" MI CASA UN LUGAR FELIZ"

[b][size=200][color=#ff00ff]SITUACIÓN PROBLEMÁTICA O SIGNIFICATIVA[/color][/size][/b][br][br]Gloceli y su mamá platican sobre la forma poligonal que tiene la vivienda donde viven. Ella decidió[br] elaborar un plano para explicar mejor la distribución de sus espacios. Para elaborar su plano midió[br] con una cinta métrica, cuyos datos fueron representados en una hoja cuadriculada. Sí un metro de[br] la realidad representa a dos cuadraditos pequeños de la hoja, ¿cuál es el área del segundo piso de[br] su vivienda sin considerar el área del baño? [br][br]
[u][size=150][b][color=#a61c00][size=200]Resolución:[/size][/color][/b][/size][br][/u][br][i][b][color=#ff00ff][size=150][size=200]_Comprendemos el problema:[/size][/size][/color][br][/b][/i][br][b]1.[/b] Identificamos la[br]incógnita del problema. Luego identificamos los datos de la situación[br]problemática.[br][b]2. [/b]Identificamos la forma poligonal del segundo piso[br]como se muestra en el  croquis y la[br]superficie de cada uno de los espacios que lo conforman, con sus respectivas[br]medidas.[br][color=#ff00ff][br][size=150][size=200] [b][i]_Diseñamos [/i][/b][i][b]una estrategia o plan:[/b][/i][/size][/size][/color][br][br][b]1.[/b] Primero hallaremos el área de todo el segundo piso (donde se encuentran todas las habitaciones)[br]incluyendo un rectángulo de 5m x 3m que se encuentra al costado del dormitorio.[br]Para esto utilizaremos la formula [i]“L x A”[/i] [br][b]2.[/b] Luego encontramos el área de la superficie del baño y el rectángulo con la fórmula [br][b]3.[/b] Finalmente restaremos el área total del segundo piso con el área del baño y del rectángulo que se encuentra al costado del dormitorio, dando respuesta a nuestra incógnita.[br][br][b][i][size=150][color=#ff00ff][size=200]_Ejecutamos la estrategia o plan:[/size][/color][/size][/i][/b][br][br][b]*[i]Determinamos el área del rectángulo. Para ello aplico la fórmula:[/i][br][/b][u][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZgAAACkCAYAAACq9Dg3AAAgAElEQVR4Ae29B3QcyZEmzPt1u3fSaLUraW/f7Y50T3vSnnZHGqNZrTSjMRrLmSFnaIZD7x3oQQda0HvvOfQO9N6C3nsS9AYAQRA08IYAAYJwje7vf19mJboahgSIBtAgo/AKVV2VlZUVGRVfRURmRA0gH7IKDYQHhAeEB4QHvM0DNbxdodQnTCo8IDwgPCA8QB4QgBENTjRY4QHhAeGBCuEBAZiXjrGcALiaLyzuu6AXbs1x2QothAeEB8rHAzUAB2R9WWhg4YgCFPPMTuTn58LhyFFbl/CDvA/CA8IDXuKBGi7kQtaXgwaJiXE4evQQTp8+YWkxTmzfvhWdOvmhU6cOGDt2JFJTE9U54YmXgyekn6WfK5IHBGBeAoAF8tQX2caN6/DBB+9j/vy5SpXJzEzH0qWLsGPHVpw4cRQhIaeRnZOhytqZTl9vTGluE5u9jOyLoBIeEB4ozAMCMC8BwLDTaQZNS0vBgAEBWLRovgKYlJQEbN26EU+epCMvL9uyn+UX0WjzndnIzX2CzMw05ORkqvL5+SzvKFK2MIPJbxE6wgMvLw8IwLxEAEPn/sSJ4woAJjPzEebNm4OAgD747rtvsX37FgUyLuQVAAcHACQkxipgatasCfr3D0CXLn5YsmShNSBAQEYE6MsrQN19r4fKuFD0A81d5uWjkwDMSwQwTlcexo0dXQAwOTlPMHfuLGzevAFbt25Gw4YNcOdOuBpVZl4KvjYZGano0KEdRo0ahj59emHosED0798XDx8mWYD08r04hj6ylb53wQnX/XC4grfBlZ4EDpQRvtB8IQDzEgEMGX/8ODfAuFy5SHuUbGkiUCBy5MgBD9Cg1pOVlY5Jk8bh4MG9WLlyOTZsXIthwwKRkBDnUVZeKhG2Lx8PUGMB0LM5UKMGXBePq98vHx2K5/1KAxg9FJpjqs3wWNl6jxZuk1ZJjK3v5cLkyRMQFLRMAUNCQiz69euLmJi7oDbTsWM75ejnSVOPG2DGY9++YKxevRLr1q1W2kxKCkeccWFfSt96rz/t78az+9b01fNv+cVNQWnWyrhn8QLp+Z+hiupzOIB544Gf1wBeqQHXhaPVDGAqtq8rDWBo1+doJG3fl6036GDoqbdPe8H0KLLjx4/gs88+xXffNcC1a5eRlpYMf//uGDFiGPz9eyhfTEZGmgIL86ITPhISYtC8eVOMHTsKfn4dMXDgANSuXQu3b4cpeHG5pD+90Z9F6iig69P6tnznoAaAmBGC5BM9StD0v2yfRl/AdeEY8A81gP9RA3jv3+CKibKA+mnX+cI5fhDqRfNdxbSpwgGG38JpqUkYMmQQ/Pzao1u3zrJ6iQZ0tnfp0glbt25SwM0v6OIEgv6yzsPhIwcwceIETJ48EWfPnlTcFR8XjWnTpqhjkZG31DF7HdRMONosaMUybNm6CYsWL8CmTevV4ID4+Bi4XA6sXLkMfn4d0LVrJ+lbL/Vt584d0bNnN4SGXvXwidn7pvz7TuBJMrBwIBBQFxhUG+hTCzi3qwgflP9eRoCRR53F8qn37mHuVdFbwHVynzKN4d3fwPXgtqW95FTA85WFbq5n+IHygJxMIPICsGMOkHyvwvqkEgAmH1nZGTh0eD927NiC4ODtsnqJBruCt2FX8HaEh1+3aYYlv1T6e8X8JxNy+LIJE6OPF/eSa4Ay19m3TjhdObh29SJ27twq/eqlfuU7smvXNuzZuxNJybEeGmVx/fP8x/IBRw4wpTPQ4vfA4dXAkEbAVD/ASXMZ/wgGXI0phdvCx8hz9mMsY8xtPM59lskHXLlAVqqtTp5jGbuZjmUL38f+21zDY7pe3Vb7B5YRyKzblGPZwqu9Xl5jfnNr2lTS9S64boQAb7wJ15ZlFriY+5przbObeu3tMWXN8xdum/ldHN14zl6nLqveTtI3P8uiK4973ke989ePAM1/D9T5Z+DetQoz61U4wLBDSxZQdmEl++WhQNEXxzCn51ZPmvR8YYo7Vrg+Y4YzZc1vMrksFUkBCh/PPvTeb6vvts8GZnTUDxF+Gti7GEhP0L/zMoHcxxbIWeVzMwE1IZfCk8dcQN4TIDtdm9gIItY8KeSkA84c63g+EBIMbJgEZGdosMl7DDgy9XlHFuCkvKD5xqXvm8uJv05dlvWoMtw+seSKS9efRdOuFupK3rjyAB5j+0sEGKvtfBa2ndew3art3Gd7qI14vi+G/qqdLJvzSLeP7SSt1D1duh4n+848D+lGGhm65Ws6Zj+ynoXtL9zXeYArH7i0H9gwUT+Toif9dC7dbtJELQ4gPQlYHgiEnQWcrI/P6PS4j2oP6b9rIdDhjeoPMEWJVpiI8ltoJDxQ+TxgAcbm6cDg2sC5YGDpYCAtDtg5F5jRGZjUBhjeCLh2RMuwG8eBMS2A/rWB09v0sbtXgTHNgf5fAUfWAkl3gZldgbk9gaENgDk9gew04NIh4LtfAbX/FzC9K/DgugazwfWB9ROASR2A0S2ARzFA2ClgZBNgRBPgdghw8wQwooFeZ/UARjYDrh4BHicB/M17r5sAuBwa7DZMAYZ8Cwz6Bji12dLG7EDBfRdw/Zhue79awNIhGgAntAYizgEnNwJjWwLxEdb1bh5Vwv3OJYBlA+sD8wOAzBTg4EpgSH1g4yRgamdgbGvgUSwQGaLrGtYQuHJQ0+1gkNXGusCeRRbweIKMKnjtKNDk34BaPwcmtgOiLlnXrwD6fQmMaQbEhuvnntAOeP9vge4fAodWKXDFoZW6jYPrAvuWWAAOgH3Z7U9A1BVSohhwcz/v8/JmpWgwz9s4ua78HSw0FBqWzAMWwGybDdT+GdDxP4GAz/TX7r5lwOc/BIJGAhNbA9/3AjIfAv0+0z6bFaOAVaOAtHhgVENgRhdg03Sg5/sajAZ8DTT+V2DrDKDzH5WQx8NYYHwrIOBL4NweICMZuHcD6PRfwJc/Ar7vAwytB5zfCUxtC+yYB2z/Xte9dxHQ8Je6/s7/CfT5FJjXCwgaDoz4DtizDOj9V+DcTiD0lC53eB2wbAgQzMgVhBM7wLiArEfA0LrA3F7AvhXAXH/gxjGg1W+1IKbWUP+fgCuHlEC301EBzMlNwNJA4Gww0L8mcCgIiI0Aen4EfPl3wBx/YExTDSgzuwBbZgG7lwCTWwPJD4C147UWwefs+wkQd6sYQZ+vy07pCPStCZzZCTxOAa4eBTq/rWk+uR0w4lsgI0kDfJs3gbUTgQehADXEVSOBPUuArXOA/p8BCZEaoPh8Xf4oAGPvWNkXgSk84C0esGkwFFA3TmiBnJUOXD8KDK+nTTAHVwDzegMX9gL+HwCPOXeKH8J5wOmtWkhlWEPWZ3UH1o4FFg8Alg/VX9BjG1tf6AD2LNTntIFH1zOlHTDwS8tElQvcPAm0fQuY5Q/wi7zTnwG2YXIbYOt0YEYnXfegrzTghZ1SghkbpwJT2ipBjUltgTGtgZ3zgOxHNj+QoV0+kJ+rNSd+2S8cBMSFaxNc/8+BA8u1IOYX/tUSACbhNrBiBDC9G9Di/wHBC/TzELCoWdCU5cwD7l4D2v8BmNwRmNIJaP82EH9b03heP62pdfwDEH2zGIChyRDA4ZXAwgC9z/+zOgPTLLMmNc5Ob2kgy3oIjGwA3L9hlXVprez7AK2J8j7xEfpcdQEYY5eXF98wr2yFF6oDD1gAs3WWFswUOw8faHs/zSpT22mA2b9Um84uHwSG1LX8JADiI7UZiV/BaRyMAG1WWzceWDpI+wzoxxjfTA8g4HmajhZYgpIaBJfpfp6gc+s84PdfwNJhwOrxwJ4VwJktwKTWAP1Fc7oDy4for3aCAcGQy/qJwIQWQH4OEBcBrJsKBNYpEPyeGkweXCxH092xTcCEtsDkthpUAj4Gjq/Tgrj9G1oj8jAhEZxygPl9gLEtgBWjgZa/BagJciEQLBmodtUQmphwraXN7w+sGQ8ELwGiLgKDawELBmjgaf8mcOdiMQBj9RGf+/ueun76u0gD0oPLwxig45vA9cNqRBgIvPeuaXPhvatA4NfAokBgYnugw1vA3Sv6Opode7yjaOXTJjI9dt6MlqgOL5a0UQBAeEA5e/OytB+h+W+APUsBfulO7QAQJNq9AURe1P6Fnn8FHtzUJqXZ/lrwLxoApEQD45oDE9sAK0YCfT/WX9J9ampfzd3LQOvXtVmNYo1g1fdT/eV/ZBVw6xzQ+k3A749A2BmtiaTSlNZcm+cOrQWOrAF2zQP8/hMY3xro8SEQUBMY1kCb6WhW2zhDm8ioZYXsBpYMBk5uA0Y3AZYNVgJVj6Yy/c4JXpHA7G4A77FqrG573C1gXDNgeEOA2sU7/x3Ys7iQic2pHfnU+qZ30XRr/e/aYb5vKeD/oQZIaoR0sNOkRbBeOhQ4tE6DLbUimri2zAZIx69e0aDhYvvsstQCmCOrtfkyaDRwbJ3W8qhdkeZjmwOjGgEcfEGfFEF3Zg9g4xRtbvT/izY3LhoI1P4JMLOzBs/5/YAv/gFYM1YN6vC8r6FT+bbl9sFwRMTxE0dw7RodTxU54qV8DyoCVegnPFCYB5xAZhKwJFCbaca30U71szuBAyuB8W21T2LDNGCSH5B4B+AoMzq+x7bSTmKKbgrlaZ21UOYosdRoYHoPYNlI4NohYGJHYN0U/dWfkQB831eblWJuAgdWACObAyOaAgcspzTrDD2ptYNxbYDws9qhP9MfWDQImNkLmNMHWD0JoGlu2VBg6HfaHMZr6QSnz2JUM2B2L+0AVz4Y+/M7tfZCHxPLcXDBiU0KiJTjn795P7aVAKMEv9sBr3ww9PVMag9M7gCsHAksH25pURwY0QTYvcgaQQc9aGBSO2B0a+DiQTXCS/lFOJCBvqflwwD6vZSfyH0fzbNOgHSjGY+0JGhz4SALgixpz75Riws4th4Y3hg4vAZw5Or2j2oKzOurgZc0Dz0BTPEDhjcFZnZTAy70UG87jcq/Xy6A0aYxYOjQQCxdRpR/9kgEPWTZHgpD9oUmwgOl4wG7k7r8Lz+Fl5qXwpFXDPfjyLbMXy7tDzHzVnhOlbG+pjmUmCYi9UFpjcbieXWMxhaWs+rkkGVVjxaaxtqhhyM7tQDmtVzVkGA+l7lPnm4TtQA11Le4cERWfiK2XYEI78t5I7w2y3qOkj58eR/OBcoqaDu1HNVGXs9VCTU+Q1F6q3L0sahhw9rIVEBPXlvwPJYfRbWJ7aSGYg1dNsO51Y1KaqdFQ15jDePW7WRVOYp2bnBgmy26FtzHqemo+pA3MsO+rXo5lNpVEZNDc+EVgBk1aria6a36opiOMF+OmukUJeWfUEAoUGYKUIwUFXTlP0bhT6FHAceVoGGOFd7nb1OW+6Y9hY/xN+sw5TXA6PI8x5XXmvuY8qacuc60x/wuXJ518FqWM9fyGH8Tcrg1bSxuy2uVPmIbZWbuVbhN5nqeNyvL2MuZ9hVuj6mTx7nPurjlb3O9OW7uY9/ynIZQ9/PYry9c1n4ftqnwfXitaTu3T7u3ve6y7XsFYEaPHoGVQcvV6+J+eM+GEDUTEqIxcdJ4BAYOwrBhQ2QVGggPlIIHmB6B78yJE5yLQkHh+W69GL8pBLnke+FrmgKTC7Wi7GfQSxVUmkHp6KhrpnZTuvLe6SulGSmNrGI0jYp6Fq8AzJAhg7F6dZDqqZIaypOXL1/AK6/8GDVq1JBVaCA8UEYe4IecXipXuJX0TtuPG/OU/Vjp9x167k3IHqhJgQoU7NpIWYS0A3iSCpzeoefuRIYUmSSp25WngAx3LgMrRwH7+YH8rC95hx6xxcmK9GEU8euUpZ1lKesCku4AQ+roEX7PvC9p97z0K0u7nl3WKwDD8O2zZ89AdjbDMhT/YHwxGMH3Zz/7GV555RXUr19XReht0qQRZBUaCA8U5YGmTRujRYvm+Pd//60C4wkTxlUgwFAzKmyC0ZqAPk5QYxn+sRxXnqeQAZB8V4Ux0cd5jHLAlON1vN78meMaKNVDcW5N/y+BwG8sGWK/T/EyxQ1gpiz9MRw+fRsIrAd8/iM1os3dJrtA5FDjLGDDVOCLH+tJlqq9vJf9uc0zWv4YzsJv+As9n0eVL45u9vtw39THsoYu3Jp9Oy1ZvnCdAB7F6ZF615gOgH/2enm9+6ND+Vh8RNMtF8DwIfkwTFrVr39fREXdVv3r7ng3oXmCAPOTn/wdfve71xATcx/5+Q7k5mbJKjQQHiiGB/LycuBy5av0CNT6Kwpg1EvL+Fmchf44xRJg1lwPCmsTl4yhULJS9cithCgrZpcLiIvUI5mObADSOQmTcsGhhzDH3gLyGE8sT9fDmeXJ93UEAOXopsM5T89W58TMMY2tAQUAEu8CKQ8smKIwdssTs6/azjbxPirOF4vn61AzHAZ8ab8FdEWvpYBH9mNgSoeCuTkEA+W0T4zSw5jzaWKj4x96TlDkJSCwFhA8Tx9j7DHem1qTamnh+zAmWqoeWcct455x3opqa64Oq0MaF8RWgz7HvrDqVLPxGX6HUROUdmc58klTzkXiREt1b2uAwtoJwNrJFlAXTzdDv4reegVg0tMfqsRVd+7oGaLFNZoEsANMYqI1MUuNELFGgsi+HuEhdBA6KB5QcgOBgYMrUIOx5mlM7ww0/g3g/xEQd1sL6Xl9gKb/BnR7V8+HoRnJ712g98dAs98C6ybqmeoT2gN/qAHU/z/A4kFKCKqAmW1+DzR/Tc8VeXhPD232/0RPOmRYGsYbczr0PJXWvwOa/ErPf+FjMxZak18DPH50rSKE/StdyxgXkHBHz3Vp8Rowq5tbKEffBLr9Gbi47+kAw5oZ0sVM/uRIK04SbfmaXhkOhzVw1v6Ar4C2bwIN/wXgvBSC0+jGQKN/Bfp/oQDRU1uytB5GIaj1f4D1U4HT24Em/wGcD9ZhdDhHqNXvdMgZ9jnBfHwL4LtfA31qA2kJehh4wBeA35+BKA5RZoBPh55LxHtzkubVw5pZ+J8RDMa2twDGaGCFga9yfnsFYJi4qn//gFJqMD/Ba6/9B+Li7ltMUzkPWhzoyTGhvS/zgBl1OWjQwAoCGEsAbpqmY3fdPA0EjQBungJObrbiih0HlgzSQo9BJ7/9pZ43E7xQT+hj/CtOwBzwJbBvOfAwXvkysG0WsHcpcH4P4PcH7bNg/LIv/x44vUVP2OTcEYYraf5r4OJeHVhzDINbntczzDmfg3NJur8DxITbTEPkW6vtjAXGwJr0pYxppEO8ULJwBnvX/yoFwOQDs7q6AYaaxMoROuYX45uxDmozDPw58CsdHLPd6wADVW6fBQz8Agg9C4xroUO3OGiqsgt1l9bO+nwFBC/S84pm94CKy7ZlOnBqq55/wxhuSVE6VI+KTnBKT04NOwk48oBLBwHel5NIuRxfryd2nt+rgcb/faUxKvNZdhpcXG1ms6ricwGYYtTuquoMua8Anp0HKh5gLPMUheOWmVpwqf8OYFp7NXmQX+RIuqcF6cU9wISWQHSojnDMmezpiTqK76RWekKkqYWAwQl8nBHf7F8BRh5m0EnGE+OyqJ8W5KvGaPMaj3EW/MxOwKbJAOOTmYWBIHcxYKXd12CZrTg5tOcnWgvp+p4GORa8f01HCn6WiYxaA2fzL+yn70YNhnlxpnUB+n0FdHpbg9WAWsB5S7gz3hnBhWFpjmntSkV2ZhDOBJN0zPCyBYSMYDC0DrBkAHD5gL7XiQ1auxtcD+j2jopFhn41rQmXuog2iVnhYAbU1FESeIr9M7eHLsS0BGwn48LZFjsvVdW+AIwATLG27apiSLmvEUyWHwNAxWkwFNL8gu8BrLEGENy/rsFjxTAdMoYCi2HdB/BL/aSOK8YyNG+NbqTDoNBBP6yuDl/yJE3H2er5HsCQ+RunAY1+AZzdoU1CFIzUPhb0BtaOA3bMBab5abG4ajQwub0ODcM4XXnZwKMEoOufgDM6NYCbPyyAYXI0zqZnqoHdizWQsTb6RXr8SWsMCpjcdHXXwcmOAL73Lwgng7DTQNc/AgdXA/MCgDb/Dlw5AIxspLUNTnSktrZ/mQam1aN1HdTWen1ohVwxTnhzTwLeFeDTn+rEbnTYk4b+7+noystHAG1/B1w7DIxq7I5pxjA9DPzJhX6rAZ/qtAX8zbQKBCwuUVeA9q/p/uFvgrkypVGbcjv/3c9t2lXxWwEYARgBGB/lgYrXYAhiUGYk+L2tc6wwmOWlA9pxz7hizAXT432A5pxjG4AvfwbsXQJsmAx89Y/6a5yzyRl4seen2tTEECrUOpgLZnxLoO7PgX6fAr0/BVr+DrhxRPty/D8Gws8AvT8CAr8F2ryh88UwqCb9EIxI3PczYEp7leLX0/RkaQaMy0WTEkPTLBygtSs6xBmz7C9/o/PB3DprjcyyC1QrnhgDVNb9JdDw/2rQuHUG8HtT56YhLb74n9q3wyRs7d/SIWU+e0WH0WFqgB7v6rAwXf4E7F+hyFlUqFsRCALqAOMtzSw2DOjyX7qdzHPz5Q91MEvmoKE2MqoFMKyeNskRkGZ0BT78kX4e5t+Jva1pzEjQ9JHRh8To0FwGfgMMqmcNu7ab6+zPXzn7AjA+Klyq4mtD7lk5L11p6VwZAKNHSDm183n+AODgKu2kp6Di1zyj8O6cr0c5ETjWTAGuHwcu7APWTFURgJXTmdF7lw3XX/l0Qt++ACwbpnOQUBATCOjT2DZfJ9/auRTYuUiF0lc+n8VD9VwU5kah9pF8Twdy5Iio1BglN4vSjSFmcvUgALb9+GbLIR8JrJ8CrJ4GrJmgc88XGbabrwNWMkHYyglA0HhdD8O+0C+0OFDH8Dq6TsdBo+YSvBhYNR7YH6TBhJk4SYf5A4Ej654yaotg6NCaXSx9SZbmRMc8k5zR/Mc4aEwsxnME8nn9geMb1XOr2G7MJbNyCrBmojvhGGm+eIjOM2NG0PF6+mkY9FNpL6LByBe0gJzwQDE8UDkAQ1C1tAEtzqz5GdbXsHVMCb6Cfc8dCn77Urg++7nC+wXC1uOE8vwUHPEcmVX4I8AylVmldVus+TAFNRACC19X9LlZvOS2W6DgUafnMT2vpbj76GPmUtMW89u+LRgSbR3U7fG8D1tZlOacO1P8fczxqtiKBlMs45XMJFXRSXLPl7M/Kg9gXk76yntV8f0uACMAU/DlIy9cxb9wZaGxAIxv9UdZ+k7K6r4TgBGAEYDxUR4QgBGAqe5AJQDjo8KlujOWtL/8wlEApvw0FD6sWhoKwAjAiAbjozwgAFO1wlHAqfz0F4DxUeEizF1+5q7uNBSAER6o7jwsACMAIxqMj/KAAIwAjAAMw/VLsEsR0j4qpKvzCyoAIwBTnfmXbRcNRgSjgKOP8oAAjACMAIxoMCKgfVRAV/eXUwBGAKa687BoMCIcBSB9lAcEYARgBGBEgxEB7aMCurq/nAIwAjDVnYdFgxHhKADpozwgACMAIwAjGowIaB8V0NX95RSAEYCp7jwsGowIRwFIH+UBARgBGAEY0WBEQPuogK7uL6cAjABMdedh0WBEOApA+igPCMAIwAjAiAYjAtpHBXR1fzl9CWCgslYye6QI/erOV5XZftFg5IURgPRRHvAdgMlDXm4OUhIy4cjLEX7xUX6pTOAo7b0EYIRZRGD4KA/4AsAYzeXCwUSMa30Zty6kgO0qrYB53nJAHgAnuH3eOp52HfPaV8ZzPK0NL8M5ARgfFS4vA/PJMz7d3OQbAJMHhyMX66ffwZAGF7Bv5X0l9O2mMg0GBITi17L2M+vJd+YgM/MR8p3ZXgUZDZh5ePz4EfLysrxad1mf82UoLwAjAFMhX4gvw8tT0c/oGwDjQML9DKyeEIFD66KxYtQtJMc+LhDMKNVSNo2H2kVs7H0MGBCAu3dvqzs8jdZ2LceAXEnlWffDh0lo3boltm/f8sy6S6pHjj/948jQRwBGAEYAxkd5oKoBRn/t5+PEtlhsm38X2U9ysWRoOG6cppksX61XrlzA1KmTMXnyBEyZMtFjnTBhHFavDsKTrHRV1ggdbfoqjEz5BXzIM5GR4fj8889w/fqVp4KABhQW0SYvXau7LnNPbk1ZAsuvf/1/ERDQG06nfg57OdkvHXiUhk4CMD4qXErTeVLGey+CL9Ky6gEmD/n5uVg7JRI7F99D+sNsrJ0UiZ2L7lkAAwwaNAB16nyDMWNHY8TIYQXrqFEj0H9AP3xR8zPcunXTAyQepiTi7t07uHfPvdIcZjQRFo6KikDdunUQGnrN41p7PxGo0tKSMH36FFWObV0wfy4uXw4p1n9DUHQ4ctC7d08MDhyINm1a4c6diBLrt99L9p/vXROAEYAp+HKUl+j5XqKKolvVA4wD8fczMNnvKhYODsO2eXcxp89NzOp5A1mPc5RgHjJkEHbs2Kr2C/9zOvOUmevatcvWKQecrlysW7cKHTu2R5cufujcuSO6du2MkJAzqgxpyaV0AJOP7Own6NKlEwYNHoBdu7ajQYP6iIy8pTSawv3Ceq9cuYiGDRvgZug19OnTC0uWLFT3M+BW+Br5Xb53QgBGAEYAxkd5oOoBJg+H18coUIm+nY6H8U9wN/QRZvW6gXP74pVgHj48EDt3brOEtOfG5crDoEH9C8xcZmDAgwdRuHDhHC5dOo+LF8+rbWpqUsGoLtZSGoBxg9FtfPttPdSu/RUOHNhrNcJz9Jkxj82bNwfdu3dVDn5qPq1bt4LDwYEETnkPKuA9EICpAKLKV0/5vnqEfpp+VQkwFMi5OTnKqU/nvvG5cLtp9h1sX0AzGTBgQF9MnjwRERERCA+/WbDeuhWOS5dC0KZNS1y/7qnBbNy4Ft26dUHPnt3h798NvXv749KlcwXAwB0DMGFh1wuOF8cXxp/TqFFDvP7675GSkqjKFy7Lchw11rx5U7z77p/Rp09v1Kr1Fd5443WYexS+Rn6X/z0WgBGAkS83H+WBqgQYClf6NFLiHiP7iXuoMLWQjLQsPNZtS3cAACAASURBVErhEF+XMjF98UVNNGvWBE2aNC5YmzZtrLSKVq1bID6eAOWCy5rTEhV1G6dPn8CZM6dw5sxJnD17CskpCXBZ82uIEHfu3MI333ytgMZCmAINxy74ee7o0UP47rsGaNWqBVasWGoVL6zBaPNYnTq1sW3bZoSEXMCpUyeVuWzOnFnFXmO/j+w/H9gIwPiocBGGfj6GfpHoVtUAQ1rqNhQW1gwZw6HHnCOTjeTkBMTFRSM+PqbImvE4rQBYTN+4AcO+5zZR8eiDB3fwyScfo1evHpg6dSJWrFiiHPrUoNz1uJCamogWLZohKGiZMrd9+23dIhqJMY/NnTtL+Xzsd6UPpkmThmpejJjJvP/OCcAIwBS8sObFla33X7TnoakvAMyz2q1NZ3aRXXjfrbk8qy5zns+dnfMYe/cFY86cmZg5cxo2rF+DR+l6eLS7XL4CmL17d+HRoxQFZIcO7cP9+5EePhUNMA41uox+H01XgqcTcfHR4DVPsjiKrWzzdUw7ZFvy+yIAIwAjAOOjPFAdAKaihKvROjzhqigAuMtxPgsjCXBxazn29lknPfjd+HB4rb2s7JcMGmWhjQCMjwqXsnSilPXOy+BrdHyZAcb0hQYNHYLGHJNt9eF3ARgBGPly81EeEICpPoJUQK/4vhKA8VHhIgxbPMO+THQRgBEeqO78LgAjACMajI/ygACMAIwAjGS0FAHtowK6ur+cvgYwOvilCP3qzleV2X7RYEQ4CkD6KA/4HsDo+S8m5EtlCiq5V/UEdgEYHxUu8kJVzxfKm/3mSwDDtoQciMfh9dEqfXJlgYx7no0eRmxoYoYc6wgBZecVHd6f/029Zoizrtmb/fgy1yUAIwAjGoyP8oARpoMGDUSNGjXA/Cp6qdw5GxwqnJ6ahcmdrmF000uIv5dRKZMS+ayMH8aQ+nl5T9Q9c3Ie4/Lli9i/fy/279+D+/fvlDjvpTjBbubKPH6chvv3o5DnYMgbamYuhIXfxL59exEdzThrnCBaduCSazxpJgAjTCQvko/ygO8AjAM3zyRjbr+bWDwkDGd2M5Iyv/i1MLFQ7ymbsgtrToBkEMqAgD4qJhlDwnAJC7umEpG1a9dWhZE5cuSgdV+jiTgLwMHQj22l4OdvhyMLp04dR7t2bVTKAAINl+PHD6Nly+Yq7Ezbtq1VLDQBGU+weB7w9ArApKYlq9wKT0vew05kXoif/OQneO21/0BcHHN7swvL/xBSh9DwReQBIyCrUoMhiDjz87D1+ygc2RiDM8FxWDkuQgXC1O3LQ2JiLG7cuILr16/ixg33yt83b14DE4yxrOkj9eIX+ecGIV1vvsqO+e677+Cdd/6Mhw8T1BXnzp1SATV11GSXioXmrjcPDPuvQ//rc2xbnoPajzaBMVXAwIH98NFHH+Kbb2ojO/sxMjIeqSjLs2fPREpKMpo0aYQxY0ZZLXS329xHtqWXN08FGN0pnuq4tom6QzHwS4NxgIYOHaIy1LFXiusAHheAKX3HFEdDOfZy0c83AMaBtOQnWDw0HDF30pEc/RiLAsOQFP1Yvek5OZnw8+uA+vXroW3bNipLJDNFcqWWUKvWl0oLcbkYykUHtLx0OQQbNq7Fps3rsWnTOmzesgEPoqPgskK8GO0oLi4G69evQc2anyIpKVYJ/N3BO/Hee3/B8uVLcft2uDpGPwqBkMvWrRtUVGW2a9Om9fD3747HmdRSqNk48ORJGmJjY7B06SJ8+2195OY+UaBYt+43uHUrVNWxcOE8pcnk5tJ85g7CKe9f2d+/EgFGUVr9cyM4oYPRU2kX1eojOzZP2UcJHjrtqbu8vUNYlQBM2TvITkPZf7no5ysAc+N0Msa1voKdi+5i38oHGNn0Mg5vYAh+4OHDRAUmly5dQHJyMpKS4gtW/t69exfatG2tBDnLu1w52Lx5Pfx7dkOfPj1VLpiAgN4qdwxlCuWJ4XOW379/Nz755K8FAHP9xmX07x+Apk0boWbNz7B3b7BqhwYll4rm3LhJI8yaNV21i0BC3cjUa2i6cuUK1KtXBwSRkJCzClCSk+NUXQcP7kPjxg0tTaj4D2bTRtk+/Z0sBmDyFBPExNzH4cMHcPEiEwER/Wn/vK7yWffr1we3b4epYySw6VzTicURnYUFYJ7eGcXRTY69vDQzwrCqTGRaK3Bgx4K7mD8wFKd3xuN0cDyWj7qFRUPCkJudj9S0RJU8jKao4pbLly+olMg5OTRTaW0gLu6BynJ546ZlTrt5VVlB+Lx2fmd9u3fv8AAYI4scjjxMnjxBmcvS0x9aH7xaizlx4ih++9v/p8ArP58OfLvFRZdZsWJZAcAwuyZD/iclaYCh3GM+m7Q0Rm92m+7sbZP90r2XRQCGnex05qhEQh988B7WrFmp+CY7OxO9evljzJiRmDp1MgIDByr7pWEaQ3ANNtrRps1pWjVlJQIwpesUQ0vZvtz0qnqAcSAxOgMz/W/gynGmNKYm4EJMZDrGtrqMyKsZSH+cjE6dOiImRme41ADAd15/lJ47d0aZ0Giy4uJ05WDd+tXo3NlPAVPXrp3Ro0c3XLhwVp03w4bJ+1wIMJ9+6tZgdBvUKdAfw1TJxp9rzGTnz5/Bb37zG/TrF6AL2oDLlLEDzPXrV1CnztcFJjemCOjYsT3y82mhcYOTvI9lfx+LAIzuWAeSk+OVtrJ27SrVSdeuXULLlkT5eMTGPlBOMbcN1Nw4D/n52ZbjLBVkKprNeIyLAIyhk2zlZX02D1Q9wOQhOfYxTu6Mw+NHNItrk3hOVjZO7YpDUnQ2snLS8d1338LPr6PywwYGDoJZhw0bojSBVq1awunktVqDSXuUAlpIKEfMmpXFoc9u85gBmB07tuKdd/6ExMQYJUMuXw5RwBITE42+fXuhZ88eysxlPmYTk2LRpYsfJk4cp0aF8Xouht8MwCxevBBffPE5njxJV07+xo2/w7hxoxEVFakSkC1bvkRdV7hNph7ZPpt/SaMSAMYJl8uBkSOHwQBMcPAOdOzYTiE6mYHpSc+cOVGo84B7d2+jR4+uYI7sAQP6oX37tli3zoDUFfzkJ38no8hk5FzBCy8vaskvalUDDPtGgwrNTO52aiGtZ/W7XLk4deoYVq5crqwdtHjY11WrVoAmKA0AZrgwHf6FF0/zmL43cOjQfpXWOCWFQ6OB4ODtoEOemSs7depQoHVoWrmwYsVitGnbCjTJ0VnfrVsXPMnigAStiejnATZuXKcGIZhhyidOHEH9+nWVJjN+/BhkZqYXAKLwqLvvy0qLEgEmLy8bw4YFFoDD1q2brHSjLqWZcJTIsWOHVKebm/I7gRoOwYdfLxxdEjhkoAIqAlZo6HUBGNuLaugm2+dn4BeZdr4AMKSvHVwMve3HCkNFcb/NdWXb5ilrSHJSPPKd2RxiBE60jIgIU9YQ7Xtxayesm34UDjzgQgsK/T2c+2I3vXH/yZNH4FBnugNYLxeW5TBrbc4T30vZ+qr4d7hEgOFoMTvAHDiwRyG+05mr8lfTXOa2m+rK2dWPHj1U6um+fbuxYME8bNiwFuPHjwWvE4ApvhO80ZFSx4tHW18BmKrkLa35UPwXr/0UbhtlEBceN34gc629rDlngMdoNupiGZrsNQtDiQDDDqBDf/PmjYrmHDVGh9qtWzfV5KnWbVoq+6npTN2hLvCrYtKk8di9Z6caa75u3WpMnjxRjUHnpCsxkb14gtD+4sq+9/pXAMZ7tBS+rBpaFgEYMjXtqrt378QHH7yPFi2aIyzsBpxOB8aNG6u0GNo+ad90ufQIMdN5BJvIyFto1KgBhg8fopxsHMnRuHEjpZKGh98UgBETmde+jgzfvahbAZiqEYovKj9VxXMVCzD5zhwE796BiZPGY8aMqbhy5aLSYjhjn8CyaNECpD/i2HPPWa78HRtzH8uXL1azdBctmo9NmzZg+fIlyq4ZGkoNRkLFVEVHyz2rn7ASgKl+fSbvmWefFQEYTSAOKbQvGkiM3VKfKX58uNtmar9e73OoswCMZwcIQwo9SuIBAZiq4Q3tj+FIt6Ij20rqKzlefF+VADBmeKIe924nnia+53h1+3numzKeW5kHU5hO8rt4phS6aLoIwFQdf6RnpBQMFBB+fP5+KBFgvE1U6jAy0fL5O8rb/SH1+X5fCMBUfh9x/Nn6DWvQs2d3DBgQgNRUAo1oMs8rLwRgxOkuTncf5QFfAxg9wbLqTEeaHm5hr3+bsDTcmqHMOmqAfXJn6QWkA/cfMIkZFMDs3rND7Zf++soHRV9umwCMjwoXX2YaaVvlCBFfAhgKb4cjF+cPJOBBxKMCYV45vEDA0PNb7AOLeIwTuBkRmRPDOfqV81q45OfTVK8jBpi5LqVtK6/naNhevXogOuZukcFMpa1HypUQKqYiCMNOExNZ5Qimiug/qbPy+863AMaBu6FpGPBNCDZMj1QOcPts/orkD9KBkY0XL16gQrxosHFhz56dYJwzhqNiWCoTr+zgoX1gVkoG0rxy5YICHDvIuH3DnMFvtB69z7rPh5xRk8UfpiZb11Z+31ckPSuzbq9pMGSCpzVcAEaY9Gn8IeeK8oevAIw2jTmwf/UDTO1yDUuHhyMtidGRjXC2axg64rIBAfe2qHzQgt5oJmZLU5ebFpQbDOHSpUsn/OM//iP69eurhD7/DR8xFM2aNcWJE8dx+vRJpclcvXpJheFnHhiWbdKkMdJSPcPuF1RghYjRv3W4GNK8RctmmDR5AjZv2oTbkWHig7H1R1nfUy8CTPHDlk2D2ImiwbhfHEMX2QpNSuIB3wGYPKSnPMGSYWE4vy8BQeMiVIRlu48j60k6UlMTC1IWm9TFPJaZmVZgvnI/q468np6eYrsmERkZD8F5eKYcAYqpAJYsWaiiNg8ZMtjCB6fykQwfPgwulwEnqAneHf3aqzJMIPb117Vw5MhB65p8ZGWlq0yXW7ZsxNixo7Fx43ql5YwbNwYM089rTp06iY0b12L1miABmHKAC/uw3ADDlyA75zEOHtyLtDSqlMUDjQCMCFIjNGRbOl7wHYBx4PrJZCwYFAZHXi4Or4/Buil3rBD8wM3QawUpkv382sO+durUHs2aNcGRIweUkDd9T+CIi7+PESOGoEOHtiqQbvv2bTB+whikPaIccU/iNr6UXr16YuDA/qoe5pUZNjwQn3zysYoYwgjO9MUwt8yUKQxNxdwzucp8tiJomfrNf5ws/vHHH6k0AoyV+N5776FJk0Zg+H6C0ezZMwvKmh3TZtmWjm/tdPICwDiRmpas1NGoqNuqT+w3MPs8IRpM2TvI0E+2Lx/tfAFgjHlsx8K7mNblGi4eSsTmWXdUwrG4u8zhApW2uGvXLrh69TKuX7+q3nO+61zDw0MxdGig0g5Y1vAxzWM5uZmIiopAaNh1hIffUNt79yKR52D2S/dcOw0wTnTv3hUDBw5Q9+T5h6mJiIgIx6pVQfjoo79iz55g9O/fF3PnzlJlqAn5+3dTkUSsi5S2VLv2V1i2TOd7Ye4YY3abN28O+BwMzFvSh7Jpv2xL9z56BWCouQQE9FHMYmcieyfwuABM6TrFTjfZf3lp5hsAk4fMR1mY1z8Uy0ffwv5V91UK5Yntr+DMLp1imJHWGeC2pGXVquWYP3+uOm34mRoKzVE8zrxTY8aMwogRQ1WA3IyMVA8BrwHGUQhgjM9E35Vp3CdMGIuAgN5WcF0ooGjfoa2K6G7axrwyTJB24sQxdWjo0MGYN0+3jWYxJjHLz8/xuL9ps2zL/i56DWD69w+AaDBl7wBhWqFZSTzgGwCTj0uHEzCr1w2kJlOzoL/DiQNrHmDBoFDQ/XHg4B5MmDDOyPAi26CgpaB2wMU8K0GD5qrt27cqDSMoaLnSKhhkl34SPru9LH9zVFj//v1UPY78LJX7hT+Yzr1165YKnGbMmIbmzZupQLzM7VKnzje4cfOquob/CDBMLHb0qM5lNXBgP8yePUOdX7N2Jfr06SkAU06/i+k3bgVgvEhMO2FlX4CjvDzgGwDjwOWjiTi1g9oKR4txdeBBRBr2rXoABlQ/fGS/EuSzZk3D3LkzMWfOjIJ10aJ5Kpo6g+RysdPEPJ864fHPbR5jea3B5KNjx/bo06eXKslU7KNGDVfaT+/e/irJYWxstPrIZcZLAkW7dq0xadIENX9H16EBhiayQwf3q3qosUybNkXtB61cjh7duwrAeFEmCsB4kZj2l0f2BWDKywNGAA8aNBA1atSwaQmeAri893nW9Zy06HIRWNx9yn3tq3AiISFamZmY94nC2r5OnToZ1CoiIkI9HPfmntrHY4DL8x7uMvr8sWOHcfo007Q7VSbKAwf2KtMcfS537kQUQNTVqxeVmWxl0HLolMgmWK8D2dkZKhVJdMw9Vc+Z0yfAoc2s81ZEKE6ePKoGB9h9QKYdsnX3f2lpIQBje2lKSzQp93RGM1+csuVM8vKsevjt4MGDqhRgNAh49rn9mNEOCiR8sTvlT0FsqjXvn/lttjyu22WOcOsejabPE6y46NGu1g+lWWnzn6eWZe4lW8/+Ly09BGAEYDzMFqVlnJLL8QWmA1bW8tNAhzoJDKxagCm5r91Cx20+09pG4d+lqeN5ypj7FL62pOMsRxAqXF5+VwxNBGCE2bz2svHbLyExBoMG9YefXwf4derg3nJf1jLRoFOnjujWrQveeutNpcFMnGgc6ZVrIhPhWzHC92WgqwCMAIwXAQYqvfZPf/oPSiD+8Ic/xI9//GO88sorsj4XDX6EH//4Ffy3//b/WQBjhgILwLwMwvlFeEYBGAEYrwIMJ9b98z//b/ziF79Aw4YN0LDhd2reAeceyFp2GnCW+Xvv/QU/+MEPMH78WMtlIADzIgjfl+EZBGAEYLwKMGFhN/Dqq6/iww/fVxFtGSZE1uenQcuWzdGsWWOlyTB2ll4EYF4G4fwiPKMAjACMlwHmpgKY9957V81N4Be4rM9PA4IzNcFXXvmRCs4oACP+kOoEPAIwAjACMD4MggIwAijVCVAKt1UARgBGAEYAxms8UFjAyO+XGyAFYARgvCZcaL4JCxMTmTdNgqLBvNwCuroDtACMAIwAjGgwXuOB6i4Qpf3eBXQBGAEYrwkX0WCe35lfktYjGox3BZ4ASOXSUwBGAEYARjQYr/GACPDKFeC+Tm8BGAEYrwkX0WBEg/F1gSftq1wAFIARgBGAEQ3mmTygg0e6k4BVJ0Gtg44+fXJqacqU9Zk1zRgRu+LoVhHtLuk5DQ9wW1KZwscFYARgSs0shZmn8G/RYF4MDUYLLfamWUzKAYa+L71wKcwfVfFbC0XnU4V8RQAB68zJfYzkh/EFSdoq4vmZjqAsAr88bSgNLQvXLwAjACMAIxqMjQfykJOTibjY+4i4HYqIiJsqtfGFi+dUSuInT5jOWOdSKSxMvPlbCzMC3NO//rWALT6HC889fJio2h0VxYRknrlh2F4eS0yKVYnLdOIxb+St0WkWkpLiVRSLOXNmWkj99GcpC/3YB5lPHmFF0DLcvh2mcoWW5fqyliWdYmLuYc7sGbh//06p7ycAIwBjEy7ls8/yLZJ5MN7VYipzFJkW6i4c2L8H9ep9gw4d2qFz547YuzcY69atQoMG9ZXAZj8bAeX+qnV/SetjzAdEQas1Hr3vqUkUd4z1ElTy87MRGRmB3NzMAkDTmhXrMMnCHEhLS0FMzP2Ce9nLsJ1370aqdp86eUwJedNucx8evH07HG+++Tq2bNmoynjWUVRj0+e1VueuR7eLbSMI875cjh49pIKVnjqt7++mh8mX5K5H18Xn5zFTH0HJ5FgytNRJ01JSktCkSWMcOXLQajePm2uLBzN3f5GGpj62xdyvpOcFrl27hL/+9QOcO3e6CJ3sdLXvC8AIwBQICztjPM8+uU4AproDDLBkySIFMAxc+uDBfWRkpGPDhrVo0aIZUlOTlHDR/EGB5lQ57HX6ZAKPEXJQKZXznTlWeQccjmybYNIAlJeXpeCKVxqe4/6DB1EqWOrNm9fgclH40ZfhRG4uy/M34HK5sH79GowcMVRpXUZI5uXxPhS0wP37UWDA0LNnT+lrrPfd1OFwOBTAfPDBe9ixY6sqw39sq04TzTt7fnjpQvnW8+j76OfQ+4ePHFR5fBISYlTRkJCz4KqfQddn9jVNeJ1+flO3my48Q5q6fTka4IDU1GS0b98WJ04c0ZeRMs5cG509NTZznX420p8Lty51je5DT2AydMrLc+D69cv45pvaCLlwzrrWCd1O9ofnvQzNBGAKMY8hjGw9X6rS0INcJwBT/QFm+fKl6NLFzxIierNu3epCAKOBJDh4B1q3bqmE+MGDe1VhagIzZkzF4MEDcebMKURH30VAQG80bdoYq1evUAKNpqthQwPRuHFDDB8+FA9TEizgcCEjIxV9+/bB3//936Nu3ToqxxCBbeTIYap8v359kZgUhzt3IvCXv7yDX/7yFxgyZDCSkuKwYsVSZZbq0qUTIm6HISEhtgjAUBhmZWVg5szpaNGiObp27Yy33/4D9u3brdq/YSPBtDn8/bsjPPyGOkb+pyDms8ycOQ2jRg3H1KkT8eTJI6xdu0pFDB84sD+uXLmo0lL8/Oc/R9duXRAXdx/BwdvRrl0blXyPQpra2aJFCzB16iR1bz+/jrhz55a6D7e9e/dUwDF0aCCmTJmEpKRYzJo1HadPn1Bljh8/jKVLF4IAxsR+Jy3tbP/+3ejYsT2aNm2CxYsXIC+P4G4Ev0MB9c6d29CyZTPwnqGh11V91E7ZN716+VvtMGDnVOZRpolo0aIFmADv888/wY0bV5GTk43Zs2egUaOGql9SUhJt93LLDgEYAZgiX2ilAZPiypBbBWCqP8CsXh2Er776Ahs3rkNw8E7ExUdj8+YNHgDDL9+cnMfYtGkdduzYgmnTpqBe3TpKwxk+fAhee+017Nq1XQl5CmoKSILRd9/Vx4kTR/HgwV3MmTMLBw/uV1/Fs2cbPwU1gxzs3rMLf3nvXaxevRIpKQno06en0goOHz6kBD8Bi1/wBJZGjb7DxYvnkZAQDbb9wIG9SlgOGBCA2Lj7aNOmFc6ePamEqTYRAStWLMPXtWur56MQJ0gdOXIAZ86cVGDAOsaMHaUEePqjhxb4AeFh1/Gb3/wG/fr1UcC3du1KJXiPHD0IAsyuXTuwYME8fPbZJzh0aB/i4h5gzdqVOHz4gAIOZihNT3+I+vXr4csvv8C+fXtU1HGCCUGvZ88e6NGjO44cOYT69evjgw/eR1TULVVegzOUT6ldu9aIjb2n7h0ScgahoddQu/ZXCApahh07tqFmzc+xdu1qj2cm3Vu1aoHdu3diwoTx8OvUUdGqYcNvVV9TS2U9RlvixfxQYE6n/fv3KVq/8cYbuHXrJtasCcKAAf1w/PgRdO3aRQGhvpmniU0ARgBGAEac/IoHjPCltvLHP76N7t27ISCgjxLe27ZtVl++dhMZQYamLALM2DGj8P777+H27VBMmDAW3bt3UfLm3LlTSjsYOXK4+uJlGocpUybC6XQoYU6B+OmnHythpc0x2swUH/9ApSmIj49RgpyAFx5+U9VJLaBBg3oKPDZtWo/Bgwdo2QYnbt68qsCQgpxayK2Im0obcAOMC1lZj5VgXr9hjbouKuo23nnnz9i3LxgTJ45HnTpfY+HCeUrY/+EPb+HG9ctW/UBY6DV8/PFHuHIlRB2jwK5Xr44CFX7h79mzC6dPH0fbtq2QmflIlaHQZju7d++qNDACJq+jBsCFfprOnf3UtmGjBkoz43ECBDW4O3fCVXmCOReCaM+e3ZR21LlzJ4RcOIt582ZjyJBB6jz/TZ48EX5+7eFyafMbTYbDhgXis88+xfz53yswfP/995U59Ntv6ynQoj+LfWpMco8epSjtj2DLhYMgateuhUuXzqF9+zYKuBcunK8AiGZIA0z2j08BGAEYARgBGA+A4dc9BUhmJkeM6YW+DrsPhsLkbtRtdOnSGf37B2DylImoVesr9XVLk8r06VPVhRs3rsWHH36AZcuWYtmyJcqXExZ2XZmIKJQ4wqpevboYNGig5TfRABMZeUsJ15joezh16rgS4o8fp6k6OSKMSdgiI8OxatUKpU3wxPnzZ5TQGzdutDLP0VwUfuuGehY7wFDzad68KY4dP6zqI0gSNHbt2qaAjiaqNWtWgaZCamGPHiUX+HSuXbus6EDzVH5+DurU+UZpV6tWBSnzXGJiPPbu3YUWLZoqU9+lSyFKSLNNNO21bdsGiYmxygS5wQK4ixdDVB1btmxS5i0Kdi47d25Xmsu9e5HK9LV9+yZ1nNf16NEVsbH3Ff3Pnz8FAvi8eXPVef5jH5K+TssHxm23bp2VdsZnW7ZsMfbu3a20qQMH9ikTWadOHQpGpLEOjhZjLiL2Fxf65JiV9uy5k4p+BKygoOXquTV9NTgJwAioeA1U7MykmVCiKZcUV+x5jlf+KDIo4UOfgXHcs1/pZ2D7jQbDY3t2BytTEH0fx48fVVlMb0XcwJgxowpMJudDzijhTUHLJSUlHomJMfj669oYNmyIGnHFL+hu3bpaZigNMPfu3cYXX9REeNgNREffw6effqKEPeugM75Jk4ZIS0tWX94UnFy+/36O8gdRE5q/4HslBAkwbdq0xJkz2n/Bcxwo0KZNa4wdN0pdt3//HvzqV78CfRj0r9BMxYVOfvpcHPlZ1le9/oqnv4K+FWoH1DwGDuynytPhnZubrYCKoJmVla60FPpEuMydOxsNGjRQANOxYzvLH0VgPKvMfzRh1axZs6CtQ4cOUaYu0rxv396WxuNCYOBANQAiIT5aAU/IhTMIWrkMzZs3Q2ZmhmoXtSWaKvVCmjoxceI4dOjQFvn52n92/8Ed5cehzys29gFq1fpS9b2+xoUnTzKUj8UMs964cT3++Mc/4srVC/D376ZMnCzLDxFqnGZUml0m8FYkSgAAC2pJREFUiAYjYOM1sCGziQ/mxfDBvPnmG8q23rOnP9asWY2VK5ejeYumePhQjyKjBhMREYa6db9RQo5OYzrcIyNDMXr0SGWiIT84HLmgRkOfBIUxBR/n1mzfvlU5rakJ0Nl+6NB+S0ug8KMT/rGqt379uuo+vD8FYLdu3ZRD3QwpPnXqmBo6O2nSBOVM/+abWujbt5camtyyZQtlIuMghNOnPX0wNPt88slH4GAAlqMPhm148OCeMpER2Gnmop9IO8s18NFMRHCLjo5ScvjCxbPKl8J7cFh3RESoGnn3xRefK81u27ZNysdEB/q339ZHs2bNkJwcp8pS6+FCgKFPhfNxaD78+utaCAwcpECY9dDURh8Y05BTuyItOQiDPieOIiN4pqamKO2N4Ec6U3uLiuJQaeOwd6kRddRI2A62de73s3D8xGG1z37hM+gPAY5YYz8AGzasw1//+qHyC1Hre/vtt9QzcmAB/TwcZMCV/jW9iA/GawLVjtSyz1E2AjDPo6U87ZrK1GDIw7TBU3Bt375Ffc0uWbIQx44dUl/yV69dRG7eE5ud3oFr1y8rEwnNU1evXsDjx6nKdKUnNlIou5Cb8wQcvbR48UKcPHkUDgeHGpvFDJdVJQveTf6iaWjNmpWIib2n6qGjfPHi+SCosJ30K9BMdeTIfmzdugmZmWk4dfo4Vq1cjiuXQ5Rp53FmKq5evYi0NAKjHoKrr3UogOOoM5rgKKSTk2JVozhxkceptelJhXokFq/LyHiIy1dCkJVN86FuO/0+S5ctUiDAyY9cLlw4p/wuNK+xbgLk5cshyoTIwRH0I9FJz2dgGWoFTlcucvOysHPnVmUemz9/rgKN7OwM5OfngpoW/WMXL50vqIcmu9RUjsCDHlCwJkjdi2Y/Lna5xN88TvOZomvMXUUzmgaXLl2kRofxCqOJsG3cZ/8vX75EDZS4dOm8ogHrYp9ztJrdjGi/H/dFgxENxoMJCzNIWX6T6USDqb4ajOlrCpmiiznm/kI1X7meZYsCBgWV5+Kuw9yzuK37Gl7vrlcft4OFKVn4PjxurvOMPlB8280ETlMft1oDMO1z16fvz+Oei2mXOarn7Jhfequ1A1O3qZMTNG/cuKIAOD/foTSg8ePGqDZQqyu6mHqKazdrdw8XNvuedei5NZ7HPPvGtM2zDGlq7m3OeNLX3E8ApphOMMSRbVEGfRpNyGoCMNUfYEwfayHiKXDMOfsWpXyHWJ+5rijolCQQPXnQXoepq/C2tO3hdSWV5fGSzhW+X0n12K+37xd/PZRmMHrMCBU9oWvXTujUyU9NAjVAVNJ97PWVpt3FlXkWXUtq/7OuE4Ap5cth70TZ93zpDT0EYLwLLjSdVbaJzPRlxW7ztFnoCs1Y1xAaehV3om5Zphk3CFVsG4rn4aq6JwU1hXjknVvK5MTJmdrM5alBVVX7nve+AjACMAVflc/LROY6ARgBGMMLJW21IIUKb/Lqq/+Ct956U41u4sRKfc5teiqpjhf1uNYsjMnJbKs34ArACMAIwMg8GK/xwLOEvwYRJ44eO4RBg/qjVauWMPNBeO5Z18t539K8ntUfAjACMF57qUWDebE0GO3gdWsU+jedzXQOc6sBwYCG/VhJgkdd48pFsoo9BqxcuULF5NLf6wIwJdGtuh4XgBGAEYARDaYID2gQ4X+b0HflITs7ExkZaWqCJGeHu9QoLReysx9bEY0JFbZrSni/WCo6+j4Yg+v48UMKX6qrEJV2l6xVCcCU8AII05TMNCXRhlJCRpF5V4upCic/R3gxLAtjXi1ZssCaAOlSc0M4yZAT8jhLPNEKR3/mzHE1Q5yT986ft+cKoeNar+QZs0/Y4kz4WbNmFITRp3ZUEl/J8bK/i75CMwEYARivvdgCMN4Fl6oYRUbhz9AvDAXys5/9VMXdUuoFoGaPM6Dj6dOncPnyRWRnZ6nw7pwZzgmZjIfFKMGMtfWsZdHi+WoSISP/crKgdnA/W/PxFcEp7Sgd6AnACMAIwIiJrIAH6Efh8FhGOWZwS8bM0osTDIZo4lIZAGGYfoYQ4cLZ8gwdw5ArnOXNGekM08+oxZwdzzD2338/G/Hx0epcjx7dVD6UjRvWwOWihiNazIsGXAIwAjAFwqW8zE0hIyYy72oxVWMi07PfmQiM8bjM0rNXDxUPjHGrCB7Udhh4cfgIE1TRid69/VU4E8bDYswsAtJHH/1VReEluDAU/tixo60q3dkwy8t7cn3pNIrKppMAjACMAIxoMB48YGbZMyOlBhiOGHOqAI8hIeeU74R5RRj4ccSIoSr/iwGh0aNHYPnyxUozGTRI52kZN24MGDGZC5NdUeNhBF+96DAwlS345H6VA0gCMAIwHsKlPC8eBYZoMC+KBuNSOVXsAGMhgnL6M5w/AyYycjI1HS4u5Ku8JsyM2KdPLwQFLVXHGSjRhLRnsETmmklOjreqMyl9K0fglYe/5dqy95EAjACMAIxoMB48oOe7uEANhLlUqL0wZH16utY6mLCLaXZVhOQlC1TOEOYYiboboRKDXb7MfCE9sGzZIgUijIDMFMNc6JshODGrY0pKEh6lp3gOhZb30aMvqjuoCcAIQ3uNoSlARIN5UTQYqHTJ9AFxYdKrkSOHYcaMaejduxc6dGivcsPExNxT/hX6Ynr38seoUcMVGDFPCdMOc2HY+Z49u6v9s2dPqWHOqamJyn9D7UYvMoKsuoNJce0XgBGAEYARDcaDB/R8lXwcPXbQyiKZj3xnDjZuWochgQPVyLCYmLsWMDDL40WMGT1C5YV/mJqoju/Zu0sdp+GMeWIOH2ZCMafKWcJz2Tnp2L17B0JCzqjjxQknOVZ2k5Sv0UwARgDGQ7iUh0EpWUSDqf4ajOEBggMX/tagw1/uvCTucqqY9c8k59Jl9bU6vIzeN/lZTD4R8cEYOr6IWwEYARgBGNFgiuUBM/PeCD79WyebMsfMVvtt3GYu+7X2fZbnb7M1+6Ye2VZ/rcXehwIwAjDFChc7k5R2n9+sosG8OBpMaftdyr1YoODN/hSAEYARgBENxms84E3hJHVVf+ASgBGA8ZpwEQ3Gu9pLVcQiE6Fe/YW6L/WhAIwAjACMaDBe4wFfEm7SlqoHSwEYARivCRfRYESDEaFe9ULdl/pAAEYARgBGNBiv8YAvCTdpS9WDnQCMAIzXhIvWYG7g1VdfxYcfvq9mbNOP0LRpY1mfkwYMDEka/vjHr9iiELuHA4sQrXohKn1Qch9UCcD87nevqaRGFEh6MhcndMla/WkAREbeUgDz+uu/V5F4W7VqgZYtm8v6nDRo06YVvv66Fv7mb/4GjEqsFwEYEeolC3Vfok2VAMxrv/sPPHhwF7m5OSqPd05OpmxfABrk5eXi5s1rePXVf8EPfvAD8EPijTdex+9//3tZn5MGb775Bv7pn/4XatSogYkTxwnAiMXBaxaHygAirwDMw9QkMAkRv165FNdwHmdq1J///Gf4H3/7t3j//ffw+eef4dNPP5b1BaFBzZqf4d1331Ff2xSIsnqXBhMmCMAUJ1vkmO9qM14AmHw8zkxTObkTEmJKDFxHgGEY75/+9B9E8IjwFR54Dh5wZ4IUE5mAiu+Cir1vyg0wBZW5ns70DJKXkBiLadMmqyx4TFQkq9BAeKA0PDACI0YMw6nTx6xgk09/1wreSTEnFWtNEfpUHjh5DWAY7O5ZHacD4ikrmvwTCggFykwBiTz8LBkj5ysPPEpDa68BTGluxjIaZBiRVVahgfBA2XhANJfSyhkp5xtAU+kAIx3vGx0v/SD9IDwgPFDRPCAAI3bqZ5o2K5oJpX4RdMIDLyYPCMAIwAjACA8IDwgPVAgPCMAIY1UIY8kX6Yv5RSr9Kv1aFh4QgBGAEYARHhAeEB6oEB74/wH6j2z2eqpq8AAAAABJRU5ErkJggg==[/img][br][/u][i][b]*Ahora determino el área del rectángulo que se[br]encuentra al costado del dormitorio y resto esta superficie del área total, obteniéndose[br]solamente el área real del segundo piso de la vivienda.[/b][br][img]data:image/png;base64,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[/img][br][b]*Hallo el área de la superficie del baño:[/b][br][img]data:image/png;base64,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[/img][br][b]* Finalmente para dar respuesta a la incógnita vamos a restar el área total con el área del baño:[/b][br][/i][u][img]data:image/png;base64,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[/img][br][br][br][/u][size=150][table][tr][td][b][color=#1e84cc]Respuesta: el área del segundo piso de la vivienda sin considerar la superficie del baño es 125 m2.[/color][/b][br][/td][/tr][/table][/size][br][br]
[color=#9900ff][b][i][size=200]_Descripción:[/size][/i][/b][br][/color]El primer paso que he realizado es tomar una fotografía de mi casa. Luego, en una sesión de aprendizaje junto a mis compañeros hemos aprendido a elaborar el plano de nuestras casas, como parte de una experiencia de aprendizaje, haciendo uso de una cinta métrica y las herramientas Google Meet y WhatsApp. A partir de esta experiencia, hemos elaborado una situación problemática sobre el entorno donde yo vivo por medio de un croquis. [br][br]Para resolver el problema hemos aplicado los siguientes pasos: Comprensión del problema, elaboración de una estrategia o plan, ejecución de la estrategia o plan y finalmente, reflexión sobre lo aprendido. Luego asumimos un nuevo reto, insertar la imagen en GeoGebra para justificar de manera algebraica las expresiones y/o cálculos que nos arrojaba el software.[br] [br]A pesar de la adversidad que nos atraído la pandemia y la poca conectividad a internet, hemos superado los retos de manera colaborativa. Me siento muy bien, feliz y sorprendida al poder resolver un problema de mi vida cotidiana con el uso de GeoGebra.

Information: " MI CASA UN LUGAR FELIZ"