{"id":10050,"date":"2022-08-30T05:33:04","date_gmt":"2022-08-30T00:03:04","guid":{"rendered":"https:\/\/mohrey.com\/?p=10050"},"modified":"2022-09-19T18:03:05","modified_gmt":"2022-09-19T12:33:05","slug":"mujeres-guapas-desnudas","status":"publish","type":"post","link":"https:\/\/mohrey.com\/index.php\/2022\/08\/30\/mujeres-guapas-desnudas\/","title":{"rendered":"<h1>Mujeres guapas desnudas<\/h1>"},"content":{"rendered":"<p>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 determinar las posiciones de los carretes. M\u00e1quinas tragamonedas son opciones de entretenimiento populares que usan un generador de n\u00fameros aleatorios para poder determinar los s\u00edmbolos y n\u00fameros en el juego. Las m\u00e1quinas modernas utilizan este algoritmo para garantizar los cuales cualquier 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.<\/p>\n<p>Por lo tanto el modelo logar\u00edtmico explica una mayor variabilidad de los datos. E) Determinar el volumen de un cerezo cuyo di\u00e1metro valga 10 y calcular el intervalo de confianza para el valor ajustado. Sin embargo, si no se presta atenci\u00f3n y se trata, puede derivar en la enfermedad que nos ocupa y que es demasiado m\u00e1s compleja. Si la gengivitis no se cura, se har\u00e1 m\u00e1s fuerte y puede conllevar la p\u00e9rdida no unicamente del tejido y del hueso, sino tambi\u00e9n de las piezas dentales. La piorrea es la de las enfermedades periodontales m\u00e1s graves que consiste en la inflamaci\u00f3n de las enc\u00edas debido a diferentes causas que hacen que se forme la placa bacteriana. Conocida como periodontitis, parece m\u00e1s habitual de lo que com\u00fanmente se piensa y puede conllevar la p\u00e9rdida del hueso y de la enc\u00eda si no se detecta y se trata a tiempo.<\/p>\n<p>Los casinos individuales tambi\u00e9n han prohibido a los operadores de ciertos estafadores. De hecho, la organizaci\u00f3n con sede en San Petersburgo ha extendido sus operativos a\u00fan m\u00e1s lejos. Tres casinos en Per\u00fa han informado casos de jugadores rusos que hacen trampa en las m\u00e1quinas tragamonedas. Esta es la tendencia preocupante, pero el problema no parece tan grave como podr\u00eda parecer. Mientras que las m\u00e1quinas anteriores eran mec\u00e1nicas y operaban con la rueda o dados, las tragamonedas modernas utilizan tecnolog\u00eda inform\u00e1tica.<\/p>\n<p>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 la d\u00e9cada de 1970, un ingeniero de la Comisi\u00f3n de Juegos de Nevada encontr\u00f3 la forma de enga\u00f1ar a las m\u00e1quinas tragamonedas insertando un cable en el sensor, que med\u00eda el n\u00famero de vueltas. El estafador, Louis \u00abThe Coin\u00bb 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.<\/p>\n<h2>Chicas muy guapas desnudas<\/h2>\n<p>Se trata, adem\u00e1s, del reconocimiento m\u00e1s sencillo, eficaz y econ\u00f3mico de la totalidad de los que se basan en las caracter\u00edsticas biom\u00e9tricas. Un control de accesos es un sistema de identificaci\u00f3n que reconoce a usuarios y admite o restringe los angeles entrada a edificios. Facilita, adem\u00e1s, conocer qui\u00e9n ha accedido a las instalaciones y conocer a qu\u00e9 hora lo ha hecho e incluso llevar un registro de ello. Este tipo de instalaci\u00f3n es bastante \u00fatil en una gran variedad de edificios, desde viviendas y complejos residenciales hasta naves industriales, comercios, oficinas, residencias, bibliotecas, laboratorios, etc. 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.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"reallifecam\"\/><\/p>\n<p>Respecto a los angeles bondad del ajuste, el coeficiente de determinaci\u00f3n R\u00b2 ofrece un valor de 0.2959, indica los cuales el 29.59percent de toda la variabilidad que tiene el fen\u00f3meno relativo al peso podria ser explicado por la altura. Hay dos m\u00e9todos grandes para llevar a cabo trampa en las m\u00e1quinas tragamonedas. Estos dispositivos emiten luz y pueden enga\u00f1ar a las m\u00e1quinas tragamonedas haci\u00e9ndoles creer los cuales poseen billetes de $100. Los angeles varita parece peque\u00f1a y port\u00e1til, lo que significa que no se puede ver mientras est\u00e1 dentro de la ranura.<\/p>\n<h3>Resea de Reallifecam &#8211; Modelos calientes listas para charlas sexuales 1 a 1<\/h3>\n<p>Se basa en los principios de probabilidad y utiliza una f\u00f3rmula matem\u00e1tica para generar los n\u00fameros y s\u00edmbolos. Los angeles publicaci\u00f3n especializada en el sector A&#038;S Foreign destaca el lector de huella Inkey Cityline de Fermax entre los 10 mejores productos de control de accesos biom\u00e9trico de 2016. Los angeles web subraya la firmeza a condiciones externas duras y el hecho de los cuales proporciona el mismo rendimiento tanto en outside como en interior. El sensor capacitivo que lee la huella digital parece capaz de funcionar bajo temperaturas que oscilen entre los -10 y los 55 grados de temperatura ambiente. Adem\u00e1s, el panel outside est\u00e1 fabricado  en aluminio extruido y anodizado con una garant\u00eda IP43\/K07.<\/p>\n<p>Cuando la relaci\u00f3n entre las factors es lineal, se habla de correlaci\u00f3n lineal. Una de las medidas m\u00e1s utilizadas para medir la correlaci\u00f3n lineal entre variables parece el coeficiente de correlaci\u00f3n lineal de Pearson. Si bien los casos en Singapur y Missouri parecen ser los m\u00e1s notorios, el caso contra Nickrasch est\u00e1 lejos de ser el \u00faltimo.<\/p>\n<p>D) llevar a cabo una regresi\u00f3n logar\u00edtmica considerando que el peso de los empleados depende de la edad. Los p_valores de los angeles constante (0.0236) y el di\u00e1metro (2e-16); indican los cuales rechazamos las hip\u00f3tesis nulas planteadas. Los p_valores de la constante (1.69e-10) y el di\u00e1metro (2e-16); indican los cuales rechazamos las hip\u00f3tesis nulas planteadas. Los p_valores de los angeles constante (9.19e-11) y de la altura (3.8e-10); nos indican que se rechazan las hip\u00f3tesis nulas planteadas. Esta salida, de R-Commander, contiene una informaci\u00f3n muy completa acerca de el an\u00e1lisis. Hacemos peque\u00f1as porciones en forma de bolita y las dejamos levar en un espacio c\u00e1lido.<\/p>\n<p>Supongamos los cuales nuestro objetivo parece determinar el peso de un individuo a partir de su altura o, lo que es lo mismo, supongamos que la varying dependiente es peso y que la variable independiente parece altura. Para ello, con el fichero de datos empleados.RData, vamos a conseguir un modelo de regresi\u00f3n lineal con el fin de predecir el peso en funci\u00f3n de la altura. Generalmente se supone que los angeles relaci\u00f3n que guardan la adjustable dependiente y las independientes parece lineal.<\/p>\n<p>Adem\u00e1s de su  apariencia cl\u00e1sica, las m\u00e1quinas tragamonedas modernas cuentan con funciones adicionales que las hacen a\u00fan m\u00e1s atractivas para los jugadores. Tanto la interpretaci\u00f3n como la comprobaci\u00f3n de la significaci\u00f3n de los par\u00e1metros se realizan de forma similar al caso en los cuales se cuenta con una \u00fanica changeable independiente. Igualmente, la validaci\u00f3n se lleva a cabo del mismo modo que con el fin de la regresi\u00f3n lineal straightforward.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px\" alt=\"reallifecam\"\/><\/p>\n<p>El canal tambi\u00e9n le facilita buscar y agregar caracter\u00edsticas adicionales de pel\u00edculas espec\u00edficas. Las caracter\u00edsticas adicionales de estos t\u00edtulos se pueden agregar a la lista de observaci\u00f3n con el fin de verlas en el futuro. Un generador de n\u00fameros aleatorios tambi\u00e9n ayuda a los dise\u00f1adores a ajustar las ponderaciones de los s\u00edmbolos. Por ejemplo, podria haber ocho s\u00edmbolos en cada carrete, pero la probabilidad de obtener una cereza o la barra ser\u00e1 alone de uno en 16 o uno en cuatro.<\/p>\n<h3>Webcam mujeres<\/h3>\n<p>Con una careta de miedo tienes la posibilidad de completar tu disfraz de forma r\u00e1pida y  f\u00e1cil. Para imprimir calabaza de Halloween, solamente tienes que descargar la siguiente imagen, imprimirla en tama\u00f1o A4 y recortarla. Las m\u00e1scaras para <a href=\"https:\/\/webcamlatina.es\/reallifecam\/ \">realliecam<\/a> ni\u00f1os les encantar\u00e1n y lo pasar\u00e1n en grande dando sustos con ellas.Descarga la careta de Calavera Mexicana con el fin de imprimir y celebra el D\u00eda de los Muertos con un disfraz barato y hecho en casa.<\/p>\n<p>Estos juegos usan un generador de n\u00fameros aleatorios con el fin de determinar aleatoriamente los s\u00edmbolos y n\u00fameros. Estos juegos child extremadamente complejos e involucran cientos o miles de s\u00edmbolos. Los s\u00edmbolos comunes constituyen la mayor\u00eda de las combinaciones ganadoras y no tienen otro prop\u00f3sito especial que recompensar a los jugadores en consecuencia. Los s\u00edmbolos de alto valor, por otro lado, daughter comunes pero adem\u00ed\u00a1s boy los que m\u00e1s recompensan.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>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 determinar las posiciones de los carretes. M\u00e1quinas tragamonedas son opciones de entretenimiento populares que usan un generador de n\u00fameros aleatorios para poder determinar los s\u00edmbolos y n\u00fameros en [&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-10050","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\/10050","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=10050"}],"version-history":[{"count":1,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/posts\/10050\/revisions"}],"predecessor-version":[{"id":10051,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/posts\/10050\/revisions\/10051"}],"wp:attachment":[{"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/media?parent=10050"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/categories?post=10050"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/mohrey.com\/index.php\/wp-json\/wp\/v2\/tags?post=10050"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}