVpT3IT2MZObxevMJxCE8g5XdV/triVKWyJmLeRLYXshQ+FcAJdBcJa6WBKNdVMfzCcQhPIOV3XrZRDFkuh2KWwvZCi5Cmqw60JaWdyE50STpbC9kKFwLoD36Sq2RPdIYXshQ2Ehe96nS1/usQRJBcaBzOQ+1+MJBKG8w0L2XJhKD4olETO5WbzOfAJBKO9wGQQXpjIiK5ZErPzY2uMJBKG8w2UQXJhKieiDJUgq0D5eaGovNbmFDOTX7ukMZ6mLJREvNLECZMgyuQWhVOFBo4l7n65iS8QLTSxsH7JMbkEoVSgRT2M4J1DscI4/uymooz2eSBDKK8zgvlhBPVQSEpE+4SxsLwilhs7g5sRasSXiDN2AcBa2DzMnnnhibPEYawC0bdu2zOA+tG7dGvXq1bP2UUgC7wZxjVtnhA6kLREJcWH7MHP99ddj8+bNsWXMejl1WbBp0yYsX74cQ4YMsfZRSAIL2fPWQjqDu9gSsbC9LIfwxYgRI8y6GmXWDh48iIkTJ1r7KCSBhez7x2VwF0sixoNjZDmEX4YPH25+l8usseLRuHHjrH0UksDTF0ZgdEBPsFlypAol4nKI+h5PJCREJIo48YXsS0QiVoCU5RC+EIkizrHurYV08mmxJOIgrADJFAjziYSEiEQRh6cvE+OST4st0SwFdZ7HEwkJEYkiji5kr68RFUsiWsi6W009nkhIiEgUcXhfrrvi8uaKLREzuVtJJrcfRKKIw9XcPI0pMYl4+3HmEUkmd8qIRBGnsVvIvsQk4lXbKyST2w8iUcRp6c4FlJhE/Mk8Il7FNZ9M8EQkiji8pZAuZK9dsORIlfhM7moeTyZ4IhJFHC5E1YXsS0wiZnJLYfuUEYkiDNcSXWUsgyiWRIQDDXNTIcwnFDwRiSIMC9nz9EUXstceWGL4gRKNdFMhzCcUPBGJIgxXcXMZBGelS1SicW4xO/MJBU9EogjDm9r1M5ZBEEsMP1CiO6SwvR/Skug//+HdfIFdu5zfE7W9e4EvvnB+ptBEIp+wkP0Q97tfYhJxoGluKoT5hIInviVaswaYPh3o0gXo1g24916nL75Rrj/+ERg4EOjYEejfH3j9deCHHwo/zmgikU/quAtR45dBEEsMP1CieyWT2w++JFq3zpGiWjXg1FOB2rUBpYDLLwc++cR5zHffAVOmAFWrAvXrA5dcAtSqBZxyCvDGG8ChQ+aovzSRyCcsZM+FqPHLIIglhh90Jvc5Hk8oeOJLIh5dKMTNNwNLlwLPPuuIQpHYd/gw8PHHwFlnAZUrAw8/7IR9o0cDFSoA110H7N5tjvpLE4l8wnN/cxkEscTwAyWSTG5f+JKIgkycCGzc6Pyb50PjxjkSXXopsH8/8PLLjkAnnwy8957zOIZyxx8PnHYa8K9/FRoyvolEPuG5P+/LFZ/yQywx/EAbeQdlKWyfMr4kYmO4pkOygweB3/7Wkeiii4CCAudoxX83bAgsWuQ87u23nSNWbi4wd26h4eKbSOST091lEM8aHlhi+IESsf4W84l4Ndd8UsHCt0Txbft2oEMHICsLGDvWkeuVV4AqVRxpFi50Hvfcc04YmJMDvPaaOcovTSTyCRegchlEiUvEC0+Xu1dzzScVLNKWiEeh++5zBOrUyZl0YOO50hlnAEcfDfz+98DOncDQoc7RiZMNDPcSNJHIJxd4LIMglhh+0MshOstyiFRJS6KffgKeftqZoevcGVi27MjfeF50223O0YjnQD16OBx3nCOWSFQycOEpI67ZRt4cscTwg56h6O5WhjSfWLDwLREFeuYZZwZu0CBgyxbzEc4F1uefB8aPd2boeMQ66SSgTh3gnXfMR//SRCIfUKLLjEL2GksMP+iLTtdJYftU8SURBXrxRaBJE6BfP2DbtiP9Sa7/YNo0Z4r7N7/xls5tIpEPeM7PiIsTaSUukRS294UviTjb1qiRc7H1iiuAIUMcmXj9Z8aMI+k9nFyYPNn5+cADTljHSQWGgBQuQROJfMBzfkZcZvIpscTwg5ZoqCyHSBVfEs2Z44RlzFTgOQ5/1qzpTBgwDejLL50JB2Ys8G/HHANUrw6ccIIjVRE5dCKRD5jBzYjLTD4llhh+4YAjZDlEqviSiJL84x/A/PmF4bUfpv1QIIZ1mzc7YR/z6h56CFiwAPj3v83RrCYS+YAZ3Iy49Hc+3gFLCr9wwPFS2D5VfEnkt/38c/JzJaOJRD5gBjcL2ZvJp8SSwi+UiBUhZTlESpSqRD6bSOQDncFtJp8SSwq/cNB7ZDlEqohEEUVncJvJp8SSwi+UiFdxz/R4YsFCJIooupC9ma1ArA6/UCLejlyWQ6SESBRReLoyySNvjlgdftHLIZpLTe5UEIkiyhnuKu5SkUgvh2gnmdypIBJFlHMV1PTSlIjLIVgZkrcnN59cKIRIFFEYac0orXMiSsRidswrkiTUIhGJIkobj0L2GqvDL5SIqRA9pLB9KohEEYW3EDIL2WusDr/oOfMb3NQI88kDpGrVqjim7jHIza2JGtVzE1MjF7Vr10GtWrVQoUIFa5zSJF2J/vOfQ/ji8x+xfcsBbN+ahC0H8NnWA/hmf+LEU93KUiK+77Vr10bdusfEPg/rM4qDn2fdOnVRtWqONU5gcOGpWYNbY3X4RadBDHZTI8wnD5DGjZtg3NgJmDJ5GibdOTUhkydNw513TEH3bj1RuXJla5zSJB2JWNRn9fJvce+kTbhz5HpMGpUY/v2Okevx6p++xLff/GwOVaiVpUQUokvXa3DnpKmYnMLnNWb0eLRpk2eNEwi8iR1PV3juX2oScZr7Fjc1wtyBAGnZsjXeenMeCgoKsHfvPhQU7PWEf9uwfiPGjBofCYmYDjfvjd0YcO1y9Lt6Ofpf602/a5bjhq7L0OeqTzH9to2xI1eyVpYS5dbIxYABQ7Ds0xXYt29fws+L/bt378Hct99Bx45drXECgau29TKIUpVolJsaYe5AgDQ+vykWL/7Q/K54tn/v/wYj8kcjKyvLGqc0SU+iw3jnzd0Y3HMFBvVYEftpMrDbcgzqsRyz796KGZM3Y9a0Lfj8s/BWQOWRqN+NA7Hjs8/N3fJsSz/8Jzp0uNQaJxB4rs9lECyFYGZwE6vDL1qiCWVf2L5J42ZYuHCJ+f57Nv4vl19OJBrYfTkGdV+Ox2duxbrV3+N/n96JmVM3R0KibVu3m7vl2T5YshSXdLjMGicQuOA00TIIYnWkAwdmSkQZZ3KXd4kGdV8RC9koTPwRaEC35XhsxlZs3XQA779TgFGDVmP67eEO5yIlEReccuGpVwY3sTrSISSZ3OVWop8diUYMWI2p4zYgv/+q2NHnlyPQrG3YvOF7LHynAGOHrkXfTp/ivjs3iUQlRV0FlZ8gg5tYHelAiXg1t4wzucurRD//fBjz/r4b08ZvwP99uB+vzvkSQ/uuRL9rluHRGVuxbfMBLHl/L8YNXRObeODRSiQqQXiuPzZByg+xOtKBErEeF/OLzB0IkPIqEcO5+X/nkWgVXvrvL2LSvPbiV3j60c+wef33WPJeAcbfvDYmz+AeK9BfJCpZ6imo2xTUcx7ffWJ1pAMl4tVc5heZOxAg5VkihnM897mpz0q8+NxOfLXzR+zdcxAfLdqLCTevxY1XHzlPEolKmNPcQvaleiRinMiruW3LdjkEJVq06APz/fdsvP5QFhLdeuut5q4U2XixdcFbe2KC9Lt6GW65fiX+9MxOLHhzN27PXxeTJn7WTkv05c4kd9WL1cr/DuPHj7f2MQi0RNu3fWbulmf78IOPyk6iRgkK2WusjnTQmdyXlO1yiCZNmmNRikciXuAbOWJs4BLl5+ebu5JSe2/uXgzptQqDe6zCoO4rMazvauT3W4OB3VdicM9Vsb9pBly7EvdP3opdXyXPWPjhhx8wYcIEax+DoFpONfTvN8iHREtx6W/+yxonEJq5hey9kk+J1ZEOOpP7SjdFwtyJgGjTuh1+9+RTePXVv+LVV/+WkNde/Rvm/OklDL9lBLKzs61xSpO2bdti9uzZmDVrFmbOnJkC9+P+++/HuJHPYWD3j2PCDO65EgO7r8CAbjzyUKLCxCS74U3cNe0hzJo1w2PMmbF9mD59Oi6++GJrH4OAGQs8Er3wwpzY52F+RvG88spfY59rp45drHECgRHWzCAk4tXcq8v27hDHHXccmjVtHgvrmL2QjGZNW+DMM3+NSpUqWeOUJjzyMVHWLzVz6+G0+h1x9mm9cPZpPZPTsAdOOLYpcnJqWOOYBJ32pOH7fuYZZ6JF85bWZ2PSpHFzNG3aHCeeeKI1TiAky+AmVkc66LnzXm6lSHMnhBKiAipUqJgS9rbhI+gM+rS5IkENbo3VkQ46kzsEyyEEoUTh6QkjLJ6ueKX8EKsjHbREg8p+OYQglCjM4OaC00TJp8TqSAct0XAFVdtjRwQhqugMbn7PA5GIFSKlsL1QnqjmZnDr77j53SdWRzpwcFrK1IgTPHZEEKIKT0+SZXATqyNd+CRTFdSvPHZEEKIKV2szg5vXiAKR6F4F1cBjRwQhquhC9olSfojVkS6UiHW5yng5hCCUKMzgZiH7RBncxOpIF70corHHjghCVDnVvf9WYBIxNaJ12SahCkKJcpZ7rh9YOMflEMwzKsMkVEEoUc5PUsheY3WkCyXicghmcpdhEqoglCgt3JvYJcrgJlZHunD6j8XtrnFTJcydEYQowlsG8Vw/MIlY2L6PFLYXyhEdFNRDSTK4idWRLvpCFPOMZDmEUF7gfbcSFbLXWB3poiUaqKDqu1ODLPAgCFGFNzvu6p7rJ0o+JVZHceEyWs6rT3GnBgUhqtzhZuHwNCVRyg+xOooLD3u8MCUIUef5IiYUNFaHIAj+sDoEQfCH1SEIgj+sDkEQ/GF1CILgi/8HuZjdSS8umf0AAAAASUVORK5CYII=[/img][br]¡Y así el brujo ha conseguido encerrar a todos los huéspedes en [b]dos habitaciones coincidentes[/b]![br][i](Aquí añadir tu risa terrorífica: “¡Ja, ja, ja!”)[/i]
[b]Final del truco[/b][br]Para culminar, los espectadores deben usar sus calculadoras y realizar lo siguiente con los [b]números de las dos habitaciones finales[/b]:[br][br][list][*]Multiplicar ambos números.[/*][*]Dividir el resultado entre [b]2[/b].[/*][*]Volver a dividir entre [b]3[/b].[/*][*]Dividir después entre [b]4[/b].[/*][*]Y finalmente, dividir entre [b]5[/b].[/*][/list][b]¿Cuál es el resultado obtenido?[/b][br]Se trata de una aproximación del número [b]π[/b], ya que:[br][br][img]data:image/png;base64,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[/img][br][br][br] 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