INSERT INTO usuario (id, nombre_completo) VALUES (1, "desarrollador");
INSERT INTO usuario (id, nombre_completo) VALUES (2, "sistema");
INSERT INTO usuario (id, nombre_completo) VALUES (3, "super administrador");
INSERT INTO usuario (id, nombre_completo) VALUES (4, "administrador");
INSERT INTO usuario (id, nombre_completo) VALUES (5, "usuario");

INSERT INTO tipo_pregunta (id, nombre, descripcion) VALUES
(1, "opcion unica", "Permite la seleccion de una respuesta a partir de una lista"),
(2, "opcion multiple", "Permite la seleccion de  varias respuestas a partir de una lista"),
(3, "texto corto", "Permite una respuesta de no mas de 5 palabras"),
(4, "numerica unica", "Permite responder con un unico número"),
(5, "numerica doble", "Permite responder con dos números"),
(6, "verdadero - falso", "Permite responder si la afirmación es verdadera o falsa");

INSERT INTO formulario (id, titulo, descripcion, tiempo_respuesta_minutos, usuario_creador_id)
VALUES (1, 'Formulario 5', '<p>Esta es una prueba de su capacidad para resolver problemas. La prueba se compone de preguntas de varios tipos que deben resolverse sin ayuda de calculadoras u otros dispositivos que faciliten la solución de problemas.</p><p>Favor de completar la Sección de Informaicón que aparece a continuación; después lea con sumo cuidado las instrucciones, y complete las preguntas de muestra.', 12, 2);

INSERT INTO formulario_pregunta (id, formulario_id, posicion, enunciado, respuesta_tipo_id, puntaje) VALUES
(1, 1, 1, "En el siguiente grupo de palabras, ¿cuál de ellas difiere de las otras?", 1, 1),
(2, 1, 2, "En la siguiente lista hay una palabra relacionada con &quote;oso&quote, tal como &quote;ternero&quote; ser relaciona con &quote;vaca&quote; ¿Cuál es?", 1, 1),
(3, 1, 3, "La mayoría de las palabras indicadas a continuación se parecen enter si. ¿cuál de ellas es menos parecida a las otras?", 1, 2),
(4, 1, 4, "En 20 dias, un muchacho ahorró un peso. ¿cuál es el promedio ahorrado por día?", 4, 2),
(5, 1, 5, "HIPÓCRITA HISTÉRICA - ¿cuál es la relación entre los significados de estas palabras?", 1, 2),
(6, 1, 6, "¿Cuál es la relación entre los significados de las siguientes orarciones?<br><ul><li>Más sabe el diablo por viejo que por diablo.</li><li>La experiencia es la madre de la ciencia</li></ul>", 1, 2),
(7, 1, 7, "Suponga que las dos primeras oraciones son ciertas. ¿qué se puede decir de la tercera?<ol><li>La flauta está afinada con el arpa</li><li>El arpa está afinada con la viola</li><li>La viola está afinada con la flauda</li></ol>", 1, 2),
(8, 1, 8, "En el siguiente grupo de palabras, ¿cuál de ellas difiere de las otras?", 1, 2),
(9, 1, 9, "¿Cuál es la relación entre los significados de las siguientes oraciones:<br><ul><li>Créate la fama y échate a dormir</li><li>La serte de la fea, la bonita la desea</li></ul>", 1, 2),
(10, 1, 10, "La mayoría de las palabras indicadas a continuación se parecen entre sí. ¿cuál de ellas se parece menos?", 1, 2),
(11, 1, 11, "SOSTENER es lo opuesto de:", 1, 2),
(12, 1, 12, "Suponga que las dos primeras oraciones son ciertas. ¿qué se puede decir de la tercera?<br><ol><li>Estos cachorros son perros normales.</li><li>Todos los perros normales son activos.</li><li>Estos cachorros son activos.</li></ol>", 1, 2),
(13, 1, 13, "Entre los cinco números de las dos listas, ¿cuales son exactamente iguales?", 2, 2),
(14, 1, 14, "El alambre se vende a $12,5 el metro. ¿cuántos metros se puede comprar con $100?", 4, 2),
(15, 1, 15, "ENGAÑO es lo opuesto de", 1, 2),
(16, 1, 16, "Suponga que las dos primeras opciones son ciertas. ¿qué se puede decir de la tercera?<ol><li>A todos los pelirojos les gustan los dulces</li><li>Carlos es pelirojo</li><li>A Carlos le gustan los dulces</li></ol>", 1, 2),
(17, 1, 17, "Una compañia compró televisores por $2.500. Los vendió a $2.900 y ganó $50 por cada televisor. ¿cuántos televisores tenia?", 4, 2),
(18, 1, 18, "ABSURDO  ACCEDER - ¿cuál es la relación entre los significados de estas palabras?", 1, 2),
(19, 1, 19, "Dos de los siguientes proverbios tienen sentidos similares. ¿cuáles son?", 2, 2),
(20, 1, 20, "En el siguietne grupo de palabras, ¿cuál difiere de las otras?", 1, 2),
(21, 1, 21, "ADORNAR es lo opuesto de", 1, 2),
(22, 1, 22, "¿Cuál es la relación entre los significados de las siguientes oraciones?<br><ul><li>Los sueños, sueños son</li><li>Soñar no cuesta nada</li></ul>", 1, 2),
(23, 1, 23, "Dos de los siguientes proverbios tienen un sentido similar. ¿cuáles son?", 2, 2),
(24, 1, 24, "Un depósito rectangular, completamente lleno, almacena 640 metros cúbicos de grano. Si el depósito mide 8 metros de ancho y 10 metros de largo, ¿qué profunidad tiene?", 4, 2),
(25, 1, 25, "IRA es lo opuesto de", 1, 2),
(26, 1, 26, "Suponga que las dos primeras oraciones son ciertas. ¿qué se puede decir de la tercera?<br><ul><li>Estos niños son personas normales</li><li>Todos los niños normales comen bien</li><li>Estos niños comen bien</li></ul>", 1, 2),
(27, 1, 27, "Un niño tiene 10 años, y su hermana tiene el doble de su edad. Cuando el niño cumpla 16 años, ¿qué edad tendrá su hermana?", 4, 2),
(28, 1, 28, "¿cuál es la relación entre los significados de las siguientes oraciones?<ul><li>Ver, oir y callar</li><li>Ver para creer</li></ul>", 1, 2),
(29, 1, 29, "En el siguiente grupo de palabras, ¿cuál de ellas difere de las otras?", 1, 2),
(30, 1, 30, "OCULTARSE OCUPARSE ¿cuál es la relación entre los significados de estas palabras?", 1, 2),
(31, 1, 31, "Cuatro de las siguientes cinco piezas pueden ensamblarse para formar un triángulo", 2, 2),
(32, 1, 32, "OBTENER RECUPERAR - ¿cuál es la relación entre los significados de estas palabras?", 1, 2),
(33, 1, 33, "En el siguiente gurpo de números, ¿cuál representa el valor más pequeño?", 1, 2),
(34, 1, 34, "¿Cuál es la relación entre los significados de las siguientes  oraciones?<br><ul><li>A falta de pan, buenas son las tortas</li><li>A buen hambre, no hay pan duro</li></ul>", 1, 2),
(35, 1, 35, "El precio de la harina aumentó de 16,4 centavos a 20,5 centavos. ¿en qué porcentaje aumentó el costo de la harina?", 4, 2),
(36, 1, 36, "APELAR es lo puesto de", 1, 2),
(37, 1, 37, "Dos de los siguientes proverbios tienen un sentido similar. ¿cuáles son?", 2, 2),
(38, 1, 38, "Ordene las siguientes palabras para que formen una oración. Si la oración es cierta, seleccione 'verdadero' o 'falso' de caso contrario.<br>cuando Llueve está nublado", 6, 2),
(39, 1, 39, "Un reloj deba la hora exacta al mediodía del lunes. A las 8 de la noche del día martes, se había atrasado 64 segundos. ¿A ese ritmo cuánto se atrasó en media hora?", 4, 2),
(40, 1, 40, "RECHAZAR es lo opuesto de", 1, 2),
(41, 1, 41, "Si 3 1/2 costales de semilla cuestan $35, ¿cuánto costarán 4 1/2 costales?", 4, 2),
(42, 1, 42, "¿Cuál es la relación entre los significados de las siguientes oraciones?", 1, 2),
(43, 1, 43, "En el siguiente grupo de números. ¿cuál de ellos representa el valor más pequeño?", 4, 2),
(44, 1, 44, "La siguiente figura geométrica puede cortarse con una linea recta y dividirse en dos partes que pueden ensamblarse para formar un cuadrado perfecto. Traze esa línea uninedo dos números y escriba esos números como respuesta<br><img src='data:image/png;base64,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' width=450>", 5, 2),
(45, 1, 45, "Tres personas forman una sociedad y acuerdan dividir las ganancias en partes iguales. X invierte $6500; Y invierte $2000; Z invierte $1500. Si las ganancias son de $3000, ¿cuanto menos dinero recibe X si las ganancias de dividiesen en proporción a las cantidades invertidas?", 4, 2),
(46, 1, 46, "¿cuál es el siguiente número de la serie?: 16, 4, 1, 0,25", 4, 2),
(47, 1, 47, "Dos de los siguientes proverbios tienen un sentido similar. ¿cuáles son?", 1, 2),
(48, 1, 48, "RESCATE RESCOMPENSA - ¿cuál es la relación entre los significados de estas palabras?", 1, 2),
(49, 1, 49, "Al imprimir un artículo de 240000 palabras, un impresor decide emplear dos tamaños de letra. Usando el más grande, una página impresa contiene 1200 palabras. Utilizando el más pequeño, la página contiene 1500 palabras. El artículo debe ocupar 17 páginas copletas en la revista. ¿Cuántas páginas deben imprimirse usando letras pequeñas?", 4, 2),
(50, 1, 50, "En la siguiente serie de números, uno de ellos no cuadra con la pauta establecida por los otros. ¿cuál debería ser este número?", 1, 2);

INSERT INTO formulario_respuesta (formulario_pregunta_id, posicion, valor, correcta) VALUES
(1, 1, "cobre", 0),
(1, 2, "níquel", 0),
(1, 3, "aluminio", 0),
(1, 4, "madera", 1),

(2, 1, "pollo", 0),
(2, 2, "cachorro", 1),
(2, 3, "cervato", 0),
(2, 4, "trucha", 0),
(2, 5, "zorra", 0),

(3, 1, "julio", 0),
(3, 2, "febrero", 0),
(3, 3, "abril", 0),
(3, 4, "martes", 1),
(3, 5, "junio", 0),

(4, 1, "0,05", 1),

(5, 1, "los significados son similares", 0),
(5, 2, "son opuestos", 0),
(5, 3, "no son similares ni opuestos", 1),

(6, 1, "los significados son similares", 1),
(6, 2, "son opuestos", 0),
(6, 3, "no son similares ni opuestos", 0),

(7, 1, "es cierta", 1),
(7, 2, "es falsa", 0),
(7, 3, "es incierta", 0),

(8, 1, "res", 0),
(8, 2, "atún", 2),
(8, 3, "ternera", 0),
(8, 4, "tocino", 0),
(8, 5, "salchicha", 0),

(9, 1, "los significados son similares", 0),
(9, 2, "son opuestos", 0),
(9, 3, "no son similares ni opuestos", 3),

(10, 1, "sospecha", 0),
(10, 2, "incredulidad", 0),
(10, 3, "duda", 0),
(10, 4, "determinación", 3),
(10, 5, "recelo", 0),

(11, 1, "mantener", 0),
(11, 2, "sustentar", 0),
(11, 3, "apreciar", 0),
(11, 4, "desertar", 1),
(11, 5, "apuntalar", 0),

(12, 1, "es cierta", 1),
(12, 2, "es falsa", 0),
(12, 3, "es incierta", 0),

(13, 1, "7362 - 7363", 0),
(13, 2, "62738 - 63738", 0),
(13, 3, "527182 - 527182", 1),
(13, 4, "918264 - 918264", 1),
(13, 5, "1628357 - 1638357", 0),

(14, 1, "8", 1),

(15, 1, "falsedad", 0),
(15, 2, "maña", 0),
(15, 3, "franqueza", 1),
(15, 4, "finura", 0),
(15, 5, "mentira", 0),

(16, 1, "es cierta", 1),
(16, 2, "es falsa", 0),
(16, 3, "es incierta", 0),

(17, 1, "8", 1),

(18, 1, "los significados son similares", 0),
(18, 2, "son opuestos", 0),
(18, 3, "no son similares ni opuestos", 1),

(19, 1, "El que quiera celeste, que le cueste", 1),
(19, 2, "A palabras necias, oídos sordos", 0),
(19, 3, "El que quiera peces, tendrá que mojarse", 3),
(19, 4, "Dime con quién andas y te diré quién eres", 0),
(19, 5, "Todo bicho que camina va a parar al asador", 0),

(20, 1, "pequeño", 0),
(20, 2, "chico", 0),
(20, 3, "diminuto", 0),
(20, 4, "espacioso", 1),
(20, 5, "preciso", 0),

(21, 1, "decorar", 0),
(21, 2, "ornamentar", 0),
(21, 3, "embellecer", 0),
(21, 4, "acicalar", 0),
(21, 5, "desfigurar", 1),

(22, 1, "los significados son similares", 1),
(22, 2, "son opuestos", 0),
(22, 3, "no son similares ni opuestos", 0),

(23, 1, "Si la envidia fuera tiña, cuántos tiñosos habría", 0),
(23, 2, "A palabras necias, oídos sordos", 1),
(23, 3, "El que quiera peces, tendrá que mojarse", 0),
(23, 4, "Dime con quién andas y te diré quién eres", 0),
(23, 5, "Todo bicho que camina va a parar al asador", 1),

(24, 1, "8", 1),

(25, 1, "furia", 0),
(25, 2, "fastidio", 0),
(25, 3, "paciencia", 1),
(25, 4, "disgusto", 0),
(25, 5, "resentimiento", 0),

(26, 1, "es cierta", 1),
(26, 2, "es falsa", 0),
(26, 3, "es incierta", 0),

(27, 1, "26", 1),

(28, 1, "los significados son similares", 0),
(28, 2, "son opuestos", 0),
(28, 3, "no son similares ni opuestos", 1),

(29, 1, "aroma", 0),
(29, 2, "fragancia", 0),
(29, 3, "agrio", 1),
(29, 4, "perfume", 0),
(29, 5, "olor", 0),

(30, 1, "los significados son similares", 0),
(30, 2, "son opuestos", 0),
(30, 3, "no son similares ni opuestos", 1),

(31, 1, "<img src='data:image/png;base64,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' width='50' height='50'>", 1),
(31, 2, "<img src='data:image/png;base64,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' width='50' height='50'>", 0),
(31, 3, "<img src='data:image/png;base64,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' width='50' height='50'>", 1),
(31, 4, "<img src='data:image/png;base64,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' width='50' height='50'>", 1),
(31, 5, "<img src='data:image/png;base64,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' width='50' height='50'>", 1),

(32, 1, "los significados son similares", 0),
(32, 2, "son opuestos", 0),
(32, 3, "no son similares ni opuestos", 1),

(33, 1, "0,999", 0),
(33, 2, "999", 0),
(33, 3, "0,9", 0),
(33, 4, "1", 0),
(33, 5, "2", 0),
(33, 5, "0,88", 1),

(34, 1, "los significados son similares", 1),
(34, 2, "son opuestos", 0),
(34, 3, "no son similares ni opuestos", 0),

(35, 1, "25%", 1),

(36, 1, "suplicar", 0),
(36, 2, "implorar", 0),
(36, 3, "pedir", 0),
(36, 4, "negar", 1),
(36, 5, "invocar", 0),

(37, 1, "Al camarón que se duerme, se lo lleva la corriente", 0),
(37, 2, "Tanto va el cántaro a la fuente, que al final se rompe", 1),
(37, 3, "No es padre quien engendra, sino quien cría", 0),
(37, 4, "Al amigo y al caballo no hay que cansarlo", 1),
(37, 5, "A Dios rogando y con el mazo dando", 0),

(38, 1, "F", 1),

(39, 1, "1", 1),

(40, 1, "rehusar", 0),
(40, 2, "expulsar", 0),
(40, 3, "despedir", 0),
(40, 4, "alejar", 0),
(40, 5, "estimar", 1),

(41, 1, "45", 1),

(42, 1, "los significados son similares", 0),
(42, 2, "son opuestos", 0),
(42, 3, "no son similares ni opuestos", 1),

(43, 1, "222", 0),
(43, 2, "0,9", 0),
(43, 3, "0,73", 0),
(43, 4, "2", 0),
(43, 5, "4", 0),
(43, 5, "0,49", 1),

(44, 1, "8", 1),
(44, 2, "12", 1),

(45, 1, "950", 1),

(46, 1, "0,0625", 1),

(47, 1, "Con plata nada falta", 1),
(47, 2, "Los niños y los locos dicen la verdad", 0),
(47, 3, "No hay borracho que pierda el juicio, ni loco el entendimiento", 0),
(47, 4, "A barriga llena, corazón contento", 1),
(47, 5, "No hay feo sin su gracia, ni bonita sin su defecto", 0),

(48, 1, "los significados son similares", 0),
(48, 2, "son opuestos", 0),
(48, 3, "no son similares ni opuestos", 3),

(49, 1, "12", 1),

(50, 1, "1/1000", 0),
(50, 2, "1/100", 1),
(50, 3, "1/10", 0),
(50, 4, "0", 0),
(50, 5, "1/10", 0),
(50, 6, "10", 0);
