tag:blogger.com,1999:blog-71886731638033170292012-03-05T07:11:14.098-08:00Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.comBlogger1051100tag:blogger.com,1999:blog-7188673163803317029.post-75165320939002501132012-03-05T07:11:00.000-08:002012-03-05T07:11:14.103-08:00max 16995&nbsp; min 16145&nbsp; ultimo&nbsp; 16195<br /><br />R3 = 18385&nbsp; -&nbsp; 25,85&nbsp; -&nbsp; 8,13<br />R2 = 17535&nbsp; -&nbsp; 29,35&nbsp; -&nbsp; 7,80<br />R1 = 17225&nbsp; -&nbsp; 30,58&nbsp; -&nbsp; 7,65<br /><b>Pivot = 16685&nbsp; -&nbsp; 32,85&nbsp; -&nbsp; 7,45</b><br />S1 = 16375&nbsp; -&nbsp; 34,07&nbsp; -&nbsp; 7,32<br />S2 = 15835&nbsp; -&nbsp; 36,31&nbsp; -&nbsp; 6,80<br />S3 = 14985&nbsp; -&nbsp; 39,80&nbsp; -&nbsp; 6,35<br /><br />toro in affanno...<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7516532093900250113?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-85474243317680380802012-02-27T09:50:00.002-08:002012-03-01T07:50:54.246-08:00max: 16805&nbsp;&nbsp; min: 16245&nbsp; ultimo : 16505<br /><br />R3 = 17640&nbsp; -&nbsp; 29,15&nbsp; -&nbsp; 8,14<br />R2 = 17080&nbsp; -&nbsp; 31,37&nbsp; -&nbsp; 7,67<br />R1 = 16790&nbsp; -&nbsp; 32,50&nbsp; -&nbsp; 7,42<br /><b>Pivot = 16520&nbsp; -&nbsp; 33,60 - 7,20</b><br />S1 = 16230&nbsp; -&nbsp; 34,75&nbsp; -&nbsp; 6,95<br />S2 = 15960&nbsp; -&nbsp; 35,80&nbsp; -&nbsp; 6,73<br />S3 = 15400&nbsp; -&nbsp; 38,05&nbsp; - 6,26<br /><br /><br />Chi sarà il vincitore?<br /><img src="http://t1.gstatic.com/images?q=tbn:ANd9GcT7kH4EuYAsi50z3M6UgJoXJO6_WYsmeQhUkCybYQ8ZNS-NbbZp5g" /><br /><br />MIB &nbsp;gap tra il venerdi 25/11/11 e il lunedì 28/11/11 &nbsp;a 14069<br />e li PRIMA o POI ci torniamo, i GAP sono SEMPRE stati chiusi, basta saper aspettare<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8547424331768038080?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-6445383984666623742012-02-21T00:40:00.000-08:002012-02-21T00:40:48.179-08:00max: 16770 &nbsp;min: 16185 ultimo: 16555<br /><br />R3 = 17675 &nbsp;- &nbsp;28,91 &nbsp;- &nbsp;8,21<br />R2 = 17090 &nbsp;- &nbsp;31,30 &nbsp;- &nbsp;7,70<br />R1 = 16820 &nbsp;- &nbsp;32,38 &nbsp;- &nbsp;7,46<br />Pivot = 16505 &nbsp;- &nbsp;33,69 &nbsp;- &nbsp;7,19<br />S1 = 16235 &nbsp;- &nbsp;34,77 &nbsp;- &nbsp;6,95<br />S2 = 15920 &nbsp;- &nbsp;36,08 &nbsp;- &nbsp;6,68<br />S3 = 15335 &nbsp;- &nbsp;38,47 &nbsp;- &nbsp;6,17<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-644538398466662374?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-78367186124760720382012-02-12T23:47:00.000-08:002012-02-12T23:47:01.820-08:00Max: 16860 &nbsp;- Min: 16245 &nbsp;- &nbsp;Ultimo: 16475<br /><br />R3 = 17745 &nbsp;- &nbsp;28,65 &nbsp;- &nbsp;8,30<br />R2 = 17140 &nbsp;- &nbsp;31,20 &nbsp;- &nbsp;7,75<br />R1 = 16810 &nbsp;- &nbsp;32,60 &nbsp;- &nbsp;7,45<br />Pivot = 16525 &nbsp;- &nbsp;33,70 &nbsp;- 7,20<br />S1 = 16195 &nbsp;- &nbsp;35,15 &nbsp;- &nbsp;6,90<br />S2 = 15910 &nbsp;- &nbsp;36,25 &nbsp;- &nbsp;6,67<br />S3 = 15295 &nbsp;- &nbsp;38,80 &nbsp;- &nbsp;6,15<br /><br />e la Grecia brucia......<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7836718612476072038?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-70717350336360227282012-02-06T00:46:00.000-08:002012-02-06T03:20:16.761-08:00Max: 16485&nbsp; Min: 15625&nbsp; Ultimo:&nbsp; 16445<br /><br />R3 = 17905&nbsp; -&nbsp; 8,38&nbsp; -&nbsp; 27,40<br />R2 = 17045&nbsp; -&nbsp; 7,66&nbsp; -&nbsp; 31,20<br />R1 = 16745&nbsp; -&nbsp; 7,41&nbsp; -&nbsp; 32,60<br />Pivot = 16185&nbsp; -&nbsp; 6,95&nbsp; -&nbsp; 35,20<br />S1 = 15885&nbsp; -&nbsp; 6,70&nbsp; -&nbsp; 36,50<br />S2 = 15325&nbsp; -&nbsp; 6,22&nbsp; -&nbsp; 39,10<br />S3 = 14465&nbsp; -&nbsp; 5,50&nbsp; -&nbsp; 43,00<br /><br />Grecia???<br /><h1 class="entry-title">Massimo Marchiori presenta Volunia</h1><span class="data-evento"> 06 febbraio 2012</span>Il Prof. Massimo Marchiori, che ha contribuito in maniera fondamentale alla realizzazione dell’algoritmo utilizzato da Google, presenta un nuovo motore di ricerca. L’evento sarà in trasmesso in diretta streaming alla pagina<br /> <a href="http://unipd-cmela.it/volunia">http://unipd-cmela.it/volunia</a><br />Ore 12, Sala dell’Archivio Antico, Palazzo del Bo<br /><br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7071735033636022728?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-2075753524699654562012-01-30T07:51:00.001-08:002012-01-30T07:51:55.946-08:00Max: 16205 &nbsp;Min: &nbsp;15580 &nbsp;Ultimo: &nbsp;15940<br /><br />R3 = 17160 &nbsp;- &nbsp;30,7 &nbsp;- &nbsp;7,75<br />R2 = 16535 &nbsp;- &nbsp;33,5 &nbsp;- &nbsp;7,25<br />R1 = 16235 &nbsp;- &nbsp;34,8 &nbsp;- &nbsp;7,00<br /><b>Pivot = 15910 &nbsp;- &nbsp;36,4 &nbsp;- &nbsp;6,75</b><br />S1 = 15610 &nbsp;- &nbsp;37,7 &nbsp;- &nbsp;6,50<br />S2 = 15285 &nbsp;- &nbsp;39,3 &nbsp;- &nbsp;6,25<br />S3 = 14660 &nbsp;- &nbsp;42,1 &nbsp;- &nbsp;5,75<br /><br />Portogallo nella tempesta.......<br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-207575352469965456?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-55904882658453256932012-01-23T02:00:00.000-08:002012-01-23T02:00:08.424-08:00Max: 15745 &nbsp;- min: &nbsp;14785 &nbsp;- ultimo: 15626<br /><br />R3 = 17305 &nbsp;- &nbsp;7,90 &nbsp;- &nbsp;28,25<br />R2 = 16345 &nbsp;- &nbsp;7,10 &nbsp;- &nbsp;33,75<br />R1 = 15985 &nbsp;- &nbsp;6,80 &nbsp;- &nbsp;35,70<br /><b>Pivot = 15385 &nbsp;- &nbsp;6,30 &nbsp;- &nbsp;39,20</b><br />S1 = 15025 &nbsp;- &nbsp;6,00 &nbsp;- &nbsp;41,20<br />S2 = 14425 &nbsp;- &nbsp;5,50 &nbsp;- &nbsp;44,65<br />S3 = 13465 &nbsp;- &nbsp;4,70 &nbsp;- &nbsp;50,15<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5590488265845325693?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-2085929407178567332012-01-17T08:14:00.000-08:002012-01-17T08:14:04.006-08:00Max: 15420 - min: 14365 - ultimo: 15010<br /><br />R3 = 17040&nbsp; -&nbsp; 35,20&nbsp; -&nbsp; 6,82<br />R2 = 15985&nbsp; -&nbsp; 38,00&nbsp; -&nbsp; 6,43<br />R1 = 15500&nbsp; -&nbsp; 39,00&nbsp; -&nbsp; 6,30<br /><b>Pivot = 14930&nbsp; -&nbsp; 40,85&nbsp; -&nbsp; 6,05</b><br />S1 = 14445&nbsp; -&nbsp; 41,80&nbsp; -&nbsp; 5,92<br />S2 = 13875&nbsp; -&nbsp; 43,65&nbsp; -&nbsp; 5,68<br />S3 = 12820&nbsp; -&nbsp; 46,50&nbsp; -&nbsp; 5,28<br /><br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-208592940717856733?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-68816553104506971002012-01-03T00:12:00.000-08:002012-01-03T00:12:29.043-08:00R3= 15875<br />R2 = 15445<br />R1 = 15275<br /><b>Pivot = 15015</b><br />S1 = 14845<br />S2 = 14585<br />S3 = 14155<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-6881655310450697100?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-52019460901198573002011-12-28T00:57:00.000-08:002011-12-28T00:57:20.165-08:00Pivot settimanali del FIB scadenza marzo 2012&nbsp; - 52 settimana 2011<br /><br />Max: 15320 - Min: 14465 - Ultimo: 15105<br /><br />R3 = 16675<br />R2 = 15820<br />R1 = 15460<br /><strong>Pivot = 14965</strong><br />S1 = 14610<br />S2 = 14110<br />S3 = 13255<br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5201946090119857300?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-13973553621616356882011-12-23T06:22:00.000-08:002011-12-23T06:22:48.552-08:00Auguri di un sereno e Felice Natale a tutti noi.<br />dall'Australia fino alla Russia ........ <br /><br /><img alt="https://mail.google.com/mail/?ui=2&amp;ik=ef824b8785&amp;view=att&amp;th=1346282a5921d209&amp;attid=0.1&amp;disp=inline&amp;realattid=f_gwguob5f0&amp;zw" height="234" src="https://mail.google.com/mail/?ui=2&amp;ik=ef824b8785&amp;view=att&amp;th=1346282a5921d209&amp;attid=0.1&amp;disp=inline&amp;realattid=f_gwguob5f0&amp;zw" width="400" /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1397355362161635688?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-40639865927683790502011-12-11T12:09:00.001-08:002011-12-11T12:20:11.474-08:00<span style="font-size: x-small;">Inizia l'ultima settimana del Fib del 2011, e sarà l'inizio del rally di Natale?</span><br /><span style="font-size: x-small;">altra considerazione, adesso che la Gran Bretagna è fuori dall'Europa, che ne sarà della nostra borsa, che è di proprietà inglese?</span><br /><span style="font-size: x-small;">sarà bastonata ( ma gli ultimi accordi tra i 26 non lo permetterebbe) oppure ne trarrà maggior beneficio e sarà l'inizio di una nuova era? magari non subito, ma diciamo tra 12/18 mesi?&nbsp; nel 2000 il mib era in area 50000 e li ci torneremo entro la fine del decennio.</span><br /><br />Max: 15510 - Min: 14850 - Ultimo: 15475<br /><br />R3 = 16600&nbsp; -&nbsp; 7,46&nbsp; -&nbsp; 33,45&nbsp; -&nbsp; 3,38<br />R2 = 15940&nbsp; -&nbsp; 6,86&nbsp; -&nbsp; 37,15&nbsp; -&nbsp; 3,21<br />R1 = 15705&nbsp; -&nbsp; 6,66&nbsp; -&nbsp; 38,35&nbsp; -&nbsp; 3,15<br /><b>Pivot = 15280&nbsp; -&nbsp; 6,26&nbsp; -&nbsp; 40,85&nbsp; -&nbsp; 3,05</b><br />S1 = 15050&nbsp; -&nbsp; 6,06&nbsp; -&nbsp; 42,05&nbsp; -&nbsp; 2,98<br />S2 = 14620&nbsp; -&nbsp; 5,66&nbsp; -&nbsp; 44,55&nbsp; -&nbsp; 2,88<br />S3 = 13960&nbsp; -&nbsp; 5,06&nbsp; -&nbsp; 48,25&nbsp; -&nbsp; 2,71<br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4063986592768379050?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-27325006597347315732011-12-08T09:16:00.001-08:002011-12-08T09:28:26.674-08:00<span style="font-size: x-small;">Questa sera i potenti dell'Europa si incontrano a cena, e domani parleranno di cose più serie, e i risultati saranno dati di sicuro a mercati chiusi ( ma americani aperti)</span><br /><span style="font-size: x-small;">la mia impressione è che le mani forti terranno sotto pressione il vertice, e quindi finchè non sarà stata presa una decione seria si starà sotto torchio, per poi esplodere magari lunedì e fare quel rally di Natale che molti auspicano.</span>&nbsp; <br /><br />Max: 15800&nbsp; Min: 14880&nbsp; Ultimo 14990&nbsp; <br /><span style="font-size: x-small;">( siamo tornati a escursioni del 6% e 920 punti)</span><br /><br /><u><span style="color: blue;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; FIB .......Lev.......XBear....FNC</span></u><br />R3 = 17060&nbsp; -&nbsp; 7,74&nbsp; -&nbsp; 31,15&nbsp; -&nbsp; 3,78<br />R2 = 16145&nbsp; -&nbsp; 7,00&nbsp; -&nbsp; 36,15&nbsp; -&nbsp; 3,45<br />R1 = 15565&nbsp; -&nbsp; 6,54&nbsp; -&nbsp; 39,25&nbsp; -&nbsp; 3,23<br /><strong>Pivot = 15225&nbsp; -&nbsp; 6,26&nbsp; - 41,15&nbsp; -&nbsp; 3,12</strong><br />S1 = 14645&nbsp; -&nbsp; 5,80&nbsp; -&nbsp; 44,25&nbsp; -&nbsp; 2,90<br />S2 = 14300&nbsp; -&nbsp; 5,52&nbsp; -&nbsp; 46,15&nbsp; -&nbsp; 2,79<br />S3 = 13385&nbsp; -&nbsp; 4,80&nbsp; -&nbsp; 51,10&nbsp; -&nbsp; 2,47<br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-2732500659734731573?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-72100055043408815252011-12-08T07:25:00.001-08:002011-12-08T07:54:02.513-08:00questa mattina alti e bassi, poi l'annuncio scontato del taglio di interessi.... poi ...giu, &nbsp;giu, fino a meno 3,3.... e solo nelle giornate festive. che siamno tutte casualità?<br />arriveremo a S2 ? visto che&nbsp;S1 è stata bucata con troppa facilità?<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7210005504340881525?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-81793166792317714472011-12-07T13:48:00.001-08:002011-12-07T13:54:12.108-08:00Max: 16165&nbsp; Min: 15420&nbsp; Ultimo: 15685<br /><br />R3 = 17250&nbsp; -&nbsp; 8,04&nbsp; -&nbsp; 31,82&nbsp; -&nbsp; 3,71<br />R2 = 16500&nbsp; -&nbsp; 7,37&nbsp; -&nbsp; 35,24&nbsp; -&nbsp; 3,54<br />R1 = 16095&nbsp; -&nbsp; 6,98&nbsp; -&nbsp; 37,27&nbsp; -&nbsp; 3,43<br /><strong>Pivot = 15755&nbsp; -&nbsp; 6,70&nbsp; -&nbsp; 38,76&nbsp; -&nbsp; 3,37</strong><br />S1 = 15350&nbsp; -&nbsp; 6,31&nbsp; -&nbsp; 40,79&nbsp; -&nbsp; 3,27<br />S2 = 15010&nbsp; -&nbsp; 6,03&nbsp; -&nbsp; 42,30&nbsp; -&nbsp; 3,20<br />S1 = 14265&nbsp; -&nbsp; 5,36&nbsp; -&nbsp; 45,80&nbsp; -&nbsp; 3,03<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8179316679231771447?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-11001441266890645982011-12-07T00:17:00.001-08:002011-12-07T00:20:47.698-08:00max: 16070 - min: 15755&nbsp; - ultimo: 15850<br /><br />R3 = 16520&nbsp; -&nbsp; 7,46&nbsp; -&nbsp; 35,05<br />R2 = 16205&nbsp; -&nbsp; 7,20&nbsp; -&nbsp; 36,52<br />R1 = 16025&nbsp; -&nbsp; 7,05&nbsp; -&nbsp; 37,30<br /><b>Pivot = 15890&nbsp; -&nbsp; 6,90&nbsp; -&nbsp; 38,00</b><br />S1 = 15715&nbsp; -&nbsp; 6,78&nbsp; -&nbsp; 38,77<br />S2 = 15575&nbsp; -&nbsp; 6,65&nbsp; -&nbsp; 39,46<br />S3 = 15260&nbsp; -&nbsp; 6,38&nbsp; -&nbsp; 40,93<br /><br /><span style="color: red;">attenzione a domani 8 dicembre, banche chiuse, ma borsa aperta</span><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1100144126689064598?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-45078285098570176272011-12-05T00:48:00.001-08:002011-12-05T00:50:05.616-08:00max: 15760 - min: 15385 - ultimo: 15470<br /><br />R3 = 16290&nbsp; -&nbsp; 7,20&nbsp; -&nbsp; 36,25<br />R2 = 15915&nbsp; -&nbsp; 6,91&nbsp; -&nbsp; 37,54<br />R1 = 15690&nbsp; -&nbsp; 6,74&nbsp; -&nbsp; 38,15<br /><b>Pivot = 15540&nbsp; -&nbsp; 6,61&nbsp; -&nbsp; 38,83</b><br />S1 = 15320&nbsp; -&nbsp; 6,44&nbsp; -&nbsp; 39,46<br />S2 = 15165&nbsp; -&nbsp; 6,32&nbsp; -&nbsp; 40,12<br />S3 = 14790&nbsp; -&nbsp; 6,02&nbsp; -&nbsp; 41,41<br /><br />attenzione a giovedì , festivo ma borse aperte<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4507828509857017627?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-73106680356259133112011-12-01T23:54:00.001-08:002011-12-01T23:57:53.063-08:00Max: 15460&nbsp; - min: 15135&nbsp; - ultimo: 15240<br /><br />R3=&nbsp; 15930&nbsp; -&nbsp; 6,90&nbsp; -&nbsp; 37,85<br />R2 = 15600&nbsp; -&nbsp; 6,66&nbsp; -&nbsp; 39,60<br />R1 = 15420&nbsp; -&nbsp; 6,50&nbsp; -&nbsp; 40,60<br /><b>Pivot = 15280&nbsp; -&nbsp; 6,40&nbsp; -&nbsp; 41,35</b><br />S1 = 15100&nbsp; -&nbsp; 6,26&nbsp; -&nbsp; 42,30<br />S2 = 14950&nbsp; -&nbsp; 6,16&nbsp; -&nbsp; 43,10<br />S3 = 14630&nbsp; -&nbsp; 5,91&nbsp; -&nbsp; 44,85<br /><br />attenzione a Finmeccanica, potrebbe letteralmente DECOLLARE e tornare a 5 entro Natale<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7310668035625913311?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-38786044288178366762011-11-30T23:38:00.001-08:002011-11-30T23:43:46.694-08:0001/12/1972 ..... Ciao Baffo ..... grazie<br /><br />Max: 15320&nbsp; - Min: 14445 - Utlimo: 15155<br /><br />R3 = 16725&nbsp; -&nbsp; 7,55&nbsp; -&nbsp; 32,20<br />R2 = 15850&nbsp; -&nbsp; 6,85&nbsp; -&nbsp; 37.80<br />R1 = 15500&nbsp; -&nbsp; 6,60&nbsp; -&nbsp; 39,90<br />Pivot = 14975&nbsp; -&nbsp; 6,17&nbsp; -&nbsp; 43,40<br />S1 = 14625&nbsp; -&nbsp; 5,90&nbsp; -&nbsp; 45,50<br />S2 = 14100&nbsp; -&nbsp; 5,50&nbsp; -&nbsp; 49,00<br />S3 = 13225&nbsp; -&nbsp; 4,80&nbsp; - 54,60<br /><br />come sempre dopo una giornata con ampie escursioni, si combatterà tra il primo e secondo supporto e/o resistenza<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3878604428817836676?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-54068443586551354162011-11-29T09:08:00.001-08:002011-11-29T15:23:01.882-08:00<span style="color: red;"><a href="http://it.wikipedia.org/wiki/Lista_di_stati_per_debito_pubblico" target="_blank"><strong>lista di stati per debito pubblici in % al PIL&nbsp;&nbsp; ( mica siamo tra i primi...)</strong></a> <span style="color: black; font-size: x-small;">fonte Wikipedia</span></span><br /><br />Max: 14765 - Min: 14385 - ultimo: 14670<br /><br />R3 = 15365&nbsp; -&nbsp; 6,48&nbsp; -&nbsp; 40,88<br />R2 = 14985&nbsp; -&nbsp; 6,18&nbsp; -&nbsp; 43,25<br />R1 = 14830&nbsp; -&nbsp; 6,04&nbsp; -&nbsp; 44,35<br /><strong>Pivot = 14600 -&nbsp; 5,87&nbsp; -&nbsp; 45,60</strong><br />S1 = 14445&nbsp; -&nbsp; 5,73&nbsp; -&nbsp; 46,70<br />S2 = 14225&nbsp; -&nbsp; 5,57&nbsp; -&nbsp; 47,96<br />S3 = 13850&nbsp; -&nbsp; 5,26&nbsp; -&nbsp; 50,30<br /><br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.ITAGER10:IND" style="background-color: white; color: #ff9900; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" target="_blank">Spread BTP/Bund (fonte: Bloomberg)</a><br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.frGER10:IND" style="background-color: white; color: #ff9900; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" target="_blank">Spread FRANCIA/Bund (fonte: Bloomberg)</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5406844358655135416?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-49720779892894394382011-11-28T03:36:00.001-08:002011-11-28T03:41:14.465-08:00settimana cruciale, attenti alle coronarie<br /><br />Ma : 14050 -min: 13600 ultimo: 13885<br /><br />R3 = 14745&nbsp; -&nbsp; 6,00&nbsp; -&nbsp; 44,35<br />R2 = 14295&nbsp; -&nbsp; 5,67&nbsp; -&nbsp; 47,60<br />R1 = 14090&nbsp; -&nbsp; 5,55&nbsp; -&nbsp; 48,90<br />Pivot = 13845&nbsp; -&nbsp; 5,33&nbsp; -&nbsp; 50,85<br />S1 = 13640&nbsp; -&nbsp; 5,19&nbsp; -&nbsp; 52,15<br />S2 = 13395&nbsp; -&nbsp; 4,99&nbsp; -&nbsp; 54,05<br />S3 = 12945&nbsp; -&nbsp; 4,65&nbsp; - 57,30<br /><br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.ITAGER10:IND" style="background-color: white; color: #ff9900; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" target="_blank">Spread BTP/Bund (fonte: Bloomberg)</a><br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.frGER10:IND" style="background-color: white; color: #ff9900; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" target="_blank">Spread FRANCIA/Bund (fonte: Bloomberg)</a><br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4972077989289439438?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-52571171874827425782011-11-24T09:24:00.001-08:002011-11-24T09:30:01.266-08:00... e&nbsp; oggi è l'ultimo giorno.... di x2&nbsp; da domani si inizia ... x3<br /><br />max: 14255&nbsp; -&nbsp; min: 13730&nbsp; -&nbsp; ultimo: 13920<br /> <br />R3 = 15020&nbsp; -&nbsp; 6,20&nbsp; -&nbsp; 42,45<br />R2 = 14495&nbsp; -&nbsp; 5,80&nbsp; -&nbsp; 46,20<br />R1 = 14205&nbsp; -&nbsp; 5,60&nbsp; -&nbsp; 48,15<br /><b>Pivot = 13970&nbsp; -&nbsp; 540&nbsp; -&nbsp; 50,00</b><br />S1 = 13680&nbsp; -&nbsp; 5,20&nbsp; -&nbsp; 51,90<br />S2 = 13445&nbsp; -&nbsp; 5,05&nbsp; -&nbsp; 53,75<br />S3 = 12920&nbsp; -&nbsp; 4,65&nbsp; -&nbsp; 57,50<br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.ITAGER10:IND" style="background-color: white; color: #ff9900; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" target="_blank">Spread BTP/Bund (fonte: Bloomberg)</a><br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.frGER10:IND" style="background-color: white; color: #ff9900; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" target="_blank">Spread FRANCIA/Bund (fonte: Bloomberg)</a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5257117187482742578?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-62936558354935989092011-11-21T11:52:00.001-08:002011-11-21T12:01:42.806-08:00Grande mazzata, e non finisce qui...<br /><br />max: 15070 - min: 14410 &nbsp;- ultimo: 14515<br /><br />R3 = 16030 &nbsp;- &nbsp;7,05 &nbsp;- &nbsp;38,75<br />R2 = 15350 &nbsp;- &nbsp;6,50 &nbsp;- &nbsp;42,05<br />R1 = 14935 &nbsp;- &nbsp;6,20 &nbsp;- &nbsp;44,15<br /><b>Pivot = 14670 &nbsp;- &nbsp;6,00 &nbsp;- &nbsp;45,35</b><br />S1 = 14250 &nbsp;- &nbsp;5,70 &nbsp;- &nbsp;47,47<br />S2 = 13990 &nbsp;- &nbsp;5,50 &nbsp;- &nbsp;48,66<br />S3 = 13310 &nbsp;- &nbsp;5,00 &nbsp;- &nbsp;51,96<br /><br />arrivare a S2 vorrrebbe dire fare un meno 3,5%<br />arrivare a S3 equivale a un meno 9% .... &nbsp;troppi in un solo giorno<br />come molte altre volte si fermerà a metà strada , per cui <b><span class="Apple-style-span" style="color: red;">13650/13700 a meno 6%</span></b><br />poi mercoledì farà l'inizio di giornata con un affondo a 13100 e ripartirà come un missile<br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.ITAGER10:IND" style="background-color: white; color: #ff9900; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" target="_blank">Spread BTP/Bund (fonte: Bloomberg)</a><br style="background-color: white; color: #666666; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;" /><br /><div style="background-color: white; color: red; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;"><b><a href="http://www.bloomberg.com/quote/%21frGER10:IND" style="color: #538cd6; text-decoration: none;" target="_blank">Spread FRANCIA/GERMANIA ( fonte: Bloomberg)&nbsp;</a></b></div><div style="background-color: white; color: red; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 19px;"><br /></div><div><b><br /></b></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-6293655835493598909?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-87714400293327186102011-11-16T13:20:00.001-08:002011-11-16T13:23:07.718-08:00Max: 15675&nbsp; - Min:&nbsp; 15055&nbsp; - ultimo: 15275<br /><br />R3 = 16575&nbsp; -&nbsp; 7,55&nbsp; -&nbsp; 35,00<br />R2 = 15955&nbsp; -&nbsp; 7,05&nbsp; -&nbsp; 38,40<br />R1 = 15615&nbsp; -&nbsp; 6,80&nbsp; -&nbsp; 40,15<br /><b>Pivot = 15355&nbsp; -&nbsp; 6,55&nbsp; -&nbsp; 41,75</b><br />S1 = 14995&nbsp; -&nbsp; 6,30&nbsp; -&nbsp; 43,50<br />S2 = 14715&nbsp; -&nbsp; 6,05&nbsp; -&nbsp; 45,15<br />S3 = 14095&nbsp; -&nbsp; 5,50&nbsp; -&nbsp; 35,00<br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.ITAGER10:IND" target="_blank">Spread BTP/Bund (fonte: Bloomberg)</a><br /><br /><br /><div style="color: red;"><b><a href="http://www.bloomberg.com/quote/%21frGER10:IND" target="_blank">Spread FRANCIA/GERMANIA ( fonte: Bloomberg)&nbsp;&nbsp;&nbsp;</a></b></div><div style="color: red;"><b>&nbsp;( inizia a tremare??)</b></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8771440029332718610?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-31487819225265288152011-11-15T09:55:00.001-08:002011-11-15T11:59:29.256-08:00Max: 15515 - Min: 14915&nbsp; - Ultimo: 15150<br /><br />R3 = 16395&nbsp; -&nbsp; 7,40&nbsp; -&nbsp; 36,20<br />R2 = 15795&nbsp; -&nbsp; 6,90&nbsp; -&nbsp; 39,40<br />R1 = 15470&nbsp; -&nbsp; 6,65&nbsp; -&nbsp; 41,00<br />Pivot = 15195&nbsp; -&nbsp; 6,40&nbsp; -&nbsp; 42,60<br />S1 =&nbsp; 14870&nbsp; -&nbsp; 6,15&nbsp; -&nbsp; 44,20<br />S2 =&nbsp; 14590&nbsp; -&nbsp; 5,90&nbsp; -&nbsp; 45,80<br />S3 =&nbsp; 13995&nbsp; -&nbsp; 5,40&nbsp; -&nbsp; 49,00<br /><br /><span class="Apple-style-span" style="color: red;"><b><a href="http://www.bloomberg.com/apps/quote?ticker=.FRGER10:IND" target="_blank">Spread FRANCIA/GERMANIA &nbsp; ( fonte Bloomberg)</a>&nbsp;&nbsp;</b></span><br /><span class="Apple-style-span" style="color: red;"><b>la prossima vittima della speculazione internazionale</b></span><br /><span class="Apple-style-span" style="color: red;"><b>targhet &nbsp; 5 &nbsp;entro fine mese???</b></span><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3148781922526528815?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-76730692692311064742011-11-14T09:41:00.001-08:002011-11-14T10:14:27.362-08:00Max: 16070 - min: 15295 - ultimo: 15300<br /><br />&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; FIB &nbsp; &nbsp; &nbsp; &nbsp; Lev &nbsp; &nbsp;&nbsp; XBear &nbsp; UCG <br />R3 = 17100&nbsp; -&nbsp; 8,15&nbsp; -&nbsp; 32,60&nbsp; -&nbsp; 0,875<br />R2 = 16330&nbsp; -&nbsp; 7,45&nbsp; -&nbsp; 36,60&nbsp; -&nbsp; 0,825<br />R1 = 15815&nbsp; -&nbsp; 7,05&nbsp; -&nbsp; 39,05&nbsp; -&nbsp; 0,80<br /><b>Pivot = 15555&nbsp; -&nbsp; 40,55&nbsp; -&nbsp; 6,75&nbsp; -&nbsp; 0,775</b><br />S1 = 15040&nbsp; -&nbsp; 6,35&nbsp; -&nbsp; 43,00&nbsp; -&nbsp; 0,75<br />S2 = 14780&nbsp; -&nbsp; 6,05&nbsp; -&nbsp; 44,55&nbsp; -&nbsp; 0,725<br />S3 = 14005&nbsp; -&nbsp; 5,35&nbsp; -&nbsp; 48,50&nbsp; -&nbsp; 0,675<br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.ITAGER10:IND" target="_blank">Spread BTP/Bund (fonte: Bloomberg)</a><br /><br /><div style="color: red;"><b><a href="http://www.bloomberg.com/quote/%21frGER10:IND" target="_blank">Spread FRANCIA/GERMANIA ( fonte: Bloomberg)&nbsp;&nbsp; </a>( prossima preda??)</b></div><div style="color: red;"><br /></div><div style="color: red;"><b>. </b></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7673069269231106474?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-79775467884306256982011-11-10T00:56:00.000-08:002011-11-10T01:00:11.835-08:00Max 15820 - min&nbsp; 14760&nbsp; - ultimo&nbsp; 15000<br /><br />R3 = 17310&nbsp; -&nbsp; 8,40&nbsp; -&nbsp; 30.75<br />R2 = 16250&nbsp; -&nbsp; 7,45&nbsp; -&nbsp; 36,80<br />R1 = 15625&nbsp; -&nbsp; 6,85&nbsp; -&nbsp; 40,40<br />Pivot = 15195&nbsp; -&nbsp; 6,45&nbsp; -&nbsp; 42,85<br />S1 = 14565&nbsp; -&nbsp; 5,90&nbsp; -&nbsp; 46,45<br />S2 = 14135&nbsp; -&nbsp; 5,50&nbsp; -&nbsp; 48,90<br />S3 = 13075&nbsp; -&nbsp; 4,50&nbsp; -&nbsp; 55,00<br /><br /><a href="http://www.bloomberg.com/apps/quote?ticker=.ITAGER10:IND" target="_blank">Spread BTP/Bund (fonte: Bloomberg)</a><br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7977546788430625698?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-75069471248105876762011-11-08T11:59:00.000-08:002011-11-08T11:59:48.951-08:00Max: 15950&nbsp; - Min: 15480&nbsp; - Ultimo: 15585<br /><br />R3 = 16610&nbsp; -&nbsp; 7,70&nbsp; -&nbsp; 35,50&nbsp; *<br />R2 = 16140&nbsp; -&nbsp; 7,25&nbsp; -&nbsp; 38,10<br />R1 = 15865&nbsp; -&nbsp; 7,00&nbsp; -&nbsp; 39,60<br /><b>Pivot = 15670&nbsp; -&nbsp; 6,80&nbsp; -&nbsp; 15390</b><br />S1 = 15390&nbsp; -&nbsp; 6,56&nbsp; -&nbsp; 42,10<br />S2 = 15200&nbsp; -&nbsp; 6,36&nbsp; -&nbsp; 43,10<br />S3 = 14730&nbsp; -&nbsp; 5,92&nbsp; -&nbsp; 45,65<br />* Chiusura del GAP lasciato aperto tra io 28 e 31 ottobre<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7506947124810587676?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-39915975427727335132011-11-07T23:54:00.000-08:002011-11-07T23:54:50.921-08:00Giornata Decisiva......<br /><br />Max: 15755&nbsp; - min: 14865&nbsp; -&nbsp; 15490<br /><br />R3 = 17150&nbsp; -&nbsp; 8,05&nbsp; -&nbsp; 32,25<br />R2 = 16260&nbsp; -&nbsp; 7,31&nbsp; -&nbsp; 37,25<br />R1 = 15875&nbsp; -&nbsp; 6,99&nbsp; -&nbsp; 39,45<br /><b>Pivot = 15370&nbsp; -&nbsp; 6,57&nbsp; -&nbsp; 42,25</b><br />S1 = 14985&nbsp; -&nbsp; 6,25&nbsp; -&nbsp; 44,45<br />S2 = 14480&nbsp; -&nbsp; 5,85&nbsp; -&nbsp; 47,25<br />S3 = 13590&nbsp; -&nbsp; 5,10&nbsp; -&nbsp; 52,25<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3991597542772733513?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-30575598350673000182011-11-06T08:46:00.000-08:002011-11-06T14:04:27.979-08:00Max: 15945 - min: 15130 - ultimo: 15260<br /><br /><span style="color: blue;">R3 = 17035 &nbsp;- &nbsp;8,05 &nbsp;- &nbsp;33,50 se il PdC da le dimissioni</span><br />R2 = 16260 &nbsp;- &nbsp;7,35 &nbsp;- &nbsp;37,70<br />R1 = 15760 &nbsp;- &nbsp;6,90 &nbsp;- &nbsp;40,30<br /><b>Pivot = 15445 &nbsp;- &nbsp;6,65 &nbsp;- &nbsp;41,80</b><br />S1 = 14945 &nbsp;- &nbsp;6,20 &nbsp;- &nbsp;44,40<br />S2 = 14630 &nbsp;- &nbsp;5,95 &nbsp;- &nbsp;46,00<br />S3 = 13815 &nbsp;- &nbsp;5,25 &nbsp;- &nbsp;50,20<br /><b><span class="Apple-style-span" style="color: orange;">S4 = 13420 &nbsp;- &nbsp;4,95 &nbsp;- &nbsp;55,30 &nbsp;</span></b><br /><span class="Apple-style-span" style="color: red;"><b>S5 = 13115 &nbsp;- &nbsp;4,45 &nbsp;- &nbsp;62,00 &nbsp; &nbsp;</b>1150 punti più sotto di venerdi&nbsp;</span><br /><span class="Apple-style-span" style="color: red;"><b>( se si avverano i timori di Tremonti !!!)</b></span><br /><br /><span class="Apple-style-span" style="color: red;"><b><br /></b></span><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3057559835067300018?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-74704803326330208172011-11-04T00:33:00.000-07:002011-11-04T00:33:36.590-07:00Max: 15910&nbsp; Min: 14705&nbsp; Ultimo: 15660<br /><br />R3 = 17835&nbsp; -&nbsp; 8,72&nbsp; -&nbsp; 28,60<br />R2 = 16630&nbsp; -&nbsp; 7,68&nbsp; -&nbsp; 35,30<br />R1 = 16145&nbsp; -&nbsp; 7,27&nbsp; -&nbsp; 37,90<br /><strong>Pivot = 15425&nbsp; -&nbsp; 6,64&nbsp; - 42,00</strong><br />S1 = 14940&nbsp; -&nbsp; 6,13&nbsp; -&nbsp; 44,60<br />S2 = 14220&nbsp; -&nbsp; 5,60&nbsp; -&nbsp; 48,65<br />S3 = 13015&nbsp; -&nbsp; 4,56&nbsp; -&nbsp; 55,35<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7470480332633020817?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-46838359194859992612011-11-02T10:27:00.000-07:002011-11-02T10:27:05.771-07:00Max: 15270&nbsp; -&nbsp; Min:&nbsp; 14650&nbsp; - Ultimo: 15135<br /><br />R3 = 16260&nbsp; -&nbsp; 7,35&nbsp; -&nbsp; 36,90<br />R2 = 15640&nbsp; -&nbsp; 6,85&nbsp; -&nbsp; 40,65<br />R1 = 15385&nbsp; -&nbsp; 6,60&nbsp; -&nbsp; 42,15<br /><div style="color: red;">Pivot = 15020&nbsp; -&nbsp; 6,30&nbsp; -&nbsp; 44,40</div>S1 = 14765&nbsp; -&nbsp; 6,15&nbsp; -&nbsp; 45,90<br />S2 = 14400&nbsp; -&nbsp; 5,80&nbsp; -&nbsp; 48,20<br />S3 = 13780&nbsp; -&nbsp; 5,30&nbsp; -&nbsp; 51,95<br /><br />Gap su MIB -<br /> 16562 (tra il 28 e il 31 ottobre )&nbsp;<br />16080 ( tra il 31 ottobre e 1 novembre)<br />chiusi questi ( magari entro venerdi e se si concretizza quello che aleggia in grecia)<br /><b><span style="color: red;">si va a cercare il minimo del 9 marzo 2009 a 12,332 </span></b><br /><img alt="" height="213" 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width="400" /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4683835919485999261?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-12585058274320054342011-11-01T14:10:00.000-07:002011-11-01T14:15:54.542-07:00<div style="color: red;"><u><b>mazzata mostruosa, meno 6,8%</b></u></div>Max: 15545&nbsp; -&nbsp; min: 14780 - ultimo: 14930&nbsp;<br /><br />R3 = 16600&nbsp; -&nbsp; 8,65&nbsp; -&nbsp; 31,58<br />R2 = 15845&nbsp; -&nbsp; 7,57&nbsp; -&nbsp; 37,67<br />R1 = 15390&nbsp; -&nbsp; 6,86&nbsp; -&nbsp; 41,63<br /><b>Pivot = 15090&nbsp; -&nbsp; 6,48&nbsp; - 43,76</b><br />S1 = 14630&nbsp; -&nbsp; 5,78&nbsp; -&nbsp; 47,72<br /><div style="color: red;">S2 = 14330&nbsp; -&nbsp; 5,40&nbsp; -&nbsp; 49,85&nbsp;&nbsp;&nbsp; ( probabile obbiettivo )</div>S3 = 13575&nbsp; -&nbsp; 4,32&nbsp; -&nbsp; 55,95<br /><br /><img alt="" height="211" 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width="400" /> <br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1258505827432005434?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-88915574787190322922011-10-31T09:57:00.000-07:002011-10-31T09:57:20.221-07:00Max: 16450 - Min: 15905 - ultimo: 15960<br /><br />R3 = 17195&nbsp; - 8,26&nbsp; -&nbsp; 34,7<br />R2 = 16650&nbsp; - 7,80&nbsp; -&nbsp; 36,85<br />R1 = 16305&nbsp; - 7,50&nbsp; -&nbsp; 38,30<br /><b>Pivot = 16105&nbsp; -&nbsp; 7,35&nbsp; - 39,00</b><br />S1 = 15760&nbsp; -&nbsp; 7,05&nbsp; -&nbsp; 40,45<br />S2 = 15560&nbsp; -&nbsp; 6,90&nbsp; -&nbsp; 41,20<br />S3 = 15015&nbsp; -&nbsp; 6,45&nbsp; -&nbsp; 43,35<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8891557478719032292?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-4265091396247030362011-10-28T11:02:00.000-07:002011-10-28T11:02:57.810-07:00Max: 16985 &nbsp;- min: 16490 &nbsp;- ultimo: 16605<br /><br />R3 = 17685 &nbsp;- &nbsp;8,75 &nbsp;- 32,30<br />R2 = 17190 &nbsp;- &nbsp;8,28 &nbsp;- 34,50<br />R1 = 16895 &nbsp;- &nbsp;8,00 &nbsp;- 35,80<br /><b>Pivot = 16695 &nbsp;- 7,80 - 36,70</b><br />S1 = 16400 &nbsp;- &nbsp;7,55 &nbsp;- &nbsp;38,00<br />S2 = 16200 &nbsp;- &nbsp;7,35 &nbsp;- &nbsp;38,90<br />S3 = 15700 &nbsp;- &nbsp;6,90 &nbsp;- &nbsp;41,10<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-426509139624703036?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-34412115170369917452011-10-28T00:33:00.000-07:002011-10-28T00:33:20.644-07:00Max: 16920 &nbsp;- min: 16450 &nbsp;- ultimo 16895 &nbsp; &gt;&gt;&gt; &nbsp;Gap Up da 16305<br /><br />R3 = 17695 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;- 11,50 &nbsp;- &nbsp;30,60<br />R2 = 17225 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;- &nbsp;9,80 &nbsp; - &nbsp;33,80<br />R1 = 17060 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;- &nbsp;8,88 &nbsp; - &nbsp;35,00<br /><b>Pivot = 16755 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; - &nbsp;8,09 &nbsp; - &nbsp;37,00</b><br />S1 = 16590 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; - &nbsp;7,16 &nbsp; - &nbsp;38,20<br /><span class="Apple-style-span" style="color: red;">* S2 = 16285 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;- &nbsp;6,37 &nbsp; - &nbsp;40,22</span><br />S3 = 15815 &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; - &nbsp;4,66 &nbsp; - &nbsp;43,44<br /><br /><span class="Apple-style-span" style="color: red;">* chiusura Gap</span><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3441211517036991745?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-61818257080692264412011-10-26T10:08:00.000-07:002011-10-26T23:07:03.872-07:00Max: 16310 - Min: 15905 - Ultimo: 16005<br /><br />R3 = 16885&nbsp; -&nbsp; 7,95&nbsp; -&nbsp; 36,10&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; -&nbsp; <span style="color: red;">0,9725</span><br />R2 = 16480&nbsp; -&nbsp; 7.60&nbsp; -&nbsp; 38,10&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; -&nbsp; <span style="color: red;">0,9285</span><br />R1 = 16240&nbsp; -&nbsp; 7,40&nbsp; -&nbsp; 39,35&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; -&nbsp; <span style="color: red;">0,9035</span><br /><strong>Pivot = 16075&nbsp; -&nbsp; 7,25&nbsp; -&nbsp; 40,10&nbsp;&nbsp;&nbsp;&nbsp; -&nbsp; <span style="color: red;">0,8845</span></strong><br />S1 = 15835&nbsp; -&nbsp; 7,05&nbsp; -&nbsp; 41,35&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; -&nbsp; <span style="color: red;">0,8595</span><br />S2 = 15670&nbsp; -&nbsp; 6,90&nbsp; -&nbsp; 42,10&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; -&nbsp; <span style="color: red;">0,8405</span><br />S3 = 15265&nbsp; -&nbsp; 6,55&nbsp; -&nbsp; 44,10&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; -&nbsp; <span style="color: red;">0,7965</span><br /><div class="separator" style="clear: both; text-align: center;"></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-6181825708069226441?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-44111048543194938182011-10-25T08:55:00.000-07:002011-10-25T08:58:25.300-07:00Max: 16190 &nbsp;- Min: 15810 &nbsp;- &nbsp;ultimo: 16045<br /><br />R3 = 16775 &nbsp;- &nbsp;7,91 &nbsp;- &nbsp;36,65<br />R2 = 16395 &nbsp;- &nbsp;7,56 &nbsp;- &nbsp;38,50<br />R1 = 16220 &nbsp;- &nbsp;7,38 &nbsp;- &nbsp;39,50<br /><b>Pivot = 16015 &nbsp;- &nbsp;7,21 &nbsp;- &nbsp;40,40</b><br />S1 = 15840 &nbsp;- &nbsp;7,03 &nbsp;- &nbsp;41,35<br />S2 = 15635 &nbsp;- &nbsp;6,86 &nbsp;- &nbsp;42,25<br />S3 = 15255 &nbsp;- &nbsp;6,51 &nbsp;- &nbsp;44,10<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4411104854319493818?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-86587556989632658572011-10-24T10:34:00.000-07:002011-10-25T00:43:59.268-07:00Max: 16250&nbsp; - min: 15815&nbsp; - ultimo: 16135<br /><br />R3 = 16935&nbsp; -&nbsp; 8.05&nbsp; -&nbsp; 35,75<br />R2 = 16500&nbsp; -&nbsp; 7,65&nbsp; -&nbsp; 37,85<br />R1 = 16355&nbsp; -&nbsp; 7,51&nbsp; -&nbsp; 38,70<br /><b>Pivot = 16065&nbsp; - 7,28&nbsp; -&nbsp; 40,00</b><br />S1 = 15885&nbsp; -&nbsp; 7,14&nbsp; -&nbsp; 40,85<br />S2 = 15630&nbsp; -&nbsp; 6,90&nbsp; -&nbsp; 42,15<br />S3 = 15195&nbsp; -&nbsp; 6,53&nbsp; -&nbsp; 44,30<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8658755698963265857?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-33899536521868995372011-10-21T11:30:00.000-07:002011-10-21T11:30:10.480-07:00Max: 16150&nbsp; - Min: 15720&nbsp; - Ultimo : 16000<br /><br />R3 = 16815&nbsp; -&nbsp; 8,05&nbsp; -&nbsp; 35,80<br />R2 = 16385&nbsp; -&nbsp; 7,60&nbsp; -&nbsp; 38,20<br />R1 = 15955&nbsp; -&nbsp; 7,43&nbsp; -&nbsp; 39,25<br /><b>Pivot = 15955&nbsp; -&nbsp; 7,17&nbsp; -&nbsp; 40,60</b><br />S1 =&nbsp; 15765&nbsp; -&nbsp; 7,00&nbsp; -&nbsp; 41,65<br />S2 =&nbsp; 15525&nbsp; -&nbsp; 6,75&nbsp; -&nbsp; 43,00<br />S3 =&nbsp; 15095&nbsp; -&nbsp; 6,32&nbsp; -&nbsp; 45,43<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3389953652186899537?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-31000180541021873082011-10-21T00:24:00.000-07:002011-10-21T00:24:24.349-07:00Max: 16175 - min: 15565&nbsp; - ultimo: 15580<br /><br />R3 = 16995&nbsp; - 8,21&nbsp; -&nbsp; 36,20<br />R2 = 16385&nbsp; - 7,65&nbsp; - 38,84<br />R1 = 15980&nbsp; -&nbsp; 7,27&nbsp; -&nbsp; 40,61<br /><b>Pivot = 15775&nbsp; -&nbsp; 7,07&nbsp; -&nbsp; 41,49</b><br />S1 = 15370&nbsp; -&nbsp; 6,60&nbsp; -&nbsp; 43,36 <br />S2 = 15165&nbsp; -&nbsp; 6,50&nbsp; -&nbsp; 44,35<br />S3 = 14555&nbsp; -&nbsp; 5,95&nbsp; -&nbsp; 47,10<br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3100018054102187308?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-72420527267875652812011-10-19T12:56:00.001-07:002011-10-19T12:57:25.591-07:00Max 16331&nbsp; - Min: 16050&nbsp; - Chiusura : 16293<br /><br />R3 = 16786&nbsp; -&nbsp; 9.01&nbsp; -&nbsp; 36,82<br />R2 = 16505&nbsp; -&nbsp; 8,06&nbsp; -&nbsp; 38,49<br />R1 = 16399&nbsp; -&nbsp; 7,72&nbsp; -&nbsp; 39,20<br /><strong>Pivot = 16224&nbsp; -&nbsp; 7,11&nbsp; -&nbsp; 40,17</strong><br />S1 = 16118&nbsp; -&nbsp; 6,77&nbsp; -&nbsp; 40.,87<br />S2 = 15943&nbsp; -&nbsp; 6,16&nbsp; -&nbsp; 41,84<br />S3 = 15662&nbsp; -&nbsp; 5,21&nbsp; -&nbsp; 43,51<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7242052726787565281?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-4429921932805037622011-10-18T14:23:00.000-07:002011-10-18T14:23:45.772-07:00Max: 15965&nbsp; -&nbsp; Min: 15580&nbsp; -&nbsp; Ultimo:&nbsp; 15965<br /><br />R3 = 16605&nbsp; -&nbsp; 7,72&nbsp; -&nbsp; 37,85<br />R2 = 16220&nbsp; -&nbsp; 7,39&nbsp; -&nbsp; 39,80<br />R1 = 16095&nbsp; -&nbsp; 7,27&nbsp; -&nbsp; 40,55<br /><b>Pivot = 15835&nbsp; - 7,07&nbsp; -&nbsp; 41,75</b><br />S1 = 15710&nbsp; -&nbsp; 6,95&nbsp; -&nbsp; 42,50<br />S2 = 15450&nbsp; -&nbsp; 6,75&nbsp; -&nbsp; 43,70<br />S3 = 15065&nbsp; - 6,42&nbsp; -&nbsp; 45,65<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-442992193280503762?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-87949172435742878922011-10-17T10:32:00.000-07:002011-10-17T10:32:24.489-07:00Max: 16550&nbsp; -&nbsp; min: 15705 - Ultimo: 15865<br /><br />R3 = 17730&nbsp; -&nbsp; 8,82&nbsp; -&nbsp; 32,30<br />R2 = 16885&nbsp; -&nbsp; 8,04&nbsp; -&nbsp; 36,50<br />R1 = 16375&nbsp; -&nbsp; 7,57&nbsp; -&nbsp; 39,05<br /><strong>Pivot = 16040&nbsp; - 7,37&nbsp; -&nbsp; 40,65</strong><br />S1 =&nbsp;15530&nbsp; -&nbsp; 6,80&nbsp; -&nbsp; 43,20<br /><span style="color: red;">S2 =&nbsp;15195&nbsp; -&nbsp; 6,50&nbsp; -&nbsp; 44,85&nbsp;&nbsp; **&nbsp; molto probabile</span><br />S3 =&nbsp;14350 -&nbsp; 5,72&nbsp;&nbsp; -&nbsp; 49,00<br /><br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8794917243574287892?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-26313605036666264362011-10-16T12:46:00.000-07:002011-10-16T12:46:52.792-07:00Max: 16425 - Min: 15725 &nbsp;- Ultimo: 16240<br /><br />R3 = 17530 &nbsp;- &nbsp;8,575 &nbsp;- 32, 89<br />R2 = 16830 &nbsp;- &nbsp;7,96 &nbsp; &nbsp;- 36,59<br />R1 = 16535 &nbsp;- &nbsp;7,69 &nbsp; &nbsp;- 38,22<br /><b>Pivot = 16130 &nbsp;- &nbsp;7,345 &nbsp;- &nbsp;40,30</b><br />S1 = 15835 &nbsp;- &nbsp;7,08 &nbsp; &nbsp;- 41,92<br />S2 = 15430 &nbsp;- &nbsp;6,73 &nbsp; &nbsp;- 43,98<br />S3 = 14730 &nbsp;- &nbsp;6,12 &nbsp; &nbsp;- 47,67<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-2631360503666626436?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-87911985014738379112011-10-13T09:16:00.000-07:002011-10-13T09:16:45.958-07:00Max:<br />16565 - min: 15795 - ultimo. 15915<br /><br />R3 = 17630&nbsp; -&nbsp; 8,69&nbsp;&nbsp; -&nbsp; 33,53<br />R2 = 16860&nbsp; -&nbsp; 8,00&nbsp;&nbsp; -&nbsp; 37,10<br />R1 = 16390&nbsp; -&nbsp; 7,54&nbsp;&nbsp; -&nbsp; 39,46<br /><b>Pivot = 16090&nbsp; -&nbsp; 7,30&nbsp; - 40,68</b><br />S1 = 15620&nbsp; -&nbsp; 6,89&nbsp; -&nbsp; 43,68<br />S2 = 15320&nbsp; -&nbsp; 6,61&nbsp; -&nbsp; 44,25<br />S3 = 14550&nbsp; -&nbsp; 5,92&nbsp; -&nbsp; 47,82<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8791198501473837911?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-67880428096165653422011-10-12T12:51:00.000-07:002011-10-12T12:51:48.750-07:00Max: 16445 &nbsp;- Min: 15825 &nbsp;- &nbsp;Ultimo: 16400<br /><br />R3 = 17460 &nbsp;- &nbsp;8,53 &nbsp;- &nbsp;33,92<br />R2 = 16845 &nbsp;- &nbsp;7,99 &nbsp;- &nbsp;37,00<br />R1 = 16620 &nbsp;- &nbsp;7,80 &nbsp;- &nbsp;38,05<br /><b>Pivot = 16225 &nbsp;- 7,45 &nbsp;- 40,00</b><br />S1 = 16000 &nbsp;- &nbsp;7,26 &nbsp;- &nbsp;41,12<br />S2 = 15600 &nbsp;- &nbsp;6,90 &nbsp;- &nbsp;43,15<br />S3 = 14985 &nbsp;- &nbsp;6,37 &nbsp;- &nbsp;46,22<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-6788042809616565342?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-34845691244876585342011-10-12T01:03:00.000-07:002011-10-12T01:03:48.086-07:00Max: 16200 - Min: 15710 - ultimo: 16010<br /><br />R3 = 16945 &nbsp;- &nbsp;8,10 &nbsp;- 36,56<br />R2 = 16460 &nbsp;- &nbsp;7,65 &nbsp;- &nbsp;39,00<br />R1 = 16235 &nbsp;- &nbsp;7,42 &nbsp;- &nbsp;40,25<br /><b>Pivot = 15975 - 7,21 &nbsp;- &nbsp;41,45</b><br />S1 = 15750 &nbsp;- &nbsp;6,98 &nbsp;- &nbsp;42,70<br />S2 = 15490 &nbsp;- &nbsp;6,76 &nbsp;- &nbsp;43,90<br />S2 = &nbsp;15005 &nbsp;- 6,32 &nbsp;- &nbsp;46,35<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3484569124487658534?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-14747970448460766892011-10-10T23:40:00.000-07:002011-10-10T23:40:47.189-07:00Max: 16040 - Min: 15540 - Ultimo: 16005<br /><br />R3 = 16860 &nbsp;- 7,925<br />R2 = 16360 &nbsp;- &nbsp;7,50<br />R1 = 16180 &nbsp;- &nbsp;7,35<br /><b>Pivot = 15860 &nbsp;- &nbsp;7,07</b><br />S1 = 15680 &nbsp;- &nbsp;6,925<br />S2 = 15360 &nbsp;- &nbsp;6,65<br />S3 = 14860 &nbsp;- &nbsp;6,25<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1474797044846076689?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-80099255180732986882011-10-10T00:09:00.000-07:002011-10-10T00:09:46.181-07:00Max: 15585 &nbsp;- Min: 15195 - &nbsp;ultimo: 15480<br /><br />R3 = 16150 &nbsp;- &nbsp;7,36<br />R2 = 15785 &nbsp;- &nbsp;7,05<br />R1 = 15630 &nbsp;- &nbsp;6,99<br /><b>Pivot = 15415 &nbsp;- &nbsp;6,73</b><br />S1 = 15261 &nbsp;- 6,57<br />S2 = 15045 &nbsp;- &nbsp;6,40<br />S3 = 14675 &nbsp;- &nbsp;6,09<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8009925518073298688?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-11458337574260099232011-10-06T10:07:00.000-07:002011-10-06T10:12:47.743-07:00Max: 15300 - Min: 14760 - Ultimo: 15275<br /><br />R3 = 16170&nbsp; -&nbsp; 7,35<br />R2 = 15640&nbsp; -&nbsp; 6,88<br />R1 = 15455&nbsp; -&nbsp; 6,72<br /><b>Pivot = 15110&nbsp; - 6,40</b><br />S1 = 14930&nbsp; -&nbsp; 6,25<br />S2 = 14580&nbsp; -&nbsp; 5,95<br />S3 = 14050&nbsp; -&nbsp; 5,48<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1145833757426009923?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-31291567758612236652011-10-05T10:35:00.000-07:002011-10-05T10:35:35.796-07:00Max: 14755 - Min: 14225 - ultimo: 14710<br /><br />R3 = 15625&nbsp; -&nbsp; 6,82<br />R2 = 15095&nbsp; -&nbsp; 6,43<br />R1 = 14900&nbsp; -&nbsp; 6,29<br /><b>Pivot = 14565&nbsp; -&nbsp; 6,04</b><br />S1 = 14370&nbsp; -&nbsp; 5,90<br />S2 = 14035&nbsp; -&nbsp; 5,65<br />S3 = 13500&nbsp; -&nbsp; 5,26<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3129156775861223665?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-80202426913177016362011-10-04T08:54:00.000-07:002011-10-04T08:54:26.619-07:00Max: 14400 - min: 13965 - ultimo: 14110<br /><br />R3 = 15030 &nbsp;- &nbsp;6,58<br />R2 = 14595 &nbsp;- &nbsp;6,18<br />R1 = 14350 &nbsp;- &nbsp;5,98<br />Pivot = 14160 &nbsp;- &nbsp;5,78<br />S1 = 13915 &nbsp; - &nbsp;5,58<br />S2 = 13725 &nbsp; - &nbsp;5,38<br />S3 = 13290 &nbsp; - &nbsp;4,98<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8020242691317701636?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-12459380723334941142011-10-03T09:15:00.000-07:002011-10-03T09:15:05.756-07:00Max: 14735 - min: 14325 - ultimo: 14580<br /><br />R3 = 15365 &nbsp;- &nbsp;6,75<br />R2 = 14955 &nbsp;- &nbsp;6,40<br />R1 = 14765 &nbsp;- &nbsp;6,23<br /><b>Pivot = 14545 &nbsp;- &nbsp;6,04</b><br />S1 = 14360 &nbsp;- &nbsp;5,88<br />S2 = 14135 &nbsp;- &nbsp;5,68<br />S3 = 13725 &nbsp;- &nbsp;5,33<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1245938072333494114?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-87099893427718171682011-09-30T13:41:00.000-07:002011-10-03T00:28:36.788-07:00Max: 15000 - min: 14605 - ultimo: 14670<br /><br />R3 = 15550 &nbsp;- &nbsp;6,9<br />R2 = 15155 &nbsp;-&nbsp; 6,57<br />R1 = 14910 &nbsp;- &nbsp;6,38<br /><b>Pivot = 14760 &nbsp;- &nbsp;6,245</b><br />S1 = 14515 &nbsp;- &nbsp;6,06<br />S2 = 14360 &nbsp;- &nbsp;5,92<br />S3 = 13970 &nbsp;- &nbsp;5,59<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8709989342771817168?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-3663749654852215962011-09-29T08:50:00.000-07:002011-09-29T08:50:16.408-07:00Max: 15095 - min: 14580 - ultimo: 14990<br /><br />R3 = 15920 &nbsp;- &nbsp;7,19<br />R2 = 15405 &nbsp;- &nbsp;6,75<br />R1 = 15195 &nbsp;- &nbsp;6,55<br /><b>Pivot = 14885 &nbsp;- &nbsp;6,31</b><br />S1 = 14680 &nbsp;- &nbsp;6,11<br />S2 = 14375 &nbsp;- &nbsp;5,87<br />S3 = 13860 &nbsp;- &nbsp;5,43<br /><br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-366374965485221596?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-44409903011031825842011-09-28T10:41:00.000-07:002011-09-28T10:41:14.269-07:00Max: 14915 - Min: 14510 - ultimo: 14725<br /><br />R3 = 15525 &nbsp; - &nbsp;6,89<br />R2 = 15120 &nbsp; - &nbsp;6,53<br />R1 = 14925 &nbsp; - 6,35<br /><b>Pivot = 14720 &nbsp;- 6,17</b><br />S1 = 14520 &nbsp; - &nbsp;5,98<br />S2 = 14310 &nbsp; - &nbsp;5,80<br />S1 = 13905 &nbsp; - &nbsp;5,45<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4440990301103182584?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-71629261417954488682011-09-27T09:54:00.000-07:002011-09-27T09:54:45.903-07:00Max: 14760 - Min: 14265 - ultimo: 14730<br /><br />R3 = 15575 &nbsp;- &nbsp;6.95<br />R2 = 15080 &nbsp;- &nbsp;6,50<br />R1 = 14905 &nbsp;- &nbsp;6,33<br /><b>Pivot = 14585 &nbsp;- &nbsp;6,05</b><br />S1 = 14410 &nbsp;- &nbsp;5,88<br />S2 = 14090 &nbsp;- 5,60<br />S3 = 13595 &nbsp;- 5,15<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7162926141795448868?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-78055852673856129332011-09-26T09:21:00.000-07:002011-09-26T09:21:30.510-07:00Max 14265 - min 13350 - ultimo 14045<br /><br />R3 = 15715 &nbsp; &nbsp; - &nbsp;6,995<br />R2 = 14800 &nbsp; &nbsp; - &nbsp;6,27<br />R1 = 14425 &nbsp; &nbsp; - &nbsp;5,975<br /><b>Pivot = 13885 &nbsp; &nbsp;- 5,545</b><br />S1 = 13510 &nbsp; &nbsp; - &nbsp;5,25<br />S2 = 12970 &nbsp; &nbsp; - &nbsp;4,82 &nbsp;<span class="Apple-style-span" style="color: red;"> ( **) &nbsp;qua si arriva !</span><br />S3 = 12055 &nbsp; &nbsp; - &nbsp;4,10<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7805585267385612933?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-86142030334657396652011-09-23T08:43:00.000-07:002011-09-23T08:43:54.594-07:00max 13675 - min 13020 - ultimo 13545<br /><br />R3 = 14735 &nbsp;- &nbsp;6,20<br />R2 = 14080 &nbsp; - 5,70<br />R1 = 13825 &nbsp; - 5,52 <br />Pivot = 13425 &nbsp;- &nbsp;5,21<br />S1 = 13170 &nbsp; - 5,03<br />S2 = 12720 &nbsp; - 4,72<br />S3 = 12115 &nbsp; - 4,23<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8614203033465739665?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-44375801645890100152011-09-22T09:48:00.000-07:002011-09-22T09:48:38.436-07:00e ci siamo arrivato allora.....<br /><br />max 13810 - min 13395 - ultimo 13435&nbsp;&nbsp; MENO 4.52<br /><br />R3 = 143745 -&nbsp; 6.41<br />R2 = 13960&nbsp;&nbsp; -&nbsp; 5.895<br />R1 = 13700&nbsp;&nbsp;&nbsp;-&nbsp; 5.57<br /><strong>Pivot = 13545&nbsp; -&nbsp; 5.375</strong><br />S1 = 13285&nbsp;&nbsp; -&nbsp; 5.055<br />S2 = 13130&nbsp;&nbsp; -&nbsp; 4.865<br /><span style="color: red;"><strong>S3 = 12715&nbsp;&nbsp; -&nbsp; 4.35&nbsp; ( qui saremo a meno 6 )</strong></span><br /><br />Buon divertimento<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4437580164589010015?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-51412247041740173212011-09-22T03:35:00.000-07:002011-09-22T03:35:45.129-07:00Max 14465 - min 14040 - ultimo 14110<br /><br />R3 = 15055<br />R2 = 14630<br />R1 = 14370<br />Pivot = 14205<br />S1 = 13945<br />S2 = 13780<br />S3 = 13355<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5141224704174017321?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-5031463047497816272011-09-20T12:15:00.000-07:002011-09-20T12:45:14.473-07:00<span><span></span></span>max 14305 - min 13815 - ultimo 14275<div><br /></div><div>R3 = 15110<span class="Apple-tab-span" style="white-space:pre"> </span>6,675</div><div>R2 = 14620<span class="Apple-tab-span" style="white-space:pre"> </span>6,205</div><div>R1 = 14445<span class="Apple-tab-span" style="white-space:pre"> </span>6,040</div><div><b>Pivot = 14130<span class="Apple-tab-span" style="white-space:pre"> </span>5,735</b></div><div>S1 = 13960<span class="Apple-tab-span" style="white-space:pre"> </span>5,570</div><div>S2 = 13640<span class="Apple-tab-span" style="white-space:pre"> </span>5,265</div><div>S3 = 13150<span class="Apple-tab-span" style="white-space:pre"> </span>4,795</div><div><br /></div><div><br /></div><div><img src="http://3.bp.blogspot.com/-fzM3LvRlbR0/Tnjs__-Fl3I/AAAAAAAABR8/u1WNgN-o4fQ/s400/20settembre2011.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5654529916411418482" style="cursor: pointer; width: 400px; height: 213px; " /></div><div></div><span><span><br /></span></span><div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-503146304749781627?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-78616516116235104412011-09-19T10:20:00.000-07:002011-09-19T10:24:47.350-07:00Max 14360 - min 13925 - ultimo 14065<div><br /></div><div>R3 = 14980<span class="Apple-tab-span" style="white-space:pre"> </span>6,50</div><div>R2 = 14545<span class="Apple-tab-span" style="white-space:pre"> </span>6,125</div><div>R1 = 14295<span class="Apple-tab-span" style="white-space:pre"> </span>5,92</div><div><b>Pivot = 14110<span class="Apple-tab-span" style="white-space:pre"> </span>5,75</b></div><div>S1 = 13860<span class="Apple-tab-span" style="white-space:pre"> </span>5,545</div><div>S2 = 13675<span class="Apple-tab-span" style="white-space:pre"> </span>5,375</div><div><span class="Apple-style-span" ><i><b>S3 = 13240<span class="Apple-tab-span" style="white-space:pre"> </span>5,005 molto probabile</b></i></span></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7861651611623510441?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-50574092013878983772011-09-16T10:49:00.001-07:002011-09-16T10:57:38.851-07:00max: 14775 - min: 14330 - ultimo: 14420<div><br /></div><div>R3 = 15400</div><div>R2 = 14950</div><div>R1 = 14685</div><div><b>Pivot = 14510</b></div><div>S1 = 14240</div><div>S2 = 14065</div><div>S3 = 13620</div><div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5057409201387898377?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-58676902054517512712011-09-15T08:50:00.000-07:002011-09-15T11:44:40.000-07:00Max: 14665 - min: 14025 - ultimo: 14510<div><br /></div><div>R3 = 15680</div><div>R2 = 15040</div><div>R1 = 14775</div><div><b>Pivot = 14400</b></div><div>S1 = 14135</div><div>S2 = 13760</div><div>S3 = 13120</div><div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5867690205451751271?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-59685072001515800882011-09-14T23:18:00.000-07:002011-09-14T23:21:55.511-07:00MAX: 14165 - MIN: 13540 - ULTIMO: 14115<br /><br />R3 = 15190<br />R2 = 14565<br />R1 = 14340<br /><span style="font-weight: bold;">Pivot = 13940</span><br />S1 = 13715<br />S2 = 13315<br />S3 = 12690<br /><br />oggi ultimo giorno del FIB !!!<div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5968507200151580088?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-55343511538231130432011-09-13T09:14:00.000-07:002011-09-13T23:09:41.028-07:00Max 13880 - min: 13185 - ultimo: 13795<div><br /></div><div>R3 = 15010<span class="Apple-tab-span" style="white-space:pre"> </span>R3 = 6,3175</div><div>R2 = 14315<span class="Apple-tab-span" style="white-space:pre"> </span>R2 = 5,785</div><div>R1 = 14055<span class="Apple-tab-span" style="white-space:pre"> </span>R1 = 5,5675</div><div><b>Pivot = 13620<span class="Apple-tab-span" style="white-space:pre"> </span>Pivot = 5,2525</b></div><div>S1 = 13360<span class="Apple-tab-span" style="white-space:pre"> </span>S1 = 5,035</div><div>S2 = 12925<span class="Apple-tab-span" style="white-space:pre"> </span>S2 = 4,72</div><div>S3 = 12230<span class="Apple-tab-span" style="white-space:pre"> </span>S3 = 4,1875</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5534351153823113043?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-55430417407701530382011-09-11T02:38:00.000-07:002011-09-11T02:43:27.994-07:00Max: 14685 - min: 13985 - ultimo: 14040<br /><br />R3 = 15635<br />R2 = 14935<br />R1 = 14485<br />pivot = 14235<br />S1 = 13790<br />S2 = 13535<br />S3 = 12835<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-SOZ0szkJgcg/TmyCMpeZQDI/AAAAAAAABRk/Qqd6axUpH7M/s1600/Schermata%2B09-2455816%2Balle%2B11.31.54.png"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 479px; height: 299px;" src="http://2.bp.blogspot.com/-SOZ0szkJgcg/TmyCMpeZQDI/AAAAAAAABRk/Qqd6axUpH7M/s320/Schermata%2B09-2455816%2Balle%2B11.31.54.png" alt="" id="BLOGGER_PHOTO_ID_5651034786246508594" border="0" /></a><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-5543041740770153038?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-32229187920981719892011-09-08T09:03:00.000-07:002011-09-08T09:07:04.786-07:00Max: 14920 - min: 14530 - ultimo: 14730<div><br /></div><div>R3 = 15505</div><div>R2 = 15115</div><div>R1 = 14925</div><div><b>Pivot = 14725</b></div><div>S1 = 14535</div><div>S2 = 14335</div><div>S3 = 13945</div><div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3222918792098171989?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-17178279305404723952011-09-07T09:18:00.000-07:002011-09-07T09:20:31.494-07:00Max 14650 - min: 14315 - ultimo: 14610<div><br /></div><div>R3 = 15145</div><div>R2 = 14840</div><div>R1 = 14725</div><div><b>Pivot = 14535</b></div><div>S1 = 14420</div><div>S2 = 14230</div><div>S3 = 13925</div><div><br /></div><div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1717827930540472395?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-19902899308836459582011-09-06T09:54:00.000-07:002011-09-06T09:58:01.122-07:00Max 24495 ( PP) - min: 13825 (S2) ultimo: 14045 (S1)<div><i><span class="Apple-style-span" >praticamente centrati in particolar modo il minimo</span></i></div><div><br /></div><div>R3 = 15460</div><div>R2 = 14790</div><div>R1 = 14420</div><div><b>Pivot = 14120</b></div><div>S1 = 13750</div><div>S2 = 13450</div><div>S3 = 12780</div><div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1990289930883645958?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-63177339539474378432011-09-06T00:11:00.000-07:002011-09-06T00:12:38.690-07:00Max: 14840 - Min: 14210 - ultimo: 14315<div><br /></div><div>R3 = 15715</div><div>R2 = 15085</div><div>R1 = 14700</div><div><b>Pivot = 14455</b></div><div>S1 = 14070</div><div>S2 = 13825</div><div>S3 = 13195</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-6317733953947437843?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-77715047756848935442011-09-04T23:40:00.000-07:002011-09-04T23:42:15.786-07:00Max: 15745 - Min: 15030 - Ultimo: 15110<div> <br /></div><div>R3 = 16095</div><div>r2 = 15650</div><div>R1 = 15380</div><div><b>Pivot = 15205</b></div><div>S1 = 14935</div><div>S2 = 14760</div><div>S3 = 14315</div><div> <br /></div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7771504775684893544?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-20044475386315546312011-09-01T08:43:00.000-07:002011-09-01T08:46:23.847-07:00Max: 15765 - min: 15350 - ultimo: 15675<div> <br /></div><div>R3 = 16425</div><div>R2 = 16010</div><div>R1 = 15845</div><div><b>Pivot = 15595</b></div><div>S1 = 15430</div><div>S2 = 15180</div><div>S3 = 14765</div><div> <br /></div><div>p.s. x chi sa..... </div><div> <br /></div><div>prima vieni a leggere i pivot e poi ti pavoneggi... :-)</div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-2004447538631554631?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-78313282804853342522011-09-01T05:27:00.000-07:002011-09-01T05:29:51.712-07:00Max: 15620 - min: 15085 - ultimo: 15545<div> <br /></div><div>R3 = 16485</div><div>R2 = 15950</div><div>R1 = 15750</div><div><b>Pivot = 15420</b></div><div>S1 = 15215</div><div>S2 = 14880</div><div>S3 = 14345</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-7831328280485334252?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-43954997849991134952011-08-31T00:11:00.000-07:002011-08-31T00:12:51.183-07:00Max: 15290 - min: 14965 - ultimo: 15145 <br /> <br />R3 = 15785 <br />R2 = 15455 <br />R1 = 15300 <br /><strong>Pivot = 15135</strong> <br />S1 = 14975 <br />S2 = 14810 <br />S3 = 14485 <br /><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4395499784999113495?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-9621025597572008862011-08-30T02:10:00.000-07:002011-08-30T02:12:07.378-07:00Max 15240 - min: 14920 - ultimo: 15130<div> <br /></div><div>R3 = 15735</div><div>R2 = 15415</div><div>R1 = 15275</div><div><b>Pivot = 15095</b></div><div>S1 = 14955</div><div>S2 = 14775</div><div>S3 = 14455</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-962102559757200886?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-30168053824031913732011-08-26T08:57:00.000-07:002011-08-29T00:16:38.271-07:00Max: 15045 - min: 14460 - ultimo: 14845<div> <br /></div><div>R3 = 15955</div><div>R2 = 15370</div><div>R1 = 15105</div><div><b>Pivot = 14785</b></div><div>S1 = 14520</div><div>S2 = 14200</div><div>S3 = 13615</div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3016805382403191373?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-47142653676181400772011-08-25T08:49:00.000-07:002011-08-25T08:52:10.698-07:00Fib Settembre<div>max: 15400 - min: 14830 - ultimo: 14935</div><div> <br /></div><div>R3 = 16195</div><div>R2 = 15625</div><div>R1 = 15280</div><div><b>Pivot = 15055</b></div><div>S1 = 14710</div><div>S2 = 14485</div><div>S3 = 13915</div><div> <br /></div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4714265367618140077?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-83175640813218136522011-08-24T09:10:00.000-07:002011-08-24T09:12:36.124-07:00FIB settembre<div> <br /></div><div>Max: 15175 - Min: 14700 - ultimo: 14940</div><div> <br /></div><div>R3 = 15885</div><div>R2 = 15415</div><div>R1 = 15175</div><div><b>Pivot = 14940</b></div><div>S1 = 14700</div><div>S2 = 14465</div><div>S3 = 13990</div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8317564081321813652?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-6370207428264612142011-08-23T08:51:00.000-07:002011-08-23T08:54:17.183-07:00FIB Settembre<div> <br /></div><div>Max: 15225 - min: 14555 - ultimo: 14800</div><div> <br /></div><div>R3 = 16200</div><div>R2 = 15530</div><div>R1 = 15165</div><div>Pivot = 14860</div><div>S1 = 14495</div><div>S2 = 14190</div><div>S3 = 13520</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-637020742826461214?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-86053954003678242972011-08-22T09:26:00.001-07:002011-08-22T09:27:50.029-07:00FIB Settembre<div> <br /></div><div>max: 15255 min: 14440 ultimo: 14900</div><div> <br /></div><div>R3 = 16495</div><div>R2 = 15680</div><div>R1 = 15290</div><div>Pivot = 14865</div><div>S1 = 14475</div><div>S2 = 14050</div><div>S3 = 13235</div><div> <br /></div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8605395400367824297?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-32243733415591632862011-08-21T06:31:00.000-07:002011-08-21T06:36:13.852-07:00FIB settembre max 14940, min. 14430 ultimo. 14570<div> <br /></div><div>R3 = 15666</div><div>R2 = 15155</div><div>R1 = 14865</div><div>Pivot = 14645</div><div>S1 = 14355</div><div>S2 = 14135</div><div>S3 = 13625</div><div> <br /></div><div>Galliano</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-3224373341559163286?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-25315367172536494562011-08-18T11:15:00.000-07:002011-08-18T11:19:29.618-07:00Altra batosta, ma prima o poi dovranno ricoprirsi<div> <br /></div><div>FIB settembre max 15785 min, 14865 , chiusura 15035</div><div> <br /></div><div>R3 = 17065</div><div>R2 = 16150</div><div>R1 = 15590</div><div><b>Pivot = 15230</b> ( S2 di oggi)</div><div>S1 = 14670</div><div>S2 = 14310</div><div>S3 = 13390</div><div> <br /></div><div>Galliano</div><div> <br /></div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-2531536717253649456?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-49453715094514674672011-08-17T08:46:00.000-07:002011-08-17T08:50:23.490-07:00R3 = 16920<div>R2 = 16360</div><div>R1 = 16120</div><div><b>Pivot = 15800</b></div><div>S1 = 15560</div><div>S2 = 15240</div><div>S3 = 14680</div><div> <br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-4945371509451467467?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-84284650386215433872011-08-16T13:55:00.000-07:002011-08-16T13:57:07.964-07:00Pivot x 17 agosto<div> <br /></div><div>R3= 16530</div><div>R2 = 16090</div><div>R1 = 15925</div><div><b><span class="Apple-style-span" >Pivot = 15650</span></b></div><div>S1 = 15485</div><div>S2 = 15210</div><div>S3 = 14770</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-8428465038621543387?l=luisetto.blogspot.com' alt='' /></div>Gallianohttp://www.blogger.com/profile/03989440581419485389noreply@blogger.com0tag:blogger.com,1999:blog-7188673163803317029.post-14059323482099821122011-08-15T01:05:00.000-07:002011-08-15T01:11:00.561-07:00<b><span class="Apple-style-span" >Pivot x 16 agosto</span></b><div> <br /></div><div>FIB<span class="Apple-tab-span" style="white-space:pre"> </span>Leverage</div><div>R3 = 17815<span class="Apple-tab-span" style="white-space:pre"> </span>9,02</div><div>R2 = 16685<span class="Apple-tab-span" style="white-space:pre"> </span>8,025</div><div>R1 = 16245<span class="Apple-tab-span" style="white-space:pre"> </span>7,65</div><div><b>Pivot = 15555<span class="Apple-tab-span" style="white-space:pre"> <span class="Apple-tab-span" style="white-space:pre"> </span></span>7,03</b></div><div>S1 = 15115<span class="Apple-tab-span" style="white-space:pre"> </span>6,655</div><div>S2 = 14425<span class="Apple-tab-span" style="white-space:pre"> </span>6,035</div><div>S3 = 13300<span class="Apple-tab-span" style="white-space:pre"> </span>5,04</div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7188673163803317029-1405932348209982112?l=luisetto.blogspot.com' alt='' /></div>