{"id":9042,"date":"2022-07-27T03:33:13","date_gmt":"2022-07-26T22:03:13","guid":{"rendered":"https:\/\/mohrey.com\/?p=9042"},"modified":"2022-08-24T16:03:14","modified_gmt":"2022-08-24T10:33:14","slug":"lesbianas-buenorras","status":"publish","type":"post","link":"https:\/\/mohrey.com\/index.php\/2022\/07\/27\/lesbianas-buenorras\/","title":{"rendered":"<h1>Lesbianas buenorras<\/h1>"},"content":{"rendered":"<p>Las m\u00e1quinas modernas utilizan este algoritmo para garantizar los cuales cada m\u00e1quina tragamonedas ofrezca las mismas probabilidades de ganar seg\u00fan la cantidad de monedas insertadas en la m\u00e1quina. Se podrian enga\u00f1ar f\u00e1cilmente, aunque estas m\u00e1quinas a\u00fan pueden ofrecerle oportunidades impresionantes de ganar mucho dinero. Aqu\u00ed hay un vistazo a las diferencias entre las tragamonedas tradicionales y las tragamonedas modernas. Adem\u00e1s de su apariencia cl\u00e1sica, las m\u00e1quinas tragamonedas modernas cuentan con funciones adicionales que las hacen a\u00fan m\u00e1s atractivas con el fin de los jugadores.<\/p>\n<p>Respecto a los angeles bondad del ajuste, el coeficiente de determinaci\u00f3n R\u00b2 cuenta con un valor de 0.338, indica los cuales el 33.8per cent de toda la variabilidad que tiene el fen\u00f3meno relativo al peso puede ser explicado por la altura y la edad. La base de datos empleados.xls contiene informaci\u00f3n de la edad, altura, peso y sexo de 100 empleados de la empresa. Un generador de n\u00fameros aleatorios tambi\u00e9n ayuda a los dise\u00f1adores a ajustar las ponderaciones de los s\u00edmbolos.<\/p>\n<p>Respecto a los angeles bondad del ajuste, el coeficiente de determinaci\u00f3n R\u00b2 cuenta con un valor de 0.3339, indica que el 33.39per cent de toda la variabilidad que tiene el fen\u00f3meno relativo al logaritmo del peso podria ser explicado por la altura. Respecto a los angeles bondad del ajuste, el coeficiente de determinaci\u00f3n R\u00b2 cuenta con un valor de 0.2959, indica que el 29.59per cent de toda la variabilidad que tiene el fen\u00f3meno relativo al peso puede ser explicado por la altura. Una buena m\u00e1quina tragamonedas posee un alto porcentaje de retorno al jugador . Este porcentaje le dice cu\u00e1nto puede esperar perder por cualquier cien d\u00f3lares que apueste. Aunque el porcentaje de retorno al jugador demuestra que perder\u00e1 m\u00e1s dinero del que gana, parece tentador jugar por la prisa. Eso realiza que la apuesta parezca valer la pena a pesar de las p\u00e9rdidas inevitables.<\/p>\n<p>Adem\u00e1s me personally atraen  los retos y todo esto hace que me personally apasione la figura humana.<\/p>\n<p>Los s\u00edmbolos de alto valor, por otro lado, son comunes aunque adem\u00ed\u00a1s boy los que m\u00e1s recompensan. Si bien super Fortune es el s\u00edmbolo m\u00e1s com\u00fan, no parece necesariamente el que paga m\u00e1s. Las m\u00e1quinas tragamonedas modernas usan un generador de n\u00fameros aleatorios para poder determinar las posiciones de los carretes. Los angeles forma de la nube puede indicarnos si existe una relaci\u00f3n m\u00e1s o menos intensa parmi dos variables. a la vista del gr\u00e1fico de dispersi\u00f3n, es posible asumir un cierto grado de relaci\u00f3n lineal entre ambas variables, por lo que procedemos al ajuste del modelo lineal. M\u00e1quinas tragamonedas child opciones de entretenimiento famosos que utilizan un generador de n\u00fameros aleatorios para determinar los s\u00edmbolos y n\u00fameros en el juego.<\/p>\n<p>Intenta que estas sean de diferentes estampados para dar contraste con el suelo. Entonces estos toppers te vendr\u00e1n genial con el fin de triunfar en la noche m\u00e1s oscura del a\u00f1o. Puedes utilizar los toppers de Halloween con el fin de decorar tus cupcakes pero\u2026si eres m\u00e1s de recetas tradicionales, tambi\u00e9n se lo tienes la posibilidad de poner tanto an una tortilla como an una empanada. El almacenamiento o acceso t\u00e9cnico que es utilizado exclusivamente con fines estad\u00edsticos. El almacenamiento o acceso t\u00e9cnico parece necesario con el fin de la finalidad leg\u00edtima de almacenar preferencias no solicitadas por el abonado o usuario. Se proceder\u00e1 a realizar una limpieza dental care y la operaci\u00f3n straightforward de raspado.<\/p>\n<p>Guarda mi nombre, correo electr\u00f3nico y internet en este navegador para poder la pr\u00f3xima vez que comente. Unos recomendaciones interesantes a disponer en cuenta a la hora de comprar un coche de segunda mano. A\u00f1adir que <a href=\"https:\/\/chicaswebcamguarras.com\/reallifecam\/ \">https:\/\/chicaswebcamguarras.com\/reallifecam\/ <\/a> cada vez existen m\u00e1s concesionarios o incluso las propias marcas automovil\u00edsticas, los cuales ofrecen coches de ocasi\u00f3n a precios m\u00e1s asequibles aunque garantizando el buen estado del veh\u00edculo.<\/p>\n<h2>Bongacams?Trackid=sp-006<\/h2>\n<p>En 1995, un ex ingeniero de la Comisi\u00f3n de Juegos de Nevada llamado Ronald Dale Harris fue sorprendido manipulando m\u00e1quinas tragamonedas durante a\u00f1os. Harris no ten\u00eda pruebas de haber manipulado la m\u00e1quina, pero admiti\u00f3 haber identificado patrones en los resultados del juego. A fines de los angeles d\u00e9cada de 1970, un ingeniero de la Comisi\u00f3n de Juegos de Nevada encontr\u00f3 una forma de enga\u00f1ar a las m\u00e1quinas tragamonedas insertando un cable en el sensor, que med\u00eda el n\u00famero de vueltas.<\/p>\n<p>Y solo cuenta con un contrato de compra venta, y fotos de los papeles pero no ha su nombre. Hace 2 meses un compraventa me valoro mi coche en unacantidad me personally parecio bien y como era conocido me dio un dinero a cuenta por transferencia bancaria. El coche la a nombre de su cu\u00f1ado,porque me fie de esta persona y le firme el traspaso sin recibir el resto del dinero. Necesito ayuda para los cuales esta persona no enga\u00f1e a nadie mas y saber si hay alguna forma de reclamar el dinero que me falta. Las tragamonedas de movie originales se hicieron con chips m\u00e1s simples y c\u00f3digo de computadora.<\/p>\n<h3>Nenas sin bragas<\/h3>\n<p>En cambio, un alto porcentaje de m\u00e1quinas tragamonedas no pagan el premio en met\u00e1lico los cuales prometen. Uno de los grandes atractivos de las m\u00e1quinas tragamonedas parece su costo  relativamente bajo. Un unicamente giro de la rueda de la m\u00e1quina tragamonedas puede hacerte ganar kilometers de d\u00f3lares.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"reallifecam\"\/><\/p>\n<p>El toque m\u00e1s divertido se lo dar\u00e1s al imprimir la careta de Frankestein, los cuales despu\u00e9s con unas gomitas el\u00e1sticas puedes llevar c\u00f3modamente. El almacenamiento o acceso t\u00e9cnico es necesario para poder crear perfiles de usuario para poder enviar publicidad, o para rastrear al usuario en una internet o en varias internet con fines de promoting similares. Por el contrario, si no se presta atenci\u00f3n y se trata, puede derivar en la enfermedad que nos ocupa y que es bastante m\u00e1s compleja.<\/p>\n<h3>Actrices porno colombia<\/h3>\n<p>El estafador, Louis \u201cThe Coin\u201d Colavecchio, fue capturado y encarcelado en 1998. Su truco fue descubierto cuando uno de sus c\u00f3mplices gan\u00f3 $100,000 en un juego de keno. Una impresora de tinta, si no posees, tienes la posibilidad de echar un vistazo a gu\u00eda con el fin de comprar la impresoras  y ver algunos modelos recomendados. Almacenan informaci\u00f3n del comportamiento de los usuarios obtenida a trav\u00e9s de la observaci\u00f3n continuada de sus h\u00e1bitos de navegaci\u00f3n, lo que permite desarrollar un perfil espec\u00edfico para mostrar publicidad en funci\u00f3n del mismo. El almacenamiento o acceso t\u00e9cnico que se utiliza exclusivamente con fines estad\u00edsticos an\u00f3nimos.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Las m\u00e1quinas modernas utilizan este algoritmo para garantizar los cuales cada m\u00e1quina tragamonedas ofrezca las mismas probabilidades de ganar seg\u00fan la cantidad de monedas insertadas en la m\u00e1quina. Se podrian enga\u00f1ar f\u00e1cilmente, aunque estas m\u00e1quinas a\u00fan pueden ofrecerle oportunidades impresionantes de ganar mucho dinero. Aqu\u00ed hay un vistazo a las diferencias entre las tragamonedas tradicionales [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-9042","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"jetpack_featured_media_url":"","jetpack_sharing_enabled":true,"_links":{"self":[{"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/posts\/9042","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/comments?post=9042"}],"version-history":[{"count":1,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/posts\/9042\/revisions"}],"predecessor-version":[{"id":9043,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/posts\/9042\/revisions\/9043"}],"wp:attachment":[{"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/media?parent=9042"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/categories?post=9042"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/tags?post=9042"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}