tag:blogger.com,1999:blog-30188269380809257982024-02-07T07:30:15.847+01:00Saliendo de la peceraGoblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.comBlogger12125tag:blogger.com,1999:blog-3018826938080925798.post-49355106342782641212011-07-01T13:07:00.004+02:002011-07-01T13:39:09.880+02:00Resumen mes de Junio y primeras manosPues ya se ha acabado Junio, el mes donde por fin he podido dedicarle el tiempo suficiente al poker y creo que los resultados han sido satisfactorios:<br />Por un lado he cambiado a cash y me encuentro muy comodo jugando ep20. Además, ya he aceptado la varianza con lo que perder o ganar una caja apenas me influye consiguiendo un juego mucho más regular. Otro avance es que ya me he acostumbrado a abrir 4 mesas a la vez, que para mis niveles es un gran avance<br /><br />Aquí va la gráfica de mis manos en NL2 en Everest, bank que empecé desde 0 gracias a <a href="http://www.educapoker.com/foros/general/comunidad/logros-rachas-varianza/mi-primer-pinchacito">mi primer pinchazo en un MTT</a> y aunque son pocas manos, los resultados son esperanzadores:<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2Pw-U4AcHE5vYXG8G0TG_XTEwTO09PjlHur-y6bxOcEDTBsxwBimZt9TLDOG_NZp79Ssr020QGwPaaUkH6qfPiZpHuzSlqyk1XAcFP2aic2B4AUsjmpWcAPw-d74vlrx5Dq95EMKJO9I/s1600/junio.png"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 530px; height: 242px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2Pw-U4AcHE5vYXG8G0TG_XTEwTO09PjlHur-y6bxOcEDTBsxwBimZt9TLDOG_NZp79Ssr020QGwPaaUkH6qfPiZpHuzSlqyk1XAcFP2aic2B4AUsjmpWcAPw-d74vlrx5Dq95EMKJO9I/s400/junio.png" alt="" id="BLOGGER_PHOTO_ID_5624342381833907170" border="0" /></a><br /><br />Este mes quería marcarme como objetivo el hacer unas 10k de manos, aunque no sé si tendré tiempo, ya lo iré viendo a lo largo del mes<br /><br />PD: Soy nuevo en esto del Holdem Manager, y no he sido capaz de poner la gráfica para que se vea bien, pero si pinchais se ve en grandeGoblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com1tag:blogger.com,1999:blog-3018826938080925798.post-58887364170020323372011-06-22T14:32:00.002+02:002011-06-22T14:47:39.236+02:00Muchas cosas han cambiado11 días si nactualizar el blog, 11 laaaargos días donde muchas cosas han cambiado en mi forma de jugar al poker.<br />La principal y más importante es que he aparcado los SnG por un tiempo y me he puesto a jugar cash. ¿La razón? estaba quemado de rakear poco y de la varianza, así que decidí tomarme un respiro en cuanto a los sits y jugar chas que me parece más fácil y asequible para subir de nivel.<br /><br />Con este cambio, comencé a jugar en Cara De Poker, en NL4 y ep35 con desastroso resultado y una perdida importante del poco bank que me quedaba en dicha sala. Conseguí dejarlo casi en la misma cantidad, pero decidí cambiar de sala, puesto que iPoker está lleno de eduquitos gracias a las educabecas.<br /><br />La siguiente sala donde lo intenté fue en 888poker tras reflotar el bank que allí tenía. Empecé con 9$ en NL6 con ep35 y rápidamente subí a más de 20$, pero tras una mano mal jugada me descentré y eso ayudado por la varianza hizo que mi bank fuese cuesta abajo y tras un par de dias agónicos bustease.<br /><br />La siguiente sala donde probé fue PartyPoker con los 5€ que regalaban, y de nuevo la misma historia. Subida de bank para posterior busteo (todavía me queda 1,2$ pero eso no es ni una caja de NL4). Supongo que serán las cosas de jugar fuera de bank.<br /><br />Y por último, la sala donde mejores resultados he obtenido y donde juego actualmente, Everest Poker. Pero esta es otra historia que merece un post aparte.<br /><br />Supongo que una de las razones por las que he ido retrasando esta entrada es el "miedo" a la lapidación pública por haber perdido tanto bank en tan poco tiempo. Sin embargo he aprendido de los errores y mejorado el juego, que creo que de eso se trata, así que ya os contaré.<br />Un saludo a todos!Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com0tag:blogger.com,1999:blog-3018826938080925798.post-1749065648972025802011-06-05T14:31:00.002+02:002011-06-05T14:45:39.710+02:00Varianza, me debes 6000 pesetas en sitsHola, lo primero es lo primero, ya puedo decir (extraoficialmnete) que estoy de vacaciones y eso significa que es Poker-time!!<br /><br />Esta semana he podido sacar tiempo para hacer 3 sesiones en el nuevo nivel de 0,24$ con resultados dispares:<br /><br />El primer día todo fue bien, la varianza no metió demasiado la mano y acabé +1.44$ en algo más de dos horas de juego<br /><br />Sin embargo, no todo iba a ser tan feliz como ese día y la varianza se percató que de no podía despegar el bank de esta manera así que en la siguiente sesión decidió amaragarme. Al final sesión ligeramente negativa (-0.36$) salvando los muebles<br /><br />Pero hoy, hoy ha sido un completo desastre, en 4 sits he perdido todo lo que gané estos días, y es que encima con lasp risas me he abierto uno de 0,60$ en lugar de los de 0,24$, en fin, cosas de fishes. La sesión acaba -1.32$ y decide venir a llorar a mi blog, que para eso es mío!!<br /><br />Algunas de las perlas de estas sesiones:<br /><ul><li>QQ vs AJo (en dos sits seguidos)<br /></li><li>TT vs 88 vs 64s ligando color en el river<br /></li><li>66 vs 42o con dobles en el river (si ganaba entraba en el HU)</li><li>AA vs 99 con escalera runner runner</li><li>AKS vs AQo<br /></li></ul>A favor decir que en uno gané A6o vs AQo, pero que leches, ¡¡me la debía!!<br /><br />Bueno, tras el lloro de rigor, solo me queda decir que está tarde volveré a aporrear las mesas y espero que me vaya mejor que estos días.<br /><br />Un saludo a todos!!<br />PD: voy a crear un grupo del facebook que seguro que lo va a petar: "Recibir ases y pensar como te los van a reventar"Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com0tag:blogger.com,1999:blog-3018826938080925798.post-71912762958263887442011-06-01T01:49:00.003+02:002011-06-02T23:16:03.581+02:00Cierre de mesHola de nuevo, ahora sí voy a escribir lo que venía a escribir.<br />En general este mes de mayo ha sido la vuelta al poker: he acabado prácticamente la uni y he ido teniendo más tiempo libre que he podido destinar al poker.<br /><br />La vuelta fue bastante dura, me notaba oxidado y con la estrategia cogida con pinzas, por lo tomé una de las mejores decisiones de los últimos meses: me repasé la estrategia. Así descubrí varios cambios que había hecho Cejakas y cosas que o no terminé de entender, o copié mal. Así, y para tenerlo todo más a mano me imprimí las tablas para tenerlas a mano y volví a las mesas con mñs disciplina que nunca.<br /><br />Hace unos meses, KeplerM y yo comentábamos hasta que punto había que seguir la estrategia. Ninguno de los dos pensábamos que seguirl al 100% sería rentable, pues bien, creo que me equivoqué, y es que mi vuelta no fue todo lo bien que pensaba. Solía jugar bastante bien, pero cada vez que me salía minimamente de la estrategia recibía un palo de la varianza o del mismísimo Cejakas por cuestionar sus artículos.<br /><br />Así que bien, me decidí a seguir la estrategia al menos al 99% y ha sido cuando mejores resultados he obtenido. A pesar de las buean sensaciones con al estrategia no me encontraba del todo cómodo al no tener un margen de buy-ins alto, así que decidí bajar al nivel de 0,10$ + 0,02$ y en mesa corta es donde mejores resultados he obtenido.<br /><br />Apenas he tenido un par de sesiones en negativo (una al principio y otra esta noche) y fueron debido a la varianza principalmente y espero que me las devuelva en un futuro:<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA8lIbG1ru0WRitAQIqtrt-T_iCCm2XebYL5Ye6ODeSjDJjZNr15R1vDZufAuxMO7HmrJcsjk2zHrVC-5Imz65vbO5goZDZWr9GJWTZ4O3ut9a0TwZD3Sr9hyphenhyphen2C5eZsTpQxN8SY2zJhtg/s1600/9.png"><br /></a><a href="http://pokerprolabs.com/topsharkpro/graph/2/44876272/9?tzo=-120&t=Combine&w=960&h=320&f=%7B%0A%09%22buyInFilter%22%3A%20%7B%0A%09%09%22MaxBuyin%22%3A%20null%2C%0A%09%09%22MinBuyin%22%3A%20null%0A%09%7D%2C%0A%09%22dateFilter%22%3A%20%7B%0A%09%09%22After%22%3A%20null%2C%0A%09%09%22Before%22%3A%20null%2C%0A%09%09%22BetweenFrom%22%3A%20null%2C%0A%09%09%22BetweenTo%22%3A%20null%2C%0A%09%09%22DateFilterRange%22%3A%2015%2C%0A%09%09%22RangeValue%22%3A%2030%2C%0A%09%09%22SpecificDay%22%3A%20null%2C%0A%09%09%22SpecificMonth%22%3A%20null%2C%0A%09%09%22Today%22%3A%20%22%5C%2FDate%281306883377576%29%5C%2F%22%0A%09%7D%2C%0A%09%22entrantsFilter%22%3A%20%7B%0A%09%09%22MaxPlayers%22%3A%20null%2C%0A%09%09%22MinPlayers%22%3A%20null%0A%09%7D%2C%0A%09%22id%22%3A%20null%2C%0A%09%22limit%22%3A%20null%2C%0A%09%22name%22%3A%20null%2C%0A%09%22nameTemplate%22%3A%20%22%22%2C%0A%09%22pokerType%22%3A%20null%2C%0A%09%22speed%22%3A%20null%0A%7D"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNeFYz2LYV6EiE5ikx9XOPUpiuphcnWhjxlov_tNb43R5fxZyKMTKDomhD9TRossVJ2l2wvrXAqDIwupn7EMiM2j3XbCTzF3tsH2rsnamHveu8Rc8gqysfMxywYTtlrwxDYFn4By6e5T8/s1600/9.png"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 537px; height: 176px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNeFYz2LYV6EiE5ikx9XOPUpiuphcnWhjxlov_tNb43R5fxZyKMTKDomhD9TRossVJ2l2wvrXAqDIwupn7EMiM2j3XbCTzF3tsH2rsnamHveu8Rc8gqysfMxywYTtlrwxDYFn4By6e5T8/s320/9.png" alt="" id="BLOGGER_PHOTO_ID_5613733859611544210" border="0" /></a><br />Actualmente estoy trabajando en mejorar mi Heads-Up ya que a pesar de tener un 44% ITM, mi ROI este mes es de -20% y eso es por la gran diferencia que hay en los sits de 6 jugadores entre ganar (70% de las inscripciones) y quedar segundo (tan solo el 30%)<br /><br />Una vez que acabe esta semana los exámenes tenía pensado subir de nivel a 0,24$ aunque hay algo que está haciendo que me plantee otro reto, pero eso ya os lo contaré más adelante<br /><br />Un saludo a todos!!<br /><br />PD: se me ha colado en la gráfica la última sesión de la que os hablaré en la siguiente entrada. Además me sale con mala calidad la imagen, intnetaré arreglarlo para las siguientes :SGoblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com1tag:blogger.com,1999:blog-3018826938080925798.post-40194729590238318342011-06-01T00:54:00.002+02:002011-06-01T01:36:44.794+02:00Reflotando un bankHola a todos, esta noche antes de acostarme quería sacar un rato para actualizar el blog contando un poco las mesas que juego actualmente, como me ha ido el mes y como voy a afrontar el siguiente, pero antes quiero contar el descubrimiento de estos últimos días<br /><br />Como muchos sabreis, en la sala 888poker de la red Pacific regalan 8$ al registrarse. Pues bien, los recibí hace mucho tiempo y apenás jugue un par de sits de 1,20 gambleando y debido a los resultados y a lo feo que me resultaba el software dejé esta sala de lado hasta hace unos meses que decidí jugármelo todo en unas mesas un tanto especiales: 1vs1 y juegas directamente en all-in, es decir, te lo juegas todo a una mano sin poder decidir nada. ¿El resultado?:<br /><br /><br /><a><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 161px;" src="data:image/png;base64,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alt="" border="0" /></a><br />Perdí los 3 o 4 que jugué y me quedaron 0,64$ a los que no le podía dar ninguna utilidad ni sacarles partido, hasta ahora.<br />Y es que el otro día recorde un tipo de mesas especial que sacaron en 888poker, las denominadas "Push or Fold" y que simplemente eran mesas donde debías entrar con 5bb. Poco después, EducaPoker sacó una estrategia básica para dichas mesas, así que me decidí a probar suerte en NL2 y entre con mis 0,10$.<br />En menos de 10 manos abandoné la mesa más de 0,30$ y sin ninguna dificultad. Repetí el proceso en las pocas mesas del nivel que había hasta dejar el bank esa noche en unos 3$.<br />Viendo que es una modalidad muy divertida, rápida y fácil de jugar, estos días en cuanto tenía un rato jugaba en dichas mesas, por lo que he dejado a los Sits un poco de lado (gran error) y he conseguido llegar a tener 9$ en 888poker.<br /><br />Todavía no sé que haré con ese minibank, pero tenía la intenció nde seguir jugando en dichas mesas e intentar asaltar el siguiente nivel, NL20 (no hay nada intermedio), pero cuando tenga tiempo o simplemente me canse de jugar sits.<br /><br /><a href="%20http://www.donpokers.com/blog/wp-content/uploads/2010/07/total_gambler_12223_15.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 232px; height: 160px;" src="http://www.donpokers.com/blog/wp-content/uploads/2010/07/total_gambler_12223_15.jpg" alt="" border="0" /></a><br />Ya sé que para algunos esta entrada será absurda, pero realmente me ha hecho mucha ilusión reflotar un poco el bank con esos centimillos sueltos y creo que se merece una entrada en este blog<br /><br />Un saludoGoblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com1tag:blogger.com,1999:blog-3018826938080925798.post-14672533272118888802011-05-24T00:53:00.004+02:002011-05-24T01:06:19.939+02:00Quitando las telarañasHola? hay alguien ahí? Hay que ver, si el blog tenía poco tráfico tras el abandono no se pasa por aquí nadie. Pero ahora que la uni me deja voy a vlver a actualizar esto y vamos a empezar con la actualización de los objetivos que me marqué al principio del blog:<br /><br /><ul><li style="font-weight: bold; color: rgb(255, 0, 0);">Desbloquear la segunda parte de la educabeca</li><li>El mayor de los fallos y del que más me arrepiento puesto que al poco de tomarme esto en serio pusieron una fecha límite para conseguir y con mi actual bank decidí no arriesgar y decir adiós a esos 30€ que me hubieran venido de perlas<br /></li></ul> <ul><li style="font-weight: bold; color: rgb(255, 0, 0);">Subir a Instituto en Educapoker</li><li> La estrategia colegio está para ir cogiendo como va esto y no es realmente ganadora, así que me convendría subir rápidamente a instituto, pero mi bank está tan mermado que me cuesta horrores usbir de nivel</li></ul><br /><ul><li style="font-weight: bold;">Consolidarme como un jugador ganador en SnG de menos de 1$ (en proceso)<br /></li><li> Este lo estoy consiguiendo poco a poco y controlándome mucho para seguir la estrategia al 100% parece que últimamente da sus frutos, a pesar de estar even, las sensaciones son buenas y ya he encontrado mi sitio</li></ul><br /><ul><li><span style="color: rgb(0, 153, 0); font-weight: bold;">Aprender a multitablear </span><br /></li><li> Cuando abrí el blog jugaba los sits de uno en uno, ahora dos ya los voy controlando e incluso hoy me he atrevido con 3 y con un resultado aceptable. De lo poco que estoy cumpliendo</li></ul><br /><ul><li><span style="color: rgb(0, 153, 0); font-weight: bold;">Jugar regularmente (de forma casi diaria) y sesiones más largas (1:30h o 2h)</span></li><li>Esto también lo estoy cumpliendo. Los días que puedo jugar hago sesiones de 1:30 o 2h y ahroa sólo me falta intentar jugar 5 días a la semana</li></ul><br />Dentro de unos dísa colgaré los objetivos a corto plazo para estas vacaciones de verano a ver si hay suerte y despega mi bank de una vez por todas<br />Un saludo a todosGoblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com1tag:blogger.com,1999:blog-3018826938080925798.post-88353910596721779512011-03-07T14:51:00.002+01:002011-03-07T14:52:03.883+01:00Un gran dilema :S<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>ES</w:LidThemeOther> <w:lidthemeasian>ZH-TW</w:LidThemeAsian> 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</w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <p class="MsoNormal">Bueno, por fin saco un rato para actualizar el blog con lo que me ha pasad oestas últimas semanas que es bastante.</p> <p class="MsoNormal">Para empezar, la bajada de nivel fue bastante los primeros días, cerrando casi todos en positivos o muy cerca, iba recuperando la confianza.</p> <p class="MsoNormal">Pero el día 1 anunciaron que el plazo máximo para desbloquear la segunda parte de la educabeca (30€) era el 31 de marzo, por lo que me quedaban 31 días para generar unos 23$ de rake, cosa que en mi nivel (0.04$ cada sit) es bastante laborioso.</p> <p class="MsoNormal">Otra posibilidad sería volver a los DoN’s <span style=""> </span>de 1.20$ pero la última vez que lo hice no me fue demasiado bien, por lo que se me ocurre una nueva opción, jugar los Sits de 1.20$.</p> <p class="MsoNormal">Tras un par de ellos, los badbeats me devuelven de nuevo a mi nivel y descarto casi desbloquear esos 30€ que me vendrían tan bien.</p> <p class="MsoNormal">Actualmente sigo en los de 0.24 y he vuelto a tener otro down, llevo varios días perdiendo y me estoy replantenado volver a gamblear un poco en los DoN’s en busca de esos 30€</p> <p class="MsoNormal"> </p> <p class="MsoNormal">La verdad, no sé que hacer porque cada vez estoy más desanimado…</p><p class="MsoNormal">PD: Quiero felicitar a KeplerM por conseguir desbloquear su segunda parte de la beca y darle las gracias por todo lo que me ha ayudado ^^<br /></p>Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com1tag:blogger.com,1999:blog-3018826938080925798.post-2667079532623759382011-02-25T02:35:00.003+01:002011-02-25T22:11:46.490+01:00Primeros resultadosVoy a comentar un poco las dos primeras mini-sesiones que hice ayer. Me hubiese gustado que fuesen más largas, pero no he podido sacar más tiempo para jugar<br /><br />La primera sesión fueron dos torneos para ir tomando contacto con el nuevo nivel. El primero fue un 6-máx que jugué bastante mal. Esta es la mano con la que me salí de la estrategia confiado de que me rival no tuviese el A y me llevé un escarmiento:<br /><br /><style type="text/css">.wt_rel td {font-weight: bold;}.hheader { font-weight: bold; font-variant: small-caps; font-size : 13px; color: black;}.wt_hh1{ font-weight: bold; font-variant: small-caps; font-size : 12px; color: black; }.wt_h2{ font-variant: small-caps; font-size : 11px; color: black; }.wt_t1{ font-size : 11px; color: black; background-color: #eeeeee; border-collapse: separate; border-spacing: 4px; border:1px solid #DDDDFF;}.wt_blue {color:blue}.weaktight_hand {font-size: 11px;}.wt_ul {list-style:none;}</style><div class="weaktight_hand"><h2 class="wt_hheader">$20/$40 No Limit Holdem • 6 Players • iPoker</h2><h2 class="wt_h2">Generated by <a href="http://weaktight.com/">weaktight.com</a>.</h2><div style="padding: 4px; margin: auto; border-top: 2px solid rgb(204, 204, 204);"><table class="wt_t1" border="0" cellpadding="2" cellspacing="4"><tbody><tr class="wt_rel"><td>UTG</td><td>Pattyglee</td><td><span class="bluenb">$1620</span></td><td><br /></td></tr><tr></tr><tr><td>UTG+1</td><td>Vrajitorul0147</td><td><span class="bluenb">$1350</span></td><td><br /></td></tr><tr></tr><tr><td>CO</td><td>SignoreJoJo</td><td><span class="bluenb">$1030</span></td><td><br /></td></tr><tr></tr><tr class="wt_rel"><td>BTN</td><td>fyzz</td><td><span class="bluenb">$2070</span></td><td><br /></td></tr><tr></tr><tr><td>SB</td><td>GODI62</td><td><span class="bluenb">$1610</span></td><td><br /></td></tr><tr></tr><tr class="wt_rel"><td>BB</td><td>Hero</td><td><span class="bluenb">$1320</span></td><td><br /></td></tr><tr></tr></tbody></table></div><div class="street1" style="border-top: 2px solid rgb(204, 204, 204); background-color: rgb(237, 245, 237); padding: 3px;"><ul class="wt_ul"><li><span class="wt_hh1"> Pre-Flop</span> (<span class="wt_blue">$60</span>, 6 players)<span style="font-weight: bold;">Hero is BB</span></li><li style="padding-left: 8px;"><img alt="s9" title="s9" src="http://weaktight.com/img/d54c/s9.gif" width="42" height="55" /> <img alt="h9" title="h9" src="http://weaktight.com/img/d54c/h9.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;">Pattyglee calls $40, <span style="color:grey;"><i>2 folds</i></span>, fyzz calls $40, <span style="color:grey;"><i>1 fold</i></span>, <span style="color:red;"><b>Hero raises to $200</b></span>, <span style="color:grey;"><i>Pattyglee folds</i></span>, fyzz calls $160<div class="sk"><table width="100%"></table></div></div></div><div class="street2"><ul class="wt_ul"><li><span class="wt_hh1"> Flop</span> (<span class="wt_blue">$420</span>, 2 players)</li><li style="padding: 3px 3px 3px 8px;"> <img alt="sA" title="sA" src="http://weaktight.com/img/d54c/sA.gif" width="42" height="55" /> <img alt="hA" title="hA" src="http://weaktight.com/img/d54c/hA.gif" width="42" height="55" /> <img alt="d4" title="d4" src="http://weaktight.com/img/d54c/d4.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;">Hero bets $1120, fyzz calls $1120<div class="sk"><table width="100%"></table></div></div></div><div class="street1" style="background-color: rgb(237, 245, 237); padding: 3px;"><ul class="wt_ul"><li><span class="wt_hh1"> Turn</span> (<span class="wt_blue">$2660</span>, 2 players)</li><li style="padding-left: 8px;"><img alt="h4" title="h4" src="http://weaktight.com/img/d54c/h4.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;"><div class="sk"><table width="100%"></table></div></div></div><div class="street2"><ul class="wt_ul"><li><span class="wt_hh1"> River</span> (<span class="wt_blue">$2660</span>, 2 players)</li><li style="padding-left: 8px;"><img alt="h2" title="h2" src="http://weaktight.com/img/d54c/h2.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;"><div class="sk"><table width="100%"></table></div></div></div><div class="street1" style="border-top: 2px solid rgb(204, 204, 204); background-color: rgb(237, 245, 237); padding: 3px;"><div class="h1h"><ul class="wt_ul"><li><span class="wt_hh1"> Final Pot:</span> <span class="wt_blue">$2660</span></li></ul></div><div class="area2"><ul class="wt_ul"><li style="padding: 4px;"><span class="hh21"> fyzz shows</span></li><li style="padding-left: 8px;"><img alt="dA" title="dA" src="http://weaktight.com/img/d54c/dA.gif" width="42" height="55" /><img alt="d5" title="d5" src="http://weaktight.com/img/d54c/d5.gif" width="42" height="55" /></li></ul><ul class="wt_ul"><li style="padding: 4px;"><span class="hh21"> Hero shows</span></li><li style="padding-left: 8px;"><img alt="s9" title="s9" src="http://weaktight.com/img/d54c/s9.gif" width="42" height="55" /><img alt="h9" title="h9" src="http://weaktight.com/img/d54c/h9.gif" width="42" height="55" /></li></ul></div><div class="street2"><div class="area2"><ul class="wt_ul"><li style="font-weight: bold;font-size:14px;">fyzz wins <span class="wt_blue" style="font-size:14px;">$2700 (net +$1380)</span></li><li>Hero lost <span class="wt_blue">$1320</span></li><li>Pattyglee lost <span class="wt_blue">$40</span></li></ul></div></div></div></div><br /><br />El siguiente fue ya full ring y en este no me costó ganar con un poquito de suerte y es que con el torneo avanzado recibí 4 veces AQ y un QQ en 8 manos. Además conseguí llegar con bastante stack al final, cosa que me suele costar bastante. Así acababa una sesión en positivo por primera vez en toda la semana.<br /><br />Por la tarde decidí empezar a multitablear abriendo un segundo torneo cuando las ciegas estuviesen 50/100 en el primero. Resultado: fracaso absoluto<br /><br />A pesar de ponerme bastante bien de fichas gracias a un badbeat (no sería el primero de la sesión), más tarde me estampe con JJ frente a KK:<br /><br /><br /><style type="text/css">.wt_rel td { font-weight: bold; }.hheader { font-weight: bold; font-variant: small-caps; font-size: 13px; color: black; }.wt_hh1 { font-weight: bold; font-variant: small-caps; font-size: 12px; color: black; }.wt_h2 { font-variant: small-caps; font-size: 11px; color: black; }.wt_t1 { font-size: 11px; color: black; background-color: rgb(238, 238, 238); border-collapse: separate; border-spacing: 4px; border: 1px solid rgb(221, 221, 255); }.wt_blue { color: blue; }.weaktight_hand { font-size: 11px; }.wt_ul { list-style: none outside none; }</style><div class="weaktight_hand"><h2 class="wt_hheader">$100/$200 No Limit Holdem • 7 Players • iPoker</h2><h2 class="wt_h2">Generated by <a href="http://weaktight.com/">weaktight.com</a>.</h2><div style="padding: 4px; margin: auto; border-top: 2px solid rgb(204, 204, 204);"><table class="wt_t1" border="0" cellpadding="2" cellspacing="4"><tbody><tr><td>UTG</td><td>alexis55577</td><td><span class="bluenb">$3550</span></td><td><br /></td></tr><tr></tr><tr><td>UTG+1</td><td>spaceone1</td><td><span class="bluenb">$2380</span></td><td><br /></td></tr><tr></tr><tr><td>MP</td><td>Kreonic</td><td><span class="bluenb">$1070</span></td><td><br /></td></tr><tr></tr><tr class="wt_rel"><td>CO</td><td>Roman77717</td><td><span class="bluenb">$3560</span></td><td><br /></td></tr><tr></tr><tr><td>BTN</td><td>princcc</td><td><span class="bluenb">$1200</span></td><td><br /></td></tr><tr></tr><tr class="wt_rel"><td>SB</td><td>royalshmoyal</td><td><span class="bluenb">$2120</span></td><td><br /></td></tr><tr></tr><tr class="wt_rel"><td>BB</td><td>Hero</td><td><span class="bluenb">$1120</span></td><td><br /></td></tr><tr></tr></tbody></table></div><div class="street1" style="border-top: 2px solid rgb(204, 204, 204); background-color: rgb(237, 245, 237); padding: 3px;"><ul class="wt_ul"><li><span class="wt_hh1"> Pre-Flop</span> (<span class="wt_blue">$300</span>, 7 players)<span style="font-weight: bold;">Hero is BB</span></li><li style="padding-left: 8px;"><img alt="cQ" title="cQ" src="http://weaktight.com/img/d54c/cQ.gif" width="42" height="55" /> <img alt="sA" title="sA" src="http://weaktight.com/img/d54c/sA.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;"><span style="color:grey;"><i>3 folds</i></span>, Roman77717 calls $200, <span style="color:grey;"><i>1 fold</i></span>, <span style="color:red;"><b>royalshmoyal raises to $800</b></span>, Hero goes all-in $920, <span style="color:grey;"><i>Roman77717 folds</i></span>, royalshmoyal calls $320<div class="sk"><table width="100%"></table></div></div></div><div class="street2"><ul class="wt_ul"><li><span class="wt_hh1"> Flop</span> (<span class="wt_blue">$2340</span>, 2 players, 1 all-in)</li><li style="padding: 3px 3px 3px 8px;"> <img alt="hJ" title="hJ" src="http://weaktight.com/img/d54c/hJ.gif" width="42" height="55" /> <img alt="dA" title="dA" src="http://weaktight.com/img/d54c/dA.gif" width="42" height="55" /> <img alt="h2" title="h2" src="http://weaktight.com/img/d54c/h2.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;"><div class="sk"><table width="100%"></table></div></div></div><div class="street1" style="background-color: rgb(237, 245, 237); padding: 3px;"><ul class="wt_ul"><li><span class="wt_hh1"> Turn</span> (<span class="wt_blue">$2340</span>, 2 players, 1 all-in)</li><li style="padding-left: 8px;"><img alt="hA" title="hA" src="http://weaktight.com/img/d54c/hA.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;"><div class="sk"><table width="100%"></table></div></div></div><div class="street2"><ul class="wt_ul"><li><span class="wt_hh1"> River</span> (<span class="wt_blue">$2340</span>, 2 players, 1 all-in)</li><li style="padding-left: 8px;"><img alt="cT" title="cT" src="http://weaktight.com/img/d54c/cT.gif" width="42" height="55" /></li></ul><div class="area2" style="padding-left: 50px;"><div class="sk"><table width="100%"></table></div></div></div><div class="street1" style="border-top: 2px solid rgb(204, 204, 204); background-color: rgb(237, 245, 237); padding: 3px;"><div class="h1h"><ul class="wt_ul"><li><span class="wt_hh1"> Final Pot:</span> <span class="wt_blue">$2340</span></li></ul></div><div class="area2"><ul class="wt_ul"><li style="padding: 4px;"><span class="hh21"> royalshmoyal shows</span></li><li style="padding-left: 8px;"><img alt="sK" title="sK" src="http://weaktight.com/img/d54c/sK.gif" width="42" height="55" /><img alt="dK" title="dK" src="http://weaktight.com/img/d54c/dK.gif" width="42" height="55" /></li></ul><ul class="wt_ul"><li style="padding: 4px;"><span class="hh21"> Hero shows</span></li><li style="padding-left: 8px;"><img alt="cQ" title="cQ" src="http://weaktight.com/img/d54c/cQ.gif" width="42" height="55" /><img alt="sA" title="sA" src="http://weaktight.com/img/d54c/sA.gif" width="42" height="55" /></li></ul></div><div class="street2"><div class="area2"><ul class="wt_ul"><li style="font-weight: bold;font-size:14px;">Hero wins <span class="wt_blue" style="font-size:14px;">$2440 (net +$1120)</span></li><li>Roman77717 lost <span class="wt_blue">$200</span></li><li>royalshmoyal lost <span class="wt_blue">$1120</span></li></ul></div></div></div></div><br /><br /><br />El segundo torneo no fue mucho mejor y me quedé fuera al poco de empezar.<br /><br />Sin embargo, el tercer torneo fue bastante mejor y gracias a un 99 bien aprovechado contra A5s (ya veía como esa mano me jodía dos SnG en una tarde) me metía en el hu que acabé ganando gracias a un badbeat (ya le debo dos a la varianza)<br /><br />Por lo que acababa otra vez en positivo la sesión, por poco, pero en positivo.<br />A pesar de que las ganancias han sido más bien escasas, estoy algo más animado por ver como remonto esto. A ver si este fin de semana consigo recuperar lo perdido en el anterior<br /><br />Ya os iré comentando :)Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com0tag:blogger.com,1999:blog-3018826938080925798.post-85603688137979465262011-02-23T13:13:00.003+01:002011-02-23T13:25:01.824+01:00Bajada de nivel definitiva<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.pokerprolabs.com/topsharkpro/graph/TotalProfitByGamesPlayed?id=44876272&pnid=9&tt=2&w=256"><img style="cursor: pointer; width: 256px; height: 180px;" src="http://www.pokerprolabs.com/topsharkpro/graph/TotalProfitByGamesPlayed?id=44876272&pnid=9&tt=2&w=256" alt="" border="0" /></a><br /><br /><div style="text-align: center;"><div style="text-align: left;">Como ya os comenté, he tenido unas sesiones de pérdidas en los DoN's de 1.2$ y me replanteaba bajar a SnG de 0.24$ para estabilizar un poco mi bank. Pues bién, después de ver este gráfico en pokerprolabs, he decidido bajar y creo que es lo mejor puesto que esos grandes picos son cuando empecé a jugar DoN's<br />No sé si se deben a que la gráfica es por número de torneos y más d e la mitad de los que he jugado son DoN's, o pro el tamaño de mi bank, pero no me ha dado buena espina esa gráfica y prefiero prevenir a curar<br /><br />Por otro lado, he encontrado unas estadísticas en el propio pokerprolabs que os pongo ahora:<br /><br /><ul><li>Average profit: -0.12$</li><li>Average ROI%: -17%</li><li>Total Profit: -5.70$</li><li>Avergae Buy-in: 0.75$</li><li>ITM %: 50%</li><li>Wins/ Loses: 23/23</li><li>Early Finishes %: 30.4%</li><li>Early Middle Finishes: 4.3%</li><li>Middle Late Finishes: 15.2%</li><li>Late Finishes %: 41.3%</li></ul>Realmente hay algunos que no entiendo o no sé bien como interpretarlos, pero ese ROI hay que ponerlo en positivo rápidamente y aumentar el número de torneos en los que entro en premios<br /><br />Cualquier interpretración de los datos se agradecerá ^^<br /><br /><br /></div><br /></div>Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com0tag:blogger.com,1999:blog-3018826938080925798.post-82279303743895094212011-02-23T13:10:00.002+01:002011-02-24T15:30:50.326+01:00Objetivos!<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>ES</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> 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mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <p class="MsoNormal">Vamos hoy con un repaso de los objetivos a corto plazo, muchos de ellos son algo “complicados” debido a que por el internet que tengo y por mis horarios, no puedo hacer sesiones largas:</p><p class="MsoNormal"><br /></p> <p class="MsoNormal">-Desbloquear la segunda de la educabeca (Actualmente llevo 6/30 $ de rake)</p> <p class="MsoNormal">-Subir a Instituto en Educapoker</p> <p class="MsoNormal">-Consolidarme como un jugador ganador en SnG de menos de 1$</p> <p class="MsoNormal">-Aprender a multitablear (apenas puedo jugar en un par de mesas y me estreso mucho más)</p> <p class="MsoNormal">-Jugar regularmente (de forma casi diaria) y sesiones más largas (1:30h o 2h)</p> <p class="MsoNormal"> </p> <p class="MsoNormal">Así, a bote pronto, son los objetivos que me planteo y creo que están todos a mi nivel.</p> <p class="MsoNormal">Ya os iré contando que tal me va ^^<br /></p>Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com0tag:blogger.com,1999:blog-3018826938080925798.post-88236371442575016862011-02-22T14:26:00.003+01:002011-02-22T14:46:12.095+01:00Situación actual<span style="font-size:100%;">Tras recibir mi educabeca, apenas jugué un par de torneos en los que perdí por no controlar la estrategia de manera adecuada y deje abandonado el poker nuevamente. </span><p class="MsoNormal"><span style="font-size:100%;">Pero hace unas semanas me picó la curiosidad y esta vez me puse en serio: empecé a leer el foro, me imprimí las tablas de estrategia para tenerlas a mano y comencé a jugar en el nivel más bajo para aprender bien la estrategia.</span></p> <p class="MsoNormal"><span style="font-size:100%;">Poco a poco fui notándome más suelto, y a pesar de que mi bank no subía, me notaba muy cómodo en ese nivel, así que por consejo de un usuario de educapoker, decidí subir y empezar a jugar DoN’s de 1,20$, nivel suficiente con mi bank de 20$.</span></p> <p class="MsoNormal"><span style="font-size:100%;">La cosa no iba mal, pero este fin de semana (mi primera sesión larga) ha sido una catástrofe, y en especial ayer, que perdí un 25% de mi bank y por miedo a que me ocurriera lo mismo que en Pokerstars, he decidido replantearme mi juego, y sobre todo mi nivel.</span></p> <p class="MsoNormal"><span style="font-size:100%;">Por eso voy a bajar a jugar SnG’s normales de 0,24$ hasta que suba de nivel en educapoker</span><span style="font-size:100%;"> </span><span style="font-size:100%;">y desbloquee la primera estrategia específica de DoN’s y de paso a ver si mi bank vuelve a los 20$, de donde no debería de haber bajado.</span></p><p class="MsoNormal"><a href="http://pokerprolabs.com/topsharkpro/graph/2/44876272/9?tzo=-60&t=Combine&w=960&h=320&f=%7B%0A%09%22buyInFilter%22%3A%20%7B%0A%09%09%22MaxBuyin%22%3A%20null%2C%0A%09%09%22MinBuyin%22%3A%20null%0A%09%7D%2C%0A%09%22dateFilter%22%3A%20%7B%0A%09%09%22After%22%3A%20null%2C%0A%09%09%22Before%22%3A%20null%2C%0A%09%09%22BetweenFrom%22%3A%20null%2C%0A%09%09%22BetweenTo%22%3A%20null%2C%0A%09%09%22DateFilterRange%22%3A%2015%2C%0A%09%09%22RangeValue%22%3A%2090%2C%0A%09%09%22SpecificDay%22%3A%20null%2C%0A%09%09%22SpecificMonth%22%3A%20null%2C%0A%09%09%22Today%22%3A%20%22%5C%2FDate%281298329716633%29%5C%2F%22%0A%09%7D%2C%0A%09%22entrantsFilter%22%3A%20%7B%0A%09%09%22MaxPlayers%22%3A%20null%2C%0A%09%09%22MinPlayers%22%3A%20null%0A%09%7D%2C%0A%09%22id%22%3A%20null%2C%0A%09%22limit%22%3A%20null%2C%0A%09%22name%22%3A%20null%2C%0A%09%22nameTemplate%22%3A%20%22%22%2C%0A%09%22pokerType%22%3A%20null%2C%0A%09%22speed%22%3A%20null%0A%7D"><img style="cursor: pointer; width: 960px; height: 320px;" src="http://pokerprolabs.com/topsharkpro/graph/2/44876272/9?tzo=-60&t=Combine&w=960&h=320&f=%7B%0A%09%22buyInFilter%22%3A%20%7B%0A%09%09%22MaxBuyin%22%3A%20null%2C%0A%09%09%22MinBuyin%22%3A%20null%0A%09%7D%2C%0A%09%22dateFilter%22%3A%20%7B%0A%09%09%22After%22%3A%20null%2C%0A%09%09%22Before%22%3A%20null%2C%0A%09%09%22BetweenFrom%22%3A%20null%2C%0A%09%09%22BetweenTo%22%3A%20null%2C%0A%09%09%22DateFilterRange%22%3A%2015%2C%0A%09%09%22RangeValue%22%3A%2090%2C%0A%09%09%22SpecificDay%22%3A%20null%2C%0A%09%09%22SpecificMonth%22%3A%20null%2C%0A%09%09%22Today%22%3A%20%22%5C%2FDate%281298329716633%29%5C%2F%22%0A%09%7D%2C%0A%09%22entrantsFilter%22%3A%20%7B%0A%09%09%22MaxPlayers%22%3A%20null%2C%0A%09%09%22MinPlayers%22%3A%20null%0A%09%7D%2C%0A%09%22id%22%3A%20null%2C%0A%09%22limit%22%3A%20null%2C%0A%09%22name%22%3A%20null%2C%0A%09%22nameTemplate%22%3A%20%22%22%2C%0A%09%22pokerType%22%3A%20null%2C%0A%09%22speed%22%3A%20null%0A%7D" alt="" border="0" /></a></p><p class="MsoNormal"></p>Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com0tag:blogger.com,1999:blog-3018826938080925798.post-75530699870187532332011-02-22T14:11:00.000+01:002011-02-22T14:15:53.247+01:00Hola Hola!!<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>ES</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> <w:splitpgbreakandparamark/> <w:dontvertaligncellwithsp/> 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mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <p class="MsoNormal">Como suele pasar en todos los matrimonios, que de la primera bronca nace el primer hijo, el poker no va a ser menos y de mi primer down ha nacido mi primer blog ^^</p> <p class="MsoNormal">En este blog pretendo colgar un poco como me va en este mundo del poker en el que acabo de entrar con más pena que gloria.</p> <p class="MsoNormal">Aquí <span style=""> </span>la verdad es que no vais a encontrar grandes reflexiones o artículos (al menos no de momento), simplemente quiero contar como me va en mi aventura en el poker y quién sabe si alguno se siente identificado y le sirvo de ayuda o puede darme algún consejo de su propia experiencia. Además, el escribir y actualizar el blog continuamente me ayudará a centarme y tomármelo más en serio y de forma más organizada todo esto.<br /></p> <p class="MsoNormal">Como ya he dicho, mi experiencia en el poker brilla por su ausencia. Llevaba un par de años viendo jugar a mi hermano y a un amigo suyo de forma continua (de hecho su amigo llegó a tener un bank más que aceptable y a cierto nivel como jugador de cash y sss) y supongo que por eso me picó el gusanillo, así que en cuanto cumplí la mayoría de edad, decidí investigar un poco y empezar a aprender de este juego. Recibí 50$ de PokerStrategy, pero no estaba preparado para tal cantidad de dinero de golpe y perdí más de la mitad del dinero en una mala sesión y lleno de tilt.</p> <p class="MsoNormal">Más tarde y viendo que el cash no era lo mío, me picó el gusanillo de los SnG’s y pude jugar un tiempo sin ganar ni perder nada antes de abandonar dicha sala.</p> <p class="MsoNormal"> </p> <p class="MsoNormal">Así, tras un tiempo apartado del poker (realmente nunca llegué a jugar en serio), de rebote y gracias a Thalai (lo “conocía” en mi etapa magiquera, un amigo me pasó su msn y vi el link en su Nick) llegué a educapoker. Ahora y gracias a la educabeca intentaré construir un bank e ir adquiriendo conocimientos, en fin, salir de la pecera.</p><p class="MsoNormal">Muchas gracias por visitar mi blog!<br /></p><p class="MsoNormal"></p>Goblinchahttp://www.blogger.com/profile/13958980126255427059noreply@blogger.com0