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¿Estás frustrado en la vida? ¿Qué tipo de riqueza quieres? Hoy Lucifer nos ha ordenado traer miembros a su reino. ¿Estás cansado de la pobreza y ahora quieres fama, poder y riquezas? Nuestros poderes mágicos están más allá de tu imaginación. podríamos hacer magia en su nombre con respecto a su situación financiera, eventos futuros o lo que sea importante para usted. tenemos el poder y usamos el poder. somos Illuminati y podríamos cambiar el curso del destino. Acércate a nosotros y te ayudaremos. Díganos qué es lo que quiere y continuaremos con nuestro trabajo. ¿Es alguien o algo que deseas tener? ¿Quieres riqueza (¿Quieres hacer crecer tu cuenta bancaria ?, ¿Necesitas fondos para disfrutar de la buena vida? ¿Cansado de trabajar duro y saber dónde?) O felicidad? la sociedad más poderosa le da la bienvenida a los Illuminati .. póngase en contacto con IllInicio de iniciación uminati Envíanos tu deseo más importante y trabajaremos nuestros poderes a tu favor. Al completar el formulario de pedido en línea, ¡asegúrese de decirle a Illuminati lo que quiere! Contáctame por correo electrónico: {contact@join-illuminati-brotherhood.online}o +2348119128864, agrégame en Whatsapp +22393587689
¿Qué son los Illuminati?
El término "Illuminati" se ha utilizado en muchos contextos y se ha atribuido a una variedad de individuos o grupos. Originalmente elegido como el nombre de una sociedad secreta europea del siglo XVIII, los Illuminati modernos son una criatura totalmente diferente a la de los Illuminati de Baviera.
Hoy en día, Illuminati se usa comúnmente como un término genérico para describir a la élite gobernante, un grupo relativamente pequeño de plutócratas que poseen y gobiernan nuestro mundo colectivamente.
El número exacto de personas en este grupo y el grado de control e influencia que tienen sobre los asuntos mundiales es difícil de determinar, pero la existencia de la propia clase dominante es ampliamente aceptada en ambos extremos del espectro político mundial. Esta superclase altamente organizada trabaja en sus propios intereses comunes, ya sea para mejorar el negocio o no.
Este grupo de sombras está en el corazón de todas las teorías modernas de la conspiración de los Illuminati. El grupo resuena con qué movimiento, una organización de raíz de hierbas nacida a raíz de la crisis financiera de 2008 Occupy, llamada porcentaje. Los fundamentalistas cristianos y los especuladores de ovnis a menudo agregaban sus propios giros, incluidos los patos habituales de la adoración de Satanás y el sacrificio de sangre, haciendo uso del término Illuminati ambiguo.
Examinaremos algunas de las teorías más populares sobre la conspiración de los Illuminati y veremos sus similitudes y diferencias.
PROCEDIMIENTO PARA CONECTAR MIEMBROS Illuminati.
PASOS A SEGUIR:
1. Los miembros pagan una tarifa de 200 USD
2. Reciba una serie de números de código secreto (S.S.C.N)
3. Recibirá una llamada telefónica o un correo electrónico a nuestro Gran Logia. El Señor lo guiará en el siguiente paso y la fecha, hora y lugar de su ceremonia de iniciación.
NB: Una vez que se complete su pago, se le enviará por correo electrónico un recibo de esta transacción.
Una vez que confirmemos su pago, nos comunicaremos con usted de inmediato y también enviará una carta de invitación por correo electrónico a nuestros Illuminati locales para la ceremonia de iniciación dentro de las 24 horas posteriores a la fecha en que pague la tarifa de registro para los miembros. La carta de invitación será un número de serie secreto (S.S.C.N) que generarás para identificarte en nuestros Lodges Worldwide.
NB: Una vez que asista a la ceremonia de iniciación, será presentado oficialmente a la Sociedad de la Red Mundial Illuminati y recibirá todos los beneficios y privilegios de los nuevos miembros de los Illuminati.
1. Un premio en efectivo de USD $ 3,000,000 USD por su membresía de bendición como miembros nuevos.
2.Un nuevo Sleek Dream CAR valorado en USD $ 300,000 USD.
3.Una casa de ensueño comprada en el país de su elección.
4. Un mes de vacaciones (totalmente pagado) a su destino turístico de ensueño.
Paquete de membresía de golf de un año.
6.Un tratamiento V.I.P en todos los Aeropuertos del Mundo.
7.Un cambio total de estilo de vida.
8. Acceso a Bohemian Grove.
9.Pago mensual de $ 1,000,000 USD en su cuenta bancaria todos los meses
Como un miembro
10.Un mes reservado una cita con los 5 mejores líderes mundiales y los 5 mejores
Celebridades en el mundo

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Need facilitate to start my discussion?

A mission-critical production system has n stages that have to be performed sequentially; stage
i is performed by machine Mi. Each machine Mi has a probability ri of functioning reliably and
a probability 1 − ri of failing (and the failures are independent). Therefore, if we implement
each stage with a single machine, the probability that the whole system works is r1 · r2 · · · rn.
To improve this probability we add redundancy, by having mi copies of the machine Mi that
performs stage i. The probability that all mi copies fail simultaneously is only (1 − ri)mi, so the
probability that stage i is completed correctly is 1 − (1 − ri)mi and the probability that the whole
system works is Qni=1(1 − (1 − ri)mi). Each machine Mi has a cost ci, and there is a total budget
B to buy machines. (Assume that B and ci are positive integers.)
Given the probabilities r1, . . . , rn, the costs c1, . . . , cn, and the budget B, find the redundancies
m1, . . . , mn that are within the available budget and that maximize the probability that the
system works correctly

wefa

Does it relevant to my professional?

Questions to be asked from my profession

I am trying to write a method that will return true if a binary tree is full and complete (each node has 2 children or none and all the leaves of the tree are at the same depth).

My idea is to use recursion. I will check for any node if its left son has number of children that is equal to its right son's number of children. If so, I will return true, otherwise false.

The algorithm will look like this:

public class Utils {


    public boolean isFullCompleteTree(Tree<Integer> t) {
            TreeInfo rootInfo = isFullCompleteTree(t.getRoot());
            return rootInfo.valid;
        }
    public TreeInfo isFullCompleteTree(Node<Integer> node) {
        boolean valid = true;

        if (node == null) {
            return new TreeInfo(true, 0);
        }

        TreeInfo rightInfo = isFullCompleteTree(node.goRight());
        TreeInfo leftInfo = isFullCompleteTree(node.goLeft());

        if ((!rightInfo.valid) || (!leftInfo.valid)) {
            valid = false;
        }
        if (rightInfo.numChildern != leftInfo.numChildern) {
            valid = false;
        }
        return new TreeInfo(valid, rightInfo.numChildern + leftInfo.numChildern
                + 1);
    }
    }

    class TreeInfo {
       public boolean valid;
       public int numChildern;

       public TreeInfo(boolean valid, int numChildern) {
           this.valid = valid;
           this.numChildern = numChildern;
    }

}

I didn't include the tree implementation but it is pretty straightforward.

The idea of the algorithm is to check if in every node the number of right son's children is equal to the left son's children. If a tree is not full and complete, then in some node this rule will not apply.

Do you think that my algorithm is correct or am I missing something?

multiplication of two numbers without actual multiplication ::

Using vedic mathematics

Deck of cards :

1) Put the first card on the table and next at the bottom of the deck
2) Repeat the above until all the cards are on table.
3) Pick up the cards and repeat steps 1 and 2.

Find after how many iterations the original order is restored.

For Ex ::
1 2 3
1st iteration - 2 3 1
2nd iteration - 3 1 2
3rd iteration - 1 2 3

so after 3 iterations. Find for n.

* 54. An array of integers of size n. Generate a random permutation of the array, given a function
rand_n() that returns an integer between 1 and n, both inclusive, with equal probability. What is the
expected time of your algorithm?

Write a program to find out if the binary tree is balance or not. The tree is balance if the difference between the
left node and right node is equal or less than 1. The above considition is applicable for subtree too..
If tree do not have any child, its height will be zero.

What is the order of above program

Write a program to find out the height of the tree. Tree can have two node (one is left and right node).
If tree do not have any child, its height will be zero.

What is the order of above program

1) Write a iterative program to calculate factorial of N.
2) what is the order of above program
3) Write a recursive program to calculate factorial of N.
4) what is the order of above program