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      "title": "EL MILLON DE DOLARES",
      "body": "Muy buenas tardes, aqui les traigo otra de las grandes preguntas, por la que el instituto Clay de matematicas te recompensara con 1 millon de dolares.\n\nLa gran pregunta es la seguiente\n\nLa hipótesis de Riemann es el problema sin resolver más importante de las matemáticas. Dicha hipótesis afirma que hay un patrón oculto en la distribución de los números primos.\n\nComo saben, los numeros primos son aquellos numeros que poseen unicamente 2 divisores, el 1 y el mismo numero, estos divisores deben ser numeros enteros, al realizar la division respectiva, el resultado debe ser tambien un numero entero; si el supuesto divisor, no es entero, este no puede ser un divisor, y si el resultado no es un numero entero, este tampoco sera divisor del numero.\n\nEjemplo: 2 -> {1,2}\n\nSi dividimos el 2 por 1, el resultado es 2, y si lo dividimos por 2, el resultado sera 2 en ambos casos, los divisores y los resultados fueron numeros enteros, ahora bien, si dividimos por 0.5, 2/0.5 hallaremos que el resultado es 4, pero aun asi no es un numero entero, ya que el divisor que intentamos no cumple con los requerimientos, este debe ser entero.\n\n4 -> {1,2,4}\n\nComo podemos observar el numero 4 posee tres divisores, por lo tanto no es un numero primo.\n\n17 -> {1,17}\n\nEste otro numero tambien cumple el requerimiento de solo 2 divisores.\n\nEl patron que sigan estos numeros, si es que existe alguno, puede ser una serie, una sucesion, u otra expresion que cumpla con el patron.\n\nEspero que hallen la respuesta, y que me compartan, si son capaces de hallar la respuesta.\n\n![NÚMEROS PRIMOS.jpg](https://steemitimages.com/DQmaLSxkL8kmLsvUbZWkR7nptiEpYoR7AaWesNGZB1pMNu7/N%C3%9AMEROS%20PRIMOS.jpg)\n\nAqui pueden ver lo numeros primos del 1 al 1000\n\n![numeros-primos.jpg](https://steemitimages.com/DQmfCcNp1MsXFWhUV9AdL8qSC4GkSDrE27B6WiCCLxwJEg2/numeros-primos.jpg)\n\nY en esta otra, pueden verlos en una tabla del 1 al 100\n\nEspero que puedan analizar de la mejor manera...",
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      "body": "Muy buenas noches, a pesar de no ser tan constante, hoy les traigo diferentes juegos matematicos, con los cuales pueden encontrar diferentes maneras de aplicar los numeros, aprender, y aprovechar para divertirte. Tanto para que los jovenes entrenen sus mentes, y los niños puedan comenzar a aprender.\n\n- 2048. Es un juego muy divertido, que consiste en agrupar cuadrados de igual valor, a medida que vas moviendo los cuadrados, van apareciendo nuevos de manera sucesiva, y asi obtener la casilla con el mayor valor *2048*\n\nAQUI EL ENLACE: http://juego2048.es/\nEste es el enlace para jugarlo desde la PC\n\nSi les gusta pueden encontrarlo en las appstore de cada uno de los diferentes sistemas operativos.\n\n- En esta pagina podemos encontrar juegos para niños,  donde pueden aprender jugando, y no comiencen con la mentalidad de que las matematicas son complejas.\n\nLINK: https://juegosinfantiles.bosquedefantasias.com/matematicas\n\n\n\n-  Aqui puedes encontrar una gran variedad de juegos, con los cuales puedes divertirte de la mejor manera, aprendiendo ademas que podemos encontrar juegos para las diferentes edades.\n\nLINK: https://aprendiendomatematicas.com/25-juegos-para-disfrutar-y-aprender-matematicas-en-verano/",
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