A partir de la siguiente base de conocimiento.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZUAAACCCAIAAAABncL7AAANeUlEQVR4nO2dTbKsqhKFGRcDYhw1BMLOG4Dt0zMYwA2HYJwO3ercuIPgNcofUBJFrFJgfXHjxtn1k1JYe+1MTJbsfR///vuvMebI/wEAYAu7Ub/MMfGChAEAvMTp1zD0fdc2zavphnT9ihIvLTljTKjUD6wEY4xLnRrH5a9gL9/YxqOlhFYiMFw3vvrD2J/kGQIgG07lX317iX6ZyPxLS56uX8YYyS/WLy3/RwuHEmn6tYcd/69gLy7/++bhAHgQd+pXbPGoJRdScsYYY8yRMi3F9DCXypgpMRHik7Qpwa23SM6lmt7BhZq0TAn2yc3GJ+dDaDWFZ1xspW+jGsvruVCWvqhlmEIq+6BjTmj9YD+3llsq/o6SAlAameVfjI1yo8SSRDn5lFbi85OWnHGpjZbi8y4lRkGSnDEutZ5fb0mhEoxxLpTWxmj1eY0UYtEPrYRw8yn1h7H/WQqjxKKJWglu1Y9aW1o5H1XbH8AdzvrZnfjG6H+4v5IFoEByy7/m38xJprZV5fiMlnzOYoSyX7gSBH9Y+2m2wjneOuVZRZiHYew0kXFuR9GCjxK5rW3X+hWIbwxKSFAVmeVfN+jX3gLWYf1SgnE5J05yVQBzoTzJl4F+AUCTf/4VqB9J/VrqR60kd+vH7dq+EtOqmpeD9aOWnIv5oIKzrep6LyxcVD/+J/mL8X8uvu4KwK3E6VffvhyaLkW/TEz+NZdxnzzFXdgm1u8/r546JqxCkEtlXQcYf6fnxfNtlWgv4HNrxf/D3vr9tB6vpbV6P4qo9Sa5krT1eJYREfFNaP0e+gUK5M7+1WKaVx9z1Q/FI6gL9N9fAtW/+lvQvwoqA/kXACBXkH8BAHIF+RcAIFeQfwEAcgX5FwAgV5B/AQByJVa/+raZelfbPlG/KvD/8hybOvzSIsu2m4jSQF8FKJTY/vum7Yf3+/0ehq55JSqYqcL/a/tiapeQ+FpzPPpaQZkk1I99m6hfxfp/+Xy+7E+x0q/1RqGgX1honJ55mJ94yA4BAK7krH4NfdenbuE2Zfp/Gcrna/4U1C7tzdmh43jH6Z2H8Uf4goECOaVfQ9/3idr1fpfq/2UCPl9jvKP6FYjjHad3HkZQQoICidavKxKvEVOk/1fQ58tE6FcwDvQLgOj7D9nilewCVqb/147P12H9CsfxjfNU/QhfHZAxUfq1tf9K0i9TqP8X4fNF+nmtC9T5ssGxOPY449fvoV8gY9B/fwGPv7qH4hGUCfrvL+EZ/l8U6F8FhYL8CwCQK8i/AAC5gvwLAJAryL8AALmC/AsAkCvIvwAAuRKrX0PfjQ5gTZt6D+7q/L++DfokQGVE7h/qmqbrP//uu+aX/femFP+vb4I+VVAX5+vHdP0q1v+L3MdjPS64teHRPoBcnIGi/b+eo6QA/IIT+jV0zTX+0aZQ/y9qH7WWfDaU0ErMPoVKWCL6eWJynYjy/zIGPl+gLk77Fw5de0f+9Xz/r5CPjb0N3No3TvnzRPl/jaCEBBWRcP1x6JqmS9EvU6T/144P1+c1Wss5/6KkKNL/awT6BSoiTr+6Zrp/x3vo21fiDTzK9P+i60dpJV122epWjGq0+or3/zIGPl+gLiLzr2GY2ides5KdxhTq/0Wt30suhHUhwIriFIp2zrWs3h/y/4LPF6gL9N9fwGOu+qF4BHWB/vtLQP8qADeA/AsAkCvIvwAAuYL8CwCQK8i/AAC5gvwLAJAryL8AALlyTr/69pXafP/+Wf6l5eYe2Kd5Rp8EBfonQGWc859our77vf/E7TymT5UC/augLqL1q2+btn+/hwv0K0a8SD8v25d1Nsb6fDbbOMLdse338wr4ahljdvYJTX5egfGsnSzmbeE+n6/Pi7lYnrE2afp9wUwGCgvAlcT7r35k6wr9MlH5F+3ntWcgsX4w5OdF+WoZzz5tys+LGs/yuFbc8cDw+3xpyedtkrbfWcgXDP5foCbi9KtvXzY/9f+i/STi9Cvs50X60nhTG6+f1xFDMfcxwueLjBPwBUMJCWritH/hHfnXJfoV9vOK06/5OdvPKzierXjRPl9EnKAvGPQL1MSd+nVh/jVaflkuMw6uiIT8vGj98vp8ef28yPE44jXJKO3zRfo1BnzB4P8FauKMfs1V5A/vP0T6eQllrcdzoaTv/mhrVfL6eYV8tYwx29SG9PMixrM+gJWvLavxk+IF/M4IX7BPKPh/gYqoov9eX3THtMdf3UPxCOqi4P77Jd3x3fTsHOhfBeBBVJF/AQCKpOD8CwBQOMi/AAC5gvwLAJAryL8AALmC/AsAkCux96/tmmX7Y2oDPvy/bOy7cO+9FH0SABhzRr+Stw3NmNzyr8f0r6JPFQBj7tWvIv2/1o9POy2Dfl7CM0gDny8AdkioH5u2T9r+WKz/l7NbSS/Hpv285mirkcPnC4AQCev3yblYmf5fG0cb2zkiME6PfsHnC4AgKdcf+7bpUvTLFOn/dZl+wecLgB3i9KtrmqbrR/XqmsQrkKX6fwXqxwj9gs8XAHvE5l9D1zbT8lea+1fB/l/0+r3Pz2t93PnI8PkCIEwV/ffF+X+heATAmKL778v1/0L/KgDGmEryLwBAkRScfwEACgf5FwAgV5B/AQByBfkXACBXkH8BAHLljH4Nfdc0F9zANnv/L8o34i7QVwEqI1q/hq5tu35IbL1/v98Z5l/e/tWrmmOvAH2toC6i/XNa+H+5eH1vtvuHQvF94wn6hcEXDABjovWrb5t22gFZvf/XGGCjX9T+bSo+NR7aLwy+YAAYE6tfH/vCadVr6Lofrn890f9rHpfrG0H45/jj0+MhPxd8wQAwxpzRL8vzq2+TFvBNEf5fqfpFj4f4XPAFA2Ak3j+neY1145AoX9n7f1njiqgft/Gp8fj1C75gAEzE908M/R3rXw/0/yJ9u4j1+0B8z3hovzD4ggEwUkX/fXH+XxQoHkFdFNx/X67/FwX6V0FlVJF/AQCKpOD8CwBQOMi/AAC5gvwLAJAryL8AALmC/AsAkCux999+2aS13+fv/3UKJa7xC7sgDvotQObE6tfinjN0TaJ+mdzyr9/3r653N14M+l1B3pyvH20tO0f+/l92IDk73JBxSL9Wa7+R4OM2z40vRdj3FX5hoELO6teQLl/Z+38pMW2d/MRh3NVCf5ztZiYt+Wwo8QmzDJXOv7xx4BcGquKkfl0hX7n7f5324dluxrS3by+SaOL1C35hoCrO6dcl8pW7/1fAaidWv+bntJZJ+Rf8wkBVnNKva+Qre/8vu2LUWjlWXDH6Ja2kS89V8fTU5PolOBM6GAd+YaA2Tt0/7Rr5yt3/y6wKsynHoeKQfmGSC2FdULDrx2Wgy+P+OPALAxVSRf99Nf5fsaB4BHlTcP99ff5fsaB/FWROFfkXAKBICs6/AACFg/wLAJAryL8AALmC/AsAkCvIvwAAuRJ9/+3p7rWv9B7Wh4rXGb+wsad2/xXxfRweny/Sx2KXpf9j7GmdtzT4W3YX9PwGbb199P34Yh+G7S+Swun5D3JsPn/Tp/Idn7u7zvtB4vRr6Jp28vxK78I3ReVfwW2VxhhrM9AlnGjKdftvJ0MPY4wx7rYlAnsbg/OG7/bBbvZsnuTa+TcR85lZn/C6T/um836EeP3ql3//0n/1Y28lbSerZUe239+K9OEi/L9IvzDKP8vZ3WPpFxmfyzmUvU+Iih/Mszz6RRx3YvttU4IxoSKkcPr2ruXuq/uQtORCLnug7BOwTNy4o5X0iTP0/Md+TyYi5vPwzo1n+tydOO8/IrZ+7NumaZpX07Rtm6Ze8fmX5IwLOVlZ2X+VaX8rnw9XyP9retdqv6Qvvm3/pZXgc/1IxR+3Hs5GX0fGT+dZnn3g4c+12X8+Rtl+gUMowYXYjuib+8C15B/HN+P6mjkToKdzRvvE0fN/6nsSNZ/Hfdae53M3hY467z8iUr+Gzsq/UgUstnhc/cIupzPgb7U9zWH/L++7vPE3r6F8U6192vHjP65fe5/L/6dSS8553PrSVmKNiSkl/pP8xZj9384fcNJXwx3G+AztU0LOvznzPYmcz8Pz8zifu+Utaef9K8TpV99aJaPzwxlMdP7l/f4F/a0852l/oWrtF+aNT+kXHf/M+CPyr53P5ftejn/anZWbXX7+Pb5Hvy6ez5/r12U+d8tbstevoWva3lq//+39h/z1Y9jfyneeQv5f23eR8cn6kYpv1y9aSX5k/DH1487nWtcFToBx5caJH/M9/nL96P29JetHUr98878Jaz922XzSddZ6np/nc7d8pN+e9yNE90901/VPmBP5l1Lb9VfC3yrg5+X1/7Jwzy7pn7Vav2dzC4Un/vi0stahI8fvrt56P1n4czl/Km27MNc8bJ6DFxN/nQBuSeIupH9r/T7ga0au3zOPT9z4Ps/8n/6eRMxnYJ3bnedH+tzdcd4PklP//eXXvymu8gt7GjFXi/4K7x9h8sU59QdcxeH5DMxP1DzvjufHPnf3n/ds+u/tP6LfmYpv+IU9jcP+ZeoPXyVfwRff3sd4E8fmMzA/UfNMRL/N5+4B5z2n/AsAAGyyyb8AAGAF8i8AQK4g/wIA5AryLwBAriD/AgDkyv8B5CnIhzPqeFoAAAAASUVORK5CYIIA[/img][br][br]So yo realizo la siguiente pregunta escriba todo el conjunto de resultados que arroja Prolog[br][br]?-parejadebaile(X,Y).
[img]data:image/png;base64,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[/img]