<?xml version="1.0" encoding="utf-8"?><rss xmlns:a10="http://www.w3.org/2005/Atom" version="2.0"><channel><title>Flavia Frabetti � Avvisi</title><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/</link><description /><language>it-IT</language><copyright>� Copyright 2004-2026 - Universit� di Bologna</copyright><a10:link rel="self" type="application/rss+xml" href="https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/rss" /><item><guid isPermaLink="false">bb261350</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/bb261350</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 26-01-2026</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 26 gennaio 2026, sono stati pubblicati sulla piattaforma Virtuale nel materiale del CI dell'aa 2025-26 ed anche nel materiale dell'aa 2024-25, se non fosse a voi visibile potrete scrivere una email di richiesta esiti alla sottoscritta Prof.ssa Frabetti.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purché sia relativa ad un solo modulo dei tre del C.I.. &lt;/strong&gt;&lt;span style="text-decoration: underline;"&gt;Gli studenti che abbiano, sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente &lt;em&gt;RIPETERE &lt;/em&gt;uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo (riportato nella colonna VOTO) potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo.&lt;/p&gt;
&lt;p&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;OGGETTO: Verbalizzazione Sc. Biologiche&lt;/p&gt;
&lt;p&gt;Testo: La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Mon, 02 Feb 2026 16:06:34 +0100</pubDate><a10:updated>2026-02-02T16:06:34+01:00</a10:updated></item><item><guid isPermaLink="false">b19966f7</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/b19966f7</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 12-01-2026</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 12 gennaio 2026, sono stati pubblicati sulla piattaforma Virtuale nel materiale del CI dell'aa 2025-26, se non fosse a voi visibile potrete scrivere una email di richiesta esiti alla sottoscritta Prof.ssa Frabetti.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purché sia relativa ad un solo modulo dei tre del C.I.. Gli studenti che abbiano, sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente &lt;em&gt;RIPETERE &lt;/em&gt;uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo (riportato nella colonna VOTO) potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo.&lt;/p&gt;
&lt;p&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;OGGETTO&lt;/strong&gt;: Verbalizzazione Sc. Biologiche&lt;/p&gt;
&lt;p&gt;Testo: La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Mon, 19 Jan 2026 22:39:48 +0100</pubDate><a10:updated>2026-01-19T22:39:48+01:00</a10:updated></item><item><guid isPermaLink="false">9015f3dd</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/9015f3dd</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 17-12-2025</title><description>&lt;p&gt;Gli esiti dell'appello del CI di &lt;strong&gt;Sc.Biologiche&lt;/strong&gt; del giorno 17 dicembre 2025, sono stati pubblicati sulla piattaforma Virtuale nel materiale del CI dell'aa 2024-25, se non fosse a voi visibile potrete scivere una email di richiesta esiti alla sottoscritta Prof.ssa Frabetti.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con&lt;strong&gt; &lt;em&gt;ins&lt;/em&gt;&lt;/strong&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;&lt;strong&gt;31&lt;/strong&gt;&lt;/em&gt;). La valutazione &lt;em&gt;&lt;strong&gt;lt;18&lt;/strong&gt;&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione &lt;strong&gt;che può essere messa in media ponderata con gli altri esiti purché sia relativa ad un solo modulo dei tre del C.I.. &lt;/strong&gt;&lt;span style="text-decoration: underline;"&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente &lt;em&gt;RIPETERE &lt;/em&gt;uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante: &lt;/strong&gt;la verbalizzazione del voto complessivo (riportato nella colonna VOTO) potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo.&lt;/p&gt;
&lt;p&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;OGGETTO: Verbalizzazione Sc. Biologiche&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Testo:&lt;/strong&gt; La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Tue, 23 Dec 2025 13:30:53 +0100</pubDate><a10:updated>2025-12-23T13:30:53+01:00</a10:updated></item><item><guid isPermaLink="false">8bfacd15</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/8bfacd15</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 29-09-2025</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 29 settembre 2025, sono stati pubblicati sulla piattaforma Virtuale nel materiale del CI dell'aa 2024-25, se non fosse a voi visibile potrete scivere una email di richiesta esiti alla sottoscritta Prof.ssa Frabetti.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;&lt;strong&gt;ins&lt;/strong&gt;&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;&lt;strong&gt;31&lt;/strong&gt;&lt;/em&gt;). La valutazione &lt;em&gt;&lt;strong&gt;lt;18&lt;/strong&gt;&lt;/em&gt; indica una valutazione ai limiti della sufficienza, &lt;strong&gt;valutazione che può essere messa in media ponderata con gli altri esiti purché sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente &lt;em&gt;&lt;strong&gt;RIPETERE &lt;/strong&gt;&lt;/em&gt;uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante: la verbalizzazione del voto complessivo (riportato nella colonna VOTO) potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;OGGETTO: Verbalizzazione Sc. Biologiche&lt;/p&gt;
&lt;p&gt;Testo: La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Wed, 01 Oct 2025 15:30:06 +0200</pubDate><a10:updated>2025-10-01T15:30:06+02:00</a10:updated></item><item><guid isPermaLink="false">c9bc82ec</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c9bc82ec</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 12-09-2025</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 12 settembre 2025, sono stati pubblicati sulla piattaforma Virtuale nel materiale del CI dell'aa 2024-25, se non fosse a voi visibile potrete scivere una email di richiesta esiti alla sottoscritta Prof.ssa Frabetti.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;&lt;strong&gt;ins&lt;/strong&gt;&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;&lt;strong&gt;31&lt;/strong&gt;&lt;/em&gt;). La valutazione &lt;em&gt;&lt;strong&gt;lt;18&lt;/strong&gt;&lt;/em&gt; indica una valutazione ai limiti della sufficienza, &lt;strong&gt;valutazione che può essere messa in media ponderata con gli altri esiti purché sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente &lt;strong&gt;&lt;em&gt;RIPETERE &lt;/em&gt;&lt;/strong&gt;uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;Importante:&lt;/span&gt;&lt;/strong&gt; &lt;strong&gt;la verbalizzazione del voto complessivo (riportato nella colonna VOTO) potrà essere fatta solo&lt;/strong&gt; a completamento dei tre moduli del CI, e &lt;strong&gt;previa formale accettazione dell'esito complessivo.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una &lt;strong&gt;email di consenso&lt;/strong&gt; con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;OGGETTO: Verbalizzazione Sc. Biologiche&lt;/p&gt;
&lt;p&gt;Testo: La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Mon, 15 Sep 2025 09:34:15 +0200</pubDate><a10:updated>2025-09-15T09:34:15+02:00</a10:updated></item><item><guid isPermaLink="false">81beae0d</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/81beae0d</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 25-07-2025</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 25 luglio 2025, sono stati inviati alle vostre e-mail istituzionali poiché la piattaforma Virtuale in questi giorni sta subendo un aggiornamento.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;&lt;strong&gt;ins&lt;/strong&gt;&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;&lt;strong&gt;31&lt;/strong&gt;&lt;/em&gt;). La valutazione &lt;em&gt;&lt;strong&gt;lt;18&lt;/strong&gt;&lt;/em&gt; indica una valutazione ai limiti della sufficienza, &lt;strong&gt;valutazione che può essere messa in media ponderata con gli altri esiti purché sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; &lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo (riportato nella colonna VOTO) potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo.&lt;/p&gt;
&lt;p&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;OGGETTO&lt;/strong&gt;: Verbalizzazione Sc. Biologiche&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Testo&lt;/strong&gt;: La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Tue, 29 Jul 2025 21:41:58 +0200</pubDate><a10:updated>2025-07-29T21:41:58+02:00</a10:updated></item><item><guid isPermaLink="false">49843f90</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/49843f90</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 11-07-2025</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 11 luglio 2025, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi fosse degli anni precedenti al primo può scrivere alla sottoscritta per avere l'esito.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti&lt;strong&gt; purchè sia relativa ad un solo modulo dei tre del C.I.&lt;/strong&gt;. &lt;strong&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si invitano caldamente gli studenti risultati insufficienti a chiedere ai docenti del modulo un ricevimento, per meglio comprendere gli elementi errati nel compito.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante&lt;/strong&gt;: la verbalizzazione del voto complessivo (riportato nella colonna &lt;strong&gt;VOTO&lt;/strong&gt;) potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;OGGETTO: Verbalizzazione Sc. Biologiche&lt;/p&gt;
&lt;p&gt;Testo: La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Wed, 16 Jul 2025 16:42:19 +0200</pubDate><a10:updated>2025-07-16T16:42:19+02:00</a10:updated></item><item><guid isPermaLink="false">d1499fcf</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d1499fcf</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 30-05-2025</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 30 maggio 2025, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi fosse degli anni precedenti al primo può scrivere alla sottoscritta per avere l'esito.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti &lt;strong&gt;purchè sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; &lt;span style="text-decoration: underline;"&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Si invitano caldamente gli studenti risultati insufficienti a chiedere ai docenti del modulo un ricevimento, per meglio comprendere gli elementi errati nel compito.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la verbalizzazione del voto complessivo (riportato nella colonna &lt;strong&gt;VOTO&lt;/strong&gt;) potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;OGGETTO: Verbalizzazione Sc. Biologiche &lt;/p&gt;
&lt;p&gt;Testo: La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Thu, 05 Jun 2025 20:06:44 +0200</pubDate><a10:updated>2025-06-05T20:06:44+02:00</a10:updated></item><item><guid isPermaLink="false">482e6d27</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/482e6d27</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 28-01-2025</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 28 gennaio 2025, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi fosse degli anni precedenti al primo può scrivere alla sottoscritta per avere l'esito.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/p&gt;
&lt;p&gt;Si invitano caldamente gli studenti risultati insufficienti a chiedere ai docenti del modulo un ricevimento, per meglio comprendere gli elementi errati nel compito.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Importante: &lt;strong&gt;la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI,&lt;/strong&gt; &lt;strong&gt;e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto)&lt;/strong&gt;. Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti &lt;strong&gt;solo se lo studente, manderà una email di consenso &lt;/strong&gt;con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Mon, 03 Feb 2025 19:02:48 +0100</pubDate><a10:updated>2025-02-03T19:02:48+01:00</a10:updated></item><item><guid isPermaLink="false">fbcc8bac</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/fbcc8bac</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 14-01-2025</title><description>&lt;p&gt;Gli esiti dell'appello del &lt;strong&gt;CI di Sc.Biologiche&lt;/strong&gt; del giorno &lt;strong&gt;14 gennaio 2025&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi fosse degli anni precedenti al primo può scrivere alla sottoscritta per avere l'esito.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le &lt;strong&gt;non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) &lt;/strong&gt;o le valutazioni a cui è attribuita &lt;strong&gt;la lode (indicate con &lt;em&gt;31&lt;/em&gt;)&lt;/strong&gt;. La &lt;strong&gt;valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza&lt;/strong&gt;, &lt;strong&gt;valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.. &lt;/strong&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/p&gt;
&lt;p&gt;Si invitano caldamente gli studenti risultati insufficienti a chiedere ai docenti del modulo un ricevimento, per meglio comprendere gli elementi errati nel compito.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Si ricorda che gli studenti gravati di OFA immatricolati nell'anno aa 2023-24 debbono completare e quindi verbalizzare l'esame di Sc. Biologiche entro e non oltre gennaio 2025, altrimenti saranno indicati, da marzo 2025, come ripetenti senza poter sostenere gli esami del II anno. L'unico appello utile è il prossimo del 28 gennaio.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e &lt;strong&gt;previa formale accettazione dell'esito complessivo&lt;/strong&gt; (vedi in ultima colonna, VOTO in grassetto). &lt;strong&gt;Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso&lt;/strong&gt; con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Chi avesse un voto utile alla verbalizzazione e volesse migliorare l'esito dovrà comunque comunicarlo alla Prof.ssa Frabetti via email.&lt;/p&gt;</description><pubDate>Sun, 19 Jan 2025 08:48:02 +0100</pubDate><a10:updated>2025-01-19T08:50:19+01:00</a10:updated></item><item><guid isPermaLink="false">ded75e58</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/ded75e58</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 12-12-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 12 dicembre 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi fosse degli anni precedenti al primo può anche scrivere alla sottoscritta per avere l'esito.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; &lt;strong&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/strong&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Si ricorda che gli studenti gravati di OFA immatricolati nell'anno aa 2023-24 debbono completare e quindi verbalizzare l'esame di Sc. Biologiche entro e non oltre gennaio 2025, altrimenti saranno indicati, da marzo 2025, come ripetenti senza poter sostenere gli esami del II anno.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Tue, 17 Dec 2024 17:02:26 +0100</pubDate><a10:updated>2024-12-17T17:02:26+01:00</a10:updated></item><item><guid isPermaLink="false">bdae8014</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/bdae8014</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 23-09-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 23 settembre 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi fosse degli anni precedenti al primo può anche scrivere alla sottoscritta per avere l'esito.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.. &lt;strong&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Si ricorda che gli &lt;strong&gt;studenti gravati di OFA&lt;/strong&gt; immatricolati nell'anno aa 2023-24 debbono completare e quindi verbalizzare l'esame di Sc. Biologiche &lt;strong&gt;entro e non oltre gennaio 2025&lt;/strong&gt;, altrimenti saranno indicati, da marzo 2025, come ripetenti senza poter sostenere gli esami del II anno.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 27 Sep 2024 15:26:09 +0200</pubDate><a10:updated>2024-09-27T15:26:09+02:00</a10:updated></item><item><guid isPermaLink="false">e1d5942f</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/e1d5942f</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 09-09-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 9 settembre 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.. Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/strong&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Si ricorda che gli studenti gravati di OFA immatricolati nell'anno aa 2023-24 debbono completare e quindi verbalizzare l'esame di Sc. Biologiche entro e non oltre gennaio 2025, altrimenti saranno indicati da marzo 2025 come ripetenti senza poter sostenere gli esami del II anno.&lt;/p&gt;
&lt;p&gt;Importante: &lt;strong&gt;la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto).&lt;/strong&gt; Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Thu, 12 Sep 2024 13:25:14 +0200</pubDate><a10:updated>2024-09-12T13:25:14+02:00</a10:updated></item><item><guid isPermaLink="false">d0576cd6</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d0576cd6</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 15-07-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 15 luglio 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.. Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Si ricorda che gli studenti gravati di OFA immatricolati nell'anno aa 2023-24 debbono completare e quindi verbalizzare l'esame di Sc. Biologiche entro e non oltre &lt;strong&gt;gennaio 2025&lt;/strong&gt;, altrimenti saranno indicati da marzo 2025 come ripetenti senza poter sostenere gli esami del II anno.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 17 Jul 2024 18:19:05 +0200</pubDate><a10:updated>2024-07-17T18:19:05+02:00</a10:updated></item><item><guid isPermaLink="false">4f763585</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/4f763585</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 1-07-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 1 luglio 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; &lt;strong&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/strong&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;/p&gt;
&lt;p&gt;Si ricorda che gli studenti gravati di OFA immatricolati nell'anno aa 2023-24 debbono completare e quindi verbalizzare l'esame di Sc. Biologiche entro e non oltre gennaio 2025, altrimenti saranno indicati da marzo 2025 come ripetenti senza poter sostenere gli esami del II anno.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la &lt;strong&gt;verbalizzazione del voto complessivo&lt;/strong&gt; potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 05 Jul 2024 15:47:14 +0200</pubDate><a10:updated>2024-07-05T15:47:14+02:00</a10:updated></item><item><guid isPermaLink="false">2b474dbc</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/2b474dbc</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 16-05-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 16 maggio 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, &lt;strong&gt;valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I..&lt;/strong&gt; &lt;span style="text-decoration: underline;"&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/span&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutti i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 24 May 2024 20:06:14 +0200</pubDate><a10:updated>2024-05-24T20:06:14+02:00</a10:updated></item><item><guid isPermaLink="false">967fb305</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/967fb305</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 31-01-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 31 gennaio 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). &lt;strong&gt;La valutazione &lt;em&gt;lt;18&lt;/em&gt;&lt;/strong&gt; indica una valutazione ai limiti della sufficienza, valutazione che &lt;strong&gt;può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.. &lt;/strong&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutti i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa &lt;strong&gt;formale accettazione dell'esito complessivo &lt;/strong&gt;(vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;br /&gt;</description><pubDate>Tue, 06 Feb 2024 17:09:44 +0100</pubDate><a10:updated>2024-02-06T17:09:44+01:00</a10:updated></item><item><guid isPermaLink="false">0e05f56c</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/0e05f56c</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 12-01-24</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 12 gennaio 2024, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.. Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutti i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Wed, 17 Jan 2024 21:38:58 +0100</pubDate><a10:updated>2024-01-17T21:38:58+01:00</a10:updated></item><item><guid isPermaLink="false">6cad35eb</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/6cad35eb</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti prova in itinere 20-12-23</title><description>&lt;p&gt;Gli esiti della &lt;em&gt;Prova in itinere &lt;/em&gt;del CI di Sc.Biologiche del giorno 20 dicembre 2023, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;&lt;strong&gt;ins&lt;/strong&gt;&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;&lt;strong&gt;31&lt;/strong&gt;&lt;/em&gt;). La valutazione &lt;em&gt;&lt;strong&gt;lt;18&lt;/strong&gt;&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.. &lt;span style="text-decoration: underline;"&gt;Gli studenti che abbiano sui moduli del Corso Integrato, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli, a loro scelta e superarlo con votazione piena.&lt;/span&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutti i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e&lt;strong&gt; previa formale accettazione dell'esito complessivo&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;La verbalizzazione di chi avesse già completato l'esame, dovrà essere fatta &lt;strong&gt;collegandosi il giorno 12 gennaio 2024 dalle ore 10.15 all'aula virtuale di Biologia e Genetica accessibile da Virtuale&lt;/strong&gt;, durante il primo appello ordinario &lt;em&gt;oppure&lt;/em&gt; in caso di impossibilità, prendendo appuntamento con la docente Prof.ssa Flavia Frabetti attraverso email; il breve momento di accettazione del voto potrà essere fatto via Teams, previo appuntamento.&lt;br /&gt;
&lt;/p&gt;
&lt;br /&gt;</description><pubDate>Sat, 30 Dec 2023 12:06:46 +0100</pubDate><a10:updated>2023-12-30T12:06:46+01:00</a10:updated></item><item><guid isPermaLink="false">c4d07480</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c4d07480</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 12-12-2023</title><description>&lt;p&gt;li esiti dell'appello del CI di Sc.Biologiche del giorno 12 dicembre 2023, sono stati pubblicati sulla piattaforma Virtuale nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (indicate con 31). La valutazione lt;18 indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata e debitamente considerata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Come indicato anche nel file pubblicato, gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE almeno uno dei due moduli, la scelta di quale modulo è a discrezione dello studente.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si ricrordino le regole di validità annuale di ogni singolo modulo secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto). Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: - La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..." usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Mon, 18 Dec 2023 12:45:50 +0100</pubDate><a10:updated>2023-12-18T12:45:50+01:00</a10:updated></item><item><guid isPermaLink="false">799f2959</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/799f2959</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 25-09-2023</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 25 settembre 2023, sono stati pubblicati sulla piattaforma Virtuale nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (indicate con 31). La valutazione lt;18
indica una valutazione ai limiti della sufficienza, valutazione che può
essere messa in media ponderata e debitamente considerata con gli altri esiti purchè sia relativa
ad un solo modulo dei tre del C.I. &lt;/p&gt;
&lt;p&gt;Gli studenti che abbiano sui 3
moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE
almeno uno dei due moduli, la scelta di quale modulo è a discrezione dello studente.
&lt;/p&gt;
&lt;p&gt;Si ricrordino le regole di validità annuale di ogni singolo modulo
secondo quanto riportato nel foglio informativo allegato agli spazi
virtuali dei docenti e discusso all'inizio del corso.
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la verbalizzazione del voto complessivo
potrà essere fatta &lt;span style="text-decoration: underline;"&gt;solo a completamento dei tre moduli del CI,&lt;/span&gt; e previa
formale accettazione dell'esito complessivo (vedi in ultima colonna,
VOTO in grassetto).
Tale valutazione verrà verbalizzata dalla Prof.ssa Frabetti solo se lo
studente, manderà una email di consenso con il seguente testo a
flavia.frabetti@unibo.it:
- La prego di provvedere alla verbalizzazione del Voto di ...../30 da
me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI
MATRICOLA..."
usando la propria casella @studenti.unibo.it
&lt;/p&gt;</description><pubDate>Fri, 29 Sep 2023 13:54:17 +0200</pubDate><a10:updated>2023-09-29T13:54:41+02:00</a10:updated></item><item><guid isPermaLink="false">567c0c30</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/567c0c30</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 04-09-2023</title><description>&lt;p&gt;Gli esiti dell'appello &lt;em&gt;&lt;/em&gt;del CI di Sc.Biologiche del giorno 4 settmbre 2023, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Si legga con attenzione anche il campo &lt;strong&gt;NOTE&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE almeno uno dei due moduli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Si ricrordino le regole di validità annuale di ogni singolo modulo secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso. &lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto).&lt;/p&gt;
&lt;p&gt;Tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt; Pubblicato il: 04 luglio 2023 &lt;/p&gt;</description><pubDate>Sat, 09 Sep 2023 14:22:00 +0200</pubDate><a10:updated>2023-09-09T14:31:05+02:00</a10:updated></item><item><guid isPermaLink="false">72fcafae</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/72fcafae</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 17-07-23</title><description>&lt;p&gt;Gli esiti dell'appello &lt;em&gt;&lt;/em&gt;del CI di Sc.Biologiche del giorno 17 luglio 2023, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE almeno uno dei due moduli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Si ricrordino le regole di validità annuale di ogni singolo modulo secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso. &lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto).&lt;/p&gt;
&lt;p&gt;Tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt; Pubblicato il: 04 luglio 2023 &lt;/p&gt;</description><pubDate>Thu, 20 Jul 2023 21:19:42 +0200</pubDate><a10:updated>2023-09-09T14:30:30+02:00</a10:updated></item><item><guid isPermaLink="false">628ee00b</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/628ee00b</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 03-07-23</title><description>&lt;p&gt;Gli esiti dell'appello &lt;em&gt;&lt;/em&gt;del CI di Sc.Biologiche del giorno 3 luglio 2023, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE almeno uno dei due moduli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto).&lt;/p&gt;
&lt;p&gt;Tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Tue, 04 Jul 2023 18:39:37 +0200</pubDate><a10:updated>2023-07-04T18:39:37+02:00</a10:updated></item><item><guid isPermaLink="false">8c7bb508</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/8c7bb508</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 26-5-23</title><description>&lt;p&gt;Gli esiti dell'appello &lt;em&gt;&lt;/em&gt;del CI di Sc.Biologiche del giorno 26 maggio 2023, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE almeno uno dei due moduli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte gli altri voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo (vedi in ultima colonna, VOTO in grassetto).&lt;/p&gt;
&lt;p&gt;Tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 31 May 2023 15:10:00 +0200</pubDate><a10:updated>2023-05-31T15:10:00+02:00</a10:updated></item><item><guid isPermaLink="false">f8ef16fb</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/f8ef16fb</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 24-1-23</title><description>&lt;p&gt;Gli esiti dell'appello &lt;em&gt;&lt;/em&gt;del &lt;strong&gt;CI di Sc.Biologiche&lt;/strong&gt; &lt;strong&gt;del giorno 24 gennaio 2023&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE almeno uno dei due moduli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte gli altri voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivo &lt;/strong&gt;&lt;strong&gt; &lt;/strong&gt;(vedi in ultima colonna, VOTO in grassetto). &lt;/p&gt;
&lt;p&gt;Tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 27 Jan 2023 21:21:24 +0100</pubDate><a10:updated>2023-01-27T21:21:24+01:00</a10:updated></item><item><guid isPermaLink="false">dc4e9fd1</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/dc4e9fd1</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti appello del 10-1-23</title><description>&lt;p&gt;Gli esiti dell'appellonbsp;&lt;em&gt;&lt;/em&gt;del &lt;strong&gt;CI di Sc.Biologiche&lt;/strong&gt; &lt;strong&gt;del giorno 10 gennaio 2023&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;em&gt;31&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE almeno uno dei due moduli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte gli altri voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante: la verbalizzazione del voto complessivo potrà essere fatta solo a completamento dei tre moduli del CI, e previa formale accettazione dell'esito complessivonbsp;&lt;/strong&gt;&lt;strong&gt;nbsp;&lt;/strong&gt;&lt;span style="font-size: 12.8px;"&gt;(vedi in ultima colonna, VOTO in grassetto). &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 12.8px;"&gt;Tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Fri, 13 Jan 2023 17:01:44 +0100</pubDate><a10:updated>2023-01-13T17:01:44+01:00</a10:updated></item><item><guid isPermaLink="false">26841fe7</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/26841fe7</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche -esiti prova in itinere 21-12-22</title><description>&lt;em&gt;&lt;/em&gt;
&lt;p&gt;Gli esiti della &lt;em&gt;Prova in itinere &lt;/em&gt;del CI di &lt;strong&gt;Sc.Biologiche&lt;/strong&gt; del giorno &lt;strong&gt;21 dicembre 2021&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, &lt;span style="text-decoration: underline;"&gt;dove scaricavate il materiale didattico&lt;/span&gt;.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;strong&gt;&lt;em&gt;ins&lt;/em&gt;&lt;/strong&gt;) o le valutazioni a cui è attribuita la lode (indicate con &lt;strong&gt;&lt;em&gt;31&lt;/em&gt;&lt;/strong&gt;). La valutazione &lt;strong&gt;&lt;em&gt;lt;18&lt;/em&gt;&lt;/strong&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti purchè sia relativa ad un solo modulo dei tre del C.I. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli. &lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del &lt;strong&gt;voto complessivo&lt;/strong&gt; potrà essere fatta &lt;strong&gt;solo a completamento dei tre moduli del CI,&lt;/strong&gt; e previa formale accettazione dell'esito complessivo. &lt;/p&gt;
&lt;p&gt;La verbalizzazione di chi avesse già completato l'esame, dovrà essere fatta o in presenza il giorno 10 gennaio 2023 dalle ore 9,30 presso l'AULA MAGNA EMATOLOGIA "CHIANTORE" Pad. 8- Ospedale S.Orsola, durante il primo appello ordinario oppure in caso di impossibilità, prendendo appuntamento con la docente Prof.ssa Flavia Frabetti attraverso email. Il breve incontro di accettazione del voto potrà essere fatto anche via Teams, previo appuntamento.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Sat, 31 Dec 2022 18:03:49 +0100</pubDate><a10:updated>2022-12-31T18:03:49+01:00</a10:updated></item><item><guid isPermaLink="false">27bff6a0</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/27bff6a0</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 13-12-2022</title><description>&lt;p&gt;Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 13-12-2022&lt;/p&gt;
&lt;p&gt;Gli esiti dell'Appello del CI di Sc.Biologiche del giorno 13 dicembre 2022, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi non riuscisse ad accedervi può mandare una email di richiesta esiti alla sottoscritta.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti solo qual ora non ci siano altri moduli con valutazione lt;18. Gli studenti che abbiano sui 3 moduli, due o tre valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno o due moduli ottenendo una piena sufficienza per poter verbalizzare l'esito complessivo.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutti i voti hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;Importante: La verbalizzazione del voto complessivo, potrà avvenire solo a completamento dei tre moduli del CI, (vedi in ultima colonna, VOTO in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 16 Dec 2022 16:16:39 +0100</pubDate><a10:updated>2022-12-16T16:16:39+01:00</a10:updated></item><item><guid isPermaLink="false">1a1cc628</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/1a1cc628</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 28-09-2022</title><description>&lt;p&gt;Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 28-09-2022&lt;/p&gt;
&lt;p&gt;Gli esiti dell'Appello del CI di Sc.Biologiche del giorno 28 settembre 2022, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi non riuscisse ad accedervi può mandare una email di richiesta esiti alla sottoscritta.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti solo qual ora non ci siano altri moduli con valutazione lt;18. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli ottenendo una piena sufficienza per poter verbalizzare l'esito complessivo.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;Importante: La verbalizzazione del voto complessivo, potrà avvenire solo a completamento dei tre moduli del CI, (vedi in ultima colonna, VOTO in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Tue, 04 Oct 2022 09:51:19 +0200</pubDate><a10:updated>2022-10-04T09:51:19+02:00</a10:updated></item><item><guid isPermaLink="false">0d011860</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/0d011860</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 09-09-2022</title><description>&lt;p&gt;Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 09-09-2022&lt;/p&gt;
&lt;p&gt;Gli esiti dell'Appello del CI di Sc.Biologiche del giorno 9 settembre 2022, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi non riuscisse ad accedervi può mandare una email di richiesta esiti alla sottoscritta.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti solo qual ora non ci siano altri moduli con valutazione lt;18. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli ottenendo una piena sufficienza per poter verbalizzare l'esito complessivo.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;Importante: La verbalizzazione del voto complessivo, potrà avvenire solo a completamento dei tre moduli del CI, (vedi in ultima colonna, VOTO in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Mon, 12 Sep 2022 15:30:50 +0200</pubDate><a10:updated>2022-09-12T15:30:50+02:00</a10:updated></item><item><guid isPermaLink="false">426139d3</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/426139d3</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 18-07-2022</title><description>&lt;p&gt;Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 18-07-2022&lt;/p&gt;
&lt;p&gt;Gli esiti dell'Appello del CI di Sc.Biologiche del giorno 18 luglio 2022, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi non riuscisse ad accedervi può mandare una email di richiesta esiti alla sottoscritta.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti &lt;span style="text-decoration: underline;"&gt;solo qual ora &lt;/span&gt;non ci siano altri moduli con valutazione lt;18. &lt;span style="text-decoration: underline;"&gt;Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli ottenendo una piena sufficienza per poter verbalizzare l'esito complessivo.&lt;/span&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli di settembre.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: La verbalizzazione del voto complessivo, potrà avvenire solo a completamento dei tre moduli del CI, (vedi in ultima colonna, VOTO in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Tue, 19 Jul 2022 16:06:48 +0200</pubDate><a10:updated>2022-07-19T16:06:48+02:00</a10:updated></item><item><guid isPermaLink="false">bd3ba8df</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/bd3ba8df</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 08-07-2022</title><description>&lt;p&gt;Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 08-07-2022&lt;/p&gt;
&lt;p&gt;Gli esiti dell'Appello del CI di Sc.Biologiche del giorno 8 luglio 2022, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico, chi non riuscisse ad accedervi può mandare una email di richiesta esiti alla sottoscritta.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (31). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti solo qual ora non ci siano altri moduli con valutazione lt;18. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli ottenendo una piena sufficienza per poter verbalizzare l'esito complessivo.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: &lt;strong&gt;La verbalizzazione del voto complessivo&lt;/strong&gt;, &lt;strong&gt;potrà avvenire solo a completamento dei tre moduli del CI&lt;/strong&gt;, (vedi in ultima colonna, VOTO in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Tue, 12 Jul 2022 09:55:59 +0200</pubDate><a10:updated>2022-07-12T09:55:59+02:00</a10:updated></item><item><guid isPermaLink="false">9c09697a</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/9c09697a</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 20-05-2022</title><description>&lt;p&gt;Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 20-05-2022&lt;/p&gt;
&lt;p&gt;Gli esiti dell'Appello del CI di Sc.Biologiche del giorno 20 maggio 2022, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;em&gt;ins&lt;/em&gt;) o le valutazioni a cui è attribuita la lode (31). La valutazione &lt;em&gt;lt;18&lt;/em&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti solo qual ora non ci siano altri moduli con valutazione lt;18. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli ottenendo una piena sufficienza per poter verbalizzare l'esito complessivo.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: La verbalizzazione del voto complessivo, potrà avvenire solo a completamento dei tre moduli del CI, (vedi in ultima colonna, VOTO in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 25 May 2022 16:54:34 +0200</pubDate><a10:updated>2022-05-25T16:54:34+02:00</a10:updated></item><item><guid isPermaLink="false">d2a16b82</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d2a16b82</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 31-01-2022</title><description>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 31-01-2022
&lt;p&gt;Gli esiti dell'Appello del CI di &lt;strong&gt;Sc.Biologiche&lt;/strong&gt; del giorno &lt;strong&gt;31 gennaio 2022&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;strong&gt;&lt;em&gt;ins&lt;/em&gt;&lt;/strong&gt;) o le valutazioni a cui è attribuita la lode (&lt;strong&gt;31&lt;/strong&gt;). La valutazione &lt;strong&gt;&lt;em&gt;lt;18&lt;/em&gt;&lt;/strong&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti qual ora non ci siano altri moduli con valutazione lt;18. Gli studenti che abbiano sui 3 moduli, due valutazioni lt;18 dovranno obbligatoriamente RIPETERE uno dei due moduli ottenendo una piena sufficienza per poter verbalizzare l'esito complessivo.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso. &lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; La &lt;strong&gt;verbalizzazione del voto complessivo&lt;/strong&gt;, &lt;strong&gt;potrà avvenire solo a completamento dei tre moduli&lt;/strong&gt; del CI, (vedi in ultima colonna, &lt;strong&gt;VOTO&lt;/strong&gt; in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà &lt;strong&gt;verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso&lt;/strong&gt; &lt;strong&gt;con il seguente testo&lt;/strong&gt; a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Thu, 03 Feb 2022 20:39:22 +0100</pubDate><a10:updated>2022-02-03T20:39:22+01:00</a10:updated></item><item><guid isPermaLink="false">a5f2fcdd</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/a5f2fcdd</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche - esiti appello 14-01-2022</title><description>&lt;p&gt;Gli esiti dell'Appello del CI di &lt;strong&gt;Sc.Biologiche&lt;/strong&gt; del giorno &lt;strong&gt;14 gennaio 2022&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;strong&gt;&lt;em&gt;ins&lt;/em&gt;&lt;/strong&gt;) o le valutazioni a cui è attribuita la lode (&lt;strong&gt;31&lt;/strong&gt;). La valutazione &lt;strong&gt;&lt;em&gt;lt;18&lt;/em&gt;&lt;/strong&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti qual ora non ci siano altri moduli con valutazione lt;18.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Tutte i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; La &lt;strong&gt;verbalizzazione del voto complessivo&lt;/strong&gt;, &lt;strong&gt;potrà avvenire solo a completamento dei tre moduli&lt;/strong&gt; del CI, (vedi in ultima colonna, &lt;strong&gt;VOTO&lt;/strong&gt; in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà &lt;strong&gt;verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso&lt;/strong&gt; &lt;strong&gt;con il seguente testo&lt;/strong&gt; a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 19 Jan 2022 11:08:08 +0100</pubDate><a10:updated>2022-01-19T11:10:17+01:00</a10:updated></item><item><guid isPermaLink="false">d2d56275</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d2d56275</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche Genetica Medica -esiti prova in itinere 10-01-2022</title><description>&lt;p&gt;Gli esiti della &lt;em&gt;Prova in itinere di Genetica Medicanbsp;&lt;/em&gt;del CI di &lt;strong&gt;Sc.Biologiche&lt;/strong&gt; del giorno &lt;strong&gt;10 gennaio 2022&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;strong&gt;&lt;em&gt;ins&lt;/em&gt;&lt;/strong&gt;) o le valutazioni a cui è attribuita la lode (&lt;strong&gt;31&lt;/strong&gt;). La valutazione &lt;strong&gt;&lt;em&gt;lt;18&lt;/em&gt;&lt;/strong&gt; indica una valutazione ai limiti della sufficienza, valutazione che può essere messa in media ponderata con gli altri esiti.&lt;/p&gt;
&lt;p&gt;Tutte i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt;nbsp;Lanbsp;&lt;strong&gt;verbalizzazione del voto complessivo&lt;/strong&gt;, &lt;strong&gt;potrà avvenire &lt;span style="text-decoration: underline;"&gt;solo a completamento dei tre moduli&lt;/span&gt;&lt;/strong&gt; del CI, (vedinbsp;in ultima colonna,nbsp;&lt;strong&gt;VOTO&lt;/strong&gt;nbsp; in grassetto); tale valutazione, ottenuta dalla media ponderata degli esiti su TUTTI i moduli, verrà &lt;strong&gt;verbalizzata dalla Prof.ssa Frabetti solo se lo studente, manderà una email di consenso&lt;/strong&gt; &lt;strong&gt;con il seguente testo&lt;/strong&gt; a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Thu, 13 Jan 2022 11:25:31 +0100</pubDate><a10:updated>2022-01-13T11:25:31+01:00</a10:updated></item><item><guid isPermaLink="false">439bcee5</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/439bcee5</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti prova in itinere 22-12-2021</title><description>&lt;p&gt;Gli esiti della &lt;em&gt;Prova in itinere &lt;/em&gt;del CI di &lt;strong&gt;Sc.Biologiche&lt;/strong&gt; del giorno &lt;strong&gt;22 dicembre 2021&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con &lt;strong&gt;&lt;em&gt;ins&lt;/em&gt;&lt;/strong&gt;) o le valutazioni a cui è attribuita la lode. La valutazione &lt;strong&gt;&lt;em&gt;lt;18&lt;/em&gt;&lt;/strong&gt; indica una valutazione ai limiti della sufficienza,nbsp;&lt;span style="font-size: 12.8px;"&gt;valutazione che può esserenbsp;&lt;/span&gt;&lt;span style="font-size: 12.8px;"&gt;messa in media ponderata con gli altri esiti.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Tutte i voti riportati possono essere mantenuti e messi in media con i moduli mancanti sostenuti nei prossimi appelli ed hanno validità annuale secondo quanto riportato nel foglio informativo allegato agli spazi virtuali dei docenti e discusso all'inizio del corso.&lt;/p&gt;
&lt;p&gt;I moduli ancora da sostenere o risultati insufficienti potranno essere utilmente sostenuti nei prossimi appelli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione del &lt;strong&gt;voto complessivo&lt;/strong&gt; potrà essere fattanbsp;&lt;strong&gt;solo a completamento dei tre moduli del CI,&lt;/strong&gt;nbsp;e previa formale accettazione dell'esito complessivo. &lt;/p&gt;</description><pubDate>Tue, 04 Jan 2022 14:31:45 +0100</pubDate><a10:updated>2022-01-04T14:31:45+01:00</a10:updated></item><item><guid isPermaLink="false">810f7c1e</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/810f7c1e</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 10 dicembre 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 10 dicembre 2021, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti, non del I anno, non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica una valutazione ai limiti della sufficienza.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli prossimi ricordando le regole dette e ponendo attenzione agli esiti pregressi la cui validità è annuale.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: per la verbalizzazione del voto complessivo, solo a completamento dei tre moduli del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Thu, 16 Dec 2021 17:05:27 +0100</pubDate><a10:updated>2021-12-16T17:05:27+01:00</a10:updated></item><item><guid isPermaLink="false">faa09ca8</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/faa09ca8</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 24 settembre 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 24 settembre 2021, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti, non del I anno, non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica una valutazione ai limiti della sufficienza.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli prossimi ricordando le regole dette e ponendo attenzione agli esiti pregressi la cui validità è annuale.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: per la verbalizzazione del voto complessivo, solo a completamento dei tre moduli del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 29 Sep 2021 16:18:22 +0200</pubDate><a10:updated>2021-09-29T16:18:22+02:00</a10:updated></item><item><guid isPermaLink="false">a37ec0b8</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/a37ec0b8</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 10 settembre 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 10 settembre 2021, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti, non del I anno, non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica una valutazione ai limiti della sufficienza.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli prossimi ricordando le regole dette e ponendo attenzione agli esiti pregressi la cui validità è annuale.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: per la verbalizzazione del voto complessivo, solo a completamento dei tre moduli del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 15 Sep 2021 17:01:07 +0200</pubDate><a10:updated>2021-09-15T17:01:07+02:00</a10:updated></item><item><guid isPermaLink="false">dc193407</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/dc193407</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 19 luglio 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 19 luglio 2021, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti, non del I anno, non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica una valutazione ai limiti della sufficienza.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli prossimi ricordando le regole dette e ponendo attenzione agli esiti pregressi la cui validità è annuale.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: per la verbalizzazione &lt;strong&gt;del voto complessivo,nbsp;&lt;/strong&gt;solo a completamento dei tre moduli del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Thu, 22 Jul 2021 08:45:57 +0200</pubDate><a10:updated>2021-07-22T08:45:57+02:00</a10:updated></item><item><guid isPermaLink="false">b0d24990</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/b0d24990</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 5 luglio 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 5 luglio 2021, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti, non del I anno, non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica una valutazione ai limiti della sufficienza.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli prossimi ricordando le regole dette e ponendo attenzione agli esiti pregressi la cui validità è annuale.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: per la verbalizzazione del voto complessivo &lt;span style="text-decoration: underline;"&gt;solo a completamento dei tre moduli del CI&lt;/span&gt;, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 09 Jul 2021 10:56:19 +0200</pubDate><a10:updated>2021-07-09T10:56:19+02:00</a10:updated></item><item><guid isPermaLink="false">0adcaebf</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/0adcaebf</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 21 maggio 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di Sc.Biologiche del giorno 21 maggio 2021, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti non del I anno non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica il superamento del modulo con valutazione ai limiti della sufficienza, tale esito può essere messo in media con gli altri esiti.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli prossimi ricordando le regole dette.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante&lt;/strong&gt;: per la verbalzzazione del voto complessivo &lt;span style="text-decoration: underline;"&gt;solo a completamento dei tre moduli&lt;/span&gt; del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 28 May 2021 17:28:20 +0200</pubDate><a10:updated>2021-05-28T17:28:20+02:00</a10:updated></item><item><guid isPermaLink="false">f27224b5</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/f27224b5</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 04 febbraio 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di&lt;strong&gt; Sc.Biologiche del giorno 4 febbraio 2021&lt;/strong&gt;, sono stati pubblicati sulla piattaforma &lt;em&gt;Virtuale&lt;/em&gt; nello spazio didattico della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti non del I anno non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica il superamento del modulo con valutazione ai limiti della sufficienza, tale esito può essere messo in media con gli altri esiti.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli di maggio-giugno e luglio.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: per la &lt;strong&gt;verbalzzazione del voto complessivo&lt;/strong&gt; solo a completamento dei tre moduli del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se &lt;strong&gt;lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;usando la propria casella @studenti.unibo.it&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Mon, 15 Feb 2021 19:22:05 +0100</pubDate><a10:updated>2021-02-15T19:22:05+01:00</a10:updated></item><item><guid isPermaLink="false">25be91b7</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/25be91b7</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 28 gennaio 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di&lt;strong&gt; Sc.Biologiche del giorno 28 gennaio 2021&lt;/strong&gt;, sono stati pubblicati su &lt;em&gt;Virtuale&lt;/em&gt; della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti non del I anno non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute. La valutazione lt;18 indica il superamento del modulo con valutazione ai limiti della sufficienza, tale esito può essere messo in media con gli altri esiti.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo negli appelli di maggio-giugno e luglio.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Importante: per la &lt;strong&gt;verbalzzazione del voto complessivo&lt;/strong&gt; solo a completamento dei tre moduli del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se &lt;strong&gt;lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;usando la propria casella @studenti.unibo.it&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Mon, 01 Feb 2021 20:10:44 +0100</pubDate><a10:updated>2021-02-01T20:10:44+01:00</a10:updated></item><item><guid isPermaLink="false">9d93c3a0</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/9d93c3a0</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 14 gennaio 2021</title><description>&lt;p&gt;Gli esiti dell'appello del CI di&lt;strong&gt; Sc.Biologiche del giorno 14 gennaio 2021&lt;/strong&gt;, sono stati pubblicati su &lt;em&gt;Virtuale&lt;/em&gt; della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Chi tra gli studenti non del I anno non avesse la password di accesso me la chieda personalmente via email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute il 14 gennaio. La valutazione lt;18 indica il superamento del modulo con valutazione ai limiti della sufficienza, tale esito può essere messo in media con gli altri esiti.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo nell'appello del 28 gennaio &lt;strong&gt;oppure in alternativa&lt;/strong&gt; in quello aggiunto del 4 febbraio. Ricordatevi che queste due date sono mutualmente esclusive: chi si iscrive il 28 gennaio non potrà presentarsi in nessun caso il 4 febbraio e viceversa.&lt;/p&gt;
&lt;p&gt;Importante: per la &lt;strong&gt;verbalzzazione del &lt;span style="text-decoration: underline;"&gt;voto complessivo&lt;/span&gt;&lt;/strong&gt; solo a completamento dei tre moduli del CI, (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essa avverrà solo se &lt;strong&gt;lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;usando la propria casella @studenti.unibo.it&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Wed, 20 Jan 2021 14:40:31 +0100</pubDate><a10:updated>2021-01-20T14:40:31+01:00</a10:updated></item><item><guid isPermaLink="false">94c02196</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/94c02196</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 7 gennaio 2021</title><description>&lt;p&gt;Glinbsp;esiti dell'appello del CI di&lt;strong&gt; Sc.Biologiche del giorno 7 gennaio 2021&lt;/strong&gt;, sono stati pubblicati sunbsp;&lt;em&gt;Virtuale&lt;/em&gt; della sottoscritta, dove scaricavate il materiale didattico.&lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (indicate con ins) o le valutazioni a cui è attribuita la lode (31) sostenute il 7 gennaio. La valutazione lt;18 indica il superamento del modulo con valutazione ai limiti della sufficienza, tale esito può essere messo in media con gli altri esiti.&lt;/p&gt;
&lt;p&gt;Chi non ha completato i diversi moduli potrà utilmente farlo nell'appello del 28 gennaio oppure in alternativa in quello aggiunto del 4 febbraio. Ricordatevi che queste due date sono mutualmente esclusive: chi si iscrive il 28 gennaio non potrà presentarsi in nessun caso il 4 febbraio e viceversa.&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 12.8px;"&gt;Importante: per la &lt;strong&gt;verbalzzazione del voto complessivo&lt;/strong&gt; (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, essanbsp;&lt;/span&gt;&lt;span style="font-size: 12.8px;"&gt;avverrà solo se &lt;strong&gt;lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;usando la propria casella @studenti.unibo.it&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 12.8px;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/p&gt;</description><pubDate>Thu, 14 Jan 2021 16:13:48 +0100</pubDate><a10:updated>2021-01-14T16:13:48+01:00</a10:updated></item><item><guid isPermaLink="false">eff1d72a</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/eff1d72a</link><title>Corso di Studi Infermieristica Bologna- AVVISO IMPORTANTE relativo alle valutazioni pregresse del CI di Scienze Biologiche</title><description>&lt;p&gt;&lt;strong&gt;Si AVVISANO gli studenti delnbsp; CdL di Infermieristica di Bologna che per quanto riguarda le valutazioni dei singoli moduli del CI di Sc.Biologiche, la commissione ha deciso a partire da dicembre 2020, di mantenere valide le valutazioni complessivamente per un anno a partire dalla data della prima prova superata con esito sufficiente.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Questo avviso può essere di interesse in modo specifico per studenti ancora in debito d'esame.&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 12.8px;"&gt;Flavia Frabetti&lt;/span&gt;&lt;/p&gt;
&lt;strong&gt;&lt;br /&gt;
&lt;/strong&gt;</description><pubDate>Mon, 28 Dec 2020 13:27:57 +0100</pubDate><a10:updated>2020-12-28T13:27:57+01:00</a10:updated></item><item><guid isPermaLink="false">c681bfeb</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c681bfeb</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 10 e 15 dicembre 2020</title><description>Cari studenti,
&lt;p&gt;Si riportano di seguito gli esiti nell'ambito del CI di Sc.Biologiche, delle prove sostenute i giorni 10 e 15 dicembre 2020. &lt;/p&gt;
&lt;p&gt;Nell'elenco sono riportate TUTTE le valutazioni anche le non sufficienti (&lt;em&gt;ins&lt;/em&gt;) o i respinti, sostenute tra il 10 e il 15 dicembre&lt;br /&gt;
La valutazione &lt;strong&gt;lt;18&lt;/strong&gt; indica il superamento del modulo con valutazione ai limiti della sufficienza, tale esito può essere messo in media con gli altri esiti. &lt;/p&gt;
&lt;p&gt;Per la &lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;verbalzzazione del voto complessivo&lt;/span&gt;&lt;/strong&gt; (VOTO in ultima colonna, in grassetto), valutazione ottenuta dalla media ponderata degli esiti su TUTTI i moduli, si legga ATTENTAMENTE l'avvisocome riportato sotto gli esiti.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Come anticipato si sono tenute anche valutazioni pregresse valide entro l'anno da nuove regole. &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;Esiti:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;Matricola&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; CFUnbsp;nbsp;nbsp;nbsp; Biochimicanbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; Biol e Gen gennbsp;nbsp;nbsp;nbsp;nbsp;nbsp; Gen Medicanbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;VOTO&lt;span style="text-decoration: underline;"&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;/strong&gt;0000837541nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp;nbsp; ins&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt; &lt;/strong&gt;&lt;/span&gt;&lt;/strong&gt;0000951834 nbsp; nbsp;nbsp;nbsp;7nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 insnbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp;nbsp; 22&lt;/p&gt;
&lt;p&gt;0000942906 nbsp; nbsp;nbsp; 7 nbsp; nbsp;nbsp; &lt;em&gt;20/12/19&lt;/em&gt; 18 nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 26nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20 nbsp; 27 nbsp; nbsp; nbsp; nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;23&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;0000942261 nbsp; nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 24nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; ins &lt;/p&gt;
&lt;p&gt;0000700028 nbsp; nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;28/01/20&lt;/em&gt; 22nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 24nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20 lt;18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;22&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;0000949966nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 29nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;28/01/20&lt;/em&gt; 25 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000905385nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;12/12/19&lt;/em&gt; 28nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 25/09/20 23nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 25/09/20nbsp; 19nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;&lt;strong&gt;nbsp;nbsp; 25 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;0000903806nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 insnbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 25 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000951498nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 29nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 21 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000900980nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20 ins &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000899534nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;12/12/19&lt;/em&gt;nbsp; 18nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 21nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20 lt;18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;19&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;0000812951nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 19 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000942272nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;14/01/20&lt;/em&gt;nbsp; 23nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;11/09/20&lt;/em&gt; 23nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;&lt;em&gt;11/09/20&lt;/em&gt;nbsp; 22nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;23&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;0000902688nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;15/12/20nbsp; ins &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000852681nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;12/12/19&lt;/em&gt;nbsp;nbsp; 22nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;15/06/20&lt;/em&gt;nbsp; 21nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;&lt;em&gt;06/07/20nbsp; &lt;/em&gt;18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;21 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;0000811107nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;15/05/20&lt;/em&gt;nbsp; 19nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; ins&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;0000902690nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 respinta&lt;em&gt;nbsp;nbsp; 25/09/20&lt;/em&gt;nbsp; 19nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; ins &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000902879nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 respintanbsp;nbsp; &lt;em&gt;15/05/20 &lt;/em&gt;18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; ins &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000951603nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 respintanbsp;nbsp; &lt;em&gt;11/09/20&lt;/em&gt;nbsp; 23nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 18 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000903123nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; insnbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; ins &lt;/p&gt;
&lt;p&gt;0000897807nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 24nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; lt;18 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000949726nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 25nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp;nbsp; 21 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000900443nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;10/12/20nbsp; 18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 19nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; ins &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000938100nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 30nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;20/12/19&lt;/em&gt;nbsp; 25nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;20/12/19&lt;/em&gt; lt;18nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;26&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;0000937831nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 respinta&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;0000949205nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 ritiratonbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 20nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; ins &lt;/p&gt;
&lt;p&gt;0000808531nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20 respinta&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20 lt;18 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000904661nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; insnbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20 ins &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000931489nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 22 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000771356nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 18 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000894436nbsp;nbsp;nbsp;nbsp;nbsp; 7&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/strong&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 18nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 18 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt; &lt;/span&gt;&lt;/strong&gt;0000951576nbsp;nbsp;nbsp;nbsp;nbsp; 7nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;em&gt;20/12/19&lt;/em&gt; 25nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 10/12/20nbsp; 21nbsp;nbsp;nbsp;nbsp; 15/12/20nbsp; 25nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;23&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;/strong&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;VOTO finale &lt;/strong&gt;ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;nbsp;&lt;/strong&gt;&lt;/p&gt;
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&lt;br /&gt;</description><pubDate>Tue, 15 Dec 2020 21:48:25 +0100</pubDate><a10:updated>2020-12-16T09:16:49+01:00</a10:updated></item><item><guid isPermaLink="false">31a004ce</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/31a004ce</link><title>Corso di Studi Infermieristica Bologna- Sc Biologiche esiti appello 25 settembre 2020</title><description>&lt;p&gt;Cari studenti,&lt;/p&gt;
&lt;p&gt;Si riportano di seguito gli esiti nell'ambito del CI di Sc.Biologiche, delle prove sostenute il giorno 25-09-2020 solo per gli studenti (vedi numero si matricola) che sono risultati sufficienti in almeno una prova.&lt;/p&gt;
&lt;p&gt;ATTENZIONE: Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt;Esiti:&lt;/p&gt;
&lt;p&gt;Matricolanbsp; nbsp; nbsp; CFU &lt;span style="white-space:pre;"&gt;	&lt;/span&gt;Biochimicanbsp; nbsp; nbsp; Biol e Gen gennbsp; nbsp; nbsp;Gen Medicanbsp; nbsp; VOTO&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;0000905385&lt;span style="font-size: 12.8px;"&gt;nbsp; nbsp;7 &lt;/span&gt;&lt;span style="font-size: 12.8px; white-space: pre;"&gt;		&lt;/span&gt;nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp;&lt;span style="white-space:pre;"&gt;		&lt;/span&gt;&lt;span style="font-size: 12.8px;"&gt;23nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp;19 &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;0000902690&lt;span style="font-size: 12.8px;"&gt;nbsp; nbsp;7nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; &lt;span style="white-space:pre;"&gt;	&lt;/span&gt;nbsp; nbsp; nbsp; nbsp; nbsp; 19nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; ins&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Purtroppo tutti gli altri candidati ed esiti sono risultati non sufficienti.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Fri, 25 Sep 2020 21:58:36 +0200</pubDate><a10:updated>2020-09-25T22:01:56+02:00</a10:updated></item><item><guid isPermaLink="false">e9b1902a</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/e9b1902a</link><title>Corso di Studi Infermieristica Bologna-  Sc Biologiche esiti appello 11 settembre 2020</title><description>&lt;p&gt;Cari studenti,&lt;/p&gt;
&lt;p&gt;Si riportano di seguito gli esiti nell'ambito del CI di Sc.Biologiche, delle prove sostenute il giorno &lt;strong&gt;11-09-2020&lt;/strong&gt; solo per gli studenti (vedi numero si matricola) che sono risultati sufficienti in almeno una prova.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ATTENZIONE:&lt;/strong&gt; Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt;Esiti:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Matricola&lt;span style="white-space:pre;"&gt;	&lt;/span&gt;nbsp; nbsp; nbsp;CFU Biochimicanbsp; Biol e Gen gennbsp; nbsp;Gen Medica&lt;span style="white-space:pre;"&gt;				&lt;/span&gt;VOTO&lt;/strong&gt;&lt;br /&gt;
0000942399 &lt;span style="white-space:pre;"&gt;		&lt;/span&gt;7 &lt;span style="white-space:pre;"&gt;	&lt;/span&gt;18 &lt;span style="white-space:pre;"&gt;			&lt;/span&gt;23 &lt;span style="white-space:pre;"&gt;			&lt;/span&gt;nbsp;lt;18 &lt;span style="white-space:pre;"&gt;		&lt;/span&gt;nbsp; nbsp;nbsp;&lt;span style="white-space:pre;"&gt;	&lt;/span&gt;&lt;span style="white-space:pre;"&gt;	&lt;/span&gt;nbsp;nbsp;&lt;strong&gt;20nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp;nbsp;&lt;/strong&gt;&lt;br /&gt;
0000820593 &lt;span style="white-space:pre;"&gt;		&lt;/span&gt;7 &lt;span style="white-space:pre;"&gt;				&lt;/span&gt;24 &lt;span style="white-space:pre;"&gt;			&lt;/span&gt;nbsp; nbsp;20&lt;br /&gt;
0000942272 &lt;span style="white-space:pre;"&gt;		&lt;/span&gt;7 &lt;span style="white-space:pre;"&gt;				&lt;/span&gt;23 &lt;span style="white-space:pre;"&gt;			&lt;/span&gt;nbsp; nbsp;22&lt;br /&gt;
0000942639 &lt;span style="white-space:pre;"&gt;		&lt;/span&gt;7 &lt;span style="white-space:pre;"&gt;	&lt;/span&gt;22 &lt;span style="white-space:pre;"&gt;			&lt;/span&gt;20 &lt;span style="white-space:pre;"&gt;			&lt;/span&gt;nbsp;lt;18 &lt;span style="white-space:pre;"&gt;		&lt;/span&gt;nbsp; nbsp;nbsp;&lt;span style="white-space:pre;"&gt;	&lt;/span&gt;&lt;span style="white-space:pre;"&gt;	&lt;/span&gt;nbsp;nbsp;&lt;strong&gt;20nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp; nbsp;nbsp;&lt;/strong&gt;&lt;br /&gt;
0000951603 &lt;span style="white-space:pre;"&gt;		&lt;/span&gt;7 &lt;span style="white-space:pre;"&gt;				&lt;/span&gt;23&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il VOTO finale ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Sat, 12 Sep 2020 13:54:50 +0200</pubDate><a10:updated>2020-09-12T13:59:55+02:00</a10:updated></item><item><guid isPermaLink="false">c3b51ba3</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c3b51ba3</link><title>Corso di Studi Infermieristica Bologna- appello 20 luglio 2020 Sc Biologiche</title><description>&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 20-07-20&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali. NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;/p&gt;
&lt;p&gt;Sono riportati TUTTI gli esiti anche quelli insufficienti.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt;Alcuni studenti dovranno prestare attenzione alla &lt;strong&gt;nota in tabella&lt;/strong&gt; &lt;strong&gt;relativamente a prove non più valide sostenute in dicembre 2019 e gennaio 2020,&lt;/strong&gt; qual ora nei diversi appelli di maggio/giugno e luglio non siano riusciti a completare il CI conseguendo un risultato sufficiente in tutte e tre le discipline del corso.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;
&lt;p&gt;Pubblicato il: 08 luglio 2020&lt;/p&gt;</description><pubDate>Tue, 21 Jul 2020 19:23:33 +0200</pubDate><a10:updated>2020-07-21T19:23:33+02:00</a10:updated></item><item><guid isPermaLink="false">edd3f1cd</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/edd3f1cd</link><title>Corso di Studi Infermieristica Bologna- appello 6 luglio 2020 Sc Biologiche</title><description>&lt;p&gt;Gli esiti dell'appello di Sc. Biologiche del 6-07-20 sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali. NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;/p&gt;
Non sono riportati in elenco i nominativi di coloro che fossero risultati complessivamente insufficienti nella prova o nei blocchi disciplinari sostenuti il giorno 6-07-20.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 08 Jul 2020 20:03:40 +0200</pubDate><a10:updated>2020-07-08T20:03:40+02:00</a10:updated></item><item><guid isPermaLink="false">1620151c</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/1620151c</link><title>Corso di Studi Infermieristica Bologna- appello straordinario 15-16 giugno 2020 Sc Biologiche</title><description>&lt;p&gt;Gli esiti dell'appello di Sc. Biologiche del 15 e 16-06-20 sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali. NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;/p&gt;
Non sono riportati in elenco i nominativi di coloro che fossero risultati complessivamente insufficienti nella prova o nei blocchi disciplinari sostenuti il giorno 15/16-06-20.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Thu, 18 Jun 2020 19:10:38 +0200</pubDate><a10:updated>2020-06-18T19:10:38+02:00</a10:updated></item><item><guid isPermaLink="false">2928a5db</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/2928a5db</link><title>Corso di Studi Infermieristica Bologna- appello straordinario Sc Biologiche</title><description>&lt;p&gt;Gentili studenti,&lt;/p&gt;
&lt;p&gt;ho appena pubblicato un appello straordinario di Sc.Biologiche che si svolgerà ancora in modalità remoto con le seguenti date e modalità:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Lunedì 15-6-2020&lt;/strong&gt; &lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;scritto&lt;/span&gt;&lt;/strong&gt; GENETICA MEDICA ore 9.00&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Lunedì 15-6-2020&lt;/strong&gt; &lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;scritto&lt;/span&gt;&lt;/strong&gt; BIOLOGIA E GENETICA GEN ore 11.30&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Martedì 16-6-2020&lt;/strong&gt; &lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;orale&lt;/span&gt;&lt;/strong&gt; BIOCHIMICA ore 9.30&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Le liste per tutti gli appelli dei diversi moduli si apriranno la domenica 31 maggio p.v. e si chiuderanno il giorno giovedì 11-6-2020.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Seguiranno eventualmente note a chiusura liste.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Cordialmente&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Flavia Frabetti&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Mon, 25 May 2020 14:46:42 +0200</pubDate><a10:updated>2020-05-25T14:46:42+02:00</a10:updated></item><item><guid isPermaLink="false">354142eb</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/354142eb</link><title>Appello di Sc. Biologiche del 15-5-2020 - Corso di Studi Infermieristica di Bologna</title><description>&lt;p&gt;Gli esiti dell'appello di Sc. Biologiche del 15-05-20 sono stati pubblicatinbsp;su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali. NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;/p&gt;
Non sono riportati in elenco i nominativi di coloro che fossero risultati complessivamente insufficienti nella prova o nei blocchi disciplinari sostenuti il giorno 15-05-20.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Si fa presente di controllare il presente sito docente e AlmaEsami perchè la commissione sta valutando la opportunità di mettere un appello nel mese di Giugno. Appello utile per alcuni per non perdere esiti pregressi.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Sun, 17 May 2020 15:12:10 +0200</pubDate><a10:updated>2020-05-17T15:12:10+02:00</a10:updated></item><item><guid isPermaLink="false">b383c62a</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/b383c62a</link><title>Appello di Sc. Biologiche del 15-5-2020 - Corso di Studi Infermieristica di Bologna</title><description>&lt;p&gt;Gentili studenti,&lt;/p&gt;
&lt;p&gt;come detto già a molti specifico che sono state pubblicate &lt;strong&gt;le tre liste per l'appello p.v. del 15-5-2020&lt;/strong&gt;, relative a Biochimica, Biologia e Genetica generale e Genetica medica.&lt;/p&gt;
&lt;p&gt;Vi dovrete iscrivere a tutti i moduli che intendete sostenere il 15 maggio (uno, due o/e tre moduli).&lt;/p&gt;
&lt;p&gt;Le liste saranno &lt;strong&gt;chiuse il 12 maggio&lt;/strong&gt;, non saranno ammessi studenti non iscritti a quella data. &lt;/p&gt;
&lt;p&gt;All'atto della chiusura verranno mandate note e specifiche, se ritenuto importante dalla commissione, circa lo svolgimento delle prove, quindi controllate la email fino alla sera prima dell'appello.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Biochimica (che comprende anche Chimica)&lt;/strong&gt; sarà svolto in forma orale dai colleghi Prof.ssa Taddei e Prof. Tugnoli e si svolgerà sulla piattaforma Teams.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Genetica Medica &lt;/strong&gt;sarànbsp;in forma scritta e la prova verrà gestita dal Prof. Gasparre.nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Biologia e Genetica generale&lt;/strong&gt;nbsp;sarà in forma scritta e gestita da me e dalla Prof.ssa Vitale&lt;/p&gt;
&lt;p&gt;Per queste prove scritte, si utilizzerà la &lt;strong&gt;piattaforma Zoom&lt;/strong&gt; che deve essere preventivamente scaricata preferenzialmente sul pc, si raccomanda se possibile di non usare tablet o cellulare.&lt;/p&gt;
&lt;p&gt;NB:&lt;/p&gt;
&lt;p&gt;Per Biochimica e Genetica Medica la &lt;strong&gt;convocazione, appello e riconoscimento studenti avverrà alle ore 9,30&lt;/strong&gt; sulla &lt;strong&gt;piattaforma Teams, &lt;/strong&gt;dovrete quindi essere presenti con un po' di anticipo verso le 9.20 collegandovi all'appello dal sito di iscrizione.&lt;/p&gt;
&lt;p&gt;Poi se alcuni studenti avranno, come probabile, entrambi i moduli da sostenere, i docenti vi daranno indicazioni in merito, dilazionando nella mattinata le due prove.&lt;/p&gt;
&lt;p&gt;Per Biologia e Genetica generale, &lt;strong&gt;alle ore 15,30&lt;/strong&gt; dovrete collegarvi da EOL all'esame che si svolgerà sulla piattaforma Zoom, secondo le indicazioni che vi trasmetteremo a chiusura liste. Qui avverrà appello, riconoscimento dei candidati iscritti e partirà la prova scritta.&lt;/p&gt;
&lt;p&gt;A presto e mi raccomando leggete le email ufficiali fino alla sera prima per essere pronti il 15 maggio senza problemi alla connessione e a fare l'esame.&lt;/p&gt;
&lt;p&gt;Flavia Frabetti&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Sun, 03 May 2020 14:59:25 +0200</pubDate><a10:updated>2020-05-03T14:59:25+02:00</a10:updated></item><item><guid isPermaLink="false">3cbe499f</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/3cbe499f</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 28-01-2020</title><description>&lt;p&gt;Gli esiti dell'appello di Sc. Biologiche del 28-01-20 sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali.nbsp;&lt;span style="font-size: 12.8px;"&gt;NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;/span&gt;&lt;/p&gt;
Non sono riportati in elenco i nominativi di coloro che fossero risultati complessivamente insufficienti nella prova o nei blocchi disciplinari sostenuti il giorno 28-01-20.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Tue, 04 Feb 2020 12:57:25 +0100</pubDate><a10:updated>2020-02-04T12:57:25+01:00</a10:updated></item><item><guid isPermaLink="false">f34cc046</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/f34cc046</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 14-01-2020</title><description>&lt;p&gt;Gli esiti dell'appello di Sc. Biologiche del 14-01-20 sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali..&lt;/p&gt;
&lt;p&gt;NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
Non sono riportati in elenco i nominativi di coloro che fossero risultati complessivamente insufficienti nella prova o nei blocchi disciplinari sostenuti il giorno 14-01-20.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date a lezione e nel foglio informativo o nei precedenti appelli.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile; la valutazione risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 22 Jan 2020 12:25:46 +0100</pubDate><a10:updated>2020-01-22T12:25:46+01:00</a10:updated></item><item><guid isPermaLink="false">7f9cb3c3</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/7f9cb3c3</link><title>Verbalizzazione esiti Sc. Biologiche dicembre 2019</title><description>Verbalizzazione esiti Sc. Biologiche,nbsp;
&lt;p&gt;Ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; dei risultati del 20-12-2019 questa potrà essere fatta durante gli appelli ordinari delle seguenti date o in alternativa come specificato di seguito:&lt;/p&gt;
&lt;p&gt;- il giorno &lt;strong&gt;14/01/2020 &lt;/strong&gt;dalle ore 9,45 alle ore 11,30 presso l'Aula Magna delle Nuove Patologie del S.Orsola.&lt;/p&gt;
&lt;p&gt;- il giorno &lt;strong&gt;16/01/2020 &lt;/strong&gt;dalle ore 14,00 alle ore 15,45 presso il DIMES Via Belmeloro 8, chiedere in portineria.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;- il giorno &lt;strong&gt;28/01/2020 &lt;/strong&gt;dalle ore 9,45 alle ore 11,30 presso Aula Viola c/o Pad.11 Ospedale S. Orsola.&lt;/p&gt;
&lt;p&gt;In caso di impossibilità si raccomanda di contattare la Prof.ssa Frabetti via e-mail &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it per stabilire un nuovo appuntamento per &lt;strong&gt;la verbalizzazione che deve avvenire in presenza dello studente. &lt;/strong&gt;&lt;/p&gt;</description><pubDate>Mon, 13 Jan 2020 18:23:55 +0100</pubDate><a10:updated>2020-01-13T18:23:55+01:00</a10:updated></item><item><guid isPermaLink="false">6fec8c70</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/6fec8c70</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 12-12-2019</title><description>&lt;p&gt;Dispiaciuta per alcuni disguidi occorsi nella lettura degli esiti, si pubblicano di seguito gli esiti di chi è risultato sufficiente in almeno uno dei moduli sostenuti in data 12-12-19.&lt;/p&gt;
&lt;p&gt;Lunedì, ricevuta la conferma di accettazione del voto, ove possibile procederò alle verbalizzazioni.&lt;/p&gt;
&lt;p&gt;&lt;img alt="" 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" 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&lt;table style="border-collapse: collapse;"&gt;
    &lt;colgroup&gt;&lt;col style="width: 8.953301%;" /&gt;&lt;col style="width: 11.690821%;" /&gt;&lt;col style="width: 12.077295%;" /&gt;&lt;col style="width: 3.768116%;" /&gt;&lt;col style="width: 7.246377%;" /&gt;&lt;col style="width: 5.507246%;" /&gt;&lt;col style="width: 9.275362%;" /&gt;&lt;col style="width: 7.665056%;" /&gt;&lt;col style="width: 7.246377%;" /&gt;&lt;col style="width: 7.665056%;" /&gt;&lt;col style="width: 4.959742%;" /&gt;&lt;col style="width: 13.945250%;" /&gt;
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            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;Sc. Biologiche appello del 12-12-19
            &lt;/span&gt;&lt;/p&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;Nell'elenco non compaiono gli studenti che hanno avuto esiti insufficienti su tutti i moduli sostenuti in data 12-12-2019.&lt;br /&gt;
            Per la verbalizzazione del voto finale vedi colonna "Voto" si faccia riferimento alle modalità indicata nel sito della Prof.ssa Frabetti.
            Per il completamento dei moduli risultati ancora insufficienti (ins) o non ancora sostenuti e dunque, per il completamento dell'esame,
            si tengano presenti le regole riportate nel foglio informativo distribuito a inizio anno o la nota riportata in tabella..
            &lt;/span&gt;&lt;/p&gt;
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            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 10.000000pt; font-family: 'Arial'; font-weight: 700;"&gt;Matricola
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 0.940800pt;  border-bottom-width: 1.881600pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 10.000000pt; font-family: 'Arial'; font-weight: 700;"&gt;Cognome
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 10.000000pt; font-family: 'Arial'; font-weight: 700;"&gt;Nome
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 10.000000pt; font-family: 'Arial'; font-weight: 700;"&gt;CFU
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td rowspan="1" colspan="2" style="border-style: solid;        border-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 10.000000pt; font-family: 'Arial'; font-weight: 700;"&gt;Biochimica
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td rowspan="1" colspan="2" style="border-style: solid;        border-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 10.000000pt; font-family: 'Arial'; font-weight: 700;"&gt;Biol/Gen generale
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td rowspan="1" colspan="2" style="border-style: solid;        border-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 10.000000pt; font-family: 'Arial'; font-weight: 700;"&gt;Gen Medica
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;VOTO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;Note
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000908151
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;ALATI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GERARDINA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;08/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;26
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 1.881600pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;GM entro gennaio
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000850292
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;BELLU
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;ROBERTO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;29
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000902918
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;CASALE
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;MARIA CARMELA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;ins
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;GM entro gennaio
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000698840
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;CASTELLARI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;SARA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;lt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000852829
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;CHELLI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;VALENTINA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;20
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;24
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;21
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000905385
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;CICCONE
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;ELEONORA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;28
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000898245
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;DE BERARDINO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;ALESSIA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;13/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;24
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;08/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;23
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;21
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000902751
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;DE MARIA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;STEFANO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;29
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000905031
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;DI FEDERICO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;AURORA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;31
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;29
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;28
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000898988
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;EL ALOUANI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;AYOUB
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;lt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;Bioch entro gennaio
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000899534
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;EMMOLO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;MARIANNA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000852468
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GALLO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GABRIELE
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;ins
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000903308
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GALLUZZI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;CAMILLA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;ins
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000852681
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GENTILI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;FEDERICA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000902786
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GUIDOTTI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;VERONICA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;23
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;17/05/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;lt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;20
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000902645
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;MANIGLIA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GIULIA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;30
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;GM entro gennaio
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000852553
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;MASOTTI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;JESSICA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;23
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;21
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;13/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000907061
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;NISTICÒ
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GIORGIA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;20
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000898516
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;NOVI
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;BEATRICE
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;21
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000902712
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;OGNIBENE
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;ALICE
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
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            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
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            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
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            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td rowspan="1" colspan="2" style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
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            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;Biol/GG entro gennai
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000902920
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;SANZA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;FRANCESCA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;28
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
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            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;lt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;26
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000898536
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid;        border-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;TERRAZZINO
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;GIOVANNI ERIK
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;23
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;20
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;21
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 0.940800pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
        &lt;tr&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 1.881600pt;  border-left-width: 1.411200pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;0000908193
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 1.881600pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;ZAHARII
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;ANDREEA
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri';"&gt;7
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 1.881600pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;27/09/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;26
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 1.881600pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;08/07/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;18
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 0.940800pt;  border-bottom-width: 1.881600pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;12/12/19
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 0.940800pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;24
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;div class="layoutArea"&gt;
            &lt;div class="column"&gt;
            &lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;22
            &lt;/span&gt;&lt;/p&gt;
            &lt;/div&gt;
            &lt;/div&gt;
            &lt;/td&gt;
            &lt;td style="border-style: solid; border-top-width: 0.940800pt;  border-right-width: 1.881600pt;  border-bottom-width: 1.881600pt;  border-left-width: 1.881600pt;border-color: rgb(0.000000%, 0.000000%, 0.000000%);"&gt;
            &lt;br /&gt;
            &lt;/td&gt;
        &lt;/tr&gt;
    &lt;/tbody&gt;
&lt;/table&gt;
&lt;div class="layoutArea"&gt;
&lt;div class="column"&gt;
&lt;p&gt;&lt;span style="font-size: 12.000000pt; font-family: 'Calibri'; font-weight: 700;"&gt;o
&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description><pubDate>Sat, 21 Dec 2019 16:00:07 +0100</pubDate><a10:updated>2019-12-21T16:00:07+01:00</a10:updated></item><item><guid isPermaLink="false">a24800e8</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/a24800e8</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 12-12-2019</title><description>&lt;p&gt;Gli esiti dell'appello di&lt;strong&gt; Sc. Biologiche del 12-12-2019&lt;/strong&gt; sono stati pubblicati su IOL nbsp;e sono accessibili attraverso le credenziali universitarie personali.&lt;/p&gt;
&lt;p&gt;NB: se studenti non iscritti al I anno (nell'aa2018-19) non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; i nominativi di coloro che fossero risultati complessivamente insufficienti nella prova o nei blocchi disciplinari sostenuti il giorno 12-12-2019.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date o nelle note riporatate in tabella, pena la ripetizione dei modulo/i sostenuto/i in appelli precedenti.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Fri, 20 Dec 2019 11:06:49 +0100</pubDate><a10:updated>2019-12-20T11:06:49+01:00</a10:updated></item><item><guid isPermaLink="false">2f253061</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/2f253061</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 27-9-2019</title><description>&lt;p&gt;Gli esiti dell'appello di Sc. Biologiche del 27-09-2019 sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali, fino al 5-10-2019 alle ore 12.00.&lt;/p&gt;
&lt;p&gt;NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; i nominativi di coloro che fossero risultati complessivamente insufficienti nella prova o nei blocchi disciplinari sostenuti il giorno 27-09-2019.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date, pena la ripetizione dei modulo/i sostenuto/i in appelli precedenti a luglio.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it&lt;/p&gt;</description><pubDate>Wed, 02 Oct 2019 08:44:17 +0200</pubDate><a10:updated>2019-10-02T08:44:17+02:00</a10:updated></item><item><guid isPermaLink="false">d1ef6874</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d1ef6874</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 13-9-2019</title><description>&lt;p&gt; Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 13-09-2019&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali, fino al 26-09-2019 alle ore 12.00. &lt;/p&gt;
&lt;p&gt;NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei blocchi disciplinari sostenuti il giorno 13-09-2019.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date, pena la ripetizione del/dei modulo/i già sostenuto/i.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta dalla media ponderata dei singoli moduli. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Mon, 16 Sep 2019 21:52:25 +0200</pubDate><a10:updated>2019-09-16T21:52:25+02:00</a10:updated></item><item><guid isPermaLink="false">42ada123</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/42ada123</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 19-7-2019</title><description>Infermieristica- Esiti appello di Scienze Biologiche 19-07-2019
&lt;p&gt; Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 19-07-2019&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali fino al 2 agosto 2019 alle ore 10. &lt;/p&gt;
&lt;p&gt;NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei blocchi disciplinari sostenuti il giorno 19-07-2019.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date, pena la ripetizione del/dei modulo/i già sostenuto/i.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta dalla media ponderata dei singoli moduli. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Fri, 26 Jul 2019 07:37:53 +0200</pubDate><a10:updated>2019-07-26T07:37:53+02:00</a10:updated></item><item><guid isPermaLink="false">65217972</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/65217972</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 8-7-2019</title><description>Infermieristica- Esiti appello di Scienze Biologiche 08-07-2019
&lt;p&gt; Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 08-07-2019&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali fino al 22 luglio 2019. &lt;/p&gt;
&lt;p&gt;NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei blocchi disciplinari sostenuti il giorno 08-07-2019.
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date, pena la ripetizione del/dei modulo/i già sostenuto/i.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta dalla media ponderata dei singoli moduli. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Thu, 11 Jul 2019 19:24:58 +0200</pubDate><a10:updated>2019-07-11T19:24:58+02:00</a10:updated></item><item><guid isPermaLink="false">67afad0e</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/67afad0e</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 17-05-2019</title><description>CdL Infermieristica- Esiti appello di Scienze Biologiche 17-05-2019
&lt;p&gt; Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 17-05-2019&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e Genetica generale) e sono accessibili attraverso le credenziali universitarie personali. NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti al 17-05-2019. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei blocchi disciplinari sostenuti il giorno 17-05-2019.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date pena la ripetizione del/dei modulo/i già sostenuto/i.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Tue, 28 May 2019 14:45:06 +0200</pubDate><a10:updated>2019-05-28T14:45:06+02:00</a10:updated></item><item><guid isPermaLink="false">74bdb708</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/74bdb708</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 29-1-2019</title><description>&lt;p&gt; Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 29-01-2019&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e genetica generale) e sono accessibili attraverso le credenziali universitarie personali. NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti al 29-01-2019. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei blocchi disciplinari sostenuti il giorno 29-01-2019.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date pena la ripetizione del/dei modulo/i già sostenuto/i. Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su IOL. &lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt; Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Tue, 05 Feb 2019 16:07:09 +0100</pubDate><a10:updated>2019-02-05T16:07:09+01:00</a10:updated></item><item><guid isPermaLink="false">b12801d6</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/b12801d6</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 11-01-2019 - errata corrige</title><description>&lt;p&gt;IMPORTANTE&lt;/p&gt;
&lt;p&gt;Per un errore involontario, la studentessa Giordano Chiara (898447), che ha sostenuto il modulo di Biochimica in data 11-1-2019 è stata omessa dall'elenco.&lt;/p&gt;
&lt;p&gt;L'esito è ottimo invece. Si metta in comunicazione con la sottoscritta Prof.ssa Frabetti.&lt;/p&gt;
&lt;p&gt;Grazie&lt;/p&gt;</description><pubDate>Thu, 17 Jan 2019 12:43:52 +0100</pubDate><a10:updated>2019-01-17T12:43:52+01:00</a10:updated></item><item><guid isPermaLink="false">991cdc80</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/991cdc80</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 11-01-2019</title><description>Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 11-01-2019&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e genetica generale) e sono accessibili attraverso le credenziali universitarie personali. NB: se studenti non iscritti al I anno non riuscissero a visionare le valutazioni su IOL, potranno mettersi direttamente in contatto con la Prof.ssa Frabetti attraverso email.&lt;br /&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti al 11-01-2019. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei blocchi disciplinari sostenuti il giorno 11-01-2019.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova come specificato nelle regole date pena la ripetizione del/dei modulo/i già sostenuto/i. Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su IOL. &lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt; Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Thu, 17 Jan 2019 10:50:30 +0100</pubDate><a10:updated>2019-01-17T12:39:43+01:00</a10:updated></item><item><guid isPermaLink="false">5b96abc9</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/5b96abc9</link><title>Verbalizzazione esiti Sc. Biologiche</title><description>&lt;p&gt;Ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; dei risultati del 21/12/2018 questa potrà essere fatta durante gli appelli ordinari delle seguenti date o in alternativa come specificato di seguito:&lt;/p&gt;
&lt;p&gt;- il giorno &lt;strong&gt;11/01/2018 &lt;/strong&gt;dalle ore 9,30 alle ore 11,30 presso l'Aula Magna delle Nuove Patologie del S.Orsola.&lt;/p&gt;
&lt;p&gt;- il giorno &lt;strong&gt;16/01/2018 &lt;/strong&gt;dalle ore 14,00 alle ore 16,00 presso il DIMES Via Belmeloro 8, chiedere in portineria.&lt;/p&gt;
&lt;p&gt;- il giorno &lt;strong&gt;29/01/2018 &lt;/strong&gt;dalle ore 9,30 alle ore 11,30 presso l'Aula Magna delle Nuove Patologie del S.Orsola.&lt;/p&gt;
&lt;p&gt;In caso di impossibilità si raccomanda di contattare la Prof.ssa Frabetti via e-mail  &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it per stabilire un nuovo appuntamento per &lt;strong&gt;la verbalizzazione che deve avvenire in presenza dello studente. &lt;/strong&gt;&lt;/p&gt;</description><pubDate>Mon, 07 Jan 2019 14:25:14 +0100</pubDate><a10:updated>2019-01-07T14:25:14+01:00</a10:updated></item><item><guid isPermaLink="false">c3fc8bcd</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c3fc8bcd</link><title>CdL Infermieristica- Esiti Prova in Itinere di Scienze Biologiche 21/12/2018</title><description>&lt;p&gt;Gli esiti della prova in itinere di &lt;strong&gt;Sc. Biologiche del 21-12-2018&lt;/strong&gt; sono stati pubblicati su IOL (dove avevate trovato il materiale didattico per Biologia e genetica generale) e sono accessibili attraverso le credenziali universitarie personali. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica sostenuti il giorno 21/12/2018.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova entro luglio 2019 pena la ripetizione del modulo già sostenuto.nbsp; Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su IOL. Le integrazioni indicate dalla Commissione andaranno sostenute come specificato entro il mese di gennaio 2019, pena la perdita dei parziali sostenuti nella prova del 21-12-2108.&lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa potrà essere fatta direttamente il giorno 11/01/2018 dalle ore 9,30 alle ore 11,30 presso l'Aula Magna delle Nuove Patologie del S.Orsola.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;In caso di impossibilità si raccomanda di contattare la Prof.ssa Frabetti via e-mail &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it per stabilire un nuovo appuntamento per &lt;strong&gt;la verbalizzazione che deve avvenire in presenza dello studente. &lt;/strong&gt;&lt;/p&gt;</description><pubDate>Wed, 02 Jan 2019 22:17:17 +0100</pubDate><a10:updated>2019-01-02T22:17:17+01:00</a10:updated></item><item><guid isPermaLink="false">36e09e81</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/36e09e81</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 13-12-2018</title><description>&lt;p&gt;Di seguito sono riportati gli esiti dell'appello di Sc. Biologiche del &lt;strong&gt;13-12-2018&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti, comprese le insufficienze (insuff) nei singoli moduli.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Si faccia molta attenzione alla &lt;strong&gt;annotazione&lt;/strong&gt; a monte degli esiti e nella colonna note.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento di tutti e tre i moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato l'esito finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;il voto&lt;/strong&gt;, da intendersi finale e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;
&lt;p&gt;&lt;img alt="" 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" /&gt;&lt;/p&gt;</description><pubDate>Tue, 18 Dec 2018 14:29:11 +0100</pubDate><a10:updated>2018-12-18T14:29:11+01:00</a10:updated></item><item><guid isPermaLink="false">f349082a</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/f349082a</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 27-09-2018</title><description>&lt;p&gt;Di seguito sono riportati gli esiti dell'appello di Sc. Biologiche del &lt;strong&gt;27-09-2018&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;alla prova e/o nei blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica.&lt;/p&gt;
&lt;p&gt;Si faccia molta attenzione alla annotazione a monte degli esiti.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento dei tre moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato l'esito finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;il voto verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img alt="" 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" width="689" height="363" /&gt;&lt;/p&gt;</description><pubDate>Thu, 04 Oct 2018 12:31:14 +0200</pubDate><a10:updated>2018-10-04T12:31:14+02:00</a10:updated></item><item><guid isPermaLink="false">123ba0be</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/123ba0be</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 13-09-2018</title><description>&lt;p&gt;Di seguito sono riportati gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 13-09-2018&lt;/strong&gt;:&lt;/p&gt;
&lt;p&gt;&lt;img alt="" width="559" height="331" 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" /&gt;&lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;alla prova e/o nei blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica.&lt;/p&gt;
&lt;p&gt;Si faccia molta attenzione alla annotazione a monte degli esiti.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento dei tre moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato l'esito finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;il voto verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Fri, 14 Sep 2018 18:47:56 +0200</pubDate><a10:updated>2018-09-14T18:47:56+02:00</a10:updated></item><item><guid isPermaLink="false">be0b3bf6</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/be0b3bf6</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 20-07-2018</title><description>&lt;p&gt;CdL Infermieristica- Esiti Appello di Scienze Biologiche 20-07-2018&lt;/p&gt;
&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 20-07-2018&lt;/strong&gt; sono stati pubblicati su AMScampus e sono accessibili attraverso le credenziali universitarie personali. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;alla prova e/o nei blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica.&lt;/p&gt;
&lt;p&gt;Si faccia molta attenzione alla annotazione a monte dei risultati e al campo NOTE. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento dei tre moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato l'esito finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;il voto verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su AMSCampus.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Thu, 26 Jul 2018 18:50:39 +0200</pubDate><a10:updated>2018-07-26T18:50:39+02:00</a10:updated></item><item><guid isPermaLink="false">60ba70c1</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/60ba70c1</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 6-07-2018</title><description>&lt;p&gt;CdL Infermieristica- Esiti Appello di Scienze Biologiche 6-07-2018&lt;/p&gt;
&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 6-07-2018&lt;/strong&gt; sono stati pubblicati su AMScampus e sono accessibili attraverso le credenziali universitarie personali. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;alla prova o nei blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica sostenuti il giorno 6-07-2018.&lt;/p&gt;
&lt;p&gt;Si faccia specifica attenzione alla annotazione a monte dei risultati e al campo NOTE dove sono riportate le integrazioni alla prova sostenuta, integrazioni da sostenere obbligatoriamente entro il prossimo appello fissato per il giorno 20/17/2018 alle ore 14,00.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento dei tre moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato l'esito finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su AMSCampus.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Fri, 13 Jul 2018 10:44:42 +0200</pubDate><a10:updated>2018-07-13T10:45:30+02:00</a10:updated></item><item><guid isPermaLink="false">a9027a1c</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/a9027a1c</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 18-05-2018</title><description>&lt;p&gt; CdL Infermieristica- Esiti Appello di Scienze Biologiche 18-05-2018 &lt;/p&gt;
&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 18-05-2018&lt;/strong&gt; sono stati pubblicati su AMScampus e sono accessibili attraverso le credenziali universitarie personali. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;alla prova onbsp; nei blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica sostenuti il giorno 18-05-2018.&lt;/p&gt;
&lt;p&gt;Si faccia specifica attenzione alla annotazione a monte dei risultati e al campo NOTE dove sono riportate le integrazioni alla prova sostenuta, integrazioni da sostenere obbligatoriamente entro gli appelli di luglio 2018.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento dei tre moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato l'esito finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su AMSCampus.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Fri, 25 May 2018 18:08:50 +0200</pubDate><a10:updated>2018-05-25T18:11:02+02:00</a10:updated></item><item><guid isPermaLink="false">0f6abd4f</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/0f6abd4f</link><title>Ordinanza sospensione attivit&amp;#224; didattica per domani 2/3/2018</title><description>&lt;p&gt;Confermo agli studenti del canale 2 di Medicina e Chirurgia, 1 anno che il Rettore ha deciso per domani 2 marzo 2018 la sospensione delle attività didattiche a motivo delle condizioni climatiche. Specifico che le due ore di Biologia verranno recuperate in data da definire. Spero che tale avviso arrivi a tutti. Cercate di diffonderlo tra i colleghi di corso.nbsp;&lt;/p&gt;
&lt;p&gt;Cordialmente&lt;/p&gt;
&lt;p&gt;Flavia Frabetti&lt;/p&gt;</description><pubDate>Thu, 01 Mar 2018 17:26:57 +0100</pubDate><a10:updated>2018-03-01T17:26:57+01:00</a10:updated></item><item><guid isPermaLink="false">3aa6c1b0</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/3aa6c1b0</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 24/01/2018</title><description>&lt;p&gt; CdL Infermieristica- Esiti Appello di Scienze Biologiche 24-01-2018 &lt;/p&gt;
&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 24-01-2018&lt;/strong&gt; sono stati pubblicati su AMScampus e sono accessibili attraverso le credenziali universitarie personali. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti ad oggi. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova  sostenuta il giorno 24-01-2018.&lt;/p&gt;
&lt;p&gt;Si faccia specifica attenzione alle indicazioni date in tabella e al campo NOTE dell'elenco pubblicato si AMSCampus. &lt;/p&gt;
&lt;p&gt;Il completamento dell'esame ai fini della verbalizzazione dell'esito nei moduli previsti  dovrà avvenirenbsp; entro luglio 2018 pena la ripetizione di tutti i moduli già sostenuti, come riportato nel foglio informativo dato a lezione e reperibile su AMSCampus.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento dei tre moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato il voto finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE &lt;span style="text-decoration: underline;"&gt;avverrà solo&lt;/span&gt; se lo studente, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Tue, 30 Jan 2018 15:13:58 +0100</pubDate><a10:updated>2018-01-30T15:13:58+01:00</a10:updated></item><item><guid isPermaLink="false">9f33ca18</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/9f33ca18</link><title>CdL Infermieristica- Esiti appello di Scienze Biologiche 10/01/2018</title><description>CdL Infermieristica- Esiti Appello di Scienze Biologiche 10-01-2018
&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 10-01-2018&lt;/strong&gt; sono stati pubblicati su AMScampus e sono accessibili attraverso le credenziali universitarie personali. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica sostenuti il giorno 10-01-2018.&lt;/p&gt;
&lt;p&gt;Si faccia specifica attenzione al campo NOTE dove sono riportate le integrazioni alla prova sostenuta, integrazioni da sostenere obbligatoriamente nel prossimo appello del 24 gennaio 2018.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato invece uno dei moduli previsti senza necessità di integrazioni, dovrà completare la prova entro luglio 2018 pena la ripetizione del modulo già sostenuto, come riporato nel foglio informativo dato a lezione e reperibile su AMSCampus.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Solo nel caso di superamento dei tre moduli didattici&lt;/strong&gt; è &lt;strong&gt;dato il voto finale &lt;/strong&gt;ponderato e quindi &lt;strong&gt;verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà &lt;span style="text-decoration: underline;"&gt;solo se&lt;/span&gt; lo studente,  manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it &lt;/p&gt;</description><pubDate>Mon, 15 Jan 2018 15:21:23 +0100</pubDate><a10:updated>2018-01-15T15:24:05+01:00</a10:updated></item><item><guid isPermaLink="false">99cf45b8</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/99cf45b8</link><title>Verbalizzione degli esiti di Sc. Biologiche del 22/12/2017</title><description>&lt;p&gt;Si premette che potranno essere verbalizzati solo gli esiti complessivi del corso integrato relativi alla media ponderata dei tre moduli nel loro complesso. &lt;/p&gt;
&lt;p&gt;Si invitano gli studenti che non abbiano ancora proceduto alla verbalizzazione degli esiti di Sc. Biologiche &lt;span style="text-decoration: underline;"&gt;della prova sostenuta in data 22/12/2017 &lt;/span&gt;a utilizzare le seguenti due possibilità alternative:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 17 gennaio dalle ore 14,30 alle 16,00&lt;/strong&gt; &lt;strong&gt;presso il DIMES Via Belmeloro 8&lt;/strong&gt; chiedendo in portineria della Prof.ssa Frabetti.&lt;/p&gt;
&lt;p&gt;oppure&lt;strong&gt; Mercoledì 24 gennaio dalle ore 9,30 alle 11,00 presso l'aula delle Nuove Patologie S.Orsola &lt;/strong&gt;in occasione del II appello di Sc. Biologiche.&lt;strong&gt;&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Se ci fossero ulteriori problemi contattare la Prof.ssa Frabetti via email.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Wed, 10 Jan 2018 12:12:27 +0100</pubDate><a10:updated>2018-01-10T12:12:27+01:00</a10:updated></item><item><guid isPermaLink="false">9d4b1ace</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/9d4b1ace</link><title>CdL Infermieristica- Esiti Prova in Itinere di Scienze Biologiche 22/12/2017 ERRATA CORRIDGE</title><description>&lt;p&gt;Prego gli studenti ABBAD LAILA, AMADORI BENEDETTA e ANTOGNONI LARISSA di mettersi in contatto con me o leggere le email a loro inviata per prendere visione dell'esito reale del preappello di Sc Biologiche che per errore era saltato nella pubblicazione degli esiti di ieri.&lt;/p&gt;
&lt;p&gt;Mi scuso per l'accaduto.&lt;/p&gt;
&lt;p&gt;Grazie&lt;/p&gt;
&lt;p&gt;Frabetti&lt;/p&gt;</description><pubDate>Wed, 03 Jan 2018 18:39:57 +0100</pubDate><a10:updated>2018-01-03T18:39:57+01:00</a10:updated></item><item><guid isPermaLink="false">bb52be5b</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/bb52be5b</link><title>CdL Infermieristica- Esiti Prova in Itinere di Scienze Biologiche 22/12/2017</title><description>&lt;p&gt;Gli esiti della prova in itinere di &lt;strong&gt;Sc. Biologiche del 22-12-2017&lt;/strong&gt; sono stati pubblicati su AMScampus e sono accessibili attraverso le credenziali universitarie personali. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati complessivamente insufficienti &lt;/strong&gt;nella prova o nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica sostenuti il giorno 22/12/2017.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova entro luglio 2018 pena la ripetizione del modulo già sostenuto.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione il campo NOTE della tabella e la nota all'inizio dell'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa potrà essere fatta direttamente il giorno 10/01/2018 dalle ore 9,30 alle ore 11,30 presso l'Aula Magna delle Nuove Patologie del S.Orsola.&lt;/p&gt;
&lt;p&gt;In caso di impossibilità si raccomanda di contattare la Prof.ssa Frabetti via e-mail &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it per stabilire un nuovo appuntamento per &lt;strong&gt;la verbalizzazione che deve avvenire in presenza dello studente. &lt;/strong&gt;&lt;/p&gt;</description><pubDate>Tue, 02 Jan 2018 18:26:17 +0100</pubDate><a10:updated>2018-01-02T18:26:17+01:00</a10:updated></item><item><guid isPermaLink="false">10554098</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/10554098</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 13/12/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 13/12/2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. &lt;/p&gt;
&lt;p&gt;Chi non compare nell'elenco vuole dire che risultava complessivamente insufficiente nei moduli sostenuti in data 13/12/2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte. Si presti altresì attenzione alle note specifiche scritte in tabella.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;"Voto" finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;strong&gt; Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Fri, 15 Dec 2017 13:00:03 +0100</pubDate><a10:updated>2017-12-15T13:00:03+01:00</a10:updated></item><item><guid isPermaLink="false">96107d53</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/96107d53</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 27/09/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 27/09/2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. &lt;/p&gt;
&lt;p&gt;Chi non compare nell'elenco vuole dire che risultava complessivamente insufficiente nei moduli sostenuti in data 27/09/2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte. Si presti altresì attenzione alle note specifiche scritte a pedice della tabella.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;"Voto" finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;strong&gt; Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Fri, 29 Sep 2017 16:03:16 +0200</pubDate><a10:updated>2017-09-29T16:03:16+02:00</a10:updated></item><item><guid isPermaLink="false">11042251</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/11042251</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 15/09/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 15/09/2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. &lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte e alle note scritte a pedice della tabella.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;"Voto" finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;strong&gt; Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche.&lt;/p&gt;</description><pubDate>Tue, 19 Sep 2017 09:56:33 +0200</pubDate><a10:updated>2017-09-19T09:56:33+02:00</a10:updated></item><item><guid isPermaLink="false">769eee39</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/769eee39</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 18/07/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 18/07/2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava complessivamente insufficiente nei moduli sostenuti in data 18/07/2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte e alle note scritte a pedice della nella tabella.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;"Voto" finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;strong&gt; Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del Voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche.&lt;/p&gt;</description><pubDate>Tue, 18 Jul 2017 17:03:26 +0200</pubDate><a10:updated>2017-07-18T17:03:26+02:00</a10:updated></item><item><guid isPermaLink="false">9e3f4891</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/9e3f4891</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 5/07/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 5/07/2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava complessivamente insufficiente nei moduli sostenuti in data 5/07/2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte e alle note scrittenella tabella esiti.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;strong&gt; Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche.&lt;/p&gt;</description><pubDate>Wed, 12 Jul 2017 17:34:41 +0200</pubDate><a10:updated>2017-07-12T17:34:41+02:00</a10:updated></item><item><guid isPermaLink="false">be87d382</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/be87d382</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 26/05/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 26-05-2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava complessivamente insufficiente nei moduli sostenuti in data 26-05-2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte e alle note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;strong&gt; Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche.&lt;/p&gt;</description><pubDate>Tue, 06 Jun 2017 09:15:56 +0200</pubDate><a10:updated>2017-06-06T09:15:56+02:00</a10:updated></item><item><guid isPermaLink="false">5d31d9fd</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/5d31d9fd</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 18/05/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 18-05-2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava complessivamente insufficiente nei moduli sostenuti in data 18-05-2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte e alle note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;strong&gt; Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it: &lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche.&lt;/p&gt;</description><pubDate>Mon, 22 May 2017 15:02:49 +0200</pubDate><a10:updated>2017-05-22T15:02:49+02:00</a10:updated></item><item><guid isPermaLink="false">8cdaff9d</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/8cdaff9d</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 25/01/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 25-01-2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava insufficiente nei moduli sostenuti in data 25-01-2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni date più volte e alle note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche.&lt;/p&gt;</description><pubDate>Tue, 07 Feb 2017 14:20:46 +0100</pubDate><a10:updated>2017-02-07T14:20:46+01:00</a10:updated></item><item><guid isPermaLink="false">24b46d1d</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/24b46d1d</link><title>CdL Tecnici di Lab Biomedico - Esiti prova in itinere di Biologia e Biochimica 19/01/2017</title><description>&lt;p&gt;Si indicano di seguito nella tabella gli esiti della prova in itinere del giorno 19-01-2017 per il &lt;strong&gt;C.I. di Biologia e Biochimica&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Nell'ambito dell'appello del giorno 13-02-2017 si potrà prendere visione della prova e completare l'iter con la verbalizzazione dell'esito conseguito.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;Si prega di leggere la email personale istituzionale per specifiche note inviate dalle docenti Frabetti Tinti ad alcuni studenti.&lt;/span&gt;&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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Z7wBMKDEkPXoYLQ+hh5rBzOAB9IKKZ6TM1M40F7gx7H4MbYzIxn8WTtZmflOMj5ktuAp41PhL9SEC+ULPxdNFhsRsJSslNaYN9hmQU5NfkihWklfmUflWrVcbUtDawmkxaXNr+OuK60nrT+PgMxQ0EjLmM6E4TJF9OZ/cNmbebnLPIso6ycrHVshG2Z7Qh22/afHeYcnzjddW5yqXI97Bbt7uFh7CnrxeGN9v5CmvV5RO72bfI75X8gQDuQJnAm6FpwZohjqFjodtiT8EsHMiPcI9WiWKLWo5/H3I49H5cT75egdBB58AnF2yYl2SSLpSBTZlNvpZ1Mj8gwzxTM/JU1nl2XE3/YOJcjdz3vef7NgqojKUc9CjWKOIo2jj0rbis5URpTZntcrpy+fO3E2Mm2U3UVZypPVB07nXMmuTryrN85l/PmNTq1ihfE63gvstTTNhAuYRpB48fLo1euNB29GnbNolm6hb7lx/VXNwZaW9qq2492pHZGdgXc9Lpl3a14m/n2Rs/cnZG7Hb0X+sr7c+8dHAgedLlvPCT/gGsYNbwy8ujhw0ePR188fjU2P77wZHFieXJ56t3T+Wdvnr98MfVybPoB5QsxNLP5RmkufL7+7dKi9Lvkpdcrdu/nP5Z9jljL/Dq2nrpRu03a1f8/tY5dn4BWAqCGUvdwplR8LCh5aFUBAEIU38HIA4A1EQB7VQCbjwBYMwJAb4z/+g9uSm7pDZLBKXAdPASL4DfEAslAppAPJQMsh65Bw9A7GAnzwTqwF5wKn4V74bcIDEKCkrvFICoQPYhFJBVSAemBzEFeQ75EoVHyKG9UIaob9QnNg7ZF56Bvor9QMix/TA1mBsuL9cHWYT/gFHCpuFG8MD4DP0PQJdRQYakiqF4QTYhd1JLUNTTcNFW03LS1dFJ07fRG9E8ZwhkRjGeYZJnuMXsw/2ApZZVnfcqWzC7M/oQjg1OBc5nrDLcTDz3PMG8enwk/hn9YoE4wVyhU2FpEXpRVdFtsTvyexEXJfKlQabN9kjJUMiuy9+Xq5QsUIhU9layVdVXkVLnViGqb6u80nmje1WrWrtOp1C3SK9DPM8g3LDGqMr5sctu0c3+rWbP5NYsWy06re9aTNkt2kD2Xg7ajj1OB802Xj2487i4e5Z5j3rQkZR8y+Zhvj996wL7A8KAbwTuh5mFnw9cjbCKbo+ljYmNfxuskXExkOFSdbJCyknYiQztzLbv6sEXudn7jEadCZFFrsXspoex6uetJ1lNblW9PD1TXncutCblgdnFfA2sj5gpo2mnGXGdpVW736PS9eaA7rafsbnvf4gDbfbcHlx6iR0PGnk+YTT14vv9l6quqmZtvpufXF+mWxFfUPxh+Mlk1+qL0jWcd9WNmo2Ure9t27/shTPEckZT6QRMYAm/B9r+0T97TfjP0EFqG0bAQbAD7wjlwAzwCryKYEGoIL0Q2ohExjthE8iPNkNHI08hB5BolEzdBxaJqUGNoCC2HJqPL0cMYGKOKicI0YT5gJbFh2BbsJk4fdwz3Fq+LP0uACH6EB1RyVKeJWGI8cZHamXqERp/mFq0ybTudMl0nvSZ9H4MZwySjL+NvpkpmNeYXLMmsPKx9bEHstOwdHCROPOcNLk9uKu5OHn9KfjjAl8Avzr8o0CVYLBQibCwiIooVXRN7Jt4n0SxZLVUsnbkvQSZM1lvOSd5GwVLRWslR2UXFXdVBzU7dXMNAU11LXltKR0xXUI9XX9BA2FDGSMvYysTXNGS/v1mAub9FiGW0VTrFp9Xb9tu9dcA5yjp5Ope6DLsh3Q088jxHvBlIej6x5Abf1/6cAa6BZ4Peh6iG5ofNHlCOKIv8Gm0f0xrHEZ+cMJ9oc+hVcnoqX9pIRlQWb/bI4fg8wfzHRw4VihRNFSeVipeNlSecVK6gq/x8uq+69By5RrZ2q+5efckl78uKTbRXPzZPXe9r7Wnv7Cy9GdXt1KNzV7Zv3z3ZQfUh2+Hoh5Wjj8ZRE7pTuc9GX0xP335dMZs65/PWaFFuSXCF/QPzJ9ZVkS+K3yzWw38Wbrb9WtrTPw/QB74gg1I76gIT4BOEhfggDcgRiqBUfy5CfdAMtA1zwuqwO5y8Z/2LlAqODMIRkYyoRQwjviI5kYbICGQV8j7yO4ofZYNKQzWj5tEsaDN0OrqDYvuSmGBMPWYJK4GNwLbjAM4MV4n7hLfANxKoCdGE55QayDUiD7GUGkedQQNo0mnRtEV0HHQN9Br0YwwhjCjGWiZNpinmWBYmlnZWTzY8Wxt7IAcnxwRnIZcZN557hKeQ15aPjW+Wv0GgUDBFKFI4UMRT1FnMQdxWwlbSVspB2mGfi4y7rIecj3ywwiHFGqVxFUhVXM1ZPUvjmuaMNp2OmW6W3oABwdDV6JoJ0ZS8/5LZVwtdyxKrFRt92xp7lEOI42NnLZcrbhzuxZ4Yr0PeMz6q5OO+X/ydAm4HSQRXhVKHZYf/ioiNXIsOj1mOC4ifO0hKXEs6l+KRxpo+mXkq2/kwS+5UfukRy0Js0UBxYqlS2XL56ZNhFQ5Vemd4z4Jzr2u6Lxy/GNlg3ahwhecqDcW60a0M7UKdUNfTWxdup99x7dXoFxrAD24MfRpeebgw+n5s7cnGFP4Z2wumlwOvQma4ZofnEt/yLwy+C1zaWkl+v/7R7dP1VWhN8YvH16RvGd8z12N/ePxU2EBt9G1mbElsPf4Vs43YLv3Nv0PY1X+0v7zcrvcAEJUepfz4emfnqzAAmBIAtot3drbO7+xs11CSjGkA7oT+Uz/fJaMpPqYqeBf9t/Z/A+YxdC6bBeEAAEAASURBVHgB7L0LfBPXmfA9kux+iHRpTEwbYOMW2SDC5d02XAqNnTqQGlizZGntmjUJJS3JtzY1FJqkaUnl2AkNCWlBJthNIBsKlReKX7yl9mK7TZaLG1Mb2O3nhERgmy5ZII0dO8kXEG+skd5zmTlzlTSSJVuWHv38s0Yzz3nOc/7nzHnmXMfk9/s5+AABIAAEgAAQAAIBCJgDnIfTQAAIAAEgAASAACYAnhLKARAAAkAACACBYATAUwajA9eAABAAAkAACICnhDIABIAAEAACQCAYAfCUwejANSAABIAAEAAC4CmhDAABIAAEgAAQCEYAPGUwOnANCAABIAAEgAB4SigDQAAIAAEgAASCEQBPGYwOXAMCQAAIAAEgAJ4SygAQAAJAAAgAgWAEwFMGowPXgAAQAAJAAAiAp4QyAASAABAAAkAgGAHwlMHowDUgAASAABAAAuApoQwAASAABIAAEAhGADxlMDpwDQgAASAABIBAME9pIh9gBASAABAAAkAgmQmkhEw8cpchZUAACAABIAAEgECcEPD7/dG1JFibMroxgTYgAASAABAAAqORQOg2ZdSd82jEBDYDASAABIBAnBOgPaCx8FnQpozzrAfzgAAQAAJAYIQJgKcc4QyA6IEAEAACQCDOCYCnjPMMAvOAABAAAkBghAmApxzhDEis6G/6qwoHTZMGTYv5juuxShr/Nn/vdBzL9Gf9fKwiAb1AAAgAAUYAPCVDAQdDJsC/6atux1rs95nvumXI6gIoOPdvvuMfc1wqV/QNkyWADJwGAkAACESPQJiesuNZ0mJAjQb2t8Bb/pKv44PomRRtTawJcu9LQ2qCXHjJOxalerq36u2gJortqrGF/IWbQSXj4OLAOV/5WiE3dZtoSGDnoyThJMdzHuWbLwW0+9zvfe5BtQ+TR2H64mDhs3qlhec66vjCBcSSLw6WnwkYBXfd3/AHcjXLvPxOcoDCHuHlRmau5atf0+T1B/7aZ72ZXxQSi2Rqz+nEIrdWAYTnar8nK/as/NODmd7aKzra4BQQAAIJQSAsT8kqKXnSL/srK/j5+d7aLvnZODoWmiAcd/w3vnMRdwle97t+4/egZH3sr/43oRbuqxNcSGGdlF7WrvK0+1xvSufj7aj7Nb707wfHL+crWwKa1n3QO3clv6mWJJxItdb6li4L8KzAigfzYRxHNUhRDHJ1u/j5K/jm98VIb/qbX+JzZg7O3+CruyyeDPzNv+07REqa0GzlueafDM7/vk9uZE+Lb/13vasPSs6S7/Ktyveu3uXvQY6cfJDM6pWDpbK0GwES2C64AgSAQAITCMtTMg6pnONoqv9qqr8zxbmMnL3sX/esry8uR43u+kdz7jhsZO63h9AleItp9bdNVqRlnKn0H4VOv0sXJRdCKOB/llnm0vn4wDrfvHoWPojHD8/9qda3jzPveDGlqTSAgVd8TzyNXYv1y+aGP+Ls7vqFyZaKnxWeeEEnr9U+DGllGuaa2zpT/e+mtv2AMLzk2/iK6MY+8O+t8nHLza5DFgdtIwYwh57WNls/GOAKSi1NxELvSUtRBhEc5A7tER+MeO7Qs/wh5IbHmRx1OCH9deZsVCQGuZrnxPHUkEAsXPErpMyjYi/+eY+a7QgIyusF5rzbqYHwHwgAgQQkgBZpBvrQ1MqufuJzLPqUm/gpl/Gpo0M8/z98wQxycsag63/Ek8nx3f4zkvCJnxYcHsUJZqmw/8znlaWj9/CgFeW1PHVev+u7AfNa0CMrBoIG3dKyyNv+iSwydKhbupQiTMb6Xb5XbqtMjJktlVKxiEoJZAmR2yYqCQREvC5+B1UiCsE3EAACw0ZA47OiFnNkbUrdJ4ZP/O5r+IIwlrmYP/2mb8Pf46Gdsd+TmiCqca+xf8/vPOIfoI3RK77CmUReOcInDBB+URy+QgNOe3HPIRsrDT54xp/hp5PRKTbsxCzsuCwbu1rgrWwRGzp6CRRCUTOIqfN3CXJ1G4gxdMLndX/5YtlPjhMMQAFPK0bjCn/u61YNZKKuyH3icB0aAENjwHUiHBSVqBkl5EIDn0Pmf7KOX/6Sr/qZ0ONweinTO8dzLcc0LWYLNzWLCIt5LYW84nv+1/iX1LpiGj5rsk8UBW83r1xAjrt8DcGHe8UQ8u++Y/x2Eip/mTnd8GSevjZf4wBWM3uqOAPIwuUtI61b1PT8fbBMl8euOuYv8Hv+SM7JeptVMvATCACBhCAQRU+p4vGh/7Hv8Lv+C5/1/MV/ibgE7biX5798m77vnfsTH3aWt5pmkC4sz3n/GTZFiOfOtJMqm1a4yFt827va4ashmmmcePDsAdnQl8oS8eflLpnXQSc/9G9eKRu7uuwvf9hbJhu4EsMpvwe5839Rngn06z3/xQ8V114vl43GoRG7n/N55SThVOqmv3aTd+lPZMN1aAx4gwhHpmnwOL9sva8Vzf/kuM6LuKJH43Cr/4lfXx1sHE6mwMAhc4q6shoIzBtJPuym3/0X3cCRnmSuN820cqEBJaID0+0kNxA+hAgb/x5Sr36ISOAyEAAC8UBgyJ6Sv+bv/ISkRKyYhGRd87f2cUW/SPGiQZ3XLPNu4dAc1HVPkao8w+Q6iQd7vH+0lH0Zi/cc5Le8xnG3mJbfR0IP+OvbBDXce7760/hYaqykSONS+kNfYtAQ38jC66ayl7GFwgjcILfvkNT8DRZ8svnwW6ntZYJIQRUZuyLJDBhqkGvt5LLXWbp6UtlwWk+D79h7QogLv+LX/ZZMHKXQelIa1uF2D4Kz8z8VWns6/T0TBYbv/Nhkuenf/WMyDqcCKx+HUygw9GPKVNLq4rjG/fxp8uCCmq3H3EJY6qGFH7o+7EP/eTFpOvFpfK2OjOqUtiSoBNBP9LRxSGgKsyk/F4PONVM/P2l16p553/dqA7mQZnp4udhU1ZWEk0AACIx6AkPzlKjq3OQgCwP0ltDZVllqCqVKhC2DK6lMKSadeJYp5h2VZE6E6KLu+oYwRaLxmOCx1I2VW0wVzamHnzQvmULYW7h5i0wZZFZF2FVeKldSlVJFqrnMf7A8QExizd9Y5KztQcvRcnPmGM6SZf7h/SQG1o0pzq213md5kUIbY1q6giRN20OILBcZIi1stm3BoxLYB3OI/og6OWna0+8xryWQPWd8C2fj/uSUu/lysc0t9WQi6eA+7HbT1FupyiH9V5cEPWXoaeMJ2iOaZnKskcoelk3lZnxJL0xE5/pO+vaR1TLSA1xEeiAQEAACo4FAZJ5ykKtcIVSdtH/Vdr+lcZO6Ynqg0JzGBpN4Tni0/6wpe6ZExjLRNPuz+Cd1UZY7zUXUY532taAWiW5jBQ3m7ZfGKVNWCK5aUmr4aMJ4jaimy1QjEfmJ1FtN4xgQqoY1rcQWmOcYP+EOMsyJPJOYNPVDQJb5obslMwb+4r9MFj8Iw6VkhZ8whsr0S+KGjz5vrj6a4ioj811JoOxisyNPJ3gIHxYVpLolQWnLwBv893aQBiV6ktiRUjxZeXkoKJSa0IDxrhohosdKwhgxVamBn0AACIwSApF5SlnibHlm54spZ17ETaVgH4OjVqoOWG1jBa3rf9C79AnFOGWweEfJNakTW8/gjCyT9MyhEQg2DjfEhtRtpuIfp3T/t7Au4tQLluV2Er1crQEfpjE5/BaetiQolaK+/W9+Vxi7zV6fsnWx8nLgX8HZ6oZj62E41YiDrjScBAJAYNQTSIkoBWg95f9OrZgbUdhQgXAH7C9xMxF1wP71b4VBUDZPpK9B6F6zLTMffN4y7zY8s3TmtyJvVoYyZ7ivW5dZLr8cYTMFDZceLoilwbKOAWk6q+jD7A9YiuTNODo/i0w61bFJPiFW57L6lNBsTeX023Af+Ct/RLa447jsH6Qc/aHswSL41CT5hFh1nAF+o9WZNUJ5g7k8ARjBaSCQYASG3KY0ymOMyf4lIstG5sivgbf858iEILZTqLwDtuJfSJUkm+sotJ9SuQdKsJtMmI+UanGesPGkscFdxSwb4+ENS/L/yVeSneRsy83LyCxlFLRjP1+H3KF2F1bWPSDPcdGthje8x3o7ddtwaJue572VZAM8NAqwb4PMTZKk6fCJrB1MtEmLQ2Auj+GSA4JAYJQTGDZPaeGWFZnxDi+D3HYH30hmQ6AJQeU7fXiDMdnGN/IZsDVkeqG8VhUmZA5yr7+Ol3zIpxQNf06w2aHnOvBiD/5j7iO0YiOyD/Mrb/s2Pyeus6TLK+8WF5IG0My8rPtX/KYGYXUgIoOXVy4R96AJEDbYaTwe7GO7vHa38Ku+Tx5cxpk2rhVHoPV2sGM6BReFcrySzJ7ludMuYWkj6yRgwkEOWG8ne5ySC1/Y6115AJ+wzjW7ntEZBZDzqXwDSw78ia8hE3/kRQtfMPBhi0MiCGtAPYgAASAQhwSGzVNyXNpii2s9XniA1lAuv1s2IQg1R56yrJftZMYaARSYvFZlEzJbd3rH34FnY9IpRSOCNn2hOT8Nx9xzgMfGLPQ2BlkXEcrEed+zlJC5pq17+SwbmdRjI8sr/ydUyFtMP/gReQr52L/rEW8KmdGDyODlld6AYdlm92z/BPcuEla2w8Pe5/ilJKfQxNestWSh5zhT2QtSZgX3YZavWJyrsAHC7Nk7BhfuxBNhUMtv23LRMHE7BdNUbyXdi0CcL8Ze3aXdwU4MjDfM21IlLAthc3TZlhTClhcyPpUFGOz4AjKimWHa+2Opozs0EBQrWxwSqB9YsgyOgAAQSBgCYXlK1oMaWfIt3IIfppx40VxC1lBSHWg6pas+9eAqxbxZtnUqlpF1veKfnzfv+rWlgs3AzDBVvJKyfxm+EvJjaO5GyCUN8sksk80vH7Cw5NjuMX9V3iEcUhWyWK6NzjUtNxfQnUvJ1YJSzCfkkHBanuVMvcVZKs1T5TJMjnJL+2/wStYIP7eZ1m0g+6PS8KlkGesxYV0NPRfMhyEJC7fkZ6ntVbIUIauqDMz/klsctNnKdquQh9AeUz7SxF2UljJLe6OwqEYrH+iMtDgknjf1DWQ9nAcCQCBCAia/3x8oqMlkQpeCCAQKCOeTgwBqDq4gDcE7ze1Hh+CSg9JiM7bsZSlvoW0WggrDRSAABJKYQOx8VlhtyiTOAUi6lkDwrletfGRnQjRbI1MKoYAAEAACYRAATxkGLBBVEBB8mHY3HIXU0H6IXa9o66KyrwxNFYQGAkAACERIAHpfIwQHwYAAEAACQCCuCEDva1xlBxgDBIAAEAACSUQAel+TKLMhqUAACAABIBABAfCUEUCDIEAACAABIJBEBMBTJlFmQ1KBABAAAkAgAgLgKSOABkGAABAAAkAgiQiAp0yizIakAgEgAASAQAQEwFNGAA2CAAEgAASAQBIRAE+ZRJkNSQUCQAAIAIEICICnjAAaBAECQAAIAIEkIgCeMokyG5IKBIAAEAACERAATxkBNAgCBIAAEAACSUQAPGUSZTYkFQgAASAABCIgAJ4yAmgQBAgAASAABJKIAHjKJMpsSCoQAAJAAAhEQAA8ZQTQIAgQAAJAAAgkEQHwlEmU2ZBUIAAEgAAQiIAAeMoIoEEQIAAEgAAQSCIC4CmTKLMhqUAACAABIBABAfCUEUCDIEAACAABIJBEBMBTJlFmQ1KBABAAAkAgAgLgKSOABkGAABAAAkAgiQiAp0yizIakAgEgAASAQAQEwFNGAA2CAAEgAASAQBIRAE+ZRJkNSQUCQAAIAIEICICnjAAaBAECQAAIAIEkIgCeMokyG5IKBIAAEAACERAATxkBNAgCBIAAEAACSUQAPGUSZTYkFQgAASAABCIgAJ4yAmgQBAgAASAABJKIAHjKJMpsSCoQAAJAAAhEQAA8ZQTQIAgQAAJAAAgkEQHwlEmU2ZBUIAAEgAAQiIAAeMoIoEEQIAAEgAAQSCIC4CmTKLMhqUAACAABIBABAfCUEUCDIEAACAABIJBEBMBTJlFmQ1KBABAAAkAgAgLgKSOABkGAABAAAkAgiQiAp0yizIakAgEgAASAQAQEwFNGAA2CAAEgAASAQBIRAE+ZRJkNSQUCHMdzzT8aNE0aNM301l6JOZCOZw3HFT3DhEi/OFh+JuYJHO4IrvvLF2OkY7/n6+OHO/Ikji98TzlwzrfzUe9YdKeRv5xH+eZLaoBIpnytIGD64mDhs76OD5QyPNdRxxcuEGUWeMvr/AOqjDciQ7W+7yu9W1Q15Pt/oIXP/KKoTUxm5lq++jW/wsArvsKZRGwx33FdkTr+kq96J58zXVKCglcdUSewr07AWFinCK760f2aAjjm+Qxfe04lJf1E8Kue8SqSgPBW+6Rs4rna7xHb9KoSefKnP6tMshSJdMSf4adrcAWriFmFKLLFwjhRMguR+qBGhsfkpr95P1/691J2oELLcjNgLohVkonlr55J/Nv8vSyjp3vL35DISEfy8vnFwdIW8YrxIjTdW7pTyYfoCDezcKD3fHsb8Ld1gTnvdnzAPupyGyBSJs/QBSknd33DbE/luAH/noZQZSmwYarsHvv3/M79vu6bzJDhOFDVe9gGzR1N7ZBnitqfoTrtiLoo6t/LyttEqiJuMS2/D8fj+aOv9sJwJBzioAT8gT86Al3/OmjL+JSbqPyzDzrPS2r0Zb7mbfqrKOPxuf5ZqYEotD3O93vDkRFl238m05bxqaNDvBDRt0KbMqW5v/QxA70dXjtFscjb/okUk37yiR7rP3jb+iRJFpH9Z5Ja6TI6CgCK8s9+zifhosH6fM7vylAojeeYnZ/4HIuImJaV1++Sa2BBFGYpfrBUqEvFjEHX/ygkhR8sdpV56Ke8IDExlZFhMvH28GXL9JiIansPD1qJJepc+B++YAYJyCDomaROPhOWJV0lwyIKWIR+582269msUh5+ZiGjWHoLDstM9Pu7DEYqC8TSxVIkuygeMmgq48Xr7FvfMI+v4adCBqkKWJBIBcPELGZRRHwQ6KZWVFlUO0svLd7yVAcquhmfljSrTZPKhqZwsktBCKjVJctvHZ8VpaSH1aa84nviaX/PIGf9srnhj6n+q6ldvzDZ0APjx/4nXhC7ApjMXHNbZ6r/3dS2H5isyP5Lvo2vCA+VfQ38ut/iJGX/IKX/3VR/Z4pjLv7Zc5Df+Z/4AH2MyFBJ9FD/+K84bpwpeyo9EbX/9rIU71WSzJfN2eOw2uNV/KGgHVbocTLvRxgRl2Gq2CcE9/7RUpGHg3vO+Bb9M3/B4LMweqgs964moGx55iYCHDPfZy7IwNpad3q/uVf2nH7TX/XP3o3H8CUk72rAltO/rgMWZ6nJloIvhfi856s/jUVsE4lgl6/h7RAh2GWGS4j3rZTiyeyi3kEq5zhKLOxJaVhHCom8IOmFwD2HYTF531f2AL/rv7Cu7Act7ahAIiY9KU0/Mxf8rW4EkZ9c8GWSBC2x6/6GP2C1GRM5fCOE+uAitN7X+jEu0iUvkBvkaioqQru1ORhBZvFcyzG/B9mQZlq5UDIljEilQMaOxDYQpyUjV6BrGMnu5XuxwajO2S8WaVSeHeSGkiuI4fF1//49wk3tOomLkPekpYjcgz0NvmPvKWK+8Gt++9ucdappAakx5Nf4N32V/45P2O63dPVgPUL9OcjtOyTWnzTATf/u53zuQU4oVHItHGe501yUhU+5/+A7p+zNUgrCrygSCMdT9rX5Ggdw3PnfteRPwQeZhSlP066A074WUmIEmVTuMYdlwW0oV7kFq835aVhYyFd2S9xp/sV6U5qF424zla0htcwgd+j3pOo3IoNV4j66P+zzHf+Ysz9gfoSUHno6uv8z7zUvopX+J373tcC63/dtqfBhN5nKlVSmOPJMKHHoY5lidjxvKSHEPO2+nScDa5BdGXiNLz1Ifk8xVz9vWUKCo9+ZeZaXK834AQV57v2+P7xPZDjuwq/4J/6Ij9F92PJLS/Fdwnn0lbnYvOHJlO5my7xbpJO6R0L2pZme2kI6zViO6EpH6+QY09IVpgySIs9f/JcCP0mEy6TjFb6GDA3YHrQc/Zl5HiqQ6DPGtGSt5fAfUyvI81m0EvG3i024nGuI8W/7DnXhIrEkxxQ6ruv+nc+JRagqpbqY3CCkCJVqcjCSzBKdq6LrNZxIQydBIyF0wGrIKAT1DOP/k98o3gL1+ywPikUaleeKfanv/Fi4vxR6YvBDyEHkrWea88htiO7oFTNJTKoK4X3fzv1+D6r9Npr/lt78MnvO/R47P/S5a7E5cww+yMwx3/VZfKAq9gMnfc52jrvT/OS38VX1x+DDhzoY/B4KAeOeknkveXQWbir1T7TEMJnPmuy0UYKEbzevXEDC0IdKdkt8yTSFFBd0LX2h0psakSEq+Qv8NtTqSjM51pg1JZNIRPefPF0azX0nfftIvWy9z1K5WHn58+aHlpMz2udHpaDwi+eOHSI1JscVbLIs+bxCKO1u8wMU+yXfXup3r/tdvxHaCk8/KdyHijBGfrDsu900PXtknlutslKhNjl8JrQxh7zUA4Vm/EwW089koZwrnvTRk9xhUj9mme//cujoWaXMZZkfujuofESZxV/zd36C1WZkCT4YHYcRaVCLAl20TDTNJv7gcpd6qJ4F0TWMuRb7cvN9yluABcQHaBz6JXFaAJnx0K+YUEBklZMe0LwB/dFBhV7Nj4/9/cTVSReUFcKFelwDoNu/LOhDWN8Hsq4goktR7G/6D+zB935BieWrhJsUnXg0ZarQtDj/F/EUfMeWgHFPyZyirkGDHM6zm343+h/0w26JIFJGZHBwsUFpW25exhxzEL2RXur+Hf9r1CxAzTUU0e0BtVy6SHyVshpi0sKTteb5kQkoDhjJVG7GlxRX8A/2UMlxnRfxXccqO0VbQRMuxAnxAcV+n/muzwsTB0J0moXQaOzyTf+hV4g7SeXWFpnTA7m0SJkgr7P8TmOWDEUqxZS3TNMBK85SQUjnBqj15HFKvgFlQfAOgIgya+Av/sukrp89VWqQhRGp3Fbjx7eaZpC7RtVykivQMUzstUYPOkXfkKyVh8LHpId2aQXpr0Y/L/srN3hL65VSSOYng/M3+OouC+d7WnyrH1NPxFOGkX5ZZplL5+OfaBLN98p9He9zHXu9PyU96rkbLEWTRUmxQRmoDN/1j+ZcOoizgy+r9Q+8769y8HWol26cadujUrEXGpRTzOvuETVrvtO+JPTB0Ntfcx1ORJ2AcU/JccKDDMc17udPk7msaLLcMbdgE86zD/3n3wtsIvGm7JbQl3vPf/FDzogMCi40KGmLIZyE6EetOeve5U0h8zOzNpPR2bvNxyoCN0147iLxpkiNvBrSaEWTD3EaQ3wYSeVDqzYUfU5nxFhbQTslVT0NT6OL9ZzTislQp5lMCcNFJ0VLs/VkMorDQa5yBZmPahOGY3N/krIryPhTpEwUD+wKC6L8Q+gakXUzqpCGiM94EUID+XQoRPQiBjOLPcxJloQTqRQqrKMxJvuXSIDAJV/HMGPZzXporXRiRE+K636uRzVEIj6vCAOE76a2V5kLjD9bjzGtf1YYmGw9wM//8uD8ClwhZK+z7P2O5MJpgzJIZ4DlTsvep4SJHTWPesd/mcwqGGcqe8Gynj3JiQ3K4M1oI830sLIIhEMRCMfBpN9jXksH2874Fs7GdVzK3Xy5OOVd4R5uN029NUTUrE4PIhdMhucOvYBHKHFfx1eC6IjaJfRE+eVvC48IOkpZi0fnWtinjLaqRcU6FY14iX0HeaLHMqw3T2yBDf/EgeMV3tznQ3fQsRQFPzDCRK5B5elN88jzvlwi5LE40KAekheRhlBgvAhFllnMKco7KoxHGsJ6A5dVo3oshJ5hBm8B1iDOX0MmRowxFe9IcQbvuLZw8wosh38detieGWjJMrteFVqEwslxptnTTePJ4Do+c8W3pQp3KaEu0yCzATJXpRz7Cel4EFVbbaZ5kyR3i2Yy4tkGeDhJOinK6nyHuKl1QsCpyAiE4ym5z5urj6a4yshjEYkuu9isPwkt8MMjMzPIoIURGfQsWYk6QNDgeYnUccECRuVAmszZmeJchlWiyaurn/ep133SyNiDc8i4DTxGsGfGkMrowwRr7jN5y1zLO/9Npnp2WArS2OnAB/LePNrvx/p4g89aFFVKuMic28MF4oVA32zu69XU/qPihN7d3i2v6QcYOhN9vVE8a+EUHbBapMHjMl6EtJrDzCzJEOORSmGG48hQduu5WDRja6E490cw9DZTzgx82PNbPuvL+itTgyepu4HPXYmfy9GcdscjUrtw7veFZZ0d+8lz1Z3mx0lFoa/tpr/R4f1yBXaoaHY6rTk9/+Vbs3Jw1UEycnndv6sGX7U/IOvU1dcFZ4eZQFieEtl2m6n4xyndtAq+mnrqBctyO7FY/pQaKAlGZAx4EQ7J/A13qAaPbFnnm1fPChSf+rywcwdb8G58j4LbTBsqBX+jnReujkYcO1SdZx2kqvMhfuo+hrMKQgzMxi2MPH+IgRTfqt48eo1NHBDmJCtCRPNH2lxLzaPCJAX1jHltPMaYsHAGn7tVnt5v8AmDRUMOWAfsrw/7Lpwic8UNtw/kmoKPP8Uos4JHKjdvWI91s5tawBrEwQcpUPfp85YyOqPqY3/N8/zS3MHClwL2XqhSh9ahrXsUj4PiDt7GlIqnUi68Jq4S+S3/RANuUD7/axwo99vBRpfR7PRCsuIFrY4784oFTd9lq0QOPY2Xn/UdwytM0LBl6T8aalCq7ISfsSQQrqdU2cKqbFpSxaF7lZTwk8iwOl1Xhg4phZb5UFj2h3pE7TYy1nXH4OpjRCUZ/Qo5Jqcbe7CTwZOGQrL2BJpVoDfHj3UG4vkywSdrIG1iPx5adaAzvY1VEOIwFXsA94jLdYKlRXuN9eaxsUPyPDFhgzBHSTGfUxs8GmeCZzqOIUwmbEK1oYHhaCQB6xDLSU8dv+xpTC+MOVahipBgY3Qzy2Ck0eJjXE/w7FbpCeJNiSRa11H176loIeaOYuGBrO5nXrZ6W6VM9fPcv5HWJFodRzt40b2eZX6RPtihSRvHfG/TRyK0aqtCmNkgdd2/7Zs/dRCP2ctmp5esFiYes1V2aA+j+lN+Yanrx/6NZL86NLwl3YBozoTxJ3tVAuBnFAgMzVMKXaBsUijrApIXXLGniFYZbPRL/qQvPCOjsrgMd6WGlrlNmE0XFoF5Pya9keJ6fH/IpfFy7Wx+QeBWL6uakf9WbzT1vu9V9OyJPgYfGGX1V+Mh9WYFA3/00bm4UpP6dvO65UT/gP+nVQH6h8l1/X9iHulfRWff9j1PH0QCSgz1AmtzBxycDp+JsDwpMiaRJYjdAh6uhy4+JkXaoDKpCP2BdwTohUbb0dHdIQLqDJRZbPq68vHLUKQBIzNwgT3YBWr56Romy+66HXyzuG5YER/rOpan6Ka/LcBej2gh5g9eSLlcJThLQz0lrDEQuEss9EMeMjpkBZIirrhTpFD/BxvEHbbZavp2JNHZsDwl3j9T2nyyu4Vf9X0yuX+caeNaYVIom4O3vZJMfuG50y5xvwJaZbCq5G3f5t2kA+QD/y60XBdBZ/uGhJS5xVTxmtLtvZvqoiMEZPTrxitRHby86a99RpjfEaxFyNwV2mvmh/wB8XZFO0aWrhWWwGd/1/LgNEPlS5o/Reem041z0bKwWn7FBrLUcpzpsU2WaXRNqoVb8kNhc4OeA/zc70nLxbr/0/+ednmZ0gT2pFJQpaR6NbWXVivk2Tl2OzLzXb7vv0DKgNhKVhoo/AqXSdGjwiwMxGTFT8TNh+nemyu8Mdo+my0HwkazIq2bHu3JyeatG4R6vAatdkBrCWjefeCv3cXnrMALG4aSWdrxbGyCgUjxYgy6r/p0b9XbWruFM2zL03tfUi8ZxBKBnzJ1DUtfbtlG5+Zc8q1cq7ih0NbTs9CmxDJvKkzIR7fqJu9GsgUHsxLNA5+1gq+i+zbzXFePcEWYhCjuyju2UP1IiuVYFIPcr2t4Yf9qVmWRh/vbF4hzAthTOOu6v9PcfjEVj9mzJnIX6qoVsnXgT3wNNRWXE5P6UV529+GhAb0n+4CPlSzxcBAlAkF2xaMxyATYTph0S0P63z5Y9jvZtqVef9PjOltW2v6Z7/KIqv7Kl3xNI5PxadG/yvQYkRH14W+2B+aQN3tku1mq9plEP+Ubt7LdF6X9VJEZgbZ2JKyyfyqD4PcHioht5+i9yBd9VQNKFztBEXCPUxLE+l2+l+5ay7ampKwYOt2dWlmm614NnAougLyfxU4TovwvbWbLxJQZGi6TgNuZimrZdqMMO2Hp97OEs6079UximShto8rEUIFhzGUbrrKIAhWhQDud4pL2kbgxry5eZrPuVXSXiJsVMxuExAbeXlUo3kzzxE9ZSlnaBW2sICkTzkjKaQjxil+BDAtSpIVIPT5ngfoeyV5NtqcWs5gpl9/R1gKvm9RIrAAELLF9Psc/qKOgqhTVmpgW/M1wscLj9/f/McB2vqqqT6aH2abKL3ae5YUsUDIfanxW1GCE1aa8zbRug7ADKrYolSsotTQdS6laLht/Ro2bn5HlSmRfRCyGZotVpZx5UbZxjGYOLd6ntD714CqZHiMyWLvmE6iHRyMY6ETWHGGvOLkAstD5YsqVejITnVxgQ4NyMTTvrrhGNhxCr2FQeCPWU5UyCGhTK/qaBUV4xQ80HHLweErTNnMJnYxALyKe5Zb2Pyqxk0t4MOZ3qe0vmoXBGFEZmqLs3Gbp3C22s1mfFRUQe/P0R9TYszAaSmkTNcq+Q6ZCJksOx5i+Nld9jpQlguhxce8YlZFiiHCZZC63HD9m2f24rNyiPWCLzbv/RdhtWFRs4FvPJJ3G0C2m1d8m7UJxNIGq1vbRBSpC+ZUpnWxEjQZGe8A+bmnaa5n3/wtdr5FlFotRPfA8xhQsUjSszvpLxplyZgqs1Gm3cMuKhHvnq/PFfETrj/Q2BlLhDmQYLtJH1LcA2gN2xzZL4yZSXYwxbTiQ0vRDcUI+2W/5+HPCLnE0FstXLAd2yG4iBPPHlhO/FPpjWEeFdYZpLt3vUGXcbaaK35C9glmdRiavogpBUa2pQpGf8t7RtK+Rooj272VrS2jNoKr69PQo1uChXbTpJieBO4T1dMC5oRAwIZ8bKLzJhDeqDCIQKCCcBwJAIC4JoBeHPULmvqWZXC2htrCPUgrQnPP5u/CDteN/B95rdyQMi1L6hl0Neh/cCm8l6gNHXbtHgy3fHHbLRjzC2PmssNqUI84BDAACQGAoBNioW4AegqHo1g/LNqULvv3C8Bumb+4oOMu2rgw2Z2IUpGN0mQiecnTlF1gLBIZGgM10RcsbYjdFi9nIqvXgaw2R/DAbxiwcdQfCtkQGZ9GPuuTFqcHgKeM0Y8AsIBAbApPNjz+ANUe49DZMo4RqPc30sHw2g66S4TVM14RRcFJso1vvNhcbm0U/ChI1CkyEccpRkElgIhAAAkAACIQkAOOUIRGBABAAAkAACACBmBAI3aaMSbSgFAgAASAABIBAbAhEfckGjFPGJqNAKxAAAkAACCQKgZSQCYm6cw4ZIwhETCB23fQRmxSjgMmT0hgBBLVAIPEIxK5agDZl4pUWSBEQAAJAAAhEkwB4ymjSBF1AAAgAASCQeATAUyZenkKKgAAQAAJAIJoEwFNGkyboAgJAAAgAgcQjAJ4y8fIUUgQEgAAQAALRJACeMpo0QRcQAAJAAAgkHgHwlImXp5AiIAAEgAAQiCYB8JTRpAm6gAAQAAJAIPEIgKdMvDyFFAEBIAAEgEA0CYCnjCZN0AUEgAAQAAKJRwA8ZeLlKaQICAABIAAEokkAPGU0aYIuIAAEgAAQSDwC4CkTL08hRUAACAABIBBNAuApo0kTdAEBIAAEgEDiEQBPmXh5CikCAkAACACBaBIATxlNmqALCAABIAAEEo8AeMrEy1NIERAAAkAACESTAHjKaNIEXUAACAABIJB4BMBTJl6eQoqAABAAAkAgmgTAU0aTJugCAkAACACBxCMAnjLx8hRSBASAABAAAtEkAJ4ymjRBFxAAAkAACCQeAfCUiZenkCIgAASAABCIJgHwlNGkCbqAABAAAkAg8QiAp0y8PIUUAQEgAASAQDQJgKeMJk3QBQSAABAAAolHwOT3+wOlymQyBboE54EAEAACQAAIxCeBIH4tMoOhTRkZNwgFBIAAEAACyUIgJWRCo+6cQ8YIAhEToN0AyZBlyZPSiAsDBAQCyUYgdtUCtCmTrSxBeoEAEAACQCA8AuApw+MF0kAACAABIJBsBMBTJluOQ3qBABAAAkAgPALgKcPjBdJAAAgAASCQbATAUyZbjkN6gUACEuC7m6tKc8aiGR0m09h7qy7wsUvj9Y7yuSSeueUd12MXDWiOKwIj6Sk/bS79HClxpHSvqu2Tl+53awsnsYufK23+1Dg2vrvxsao/hAjwdlUOiTynqtu45hCSn3ZX5RGb86q6Q0QfQtPIX+YHOg7tFKselKixOaU7azsGJMNYYlkuyQ8yS5uRLJPRAGF5H03+knFwlFwE+Dd3r3tgY02rhyTbc3y/61zfhapl2HGOXVZ1gZ6OFpL+i+evRksX6BktBEbSUyoYeTpaz34snek7Vd94Tfpp9AjV71WF02Yvf/kdudc1GhrkBAJ9p8vvmzx/1Sax6kGnPa01m1bPn5xTeXoA0EJBGTKBvtpC0gAcW1jbN2Rl/LnD1cexGmuBqxetkfKfqbiry1V9AntIz4lq15+hyA6ZcbIriBtPyV17/Q03K9D8JXdnJA+CFw5s/mldj5GQd2449RG+p05tyEz2MqBKv+dC1YOLKo/rQvS0blu9pUnWslSFhZ9AwBCBSG9wXeX8wEX3ZXzFmjHDlkZFLH+3uvTrVnzu66Wr/85CT8J/IBApgfjwlBk2m9XjPnTsnOAqr59raHRz42y2iZGmC8JFSIC/sOf/faKJuEl7QUVDlxc/Tvj72/eXZON6h/P07DtwTNFPbitp6idC8n/d1UuEKitCOyAYEBgSAeu0DcduoCJ549iGaaTkDkkbBE52AnHiKXOXzBnHXXZfFHr2Lre9fpHj/teSJdr2Xl9HbXlhJh25x6MQmYXltR2k/wYPfc3Y2Eq6cD+uWfr/mEx4DEwcj/zcI7UnK8mI/9jM0sYBdl4+ToZmBVQ/KSknqpXtJw+ZNzBBGJFDAtXN3awhrFuWBoi90hDedGxv/HZgXj/n2k+ak+m5zrqDjvxM+jSeNu/B6rr6kqUFjh2767cWpcMzum5mJ/ZJvq92FbnxJtxb9aZU6vk3q+4ld8T08g7hbPBBbjwFIWV+pZvQ8tStJoHls2PQPf5CaY54l5km5JS+INzjWsC4FzdlwupD5NnO465cmGIaO738NM9p592IZ5CdtBahd2VmYaXiJsbGV6mG6KsUElor0BlceaCaSbjTZfWSrjScHHUE5A0B1TFNi+pkFH/+n6aScTSO7GdcjjkcN7HAdRnr73UVoKdA+49cO75Br48rafo/+MINt3OpzvOhdanTfcMvqRMzIdvZ5T/vzCaRWDNsGTSo1e5o87LzWIZ8vJ3O3HQxJPu22koahBaT1+0qsrML7MCaXdHWT1te/6fLSQ3+hrOL2Kuvk7PmOt00BI06ev+pVUPQx3AVuXqDm8gSq9umpCYwGREIs4xlFuPPLhk7GHJKjUUDUjIC3nYHvQHE4UByjd6t0hjhjS7XGhu7PaQDditddhVo+4rmONo/weoC3GUcN7Ok6T2ZLeKhGLsUj2DJJ+24SkEfsVbxi2dsC7JtqlpEUs7SKFeIVEr1gJ/ZL9qMrO7aX6TWiRRIakVz4Tu2BGiuxSKOuGhTWm/P+Io9y8pda2k9/ynH97UcbfRw1tkzv/L58YoS3Ve/BXcMpmc7ThDv9V5TyUyMxvPG4aa/cJ9ZUv2RWNFT1yofg/T0cgtfwn2J/e0H1mjHLa53VK7diCcFCMrFou/pqfnRlua/ojgu7N647hB6DrbaCpzt2DX2tjuLUI3gaS1f9MghvVkJfN+hZ55AOq25jjYyz6C/oYTcTp7jDU1/icvJsfxHH/QOYqRzvvZVow3Hnpql46U2Mz6iE1+xGvgkEgHLXcuK7PiO9DQebRF64IW7FTmk/JU56EkT9d6vW7e/BwnZ1ri6cPent+tIWTa6wm6lO4oPX2UOSXS6Zyrm3aK4y4r2k57/G10Nj5J+/7dqSrc2aztj0osP3/D2uopIRUEfgv03Dhdrn3mljOg53XptThkeWGBO/a19e1+TbmFbgWN3kzjucMIhGF++M9CaEDzzdvMhND1CneS3ajZWi+1sKX44Go0E4sJTpk74fOZXv4aeAD9+/Y0/8zcvubs83Lg5OXMzbxufKoeK7wp06/WeqriHDIJ94d777yENxsHeDz6SuoPkQaTjGQ/88Ju4LzFt1rxMhf/FInxnw6Hz+MBe+gsHVm7JLH7x6X/KLdnmdL26dckXOP7PwlQ664qna9bPS0OK0udt2P40eTr21P1il85dZEkvPkhGSv6jYgG5c9O+dv8S+jTd/0E/cUg4ynj68B/1XtOdyhNPRoItI0XAMnt50QwcuedkfQtdKXG1pf4kLjHWe1bmTeI41ns/s6T6+WJyo1kyV+74RSlpjCodkjYV7C6zrauuKSY9/9bM/Kd+8RhpHfbU7T0WleUZM0vq66rwwII1s6jkAer7O92XSA1imVfxTvfhitIl4rjDnOWLvkgsvXr+Yr/WZHRGnHk7seDpZ8Qk5z1IQ7kbG87BmktdbKPsZOh3iQxTgu6wzx7HtaKC1ZHDYac1Y9HCDE6/ZOIhgZca3V7fO4d/UiNbWRLc0vEqt6uQ/kv7625yv8+2TxHG4JCfe+U/ikUpJpC/Ik9qbH3hqzmzuDq0muXi622XK+ZlitKqbzS66Wp03yD24qdt+ACB0UnglruW59srz7q5a431p/qKi9PF1VxW4b4Q1xpaZ2XPkdp1lin22VYO3WEe4pCkG0hFYaDn/GVyG961YA5+GKWfMVNwh9NZD/dhp/sKz93BLogC4X6PmTD+s+owZJLEPGIZrl5+99t//YlsjZRaWv6bzby9Vrc6w7RafgkdE/+Km8vwGd0E4sZTfmZGdt7Emrqr50//iUN3izXLPmWMxlN6uhsdawtfEBYYS+RTJ9z2uRD3z7gs+x2fkUIEOEKKSCM1wGWOUwp85g571jju9wG9NdoDYdPawl0ae7mgbjtg5LG/8JmM6f8LPbB8zJ1940996zMDVmlyS9A45ZlQM1273+m6zmWG5i/XC8dxSIB0wG6vdHtIB2xBHhkoYV2vHH/F3flhxGZHdelIhFbwF6ru+/JG/TVS+ippH5j+NY6bNGPq+EDX4PwoIhAPva/WiROQnxs/dQbqvblWt+nJOvRYmWGfmmaxjJ8gG/rnB5p/lLecuEk0kOB0oqGEG2xOUJSQo27cgG6PRKEU+PRddxeRv+X2dM1TKvfX5rL7l2M3iYY2tzide5q6rjSVoJHNeP5kLFw0FdvneW1P7dvKDm00dfDenNLnQs72lSXP8rl0OtL88du4NSD7vOvuJODGzbbfITsNh/FOQNEB200GSljXa7zbbsC+dw9t2UbcpL3A2UYmQ4jzgEIHZlOH5BNK6Phr6MAgEecE4sFT0hbhLX/3tfmsPTdu0dfQrBvL+NsmSPxudr3xBum7nOM4uK9iw4bSJV+6Hq3hvi/NX6QcrkDR8h2V9xY+WUU9AxOQ5jIgkb/+6dSbxEC9J0f+0huvE3vtjx08+MyGDeuWZPIf9OLOpTj+3HLX6jW5eBi37/jGglWVjcIaGNQhVbl2VeXx1pon1i8tqtQZlNVNkyVtqj0DX+k7/kRJ2QFhMzy+u37D2qdb8Xn6kISP4DNKCJAOWGzrtcbf7NhDRvfFrlc0vD/ZPvtWfNHT5b50Ex/gDz9w9vQ50qtqL1p2V+DOH9pJiwLQTloSFv3rO9v6JrltZhQtnx04tCg+lG/WJrYXPb5+gbEVwQwI7RweSvQQNn4JxIOnFOh8Zk52njDVZmJe9ozAXXX//XrDWbTMke8+WlnzmtLz3G6fTUZHBvs/+FjRhgmRA+xJ2V29eVM9dg8DJys37zpet3Xj+pX5lad5tuWH5+hPS3aTBZF9HVWP/RQPUqIZ5BU/CDIUcflkA17xibqOq2oi2aIvhO3RvWyZVvzsY8RXcu668uVZKWRaa0rW0vI6OsRqLdhcFiSxSmvYbEm8G96a+XSObErWN3e10pmGsa/7lPbAr6ETYHnq+e2ePXh0X5j1SjRPWraugHSbnN2++anGbnx3ovu0/Jl/xYVHtl2O5BTPnT6LZrTyHw2gOXnpi9etJbPZ2W2I75oXntn3Fg6du2b1XTEe8GOeXrpnn9q8/SxJWsB/IhCPe/tjm2TPlnh5pbTGNGBwuDA6CMh7ClTHNAGqk1H8Ka6pG5ftPI/VetscpGGH1igIi6u6nNnECLrow+t20ipcIiuukhQXXCq7SuyOdq9y3YhkvXierecLtPaRLZcMsNIr8HpKndWfVpuNtLGCrEGUTIzgKDpZ5u1qKKM78kik6ZFeYoOnxdvfVqGvS1yQE0EyUZDopDSyuJM9lPIus6qW3va2OdS3Kckse5FLvoqYrUqkOSl2XfbTVRn0pOy/uABDj716lQiRYUaKmtl6Sla9IDlW5wip8PY3lQUYIGF6mOViNeUPHApXQXomw7nYEKAlJha646FNKQ7ysQe6cfO/9nfk4fFz6bfLFnRYpq0/cuLVEry8CX3Ss0ucTZ2/f3o+7u35uLnxP/Baq1vm/aBG3HcNde3d9jkiauifZdaGP5xu2r2lgK0gJsuqOo87FtBpeKi1dbC13eV0FNDl12jFGF53JQmoo0H7aR04sV/0OVZi7xtPz8cputb82zeUu/+oA4/kb0tmflVLZ9OeHcIOdtgWZP4OV/uVUyINo/ZZ0hY4jnc27XbQpgYNhgdudzedPi6s9jGqC+TigwDrosfmSF2vgnHpCyoOn3BtF+9TdBbdqttd7a0Hi6fJ+k7vKH75t+xW5WzfWPlVcl+n3VNx9N9d6pJ3sP3Mv9AFGEIk+l+3zrZPlkVBhfRGRrTBycQI1H2ctuS5lqZnxEoAFdRnmtr24I1QpA+dUSH9JqF2nGk/iKoGycviuRQH29sc8zQGyUPC8WghYELuN5CtqN8NXQoiECggnB8pAsmTZcmT0pEqSxAvEBh1BGJXLcRDm3LUZQcYDASAABAAAklEADxlEmU2JBUIAAEgAAQiIACeMgJoEAQIAAEgAASSiAB4yiTKbEgqEAACQAAIREAAPGUE0CAIEAACQAAIJBGB0HNfkwgGJBUIAAEgAARGP4GoL9mANuXoLxSQAiAABIAAEIglgdDvEom6c45lcpJdd+yWE8Ub2eRJabyRB3uAQNwSiF21AG3KuM10MAwIAAEgAATiggB4yrjIBjACCAABIAAE4pYAeMq4zRowDAgAASAABOKCAHjKuMgGMAIIAAEgAATilgB4yrjNGjAMCAABIAAE4oIAeMq4yAYwAggAASAABOKWQASesq+jFr3Meyyaj4s+Y3NKq5q70ZshFZ8BIkIlTBOICH77uezDE5Hpgoi+FgMyfHdz9ZPMGFNmYXm11hoUrae7eSsWG7uqtk9hLN9RLhoh2CL7mlvecZ3Y/G5t4STZedHqwto+WZKkQ/7NqnsnECGmgV5EKTq0szRHYKdPRlIzSo60idrXgd8VCh8gEF0CuKRVobpHuP+mF5bXaksarhIkmbGZhU/qVwnRNQ20JTwBtFwy0IemXXlV94Xm6bnOTunN3rpvLbcudbpviKq8/W0V2YqXo+KorLlO2TvRDch4O5259K3O8lyy2koa+sWY8Le3q0F8mzKnfj+739vuEN/LLFdCj8V3mrMXoytFrAWuXnlEwrH8BejsPenYDv3XqdvKmvoleDr6wjlFDQwnxBBlb3S51tiUWDhOnuoh6g8YfNhTGtASuDAsBPRvH2t2RZvs9vG6nbmaioXjZpY0vTcsRkIkI0wgdtUCflFzoI82VsGvWLPLGrpI7d7b7izCFaXkgT5pd8zBJ7IfbegirrG/zVmAnZHkVwTHk55ddoRo8fa3O8lLxmU1bGgZb6+rCN8UtiJnO3VYWmOQl9xfZLMia8peddyPpCU7AyWanO914bec2x3t1IVRY9jPoEH9RNia+4Mt909U+gxk8Gp7wZbdTRSdXqqDazZwFfFAHwOC0RERKyZ7QYVQIPz+3nbXq00066MTib6WYU6pvhFwdvgIoIplgS3E7XPZVYBuOqutwNlO3ae28hk+gyGmESAQu2ohWK2qiZUWRJk/wyiUJ6mPUTkkxUnBw0mOEytRnVT9xBIaGeqSrXZHm9QiE/yr2BYkasdRn62wgSoM9P+G27nUyskaymF4ShoWPcO2k5tWxUoVo14SVCJh/tRkWZjhwxOnWS8DFV7wIUkPb0qHZCoEjg0BTS2hvv1xtMLDvcHH3NgYClqHjUDsqoVwxin5K+7ODznrPSvzJlGDyP9JeSvvsXLXGutPoUE7/pK708NZ81fkpVskmfSclfkTOc/J+parHHfzkrvLw03MX5kj6zm1pOetyLdynsajLXgc0YjMmCn2LJ2OFhSrNcs+ZQyJ3ZJefPCjU9vzM/UFJQvlR/yfXdUnPNbFDxffKUuDXCLw8cDrO50nuIKfVC65PbCQ6sqts+2Tw45IpWNEfvadqm+8xtlLn18/a1TaPyLQINLYEbBMts++VVe9dbZ9CpRRXTRw0hiBcDzlQM/5yx4uwz41TV7oLGlT7Rlozkyn+xLPD1x0X+asGTNsaYrox0+dgZzrh53uKzzXf/E88peTZkwdrxBJs83IQK6yy33pJmdIxpK+7MG1Ns69/bFNjXRKUd/pyh9vd9+Su+3JIrmfVkQT8gffd2jndjdnW/vgMpUSd+X8FDqXINA0gesdO8trrn1929aVsoeAADGiiQeVa1dVnrXmPrG16I4AQnF9WngqgjoornMpgY3TPk9PWrauwMad3b75qcZuMoVw4GTl5mq3damhWzKBUUHShkwgDE9Ja8agMdKyG1SENkyDinBGZJCGtPxdLS8VTTy7a3nW3+R855GcOxdWXst3/u7IhiE0cfi3a/e85uFmPPBQrtLZyy329NRtXb90QW75yQHZaf7CK49vP29b+/0HpwVqwvJ9tauEia8pWUt/xT3gPHjiyPpp8gcPmcL4PhSfiia8f6xKmn6sP4s5vlMC1o1KAnxnw6Hzyi4uS9qS51pcaya2vrA8KyPnke/kTP565dXFzhMHNgS8JUdl0sHo4ScQhqccfuNCxmjJLK5xPYGm0Xpa9+9p7bNm561YmBXYw4XUx/HnDlcf77MWbC6bd4skbVlQ8Q6buOv397e7HOjRta+1cvNOYRkJkv3rH3a+fJxb8XTlUqMG9NRVbvz+5vKjmkU2UsxxfESfijzumk1rNm6t6xFWAXlaazYuvb+s+a9xbDmYlgAEPBd2V+h1IFkzi3/ucqAJsH2te/a3etKzlywdWpWQAKwgCVEgMKo9Zd/p8vsmL9x2Nf+ZJndnk7Nkztlda+ZnF1adljf1woH07qHn97jVY6gaBWnziiterC6ZyXHnDzV00pWDfEf1xpq/hur4xeOmosu90YUszuZad63OK2uM1GCNbcN+wppdssPVLizLERbkvFWzsboDVlQOe14kTYT8QPOPlm1s4nJ/+pJqjHzgZDntW6pocLvRDTb9bM1D8+eururQX/mcNMQgoUMlEDVPaWDM3MDUFWkyTuCECTKeC1UPLqp8c46j6czhLUumzVqyofrUlROO7A/qNq7bElGbhr9QvwdPUXn48dADh+lzsmehpuzl8z3YyfFv7n682h3e3BZrJrK43llg9fTsO3BMuR+yYrqOAABAAElEQVRC4MTHzxU6o8qasWhNWfE8oRltycx3lKCZWdxl90XYfCB+8iqhLOEHTm9dsXLXteyK11UjF2jHj29+q/LsLEdb62FH/rRp6AY7fgUt3b52aOOqymYokAlVDIY7MWF4SssU+2ydSlAcr8KzeGjtKfoPKS2yWTzC/LSr5y/2S9fRkXy6kBEZcYZqSdndUm9n2t1lJYut3Fv79r4W/jPk9XOu/cc96bmlhXcZHTgU5y4N/H+n/tTHSVN+0MSfjNV11zjuWt3qDJNpUmHtu4rEsh+KeUzs7Cg60Ob1KDIeTB11BIibXFTeOnHN3n2PLVBMLRSHTvIfLlvAZtRZ0hY8VIIm3vfU7T2GJhLCBwhESCAMT8kpFnuw+K621J/0cLS9qFrsIcrQ5QRCW1CxqkSU4Ptajjai5SXCREoDMtSziuGj8N332+e3n+WMLg6Rp3oIkX/8Qe+gfFnLEFQNd1Axr/GcZyluvr8PP6OoJ0hLAnAEBCIlILlJV8svi9VLv+gje6S6IRwQCE4gyJpQGlAmICz1lbbFYRvFSQt71dtkeLuOlGWjRzzZFgF0EwDOXuBsI+NbN7oaHiWb27EdA9BOL2SXnCAywipj2X4caLu49ldLcFx6a+FD7DxAdwzQ7ISHE4/2B8jNLtnuEnYCwjN69pcQe6VUyyAJh8oNGdBJZPDM3JIde9j+NQhehWr3Iq2aMM9osizM8GGJC7sJsr2W0I5ImrwOS2E4wsOa0nAMA9kYERA2hLKtcQXYAUrcmZJVLMiQ3vb9ZCtLxW6aMTIQ1I48gdhVC2Ht0YOqe72tVq25jjZpA1RxhzNqs/BfuT0jdUsKAeTesh0nZPu1hpTR3wcSKZXHJd48qriQUJGrV9rbh25Bx3EyVy1lOt1JR6tBkWpJXDjSeEphMyONnsB3vkZn6BNUe2i56EjoZ4Gcf3Ti0dMyvCnVswDODSsBekNpbh98gt227zXheXbaj6puGVa7IbLhJEDzPhYxhukpkQleMmdTWDGImnQOqbElGqgQQe1CJCLbxZhI0Zmf4nAC0SJzk1RRSBnUiDy4gzbvKCGkR9xWlaow5ik122KJCRG+UXp2byOtVRINnu55UJMiVRitpyTodm8hO9wa16NSG+Jn7ApKgIhRFqAlM+Im84iMU9jWNoB81E4Pe0qjZjkoioiAEU+JFKNth7dLtyreA5bttBxRtBBoVBGIXbVgQhyodu1/NC8FnQwioA0CZ0aWQPJkWfKkdGRLFMQOBEYRgdhVC+HM6BlFwMBUIAAEgAAQAAJRIgCeMkogQQ0QAAJAAAgkKAHwlAmasZAsIAAEgAAQiBIB8JRRAglqgAAQAAJAIEEJgKdM0IyFZAEBIAAEgECUCISe+xqliEANEAACQAAIAIHhIBD1JRvQphyObIM4gAAQAAJAYPQSSAlpetSdc8gYQSBiArFbThSxSTEKmDwpjRFAUAsEEo9A7KoFaFMmXmmBFAEBIAAEgEA0CYCnjCZN0AUEgAAQAAKJRwA8ZeLlKaQICAABIAAEokkAPGU0aYIuIAAEgAAQSDwC4CkTL08hRUAACAABIBBNAhF4yr6O2vLCzLFolhH6jM0prWrulr30nhg3QESohGkCEfEoreaJyHRBRF9LUBn+dPl0wQZBifQ1dnr5aWYS391cjewVY8osfLJaazA2ztPdvBWna+yq2j4WGp2/3lE+V9KtOppe3iHJIg0vlxeKiTJNLyx/ublblXAcE9/dWInFJhXWvot/j+4PyqZDO0tzxMxA2b2vY0CCMroTB9bHEQFc0qqkexndX7XyksZ3lLN7T3Wbmkxzyzuux1FSwJRRRwAtAgn0oWlRXu1tc+QK76aUkpqe6+yUXovcf8KRLb54ksko3jnu7W+ryNZoseY63ZKWUDLeNoddo0KIzmp3tFFNuq+V5riZJU3vKdLl7Wogr0bHClQvefYHeJMzjcvuaBds1n31NMfZypoU7+a80dXwqJj2iQWuywozhvyDGjVkNcYV3OhyrbHRWKX/0U+X1qBhT6nWBDgznARCvzY84MtocVlhb3seTpshruEmELtqIbw3OQtl0Zpd1tBFHERvu7MIV5SSdxH8ijX70YauG5hTf5uTvOnXWuDqpdwEJ5eeXXaEaEFvA3aS9xvLalgjMjq5QF/3yu4K+hO9zdUpvHhZawx+v/L+IpuVQ4l61XE/cr5SWnQiEE/Rlz9LLtnf6yrAjtte4Gwjr6TWTZTbVYReeowSvsNx/0SOk6VX1DvE79gVFF3DxAcRe0GFUCDIq3RfbaJZrxsmSieHOaVRshrUREwAVSwLZK9l1ru/dHXTG1N6otUVgpMJQiB21UJYnpI6HlX9rjxJy6XK2ShOUh/DSY4T55HqpOonzUXdk4oMphW31DYV3C1znCSmdgdyVpx052C146hfV9ip0Kz+4e105qZzsoay8AwhqUUh6EOD0puOow8ZSmhq7ZH/jl1B0bOJpkLZo6AnF4tzw5vSWKQAdA6RQOgKwe+nPT0jU0SHmDwIHgGB2FUL4YxT8lfcnR9y1ntW5k2iBpH/k/JW3mPlrjXWn+pDI3CX3J0ezpq/Ii/dIsmk56zMn8h5Tta3XOW4m5fcXR5uYv7KHFkXrSU9b0W+lfM0Hm3BY4RGZCT14tH1c679xz0T8x9eOY1Gbplsn32reFXxbZ1tnyIYaEkvPvjRqe35mYH6chUB6Q/+3OHq433W/AeLpwmhLFPss/UV3DrbPlmIKr348EenqvIzZWh0lI+aU32n6huvcfbS59fPSpAUjRr0YKgxAvyfXdUnPNbFDxffCUXUGDKQ0icQjqcc6Dl/2cNl2KemyUudJW2qPQPNh+l0X+L5gYvuy5w1Y4YtTRHd+KkzkHP9sNN9hef6L55H/nLSjKnjFSJpthkZyFV2uS/d5AzJKELjH32/fX77Wc5WsG4Zc+STlq0rsHFnt29+qpHOrBk4Wbm52m1dum3rSpmf1qgKceLdQ8/vcXMz165bLClJX7xu7UzOXb15Uz2Z4MQPnP755u1nrblPbC26I4S+0XlZeCqSnjlGZzLA6tFKQPd5Wp4Yvu/Qzu1uzrb2wWXyB3e5CBwDAWMEwvCUtGYMqpaW3aAitGEaVIQzIqPW4LlQe6DRY7U/UHyf5MgtaUuea3Gtmdj6wvKsjJxHvpMz+euVVxc7TxzYILYF1WoM/OYv1O/BbalvPXTfF2TiX1iy64ir6LbWXd/M+pucRx7Jnbxw29V854kj64UGrkw0IQ7Fp6IJ7x+rejLEXOiESDAkIr4I8J0Nh85rurhkNvJv1+55zcPNeOChXOWDu0wGDoGAMQKhd0g3pmekpYRulhWOsnnyBi+an5NZ/HOX+/KiyuOte/bj2TRLli7MGsqNI/TxFjjWqWLiLNOKa152X/lWZWvrnj0o5uwlK1BUSnNGmlP04qdPRR53zaY1MqWe1pqNS0++0/Ra9RL5Y4RMAg6BQBQIeC7srtjuviXX+WRRgPaiMERS4Cybd0sUIgQVyU0gjDZlHIOi3Swe9fgosnjgZHnOnQsrr+VXNLjdTc6S6WdrHpo/d3VVBxpUjehD+3jVg7VIFepurSRt1tyKpk4c1Zx3atZ8fW5hlXzJV0RRxnUga3bJDlc7me6LpxGTxTZv1Wysli0zjWv7wbhRSIAfaP7Rso1NXO5PXwo4Rk6HSFTzIUZhWsHk+CAQNU8pmyMTKGWyuS2BRKxZ9iljAl0UzmtlhG6WOY89fr80cIik+TervvmtyrOzHG2thx3506Yt2VB9/Apaynnt0MZVlc2RrI4X+3gf+4HqSZa/sPubi8rPzqloO3PQsWQWjurU222Or16re2LVlqaBEEkajZfHTLFnobU1GYvWlBXPExrplsx8RwmamcVddl+MBO9o5AA2DzMB9Ei6dcXKXdeyK14PPLQhDpE8/HiCzhIYZugQXRieUpjeqa4ExfEqPIuH1p6ey+d7lL5BNotHmI969fzFfgV9+XQhIzKywEI3S+6a1XcpulnEGaoPly1gDtSStuChEjQRt6du7zE0sSjMj9DH+/XS1X+n7FQVp92WPLRA6m5NX1D2cL7V07PvwDHFpj9hRhrX4tq8jmtzwbhRToC4yUXlrRPX7N33mOxeUyWL3o/puaWFdylvVJUc/AQCBgmE4Sk5xWIPpv9qS/1JD0fbi6rFHqIMXU4gtAUVq0pECb6v5WgjWl4iTKQ0IiMG5cRuFrY4RLhCXTgTG/oB6+OVFoeISumjgPgrKb7FvMZznqUE8/19uF9bPUFaEoAjIBApAclNulp+WRxkWZcwRAKLQyIlDeG0BIKs7qTCMgFhqS9nK3K2k/122CZw0op7uhpd2hbH23WkDG9up1yAj5cesu1s2AZvsi0C6CYAwWWIZcI2MepN4/A1cXcrFhE619u+n2xbJ9s0gKgh/4LvPEB3G9DuhIeDijveMTLoXH/7/hK8b520EwKJhPxLiJ0HBCBsryU0TKnJaynJUT7SFM4o6wd18UZAvNPXuELsAEV3G7DaShqE4fN4SwnYEzMCsasWwtqjBzkfsjcNNYf9t+Y62oSN6hABcYczdhkfWLMr2qTtT3W3SE3PdpyQlWwjMig2zT44ijx4r6lkpsIO4YciLtGhagSVOw3p7cIji6y/oQRtiaf9yOEE3KtWte2RTG2YhzT+MANFLB56K86IVYcMOLwpDWkOCMSaAH241N5g6IzsCRtZobczV6yNA/1xQiB21UKYnhIXxC40r1Pc4xu1HR0u2r6UoVKIoHYhEpHcJJW7QbSIw4dEi8xNGpYJ3grEanrbXdtLpB3bkcFbdjfRTWtpLKzpqbkJFZ7SQCuwv921g5FB2lDCX1LsgJponhIBRNtvuhxkX1+MD02EdSrhCoyj/0VzK/p6QWOcEjDoKY1scRenKQSzhk4gdtWCCRlHtWv/ozfXoJNBBLRB4MzIEkieLEuelI5siYLYgcAoIhC7aiGcGT2jCBiYCgSAABAAAkAgSgTAU0YJJKgBAkAACACBBCUAnjJBMxaSBQSAABAAAlEiAJ4ySiBBDRAAAkAACCQoAfCUCZqxkCwgAASAABCIEoHQc1+jFBGoAQJAAAgAASAwHASivmQD2pTDkW0QBxAAAkAACIxeAqHfTxl15zx6YcW/5bFbThRvaU+elMYbebAHCMQtgdhVC9CmjNtMB8OAABAAAkAgLgiAp4yLbAAjgAAQAAJAIG4JgKeM26wBw4AAEAACQCAuCICnjItsACOAABAAAkAgbgmAp4zbrAHDgAAQAAJAIC4IROAp+zpqywszx6JZRugzNqe0qrlb9tJ7kqoBIkIlTBOIiEeZXJ6ITBdE9LUYkOG7m6ufZMaYMgvLq7XWoJg93c1bsdjYVbV9amNFw4LIvFtbOEkwVfY1trC2TwxMvpGGl8sLxUSZpheWv9zcrUy4UYMVeuP7B8qmQztLc4QCgbN7X8dAIMjxnRSwbjQQ4LsbK/FdNqmw9l2tvfgOQ/WTWLNkFj6pXyVoQ8IZIBCEAFoEEuhDQymv9rY5cjUvLE7PdXZ6mVz/CYf0PkgxZutSp/uGKOLtb6sQ33ApCqCXG+Y63ZIWAzK6r5XmNO8693Y1lImxKV45KZqDvoPLBHivpLXAJb3A2q/76mmOs5U1sXdzGjRYZle4h3pZFq6OsORvdLnW2KQ8pEdRezF1EFOGPaVBbIFLw0bgRlfDo+LNrFPMdF8jz3EzS5reGzYTIaIRJBC7aiG8Nzl72x12ZIs1u6yBvgy5t91ZhCtKyQN90u6YQ0QebegirrG/zUne9Cv5FcHxpGeXHSFa0NuAnQU25H9lRT+0jPDKVs5W5BReJa01BnnA/UVIMzL4Vcf9KAbJTik3Q8tQY+yOdsmRS8GFI/pOafT2ZmcbeSW1NlGGDNboDe9E7AqKrh1ixWQvqBAKBHl19quK91frhhzyyWFO6ZDtBQVDJuB1u4pQ9YPqjR2O+ycqqgtBN33bM3pbu1N4dby28hmyFaAgngnErloIy1PSgijzZ5iZ8iR1GCqHpDip+1Jy1UnVT5o1qpPUJVvtjjbJfwn+dY6j/RMSBgcZl018tsIGqlBSG0LGgKcUniEU3lRloeonNbDNYUcOnBksNyyS49gVFD1raNYrexT05GJxbnhTGosUgM4wCaBbeBx9RlfWOUyN+vbHF/RuTBYADhKNQOyqhXDGKfkr7s4POes9K/MmUYPI/0l5K++xctca60+hQTv+krvTw1nzV+SlWySZ9JyV+RM5z8n6lqscd/OSu8vDTcxfmZMuSVjS81bkWzlP49EWPI5oRGbMFHuWph+YaLRm2aeMIUeW9OKDH53anp+pL2hYRjI00JFlin22fiS3zrZPJiyMGBxIfVye7ztV33iNs5c+v36WLLPj0lQwKgEIpBcf/uhUVX5mwMJmmWyffatuQq2z7VMCBtMNASeBgIJAOJ5yoOf8ZQ+XYZ+aJi90lrSp9gw0Z6bTfYnnBy66L3PWjBm2NEUs46fOQM71w073FZ7rv3ge+ctJM6aOV4ik2WZkIFfZ5b50kzMkY0lf9uBaG+fe/timRjqlqO905Y+3u2/J3fZkkdxPK6IZwg935fwUOk9grM40gfTF69bO5NzVmzfVE2v4gdM/37z9rDX3ia1Fd5BYh93gIaTVSFDhqQjqICOwQGY4CExatq7Axp3dvvmpRjqTbuBk5eZqt3Xptq0rZc/lw2EKxJFgBMLwlLRmDJp+2hYMKkIbpkFFOCMySENa/q6Wl4omnt21POtvcr7zSM6dCyuv5Tt/d2RDrJs4np66reuXLsgtPzkgJeQLS3YdcRXd1rrrm8iaRx7Jnbxw29V854kj66ex54oRM1iyMnpH4lPRhPePVUnTj/VnMUcvVtAEBAITsKQtea7FtWZi6wvLszJyHvlOzuSvV15d7DxxYMM0/Q6fwKrgChBQEAjDUyrCxccPS2ZxjesJNBfO07p/T2ufNTtvxcIsZXM2GoZaFlS8wybu+v397S4HenTta63cvLPjuhSBZVpxzct43q+ndc+eVo91zhJsDfOTWHCYDJZsit0RfSryuGs2rdm4ta5HWAzjaa3ZuPT+sua/xi5i0AwEAhOwZhb/3IXn5/e17tnf6knPXrI0FlVCYAPgSmISGNWesu90+X2k6fZMk7uzyVky5+yuNfOzC6tOy5p6Mci2tHnFFS9Wl8zkuPOHGjrFlYOou7WSPMPmVjR1urE179Ss+frcwirZ4sIRMjgGDJhKa3bJDlc7me7LFtu8VbOxukPkwiThAAjEnMDAyXLat1TR4MY34fSzNQ/Nn7u6qkO58jnmdkAEiUYgap7SwJg5m9sSGKI0GSekjOdC1YOLKt+c42g6c3jLkmmzlmyoPnUFLeX8oG7jui0xb9Okz8mehZqyl8/3UK/MX9j9zUXlZ+dUtJ056Fgyaxq25u02x1ev1T2xaksTkRlZgwPzjPAKnaBkzVi0pqx4ntCOt2TmO0rQzCzusvsibD4QIVgIFikB/s2qb36r8uwsR1vrYUf+NHwTHr+Clm5fO7RxVWUzFMhIuUI4RCAMTylM71RXguJ4FZ7FQ2tPyX+IiGWzeIT5aVfPX+wXr5Jv+XQhIzL8n13VJzzWxSVld0vdrWl3l5UstnJv7dv72rA8Q7K5S9fPufYf90zML3logdTdmr6g7OF8q6dn34FjaEJvXBisQB6NH9q8joZW0AEEwifAnztcfbzPmv9w2QI2fceStuChEjTxvqdu7zE0kRA+QCBCAmF4Sk6x2IPFd7Wl/qSHo+1F1WIPUYYuJxDai4pVJaIE39dytBEtLxEmUhqQoZ5VDD/s3/JUo8jpo0BQK0bY4KC2RXJRzGs851kKz/f34WcU9QRpSQCOgEBsCNBH9tjoBq1AIMjSUwpHJiCs/Ze2xWGbwEkr7umiYGmbDG/XkTK8uZ1siwC6CYC0nQ3boUq2AD+kjLDKWIoIjZL1t79aguPSWwsfcOcBWfr0ZdCOAbnZJdtdwk5AeEbP/hKyo5aUarqrANq7jm0YJIkJu/SFa7DMLuOHmiwzHjR8SWFzPrbXEtoRSZPX4Ws1GGJYU2rQJhAbJgL6Ow8ImwxIFQuyprd9P9nKUrGb5jBZCdEMP4HYVQth7dGDnFGnM5f1bFCrkBPMdbRJG6CKO5yJV8m3NbuijW1/qr9Fanq244QwMQQD1t1GVS7j7W8qsykiEX7I4xJvHo2cbBehUDKiF1TpUKba399Qgjfk03wkMUMGD7Fs0eiHqMRwcP0UyfkbVhW24PCmNGzzIED0CQjPmppbTNoF870mPM9O+5HXG9G3CzTGDwGa97GwJ0xPiUzwdqEpZeImxahJ55AaW6KBChH0iIdEJDdJhW4QLaLTJVpkbtKgDGpEHtzBbEGQkJ7dTXRHWqoilBfEUqFlUHp2byOtVZIReLrnQU2KyOoRhTUo4S8pd0ANbTA1O+L/sSsoAUxCKUJLZvBmwPiDyDgV/AOEisJpGmEUFIGK0UIgtKdEKeltd22XblX0voSCLcoqYbSkFuyMhEDsqgUTModq1/5HG9Kgk0EEtEHgzMgSSJ4sS56UjmyJgtiBwCgiELtqIZwZPaMIGJgKBIAAEAACQCBKBMBTRgkkqAECQAAIAIEEJQCeMkEzFpIFBIAAEAACUSIAnjJKIEENEAACQAAIJCgB8JQJmrGQLCAABIAAEIgSgdBzX6MUEagBAkAACAABIDAcBKK+ZAPalMORbRAHEAACQAAIjF4CKSFNj7pzDhkjCERMIHbLiSI2KUYBkyelMQIIaoFA4hGIXbUAbcrEKy2QIiAABIAAEIgmAfCU0aQJuoAAEAACQCDxCICnTLw8hRQBASAABIBANAmAp4wmTdAFBIAAEAACiUcAPGXi5SmkCAgAASAABKJJADxlNGmCLiAABIAAEEg8AhF4yr6O2vLCzLFoPi76jM0prWru5lVgBogIlTBNICIepQhPRKYLIvpaDMjw3c3VTzJjTJmF5dVaa1DMnu7mrVhs7KraPrWx2LDQBhPzUXSVhZko1YW1feSE4h9SsrM0RwATgIwYgL9QdS+VnF7eoWeRKBj/3yibDsnSjbJ7X8fA6E5S/ENPSgu1JQ3VPaqKxfC9nJQEIdGRE0DLJQN9qFLl1d42R65VHVt6rrPTy+T6TziyxVc0M0nrUqf7hiji7W+rEN8FzSQ4a67TLWkxIOPtdOZqIkLvbi1pULwU2tvVUCbGZi1y9UpxCPaENhgLeruOlInpsha4esXEiEoaSmwaMNzMkqb3VILkp+zl7Lom6YUxck4vy4yEi1jmRpdrjU3KQ3o0scB1OWKNBgMOe0oN2gViMSLg7W8q05Q09PL2sib5W+KN3csxMhHUjjiB2FUL+EXNgT7aWL3tDvx6e2t2WUMXcTi97c4iXHyl6v6TdsccIvJoQxdxjf1tzgISiHkX4d3l6dllR4gWb3+7swC7GVkNG1rG2+sqwq7JVuRsp25Lawxyb/uLkGZk8KuO+5G0ZCdLtAGD/YI/sGb/4FXHcqyGpYWp6XUV2Asc7PXq2lQzSeR0Mcb03C2PBjBJJhrmIeKBPmEGilzc63aS5yZ7QYVQIMhL519tolkfueLQIYc5paENAonYEkD3+2p7wRbxDtOrNPxG7uXYWgnaR5ZA7KqFYLWqJtbLroKJCn+GqShPIoehdUiKk4KHUzob1UnVTwpfdZLeFVa7o01qJAr+dY6j/RMSBgcZl018tsIGqpD81z2vPonSaCd+XWWDTI/mUHiqsDvaJfuIEG0Ko2dh934dVho9YZ3QZFlYocMVplmv7FEIV0ek8sOb0kithHAxJKCpAdS3LYlb92QMrQLVI0kgdtVCOOOU/BV354ec9Z6VeZOoQeT/pLyV91i5a431p9DQHX/J3enhrPkr8tItkkx6zsr8iZznZH3LVY67ecnd5eEm5q/MkfWcWtLzVuRbOU/j0RY8jmhEZswUexZuU2o/1iz7lDHktCW9+OBHp7bnZ+oLIhkDBiOpO4oPv3OqamWmLE3aaHXPWGfbpyhC8QN/eNl5PLXg6ceWjFdc0A0e1yf7TtU3XuPspc+vnzXKUxLXmMG4oARunW2fTIufsXs5qDK4CAQCEAjHUw70nL/s4TLsU9PkFaMlbao9A82Z6XRf4vmBi+7LnDVjhi1NEd/4qTOQc/2w032F5/ovnkf+ctKMqeMVImm2GRnIVXa5L93kDMlY0pc9uNbGubc/tqmRTinqO1354+3uW3K3PVkk99OKaFQ/jBisCmLkJ55AtGrVdrd16batK2UPBMgzd+zcuPda7hNbi+4woiieZYSKSf0oEM8mg22JQgDPrVu7qvKsVbqVYnQvJwoxSMfQCIThKWnNGDQ62hYMKkIbpkFFOCMySENa/q6Wl4omnt21POtvcr7zSM6dCyuv5Tt/d2SD8SaOAYODmyq/2ldbKM4Izlp6gHtgm+vEgQ3T5M1Zz4XdFdvdtrVPFE2TP2zIlYyaY7FimvD+sSpp+rH+LOZRkygwNJ4J8H21q4Q7LCVr6a+4B5wHTxxZL95KUb2X4xkD2DYSBEK/S2QkrDIapyWzuMZ16cqi8tbW/XvwTKN/WrEwS9mcNaoq2nLuusqNja+/+7l9lVLf78DrO50nuIK9lUu+EO3ohl8frZg87ppNa2SRe1prNi49+U7Ta9WJkEZZwuAw3gj0oDvs+Otdn9m3I5JhkXhLDdgT5wTCaFPGX0r6TpffN3nhtqv5zzS5O5ucJXPO7lozP7uw6vTAiNiaXnxYXAjj7ULmZHOtLyzP+1GzsLjwesfO8pprX1f3x46IqdGL1JpdssPVLizLERbkvFWzsXqULxKNHiDQFDUCeNqBeIfdEO6wXavzyhpH5n6PWrpA0SggEDVPqZm6ok28NPauvSackSbjBBThBBnPhaoHF1W+OcfRdObwliXTZi3ZUH3qClrK+UHdxnVbmv8aOLzxKwYMDqDMkonMqd2Lpgr31O09hsZlOf7CK49vP29/rHy9oj82QPhRcJrOqLJmLFpTVjxPaMdbMvMdJWhmFnfZfRE2HxgFmTh6TbTiO6zeWWD19Ow7cEx3OxFF4iK/lxVq4EeyEgjDU1qm2GfrVILieBWexUNrT8/l8z3KpzzZLB7LZPvsWznu6vmL/Qrm8ulCRmT4P7uqT3isi0vK7pa6W9PuLitZbOXe2rf3NZ09dBTx0R8GDNYJZfCUfB4TP3DmjT95PO7KhSnCvkQm04TVdWiDEc+h1RNSAm4eZDCqERPT5vWImQIRJx0BxTTAmN7LSYcWEqwiEIan5BSLPZieqy31Jz0cfWRTLfYQZehyAqEtqFhVIkrwfS1HG9HyEmEipQEZ6lnF8JF+GzE4Ut3cJ/29aB5voj7MiujwnGcJEd/fh59R1BOkJQE4AgJRI/DxB72DaHoCXRUmFkhhpZkYiaLyEU/CNxAIl0CQZaJUlUxAWHcvbYvDNoqT1tfT1ehWW4GznewyJW4CJ9sigK4F5uwFzjYyvnWjq+FRst0c2zEA7fRCdjAIIiNsMiBFhLa+6W9/tQRvOKe3Fj7gAmQDBksIAu08gBZB52aXbBM3EMF73zVVFNgQQZ1dgUR1AU0SBcL/1mRZ+CqMhxB2E2R7LbEN/2R5bVxbmJLDmtIwbQPx6BNA9/vM3JIde9j2T6juqVBt/iXsgiLVCTqVT/QtA41xRCB21UJYe/QgB6C31ao119EmbYMq7nBGbRb+W7Mr2qTtGW+4nUvliyeIUHq244Rsv9aQMgH2gcQzYKW4hI1yFLaQHzIHZsBgYZcsHTXCtnbiM4Rawl7kku1lqypRo91TokcTva045fxVKY7iT0o6igpBVXwToE+06huMs61xybZONHAvx3cqwbqhEYhdtRCmp0TJoNM6BUeHHt8cLmHbVSmJChHULkQikpukYnTqmrgon2iRuUmDMqgReXBHibj7OYKE9EjNOqzEiKfEYmQinei8tQaH9JRIB0rRSw7ykEtyKz27ZLuWDLaJfUa9p0QpQVngklKNJsI6m+iOwCyVMTqI3S0RI4NB7VAJoLt09xayQTTJfDzr+qCmYgl5Lw/VCggfzwRiVy2YULKpdu1/NPUEnQwioA0CZ0aWQPJkWfKkdGRLFMQOBEYRgdhVC+HM6BlFwMBUIAAEgAAQAAJRIgCeMkogQQ0QAAJAAAgkKAHwlAmasZAsIAAEgAAQiBIB8JRRAglqgAAQAAJAIEEJgKdM0IyFZAEBIAAEgECUCISe+xqliEANEAACQAAIAIHhIBD1JRvQphyObIM4gAAQAAJAYPQSCP1+yqg759ELK/4tj91yonhLe/KkNN7Igz1AIG4JxK5agDZl3GY6GAYEgAAQAAJxQQA8ZVxkAxgBBIAAEAACcUsAPGXcZg0YBgSAABAAAnFBADxlXGQDGAEEgAAQAAJxSwA8ZdxmDRgGBIAAEAACcUEgAk/Z11FbXpg5Fs0yQp+xOaVVzd2yl96TVA0QESphmkBEPMrk8kRkuiCir8WADN/dXP0kM8aUWVherbUGxezpbt6Kxcauqu1TGMt3lItGCLbIvuaWd1wnZr9bWzhJdl60urC2T0qVERkqjQC+UJozQdSSU3qgY0DSM+qOUDYd2lmaIxQInN37OgYUkEddksDguCSgLWmo7lFVLBwXuvKJy8SBUXFOAC0CCfShliuv9rY5csX3OLKUpec6O71Mrv+EI1t88SQTsS51um+IIt7+tgrZWyUFIWuuU/bWYwMyuq+V5qy2kgbFqy7Ry9HLxNhkL3CmxgR8gSU2ao6j/RMsht63btckGr0yWniNM9FkRAarcruK7IyKmPIiV6/Ej6iL8B9VGGHgSILd6HKtsanTM7HAdTkSZeGEGfaUhmMcyEafgP5rwzlbWZP83behK5/oWwYa44dA7KqF8N7kLPgVa3ZZA31fb2+7swhXlJIHEl56bM1+tIG+i7y/zUnebyz5FcGppGeXHSFa0NuAneQFrbIaNrSMt9dVhN2XrcgpvEpaawx6rev+IpuVQwa/6rgfSUt2Bs1c+o5lu6Od+i9qDPupG9SIjP+G27mU2FxQwV54jF6FrHz7tK56gydjV1B0DRBfMW8vqBAKhN/f2+56tUn2GnrdgEM/OcwpHbrBoGFoBND9vtpesEW8V/QqDb+BymdoRkDoOCcQu2ohLE952VUwkeNk/gxjU56kPkblkBQnBQ8nOU6sRHVS9RNLaGToXWG1O9qk5pjgX8W2IFE7jvpshQ1UYaD/1J/JGspGvKARGcEGefM6kA0Rno9dQdEziGa9DJSeUIzODW9KY5QIUDsUApoaQPce1z05lGghbBwTiF21EM44JX/F3fkhZ71nZd4kahD5Pylv5T1W7lpj/Sk0aMdfcnd6OGv+irx0iySTnrMyfyLnOVnfcpXjbl5yd3m4ifkrc2RdtJb0vBX5Vs7TeLQFjyMakRkzxZ6l0yWKYrVm2aeMIbFb0osPfnRqe36mvqBkofyI/7Or+oTHuvjh4jtlaZBLRHbM97UcbfRY7Y+Vr58Wjj2RxTYMofpO/d/2rj42iiPLt2Wk2yG3Ucwa5QDFEWNgEj7uJFhYUEwyBysgZ0SUnC0jEwhIIauBNb6Nkix3zo3luXDicHZh7IstFlaw5MbCwoeVLD5spEQQLJk1Ad2eEycDxkhEgbBM7GQlmCjLiKvu+uiq7uqe7vGMPZ55/mNc3f2q6r1fVb1X1e9VdWfXLcW3Y9/OhWkFahxYhypyBoFHFvlm4e7nQPnkjNQgyHgj4MZSjg4P3ogrJb65RbxiLCya6ytBMTMD0euJxOjV6A3FUzLfWyQIMm3ufGRcvxmIfplQRq4OIns5c/7caQJJkXd+CTKVQ9Hr3ymOaAqLn9281atEG1//RRcOKYpdCP1zY/Qh/943q3g7LVST9CIRaz/QGFW8Wzc/aygkGlo2BUfhTC2tfFMeOWRHg82/PrCTspLlBEQxLfLN5rtDljMN7OUGAiiUL7R1Y+iSx797T9VjmkxOlE9uCA9STAACLiwl1oy2PGJjYEuCF6a2JIoTGlRCUXnzmYNVMy41r5/zw5UvvbLyyRWhW+Xh35/cNYYlTuKztkMfxJX5L27zi8ae5zg+3LFn57rl/vqPrGNWzTR4ivDo9FhPE4odJpGv0sBgvq6sTVPFNP1Pp5v08GN5FHPWCgGMTSYEErG2jSTEesqcdb9TXgwfP3dy5zwyUXOgfCaTsMBrdiHgwlJmF+MaN4Wl1a2R3SiwNd577FBvzFO2ZsOKOdYWLrkEicsnWs7GPBWv1ix9SKcuXN7wOQvcffAAxeAEK7xKrDf06gGyjURRktIQ8/+/rbXba0Mdw6T0WG9r7bo1v+yZfNsqsGKKR1t/saV2T8cwCdaPq/I8V9NzW0cPUoBAJhAY7gjV/vzV+vdNe9QyURmUme8ITGpLGbtQ/9NZK/beLH+rOzrQHQ4sudS8ZVlZZdMF66WefXt/0b7vUNToQzVlKVpa3fCfLYEFijLYfmpAvnPQkqa4LNAYIcG6KDT3ZA3aUTN8uPbARXk5psqz7YanLLA/0k+25ZANOZ+21rZMVnmyDV/gR0dADTugM9Z7Q2jAlym9zZvW1HSlOt71oiEFCNgjkDZL6Unur3LgotODcazZJjTxK02bV4U+WRLs/vhE3dp5C9fuajn/JdrK+XVH7ct1Ka1pElc6D6khKtvfIJ4Pax6U4iVlC9FS9sbgsPUoFWkKZ/kWPaIoj6/aFqheSoKZCks3BAOrk5Vjw8YEPsIRVZ6SVVtqqpeSdXxhaXkwgCKzlBvRq5NvlTyBYELVbhHwlKIB3xmu8MSHj757WjxORFaWA+Ujywb3AAGMgAtLWTjbt0iiBKm/So3iwdrTbD+4KB5iMG4OXh0R2oAPF3JCQyNUAzVP6a9bi56qUQ3Pp0cPf8CdniPUY31x93Lk2Nl4sX9H5WKnISrm2CVz8QYak+DmHJPpjrmtJxP3wOvkRkAIA3SgfCa3tMD9RCLgwlIqwmYPxvTNM50fxRU8ZTNs9qA0eDsBWQsKu0ooBd5BodCFqQMabFlp/jT8j723r/GS4nRzCC+1VeUGGiwUDgBmWb4fiX2L9rWYooUZQdYmaFurMc86k4mRmDpHMQZI6wSQAgTShsCfv77zF7YrjHZIstOMViIoH3oT/gMCbhGw2UWKi+IIyIEA+rE47KA4/fwavBvd460I92unTBFXnMIdEYD3Aiu+inCf5t+6N3TqNe24OXZiADrpJVKh7jm0piGHDOgVoaMJRvqPBNSD9GR74ZNsQManDZhOwlOFRxuc/bxzEUX0HAto/OpSO6FBJ9mF1ZMA9ROOZIJzcKeQNDVZCmU4zkJOE2RnLVG3K9/WjgtzSziukrplDujTjgAa7wv8gf2H2PFPSPc0GA7/Iqeg6DpBonzSzhgUmE0IZE4tuDqjBxmjgbCfOzAA8+XxB/vuMLjoCWf4Gfn1lDX06ccz0kPdBJLisuA57rzWpDQW50Cqlkivy/JYV8MpQsTucqaayUOPyBKYRReC1Pi4ECOJSINK/KpbjQMy/BkE1ytOIYWLTiFjSlnkTcDjn1KxjjKNr6SOWAKiTCKAp+CGsYMOs9wS4Y5OdKB8MskjlD3RCGROLbi0lAiI+1rQmbrgQ39o+hZkkZwMJYEErQsRiW4mMRUOXaNGVyuFM5MOadAi8vh+vLzD7KBy6LmQuAhnllJ6eB6TRhP5nb3aahULjcI9jxslQjInpVGLRMeioi0mFL6yQJgdAMtVmHISw5BydvcZURMgeeiZ7ygQNr3yWDM07pJaswJPxgcBdYjVsbGDZsSSYWjQT3LlMz7sQi0TgEDm1EIBkgaXbv5Fm+PRTRsCcxa4M7EI5E+T5Y+kE9ujoHZAYBIhkDm14CaiZxIBBqwCAoAAIAAIAAJpQgAsZZqAhGIAAUAAEAAEchQBsJQ52rAgFiAACAACgECaEABLmSYgoRhAABAABACBHEUALGWONiyIBQgAAoAAIJAmBJLHvqapIigGEAAEAAFAABAYDwTSvmUD1pTj0WxQByAACAACgMDkRWBKUtbTbpyT1ggEKSOQue1EKbOUoYz5I2mGAIRiAYHcQyBzagHWlLnXW0AiQAAQAAQAgXQiAJYynWhCWYAAIAAIAAK5hwBYytxrU5AIEAAEAAFAIJ0IgKVMJ5pQFiAACAACE41AIta2cWrBzMq2L1Li5Iu2ypkFUze2xbgPz6ZUUC5lAkuZS60JsgACeYKAps0Lflx/8W5WCxxrq5xaUPBE/cXxNDqJz9oOfRD3PP38mpkpgJO40nmo65anfMOa4sIUsudqlhQsZexiW31lKWp/9W/qyh1NPdeM3WBUI8EUBdM1kriIYEIjeYKQyEtxQJO41tPyJmOmoLSyvsXMDao5fq1nj0pmmiglLtZTJggv3D/ZOEx80vT30zUa81NUy2/qK1l5T1TW/6bnmkFwxAwC8O0dK3EhGoLvXhwV0ZlUV6iZ2g/sWEk6hNrcRy+OGntEVkg0IWprvCXPKhOCmeGGlNo93m67GONQwQugqU/UX5j4TjPWHpK6LIlrXSFVdUgXgiaNIdG5OqKJyydazt71bt38LDF1KHuTrpeQkmyzUTh3L0eOnY0v2PryavJNRKSpm5iOnarl5psP1+tAV2uEVmK61sO6uOOVQptArP4wC+LTO31BP/m4os5hsT88cJ/RjZwLltEPTzIaz7pw9B4luT/S11BmKsXjD0f1UhzQSD8rjT6ZGTglfOoSfRy9htZm+IAz+ppdf5B+XJHxyhLmDzvz3y6eURG5QSVC/6WfnkZfmq3p5r/NeT8aqTJVaOKKK9ZdErPuLs+YqO8NRbZ4GWAkYUBmTBVYZU5F0juRCtTrfMF+vZtZFc/dt/vKN0eWLUn8xWNz150I/gh0xv6hKAsC3V9RhvDXYT2+YJ+bZsmMmKn1ECoJUid3IlUehZPFUYH3hk69RjWUeexIP/9u0nI6D/ir8qwDSLNbfz0eNxkbIyOnAvRjunorCh+xRxU70NUqe3ZiutTDurSGVCpqwVCExaW7LzkTeTxlNaeGtG59pz9cpSpKXdfjdkKfWX3tFP4W+UhfWPvSr6cicgczQcZPcVnNSa0U9DXgsPaBVq6XJKchn19WvFXhflywmRn02eljVailEcNHgs8hLanzaYEHvm3VvzWuPP5/qntuhqJw3KJcOAv6cmy4T7PTMqGYNfVWNLAPOKNPIYtfn7blLMnDzHUUacX0E/O+igbSIbRPVR/p5j5DL8049pvjJynpikz1jJ33vCnBDJ1ZG6QIRmYsZYrMWGez0iQsB5k6I2W4P2jWKioZknR5RfAgHVMSLccKUxMYc2bq1MsFzrNrGl639OqltyLIFJS0+Ugr2+tzvEKwEVMQglwkRc+UKXNqwZWlxL1TtBBqQ3JmA8tmMEjCTWLhdMOpSmu4abjEeBhuYpOsN6pWDOoWyB4ypaZmeRjbbIEHXKDVL14digtllRbfR9PhfkFkrRgyh2AdVL1p4pDwwC+vtczp+8lcR5HxiJveDJSMNt33xk9Ss7pPtyw5W54MOtlISQEA3PfYSE+hhHHJgoe8oBbEehHBw3jhISpSkUq4kqHKCAymjt3nEjYVGdajXCaWNCpSg1rGdKabKYhJ9K079ZI5teDGT5n4MjrwjWJ0FM9c8/zTHuVWV+d59PY6cT06EFeM3uDilc+Xz1DiH3Weuako312PDsWVGeXPr+Re0RYWr9lQ7lHiXe+fUQOunND8YLZvjukNrgaUZ45v9g+0VGFx9fFvzzeWl8oJMazG38QfIy3n4p7V26ufFDzaox8eCJ9TKv4ltPZvjFkUpXC2b5G8kkcW+WZp5SRiZ97vint8r9fvnCcnNReb1Xdi5zu7bim+Hft2LhSAylqmsRdK91Uzl16MuLGRQw25zHW3sUYwZUUoipzNl0LL/lp1uPHRGUZ/vMlBi/zoTboLl/rrqC+KesUuXOncpfmtp1a2YReQ6n/nfL8GP77MqUPLVLBQ7BI3hsnRdaBd8CVTTi5+f60nVFmqMTp15a53BYeiVlRSkZ21vmeRbzbpNNi3V8Bk1wowO78N3k1pNcnERJmctIjeQzT6lv8QogrsfIRSWaSs0pvF1Se+Pd9UXup6BOlajhal/r97+VRXVJlftX6R6wJR7sTAqfZBxVe+fvFDfKG2aSe6WlFSENNKD9tyk8GHbK5gTuBa9fsW8yNukoinEuI6T83Pr64sJoPCRMkJzYMH+B069ypY86FazEGMUyFdLDFFRDA6O7EIxNsqnZRhfwD3CkLzxXLOVwyCYUUuVj7mK2OTjblAmwJwu4vvBmzI0/woFUmNfQC3o++5iuXizIV1IUwgjj62PpC6cAS3tNRFhEqjfQDz411Xwfz6+GUMvi9Wy70pkTrX2aAzd05pbAHySDT0MQ+6mRNcuxBeQEecgTFBZLGVhUGtPSKv78x+SoXrSHK/lyK4x7CY/JrSgZgPnLWI/kpM1gF4N6QorundGHXKsD5jpOevzQ3HPyVpFHTRoDqzWBcVaTDg9tVhGl1GvQQH61HS97jGMjeEVqC56Uk9jsSkSNq4Y3W2+RTum/yddKVdrCnxetEwTMRLPL8Q7xmu8MLUcNNw6YQGZSkqbz5zsGrGpeb1c3648qVXVj65InSrPPz7k7vGsMTBAdbK/Be3+Ys4rhJXfvtG46B36883Wy4HH13bfDJS9aPe5hcQN6+84p+1Yu/N8vC5kzvnkdndyNVBtKR+dHqsBwWi4Wl7gTwwmKs4e5OJ0avRG4qnZPqfTuuhcRax0NkrBeIs+l7H0JLAkX5kNkjwV+xsy4nLaiDmY9UnbhLHD3ul/3nDUrVBb/fU/bJ1+CHqa0dWpP9YoMwzfLj2ANkRkLjYUtv6KXPYE5e5ale+OFH9mA7JcHfHzdWar/3+yMBeEq9YwjmHiCtrsP3UAI4OLVza8DlTADiuzfPMjk1/J1tGJEZ7QptCZ+P6hJJ40OO9e7dSVgkziJNLTwSO9SNH+/2hkzXIfsfPtUT+iCt1IrIulJCiy3G0VJ22orbjhi94uHntowIJfzHaXbdpb2+cTToRtlqsQ/xsaGuzxXYLR2I6bRGeGeVxzsmH49fi0fbTWvcQ6DJ5oYcQT5lT+TulIhz5H5mWS8TaDzRGFV/Vs4tlXQFzmLh8uj0aN772U5990b7vULL1KF6zcm8EHepqt+hY6GG3xaSTno04cwJXw+5za0d2T01w9/m1I0/D3beaa/D3+TRfjOS+MP1E2uAYie7hs2lp43rCRKDdsFgnaVNRfRZmPS3i4349ZVjpkJoI87K2s5mVy9m0vGtoMku6NDzAbSoTR4hsTENN0iJSkdTYB3A7ivNWIw3q3wbnt8aORsbNrPWbNLYWv5ygy0f1uemlAqnLH+wjsW5aKeYfk9dHJzH71A2d03BJcnJjVruDOREazlRpcpF1tmg1GDpzJ+FjLw0VGS5pmcZWwHKxNaUTMXHJTlqkKnLHIg6XNJkVgYl5TG+/yCMiykXQHuJHHIz6vIfio/7XyHQ1xT+iaTKvkoVKSNuX5sP/cQQf957MYnQgamN7sYJsxGQ05pWr/sg+lYpasC+RPnWxpuQaKkuSsQv1P9WWbm91Rwe6w4Ell5q3LCurbLqQ6vZEPKviZkyaoNpU9LZ/75tVdltxE6MXQitnPRO66W/oHoiq3HzeuuWZH1c2CQ4hpbgs0Bih5pzM3LmFSJYg65wNNB/YH1FXIeofWZN92lrbYjH3d17wuFE+srjsb/X3B0Xe+SXIYT4Uvf6dDQf4/Uq8YxPdFat59qZv6kAOzRvRq+p2UgfvV0gFj/rm6PWTe8JG4SnTN7WjguMD0et0fYfJElcO/Wx3t+L/14NWrmJ5bAF1qxNWqaCehWVLWPBAYdFcXwlXqQORaTnG/8yeoS5yb6j7rQrv3d7Qjrqe20ZC9Vrq90KBALN8ix5RlJuDV0ckuRyJ6bxF+BrETdK4iZN1Dz5/OtLauw1thKEhhlRLmdLbvP65GgOAWtyAbLHIWLjdU7Ox9qzi39toCpXAURRG1cdyqonRrppnd59V1u09uJ2+JxOep+9CrofTV34qJaXNUnIueis+WGyLFQHaxcGCcZLSxK80bV4V+mRJsPvjE3Vr5y1cu6vl/JdoK+fXHbUvWwxC6zK1J/hwCsW3/Y2qx3TSxCfvvNESTRa3krjyzgur6i8taej7+Hhw7cJ5Kjef9QV/cqtj98a6btVyk6H++KptgeqlRB8Vlm4IBlYjxXxjcDhV665zOr4pHFHlKVm1paZ6KdH0haXlwQCKzKLWYnw5Gr/a8Jtni/pKfHOL0MuvhxavL/ehSLfWpi719AkUovLbff81aAqIkxUy+lG9f/m6nXs6hlFG6z8nmmt0ePCGrBBnEwKubicic+SWSU/p2t2t/7bBo3x69PAH5h3sioKdFOb80+bORyfOfDMQ/VKcLWiUjsRMoUXQXPwfFq37WagjamZoYu4Ulq7d1dx5GO3aNACY1NQhWTY+33q7LPjfsje3N890fmR3rA/qkxu2tt76SfDDd3dZeqBMkDjR56ZMcj1sIhvnGy4sJQnvNMxDkQrA/qr53iIFa0+z3se9f+b8udOowTDNDXFfx1rGav7I09DIqEDNU/qEvOipGtXwGPqQQ0jx4RTF/h2Vwlv+0f87/4eYEg0tm0JDFwtKNnXcUpRbHZtK6JkaOO+M8sC25aqWxH/Fy2u2l3viw0ffPa2foGgSnFJPzv/mtp6ccrjjmqy3jG9f8ayfODKVwsXPVvk88d63189B5xdNmbastmNY4U5OsaoyETvd0tgb41wJ5J2emAE7SkuqDodN6wORUHqFh5ILReZIZGlVppvG1aqJQHoD6xAHs20+tyim6xaJnflVo+ri1d0o+G0qX8UEpKUA2ps6ZCYrV4X+MKPq10eDT+sKkzFvvx5VzeQ/hnp/VHX4YHA5e+ugZXaiq1ktjhIWethR3gwSubCUirDZg/GktZCCe7BhswelwdsJyLAUdpVQCjwhUujC1AENHgM0fxr+x97b13hJMW8OcVS01USYz4yFMkyKvx+JfYuW0iXqPGNy/dG2Fl8JJkZi6kKBrKsml0QuuMWzxvjlC5csz+2LX3mnoTFaUlG3nRy/ghRuuPNMc3myhsYDCs26Xt9M3z2YOEMBLHt2tA57A79qrbZ9EyYfs2Q3l6tmciCyiU35jcSfR0b/gjq9vlGEp5OOfbQm17aoKdpsmyfHaUdium0RqpTKA6HN9K2JueoJuCMD0M7UMTN58Exks2w/iu16lJnJyPsRSWeTtheFTt7EtpCNSQ/bljzGh3geLP3FJXOP6NyWHYvDDorTXdbYYevxVoTVYELVdaUF0fGh1WRexo6zYacccf6MpDTEY6xXhKoa6T8SUAPuZSHUuEBLdzeOjBCDOzjJxaTZKU3DWxgyKAMOhkQagZ7SR0600b3xMsHFmtxemZrMbQFu6MlpgnqMoqSt3ZTnijYVSY19wNyOskgE0tNwp7o/MnRdc8qyfv4WPTwFdb/j+wP+BeRUNo3AsMvCIKGRH/yYhL95q45pJ1hhx562jYWNMrxBRR4IZhCKjVl2LBQrkIttkXFijPohZ4ygEWclskE8GZjqIDUcyEU41BfomBl03BU9+IlujeB3kmAxmcZwIqbrFiEIeLdEtDOnGBv8jh1RZgtZWMOJ1OKVoeHIQ8TDAhQKwE7JIY5e1B+45iOb9Pk7rGyq2Uh3Yve5BAnzkYUpkTHuq4pwJ41yWdUkay9yPJm9WpOLSYuk3BpOJKWPk/5PRS0kLVQjcHVGD+r6A2G/uPpGrAn7nB7QE84wz+RX2LzFDnUTSPhwOMQahkygQCawLHiOBI+gIddd4zU81y75ukhfN5MZTKZlSQ0t1wAABO5JREFUpJYURVljS3fXoXoFcKTbuXihpNW5uIkFdZFhTKTyJuDxH1PxtplTkdRoD2TtKOkJdBqEq6Q9h+z6wDf1X7avkc0R9WfozFluywFVMbRAJq5kBJV41dM3icKlVoEvGHU0clqkSSjpmEXHI/Oq04iMyovJUiKJtLMhxXpRzZZHthIwjRlQFq52k3WRj310hDKxWBpQWExmKS1Uk1CR+xaRQDfD6304nZbSEiJq9ogdMmDIA0hnJKaOpAIlz66VRu03bmjafzR0yY+8p2mZ+UZPqqsphwYh1EsqJq5RMvp4fpKncQ3J6dxTuLSUqAIcfKXNcdUeXxFkkZysdoFE1Q4oONIQdY0mtiiEixpdrRRqAlkxSWnwLJ6eLYxA4o8o1IpxZinNY5XxIE2YlBGmQie47kdb6nBjoV9RLZKS7vRHgtohtyqZ+kKOHQArrcrlTVy3y0xjIUdNgOShZ76nXR5r1lKR1GgPZO0oHav09YA4V1OHwjuoMTEr6lioC7MwYDT3l5wdr5GytaCRHyYtQhW/HUH0KFg63N13CJ3tznSZtFfTp1KhEKN1rNepw0TnU6tUxonZUiJSW5EZ/yyBmSEA4X+oj+jB0iqhdPShsX9Q71cSHYJL5iylWpK9mCm1iN70eLR+eAwd3im1SVJZMLDUJqkkhr+kltKIucqGCCCe0/Cmi6sDMyC0AL0gXOGJoIgkKcChpUTUyXS1AzEtegIni4Mkls0BoWsS95bSdRWQYfwQyFxHGT8ZnNWU7ZJi1cC/jUdykRNqxHm0M3mBaqwI5GyL2Jg6B5hhWGxsuYMysockc2rBTUQP5gJ+AQFAICkCJOLsr4qn6UdoJkZuDX31tWIVlpK0TCAYCwK52iKpHNaq46gd2ZPkWB+dOo9TYCnzuPFB9MwhULz65a0LlOFjm9QtIuRvypwXmnvveqtqt7g4gTpzLOZZyTnaImMzdWM7UT2felABWjhbyYvGN3pkQ2CVEe5PFAL502STQFJ0zs7BI4d/9Wt2gADyMP17YNtL7KCGieoleVsvtEiuN33m1AJYypzqO5nrKNkGU/5Imm3IAz+AQNYikDm1AG9fs7bRgTFAABAABACBrEAg+ZoyK9gEJgABQAAQAAQAAWcIpN1pCGtKZ8ADFSAACAACgEC+IjAlqeBpN85JawSClBHI3Gv6lFnKUMb8kTRDAEKxgEDuIZA5tWD39jX3cASJAAFAABAABAABtwjA21e3iAE9IAAIAAKAQH4hAJYyv9obpAUEAAFAABBwiwBYSreIAT0gAAgAAoBAfiEAljK/2hukBQQAAUAAEHCLAFhKt4gBPSAACAACgEB+IQCWMr/aG6QFBAABQAAQcIsAWEq3iAE9IAAIAAKAQH4hAJYyv9obpAUEAAFAABBwiwBYSreIAT0gAAgAAoBAfiEAljK/2hukBQQAAUAAEHCLAFhKt4gBPSAACAACgEB+IQCWMr/aG6QFBAABQAAQcIsAWEq3iAE9IAAIAAKAQH4hAJYyv9obpAUEAAFAABBwiwBYSreIAT0gAAgAAoBAfiEAljK/2hukBQQAAUAAEHCLAFhKt4gBPSAACAACgEB+IQCWMr/aG6QFBAABQAAQcIsAWEq3iAE9IAAIAAKAQH4hAJYyv9obpAUEAAFAABBwiwBYSreIAT0gAAgAAoBAfiHw/3ioQwXVNz8QAAAAAElFTkSuQmCC" /&gt;</description><pubDate>Mon, 23 Jan 2017 16:17:14 +0100</pubDate><a10:updated>2017-01-23T16:17:14+01:00</a10:updated></item><item><guid isPermaLink="false">1a9d9088</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/1a9d9088</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 10/01/2017</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 10-01-2017&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava insufficiente nei moduli sostenuti in data 10-01-2017.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni e note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche.&lt;/p&gt;</description><pubDate>Mon, 16 Jan 2017 14:49:01 +0100</pubDate><a10:updated>2017-01-16T14:49:01+01:00</a10:updated></item><item><guid isPermaLink="false">8bd2d2ec</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/8bd2d2ec</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 12/12/2016</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 12-12-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava insufficiente in tutti i moduli sostenuti.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni e note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche per alcuni studenti.&lt;/p&gt;</description><pubDate>Fri, 16 Dec 2016 15:59:49 +0100</pubDate><a10:updated>2016-12-16T15:59:49+01:00</a10:updated></item><item><guid isPermaLink="false">5871d9c8</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/5871d9c8</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 28/9/2016</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 28-09-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava insufficiente in tutti i moduli sostenuti.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni e note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma...e NUMERO DI MATRICOLA..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche per alcuni studenti.&lt;/p&gt;</description><pubDate>Fri, 30 Sep 2016 13:42:33 +0200</pubDate><a10:updated>2016-09-30T13:42:33+02:00</a10:updated></item><item><guid isPermaLink="false">a6c52bd2</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/a6c52bd2</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 14/9/2016</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 14-09-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. Chi non compare nell'elenco vuole dire che risultava insufficiente in tutti i moduli sostenuti.&lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni e note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; la VERBALIZZAZIONE avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche per alcuni studenti.&lt;/p&gt;</description><pubDate>Mon, 19 Sep 2016 13:36:50 +0200</pubDate><a10:updated>2016-09-19T13:36:50+02:00</a10:updated></item><item><guid isPermaLink="false">62486c2e</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/62486c2e</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 19/7/2016</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 19-07-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. &lt;/p&gt;
&lt;p&gt; Secondo le regole già note relativamente al superamento dei diversi moduli, si presti particolare attenzione alle indicazioni e note scritte a pedice delle valutazioni. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Importante:&lt;/strong&gt; &lt;span style="text-decoration: underline;"&gt;la VERBALIZZAZIONE avverrà solo se lo studente&lt;/span&gt;, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche per alcuni studenti.&lt;/p&gt;</description><pubDate>Wed, 20 Jul 2016 17:10:25 +0200</pubDate><a10:updated>2016-07-20T17:10:25+02:00</a10:updated></item><item><guid isPermaLink="false">8026b66f</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/8026b66f</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 6/7/2016</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 6-07-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti ad oggi. &lt;/p&gt;
&lt;p&gt; Secondo le regole già note, si presti particolare attenzione alle indicazioni date e si faccia riferimento all'&lt;strong&gt;asterisco&lt;/strong&gt; riportato nell'elenco riguardo i moduli sostenuti, ma non ancora superati sufficientemente. &lt;/p&gt;
&lt;p&gt;Nella nota a pedice delle valutazioni si ricorda il necessario completamento delle prove &lt;strong&gt;entro e non oltre il prossimo appello del 19 luglio 2016&lt;/strong&gt;, pena la ripetizione del modulo/i già sostenuto/i .&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il &lt;strong&gt;voto finale ponderato e verbalizzabile&lt;/strong&gt;, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;Importante: la verbalizzazione avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche per alcuni studenti.&lt;/p&gt;</description><pubDate>Mon, 11 Jul 2016 16:54:43 +0200</pubDate><a10:updated>2016-07-11T16:54:43+02:00</a10:updated></item><item><guid isPermaLink="false">26569ee1</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/26569ee1</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 27/05/2016</title><description>"
&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 27-05-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti  ad oggi. &lt;/p&gt;
&lt;p&gt;Per gli studenti immatricolati l'a.a. 2015-16 che avessero sostenuto e superato uno dei moduli previsti, ma non sostenuti sufficientementi tutti i moduli si ricorda il necessario completamento delle prove &lt;strong&gt;entro e non oltre luglio 2016&lt;/strong&gt; pena la ripetizione del modulo/i già sostenuto/i come scritto nella nota a pedice delle valutazioni, si faccia riferimento all'asterisco riportato nell'elenco.&lt;/p&gt;
&lt;p&gt; Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli.&lt;/p&gt;
&lt;p&gt;La verbalizzazione avverrà solo se lo studente, tramite credenziali universitarie, manderà una email di consenso con il seguente testo a flavia.frabetti@unibo.it:&lt;/p&gt;
&lt;p&gt;- &lt;strong&gt;La prego di provvedere alla verbalizzazione del voto di ...../30 da me conseguito nel CI di Sc. Biologiche, firma..."&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di leggere con attenzione tutte le note in fondo all'elenco pubblicato su AMSCampus, alcune specifiche per alcuni studenti.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Mon, 06 Jun 2016 15:55:47 +0200</pubDate><a10:updated>2016-06-06T15:56:51+02:00</a10:updated></item><item><guid isPermaLink="false">a82777f6</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/a82777f6</link><title>CdL Tecnici di Laboratorio - Esiti prova in itinere Biologia e Biochimica del 2-2-2016</title><description>&lt;p&gt;Si indicano di seguito gli esiti della prova in itinere del 2-2-2016 per il &lt;strong&gt;C.I. di Biologia e Biochimica&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt="" 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" /&gt;&lt;/p&gt;
&lt;p&gt;Le suddette studentesse dovranno mettersi in contatto con la Prof.ssa Frabetti per procedere alla verbalizzazione dell'esito dal 8 febbraio p.v.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Fri, 05 Feb 2016 10:53:38 +0100</pubDate><a10:updated>2016-02-05T10:53:38+01:00</a10:updated></item><item><guid isPermaLink="false">c2a8bfc6</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c2a8bfc6</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 27/01/2016</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 27-01-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti ad oggi. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati totalmente insufficienti &lt;/strong&gt;nella prova o nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica.&lt;/p&gt;
&lt;p&gt;Per gli studenti immatricolati l'a.a. 2015-16 che avessero sostenuto e superato uno dei moduli previsti, ma non sostenuti sufficientementi tutti i moduli si ricorda il necessario completamento delle prove entro maggio 2016 pena la ripetizione del modulo/i già sostenuto/i.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione anche le note in fondo all'elenco pubblicato su AMSCampus. In alcuni casi si richiama infatti ad una necessaria integrazione nel prossimo appello del 27 maggio.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa potrà essere fatta presentandosi presso il &lt;strong&gt;DIMES Via Belmeloro 8&lt;/strong&gt;, in base al seguente calendario alfabetico: &lt;/p&gt;
&lt;p&gt;da Alessandrini a Cerruto il giorno lun 8 febbraio (dalle 13.30 alle 15.00)&lt;/p&gt;
&lt;p&gt;da Colocci a Mazzetti il giorno mar 9 febbraio (dalle 12.00 alle 13.00)&lt;/p&gt;
&lt;p&gt;da Meccagni a Varallo  il giorno mar 9 febbraio (dalle 13.30 alle 15.00) &lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;In caso di impossibilità contattare la Prof.ssa Frabetti via e-mai. &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it per stabilire un nuovo appuntamento per la verbalizzazione che deve avvenire in presenza dello studente.&lt;/p&gt;</description><pubDate>Thu, 04 Feb 2016 09:02:41 +0100</pubDate><a10:updated>2016-02-04T09:02:41+01:00</a10:updated></item><item><guid isPermaLink="false">56e593b5</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/56e593b5</link><title>CdL Infermieristica- Esiti Appello d&amp;#39;esame di Scienze Biologiche 13/01/2016</title><description>&lt;p&gt;Gli esiti dell'appello d'esame di &lt;strong&gt;Sc. Biologiche del 13-01-2016&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti ad oggi. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati totalmente insufficienti &lt;/strong&gt;nella prova o nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica.&lt;/p&gt;
&lt;p&gt;&lt;span style="text-decoration: underline;"&gt;Per gli studenti immatricolati l'a.a. 2015-16&lt;/span&gt; che avessero sostenuto e superato uno dei moduli previsti, ma non sostenuti sufficientementi tutti i moduli si ricorda il necessario completamento delle prove entro maggio 2016 pena la ripetizione del modulo/i già sostenuto/i.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione anche le note in fondo all'elenco pubblicato su AMSCampus. In alcuni casi si richiama infatti ad una necessaria integrazione nel prossimo appello del 27 gennaio.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa potrà essere fatta direttamente il giorno 27/01/2016 dalle ore 9,45 alle ore 11 presso l'Aula Magna delle Nuove Patologie del S.Orsola.&lt;/p&gt;
&lt;p&gt;In caso di impossibilità contattare la Prof.ssa Frabetti via e-mail &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it per stabilire un nuovo appuntamento per la verbalizzazione che deve avvenire in presenza dello studente.&lt;/p&gt;</description><pubDate>Mon, 18 Jan 2016 15:14:39 +0100</pubDate><a10:updated>2016-01-18T15:16:31+01:00</a10:updated></item><item><guid isPermaLink="false">9fddcac6</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/9fddcac6</link><title>CdL Infermieristica- Esiti Prova in Itinere di Scienze Biologiche 18/12/2015</title><description>&lt;p&gt;Gli esiti della prova in itinere di &lt;strong&gt;Sc. Biologiche del 18-12-2015&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati totalmente insufficienti &lt;/strong&gt;nella prova o nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica il giorno 18/12/2015.&lt;/p&gt;
&lt;p&gt;Chi avesse sostenuto e superato uno dei moduli previsti dovrà completare la prova entro maggio 2016 pena la ripetizione del modulo già sostenuto.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione la nota (*) in fondo all'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa potrà essere fatta direttamente il giorno 13/01/2016 dalle ore 9,45 alle ore 10,45 presso l'Aula Magna delle Nuove Patologie del S.Orsola.&lt;/p&gt;
&lt;p&gt;In caso di impossibilità contattare la Prof.ssa Frabetti via e-mail &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it per stabilire un nuovo appuntamento per la verbalizzazione che deve avvenire in presenza dello studente.&lt;/p&gt;</description><pubDate>Fri, 01 Jan 2016 15:34:37 +0100</pubDate><a10:updated>2016-01-01T15:34:37+01:00</a10:updated></item><item><guid isPermaLink="false">6ae41baa</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/6ae41baa</link><title>CdL Infermieristica- Risultati Appello di Scienze Biologiche 11/12/2015 e verbalizzazioni</title><description>&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 11-12-2015&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti al 11-12-2015. &lt;br /&gt;
&lt;strong&gt;Non sono riportati in elenco&lt;/strong&gt; &lt;strong&gt;i nominativi di coloro che fossero risultati totalmente insufficienti &lt;/strong&gt;nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica il giorno 11/12/2015.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione la nota (*) in fondo all'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa potrà essere fatta direttamente contattando la Prof.ssa Frabetti via e-mail &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it e &lt;strong&gt;confermando formalmente la accettazione dell'esito (specificare il voto) ottenuto in Sc. Biologiche&lt;/strong&gt; e verbalizzabile poichè i moduli del CI sono tutti sufficienti.&lt;/p&gt;</description><pubDate>Wed, 16 Dec 2015 13:16:12 +0100</pubDate><a10:updated>2015-12-16T13:16:12+01:00</a10:updated></item><item><guid isPermaLink="false">7d9e4e78</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/7d9e4e78</link><title>CdL Infermieristica Bologna - Modalit&amp;#224; svolgimento appelli e prova in itinere C.I. Sc.Biologiche</title><description>&lt;p&gt;Si avvisa che, come da accordi presi a lezione, è stato pubblicato su AMSCampus per gli studenti unibo di infermieristica sede formativa di Bologna, un &lt;em&gt;file&lt;/em&gt; in PDF che specifica nuovamente le modalità d'esame per il C.I. di Sc.Biologiche definite e spiegate più volte a lezione. &lt;/p&gt;
&lt;p&gt;Viene tracciata anche la descrizione della prova in itinere riservata ai soli studenti del I anno (aa 2015-16).&lt;/p&gt;</description><pubDate>Mon, 30 Nov 2015 17:54:14 +0100</pubDate><a10:updated>2015-11-30T17:55:22+01:00</a10:updated></item><item><guid isPermaLink="false">0622345b</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/0622345b</link><title>CdL Infermieristica- Risultati Appello di Scienze Biologiche 1/10/2015 e verbalizzazioni</title><description>&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 1-10-2015&lt;/strong&gt; sono stati pubblicati su AMScampus. &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e risultati sufficienti al 1-10-2015. &lt;br /&gt;
Non sono riportati in elenco i nominativi di coloro che fossero risultati totalmente insufficienti nei due blocchi disciplinari di Biochimica o di Biol/Gen Generale e Genetica Medica all' 1 ottobre.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;Si precisa che a breve verrà pubblicato su AlmaEsami un appello per gli studenti in debito d'esame che si svolgerà a dicembre.&lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione la nota (*) in fondo all'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa potrà essere fatta direttamente contattando la Prof.ssa Frabetti via e-mail &lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;usando la propria casella @studenti.unibo.it e confermando formalmente la accettazione dell'esito (specificare il voto) ottenuto in Sc. Biologiche e verbalizzabile poichè i moduli del CI sono tutti sufficienti.&lt;/p&gt;
&lt;br /&gt;
&lt;p&gt;&lt;/p&gt;</description><pubDate>Tue, 06 Oct 2015 13:15:49 +0200</pubDate><a10:updated>2015-10-06T13:15:49+02:00</a10:updated></item><item><guid isPermaLink="false">154845c3</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/154845c3</link><title>CdL Infermieristica- Risultati Appello di Scienze Biologiche 18/9/2015 e verbalizzazioni</title><description>&lt;p&gt;Gli esiti dell'appello di &lt;strong&gt;Sc. Biologiche del 18-9-2015&lt;/strong&gt; sono stati pubblicati su AMScampus.  &lt;/p&gt;
&lt;p&gt;Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e sufficienti al 18-9-2015. &lt;br /&gt;
Studenti che fossero risultati insufficienti in tutti i moduli didattici sostenuti nella prova del 18-9-2015 non sono stati riportati in elenco. &lt;/p&gt;
&lt;p&gt;Nel caso di superamento dei tre moduli didattici è dato il voto finale ponderato e verbalizzabile, che risulta appunto dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione la nota (*) in fondo all'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della &lt;strong&gt;verbalizzazione&lt;/strong&gt; questa dovrà essere fatta in presenza dello studente e potrà essere fatta il giorno 1 ottobre 2015 dalle 9,30 alle 11,00 presso la sede della CRI in Viale Ercolani oppure prendendo appuntamento con la Prof.ssa Frabetti previo accordo via e-mail a:&lt;/p&gt;
&lt;p&gt;flavia.frabetti@unibo.it&lt;/p&gt;
&lt;p&gt;(attenzione: scriverle usando la propria casella @studenti.unibo.it)&lt;/p&gt;
&lt;strong&gt;&lt;/strong&gt;</description><pubDate>Mon, 21 Sep 2015 17:47:24 +0200</pubDate><a10:updated>2015-09-21T17:47:24+02:00</a10:updated></item><item><guid isPermaLink="false">e8b7e7b9</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/e8b7e7b9</link><title>CdL Infermieristica- Verbalizzazioni Scienze Biologiche</title><description>&lt;p&gt;Per la verbalizzazione delle valutazioni conseguite in SCIENZE BIOLOGICHE e ancora non registrate&lt;strong&gt; è necessaria la presenza del candidato&lt;/strong&gt; ed eventulamente la documentazione fornita dall'Ateneo in caso di integrazioni.&lt;/p&gt;
&lt;p&gt;Si comunica dunque che, per chi non lo avesse ancora fatto, si potrà procedere alla verbalizzazione dell'esame di SCIENZE BIOLOGICHE il giorno&lt;/p&gt;
&lt;p&gt;- martedì 15 settembre 2015 dalle &lt;strong&gt;14.30 alle 15.30 &lt;/strong&gt;presso &lt;strong&gt;DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti&lt;/strong&gt;&lt;/p&gt;
&lt;strong&gt;&lt;/strong&gt;Chi non potesse nella data detta dovrà prendere accordi via e-mail, attraverso la propria casella @studenti.unibo.it, per un diverso appuntamento con la Prof.ssa Frabetti (flavia.frabetti@unibo.it) &lt;br /&gt;
&lt;p&gt; &lt;/p&gt;</description><pubDate>Thu, 10 Sep 2015 16:08:31 +0200</pubDate><a10:updated>2015-09-10T16:08:31+02:00</a10:updated></item><item><guid isPermaLink="false">5196a376</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/5196a376</link><title>CdL Infermieristica- Risultati Appello di Scienze Biologiche 21/7/2015 e verbalizzazioni</title><description>&lt;p&gt;Gli esiti dell'&lt;strong&gt;appello di Sc. Biologiche del 21-7-2015 &lt;/strong&gt;sono stati pubblicati su &lt;strong&gt;AMScampus. &lt;/strong&gt; Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e sufficienti al 21 luglio 2015. &lt;br /&gt;
Nel caso di superamento dei tre moduli didattici è dato il voto finale verbalizzabile che risulta dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione la nota (*) in fondo all'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
IMPORTANTE:&lt;/p&gt;
&lt;p&gt;ai fini della verbalizzazione scrivere una e-mail dalla propria casella @studenti.unibo.it a:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;flavia.frabetti@unibo.it&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;con una frase che chiaramente espliciti la accettazione del voto ponderato verbalizzabile, entro e non oltre venerdì 24 luglio alle ore 10.00.&lt;/p&gt;</description><pubDate>Wed, 22 Jul 2015 16:01:07 +0200</pubDate><a10:updated>2015-07-22T16:01:58+02:00</a10:updated></item><item><guid isPermaLink="false">31e6841b</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/31e6841b</link><title>CdL Infermieristica- C.I. di Sc. Biologiche NUOVE DATE verbalizzazioni esiti</title><description>&lt;p&gt;Per la verbalizzazione delle valutazioni conseguite in SCIENZE BIOLOGICHE &lt;strong&gt;è necessaria la presenza del candidato&lt;/strong&gt; ed eventulamente la documentazione fornita dall'Ateneo in caso di integrazioni.&lt;/p&gt;
&lt;p&gt;Si comunica dunque che, per chi non lo avesse ancora fatto, si potrà procedere alla verbalizzazione dell'esame di SCIENZE BIOLOGICHE nelle seguenti date e orari:&lt;/p&gt;
&lt;p&gt;- martedì 21 luglio 2015 dalle &lt;strong&gt;9.45 alle 11.00 &lt;/strong&gt;presso &lt;strong&gt;l'Aula Polo delle Nuove Patologie pad. V del S.Orsola &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;- giovedì 23 luglio 2015 dalle &lt;strong&gt;14.00 alle 15.30&lt;/strong&gt; presso &lt;strong&gt;DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt; &lt;/strong&gt;&lt;br /&gt;
Chi non potesse nelle due date dette dovrà prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa Frabetti (flavia.frabetti@unibo.it) &lt;strong&gt;che però sarà non prima di settembre&lt;/strong&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;</description><pubDate>Wed, 15 Jul 2015 16:35:54 +0200</pubDate><a10:updated>2015-07-15T16:39:43+02:00</a10:updated></item><item><guid isPermaLink="false">c22748b1</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c22748b1</link><title>CdL Infermieristica- Risultati Appello di Scienze Biologiche 7/7/2015 e verbalizzazioni</title><description>Gli esiti dell'&lt;strong&gt;appello di Sc. Biologiche del 7-7-2015 &lt;/strong&gt;sono stati pubblicati su &lt;strong&gt;AMScampus. &lt;/strong&gt; Questi risultati sono espressi come singole valutazioni dei moduli sostenuti e sufficienti al 7 luglio 2015. &lt;br /&gt;
Nel caso di superamento dei tre moduli didattici è dato il voto finale verbalizzabile che risulta dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione la nota (*) in fondo all'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
Verbalizzazioni date utili: martedì 14 luglio 2015 dalle ore 12,00 alle 13,00 e dalle 14,00 alle ore 15,00 &lt;br /&gt;
oppure mercoledì 15 luglio 2015 dalle 14,00 alle 15,00 &lt;br /&gt;
presso &lt;strong&gt; DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti,&lt;/strong&gt; &lt;br /&gt;
Chi non potesse nelle due date dette dovrà prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
NB: Per la verbalizzazione dei risultati &lt;strong&gt;è necessaria la presenza del candidato&lt;/strong&gt; ed eventulamente la documentazione fornita dall'Ateneo in caso di integrazioni.</description><pubDate>Fri, 10 Jul 2015 10:37:20 +0200</pubDate><a10:updated>2015-07-10T10:38:19+02:00</a10:updated></item><item><guid isPermaLink="false">17f57257</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/17f57257</link><title>CdL Infermieristica- verbalizzazioni di Scienze Biologiche 29/5/2015 NUOVE DATE VERBALIZZAZIONE</title><description>Verbalizzazioni date utili: &lt;br /&gt;
giovedigrave; 11 giugno 2015 dalle ore 14,30 alle ore 15,30&lt;br /&gt;
martedigrave; 16 giugno 2015 dalle ore 11,00 alle ore 13,00&lt;br /&gt;
&lt;br /&gt;
presso
&lt;strong&gt; DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti,&lt;/strong&gt;
&lt;br /&gt;
Chi non potesse nelle due date dette dovragrave; prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
NB: Per la verbalizzazione dei risultati
&lt;strong&gt;egrave; necessaria la presenza del candidato&lt;/strong&gt; ed eventulamente la
documentazione fornita dall'Ateneo in caso di integrazioni.</description><pubDate>Wed, 10 Jun 2015 16:17:13 +0200</pubDate><a10:updated>2015-06-10T16:17:13+02:00</a10:updated></item><item><guid isPermaLink="false">e53d7dbf</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/e53d7dbf</link><title>CdL Infermieristica- Risultati Appello di Scienze Biologiche 29/5/2015 e verbalizzazioni</title><description>Gli esiti dell'&lt;strong&gt;appello di Sc. Biologiche del 29-5-2015 &lt;/strong&gt;sono stati pubblicati su &lt;strong&gt;AMScampus.nbsp;&lt;/strong&gt;
Questi risultati sono
espressi come singole valutazioni dei moduli sostenuti e sufficienti al 29 maggio 2015.nbsp; &lt;br /&gt;
Nel caso di superamento dei tre moduli didattici egrave; dato
il voto
finale verbalizzabile che risulta dalla media ponderata dei singoli
moduli. &lt;br /&gt;
Per i moduli ancora insufficienti leggere con attenzione la nota in fondo all'elenco pubblicato su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
Verbalizzazioni date utili: lunedigrave; 8 giugno 2015 dalle ore 14,00 alle ore 15,00 &lt;br /&gt;
oppure martedigrave; 9 giugno 2015 dalle 14,00 alle 15,00 &lt;br /&gt;
presso
&lt;strong&gt; DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti,&lt;/strong&gt;
&lt;br /&gt;
Chi non potesse nelle due date dette dovragrave; prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
NB: Per la verbalizzazione dei risultati
&lt;strong&gt;egrave; necessaria la presenza del candidato&lt;/strong&gt; ed eventulamente la
documentazione fornita dall'Ateneo in caso di integrazioni.</description><pubDate>Fri, 05 Jun 2015 15:46:00 +0200</pubDate><a10:updated>2015-06-05T15:46:00+02:00</a10:updated></item><item><guid isPermaLink="false">dd24fd7c</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/dd24fd7c</link><title>CdL Medicina e Chirurgia: Variazione data appello dell'8/9/2015 C.I. Biologia e genetica </title><description>Si comunica che l'appello previsto per il giorno 8 settembre 2015 egrave; spostato al giorno dopo in data 9 settembre 2015 sempre alle ore 9.00 per subentrati impegni istituzionali delle docenti.&lt;br /&gt;
La variazione egrave; stata giagrave; pubblicata su AMSCampus.&lt;br /&gt;
&lt;br /&gt;
Si precisa chenbsp; a seconda del numero di studenti che si presenteranno in effetti all'appello gli esami potranno protrarsi per piugrave; giorni oltre quello indicato, per questo motivo egrave; necessario essere presenti alla data dellrsquo;appello ove si stabiliragrave; il calendario delle interrogazioni.nbsp;</description><pubDate>Fri, 22 May 2015 15:13:02 +0200</pubDate><a10:updated>2015-05-22T15:13:02+02:00</a10:updated></item><item><guid isPermaLink="false">3677652f</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/3677652f</link><title>CdL Infermieristica- Verbalizzazioni risultati Sc. Biologiche (appelli gi&amp;#224; completati)</title><description>Si comunica che le date utili alla verbalizzazione degli esiti di Sc.
Biologiche (appelli dicembre, 9 e 22 gennaio) sono le seguenti:nbsp;&lt;br /&gt;
nbsp;&lt;br /&gt;
28 gennaio 2015nbsp;mercoledigrave; ore 12,30-15,00 presso DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabettinbsp;&lt;br /&gt;
30 gennaio 2015 venerdigrave; ore 9,30-12,30 presso DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti&lt;br /&gt;
&lt;br /&gt;
sarebbe obbligatorio verbalizzare entro e non oltre il 30 gennaio!&lt;br /&gt;
&lt;br /&gt;
Potragrave; verbalizzare solo chi ha sostenuto&lt;strong&gt; l'intero esame di Sc. Biologiche&lt;/strong&gt; risultando sufficiente in tutte le tre discipline e ottenendo dunque un voto complessivo verbalizzabile.&lt;br /&gt;
Chi non potragrave; in queste date e orari dovragrave;, quanto prima, controllare
nuovi appuntamenti pubblicati sunbsp;questo sito ed eventulamentenbsp;prendere
accordi via e-mail per un diverso appuntamento con la Prof.ssa Frabetti
(flavia.frabetti@unibo.it). &lt;br /&gt;
Per la verbalizzazione dei risultati egrave; necessaria la presenza del
candidato e anche la documentazione fornita dall'Ateneo in caso di
integrazioni, nonchegrave; le eventuali e-mail scambiate con il docente.</description><pubDate>Wed, 28 Jan 2015 14:31:24 +0100</pubDate><a10:updated>2015-01-28T14:31:24+01:00</a10:updated></item><item><guid isPermaLink="false">d90d157d</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d90d157d</link><title>CdL Infermieristica- Risultati Appello di Scienze Biologiche 22/1/2015 e verbalizzazioni</title><description>Gli esiti dell'&lt;strong&gt;appello di Sc. Biologiche del 22-1-2015 &lt;/strong&gt;sono stati pubblicati su &lt;strong&gt;AMScampus.nbsp;&lt;/strong&gt;
Questi risultati sono
espressi come singole valutazioni dei moduli sostenuti e sufficienti al 22
gennaio 2015.nbsp; Nel caso di superamento dei tre moduli didattici egrave; dato
il voto
finale verbalizzabile che risulta dalla media ponderata dei singoli
moduli. &lt;br /&gt;
Per i moduli ancora insufficienti gli studenti dovranno sostenere e
superare gli stessi entro un anno solare dalla prima prova sostenuta.&lt;br /&gt;
&lt;br /&gt;
Alcuni studenti in debito d'esame dovranno mettersi in contatto con il docente di Genetica medica urgentemente per concordare integrazioni eventuali come scritto sul foglio dei risultati.&lt;br /&gt;
&lt;br /&gt;
Giagrave; oggi mercoledigrave; 28 gennaio 2015 dalle ore 12,30 alle ore 14,30 presso DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti, potranno anche essere verbalizzati alcuni risultati oppure
si dovragrave; controllare questo sito per prossime date di verbalizzazioni o
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
Per la verbalizzazione dei risultati
egrave; necessaria la presenza del candidato ed eventulamente la
documentazione fornita dall'Ateneo in caso di integrazioni.</description><pubDate>Wed, 28 Jan 2015 12:02:16 +0100</pubDate><a10:updated>2015-01-28T12:02:16+01:00</a10:updated></item><item><guid isPermaLink="false">b0a4e1bc</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/b0a4e1bc</link><title>CdL Infermieristica- Verbalizzazioni risultati Sc. Biologiche (appelli gi&amp;#224; completati)</title><description>Si comunica che le date utili alla verbalizzazione degli esiti di Sc. Biologiche (appelli dicembre e 9 gennaio) sono le seguenti:nbsp;&lt;br /&gt;
nbsp;&lt;br /&gt;
26 gennaio 2015nbsp;lunedigrave; ore11,30-12,30 presso DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti &lt;br /&gt;
28 gennaio 2015nbsp;mercoledigrave; ore 12,30-14,30 presso DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabettinbsp;&lt;br /&gt;
&lt;br /&gt;
Potragrave; verbalizzare solo chi ha sostenuto&lt;strong&gt; l'intero esame di Sc. Biologiche&lt;/strong&gt; risultando sufficiente in tutte le tre discipline e ottenendo dunque un voto complessivo verbalizzabile.&lt;br /&gt;
Chi non potragrave; in queste date e orari dovragrave;, quanto prima, controllare nuovi appuntamenti pubblicati sunbsp;questo sito ed eventulamentenbsp;prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa Frabetti (flavia.frabetti@unibo.it). &lt;br /&gt;
Per la verbalizzazione dei risultati egrave; necessaria la presenza del candidato e anche la documentazione fornita dall'Ateneo in caso di integrazioni, nonchegrave; le eventuali e-mail scambiate con il docente.</description><pubDate>Sun, 25 Jan 2015 10:17:41 +0100</pubDate><a10:updated>2015-01-25T10:17:41+01:00</a10:updated></item><item><guid isPermaLink="false">98aa31ae</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/98aa31ae</link><title>CdL Infermieristica - Risultati Appello di Scienze Biologiche 9/1/2015</title><description>Gli esiti dell'&lt;strong&gt;appello di Sc. Biologiche del 9-1-2015 &lt;/strong&gt;sono stati pubblicati su &lt;strong&gt;AMScampus.nbsp;&lt;/strong&gt; Questi risultati sono
espressi come singole valutazioni dei moduli sostenuti e sufficienti al 9 gennaio 2015.nbsp; Nel caso di superamento dei tre moduli didattici egrave; dato il voto
finale verbalizzabile che risulta dalla media ponderata dei singoli moduli. &lt;br /&gt;
Per i moduli ancora insufficienti gli studenti dovranno sostenere e
superare gli stessi entro un anno solare dalla prima prova sostenuta.&lt;br /&gt;
&lt;br /&gt;
Per alcuni studenti in debito d'esame egrave; statanbsp; prevista &lt;strong&gt;una prova orale&lt;/strong&gt;
il cui superamento saragrave; vincolante per poter verbalizzare il risultato
finale. &lt;strong&gt;Le prove orali saranno svolte il giorno 22 gennaio alle ore 9,30&lt;/strong&gt;
presso l'aula Magna di Ginecologia del Policlinico S.Orsola. &lt;br /&gt;
&lt;br /&gt;
In tale data (22/1/2015), potranno anche essere verbalizzati alcuni risultati oppure
si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).Per la verbalizzazione dei risultati
egrave; necessaria la presenza del candidato ed eventulamente la
documentazione fornita dall'Ateneo in caso di integrazioni.&lt;br /&gt;
&lt;br /&gt;</description><pubDate>Fri, 16 Jan 2015 17:24:06 +0100</pubDate><a10:updated>2015-01-16T17:24:06+01:00</a10:updated></item><item><guid isPermaLink="false">c9163595</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c9163595</link><title>CdL Infermieristica - Verbalizzazione risultati CI Scienze Biologiche </title><description>Si comunica che le date utili alla verbalizzazione degli esiti di Sc. Biologiche degli appelli di dicembre sono le seguenti:&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;9 gennaio 2015 venerdigrave; ore 9,30-12,00&lt;/strong&gt; presso Aula Polo Nuove Patologie S.Orsola &lt;br /&gt;
&lt;strong&gt;9 gennaio 2015 venerdigrave; ore 14.00-15.00&lt;/strong&gt; presso DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti&lt;br /&gt;
&lt;strong&gt;13 gennaio 2015 martedigrave; &lt;/strong&gt;&lt;strong&gt;ore 13.30-15.00&lt;/strong&gt; presso DIMES Via Belmeloro 8, suonare in portineria e chiedere di Frabetti&lt;br /&gt;
&lt;br /&gt;
Chi non potragrave; in queste date dovragrave; quanto prima prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
Per la verbalizzazione dei risultati
egrave; necessaria la presenza del candidato e anche la
documentazione fornita dall'Ateneo in caso di integrazioni, nonchegrave; le eventuali e-mail scambiate con il docente.</description><pubDate>Thu, 08 Jan 2015 10:44:30 +0100</pubDate><a10:updated>2015-01-08T10:44:30+01:00</a10:updated></item><item><guid isPermaLink="false">f6d00743</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/f6d00743</link><title>CdL Infermieristica - Risultati Prova in itinere di Scienze Biologiche 19/12/2014</title><description>Gli esiti della &lt;strong&gt;prova in itinere di Sc. Biologiche del 19-12-2014 &lt;/strong&gt;sono stati pubblicati su &lt;strong&gt;AMScampus &lt;/strong&gt;e sono accessibili con le credenziali universitarie e la password data a lezione per le lista di distribuzione aa 2014-15. Questi risultati sono espressi come risultato della prova del &lt;strong&gt;19 dicembre&lt;/strong&gt; &lt;strong&gt;2014 &lt;/strong&gt;(prima valutazione) nel caso di parziale non verbalizzabile o come risultato
finale dato dalla media ponderata dei singoli moduli
(seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra); chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 19/12/2014  ed egrave; un risultato parziale non
ancora verbalizzabile.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 19/12/2014.&lt;br /&gt;
&lt;br /&gt;
Alcuni studenti dovranno sostenere &lt;strong&gt;una prova orale di genetica medica (GM)&lt;/strong&gt; il cui superamento saragrave; vincolante per poter verbalizzare il risultato finale, avendo rivelato delle lacune in questo modulo didattico. &lt;strong&gt;Le prove orali saranno svolte il giorno 9 gennaio alle ore 9,30&lt;/strong&gt; presso l'aula delle Nuove Patologie Pad V del Policlinico S.Orsola. Per eventuali informazioni contattare il docente Prof. Giuseppe Gasparre.&lt;br /&gt;
&lt;br /&gt;
In tale data, potranno anche essere verbalizzati alcuni risultati oppure si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).Per la verbalizzazione dei risultati egrave; necessaria la presenza del candidato e anche eventulamente la documentazione fornita dall'Ateneo in caso di integrazioni.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><pubDate>Wed, 31 Dec 2014 00:09:23 +0100</pubDate><a10:updated>2014-12-31T00:09:23+01:00</a10:updated></item><item><guid isPermaLink="false">d866be59</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d866be59</link><title>CdL Infermieristica - Risultati e verbalizzazione appello Scienze Biologiche 15/12/2014</title><description>Gli esiti sono espressi come risultato della prova del &lt;strong&gt;15 dicembre&lt;/strong&gt; &lt;strong&gt;2014 &lt;/strong&gt;(prima valutazione) nel caso di parziale non verbalizzabile o come risultato
finale da verbalizzare dato dalla media ponderata dei singoli moduli
(seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra); chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 15/12/2014  ed egrave; un risultato parziale non
ancora verbalizzabile.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 15/12/2014.&lt;br /&gt;
SI FA PRESENTE CHE CHI AVESSE SOSTENUTO UN PARZIALE NEL DICEMBRE 2013, POTRagrave; SOSTENERE ANCORA LA PARTE MANCANTE NEL PRIMO APPELLO DEL 9/01/2015, COME ULTIMA OPPORTUNITagrave; PER NON RIDARE ANCHE LA PRIMA PARTE.&lt;br /&gt;
&lt;br /&gt;
Verragrave; pubblicata nei prossimi giorni la data in cui saragrave; possibile procedere
alle &lt;strong&gt;verbalizzazioni&lt;/strong&gt; dei risultati &lt;strong&gt;a partire dal 7 gennaio c/o &lt;/strong&gt;il DIMES Via Belmeloro 8, oppure si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
&lt;br /&gt;
BACCOLINI G	&lt;strong&gt;orale GM&lt;/strong&gt;	prendere accordi con daniela.turchetti@unibo.it entro il 19/12&lt;br /&gt;
CALABRESE L	25	/&lt;br /&gt;
CASSOLI Mnbsp;nbsp;	22	/&lt;br /&gt;
GIANNINI Anbsp;nbsp;	18	18&lt;br /&gt;
GREISCHBERGER Bnbsp;nbsp;	24	25&lt;br /&gt;
LANZONI D nbsp;	21	20&lt;br /&gt;
LEPROTTI Nnbsp;nbsp;	18	21&lt;br /&gt;
SAVINO Mnbsp;nbsp;	24	25&lt;br /&gt;
SIBONI Vnbsp;nbsp;	24	25&lt;br /&gt;
TELESCA Dnbsp;nbsp;	23	24&lt;br /&gt;
VALENTINI Lnbsp;nbsp;	25	23&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Integrazioni	&lt;/strong&gt;&lt;br /&gt;
Alvaro DP	24	&lt;br /&gt;
Carlucci S	24	&lt;br /&gt;
Pocorobba M	19	&lt;br /&gt;
Rodolico C	23	&lt;br /&gt;
Kircheva	29</description><pubDate>Thu, 18 Dec 2014 20:22:46 +0100</pubDate><a10:updated>2014-12-18T20:22:46+01:00</a10:updated></item><item><guid isPermaLink="false">599b2442</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/599b2442</link><title>CdL Medicina e Chirurgia - CI BIOLOGIA E GENETICA Canale A aa 2013-14_ Cambio data appello di dicembre 2014</title><description>Si comunica che l'appello d'esame del C.I. di Biologia e genetica-Canale A, fissato per il giorno 19 dicembre 2014 &lt;strong&gt;egrave; stato anticipato al giorno 18 dicembre 2014 ore 9.00&lt;/strong&gt; e si terragrave; presso l'aula Multimediale del DIMES Via Belmeloro 8.&lt;br /&gt;</description><pubDate>Mon, 06 Oct 2014 10:26:45 +0200</pubDate><a10:updated>2014-10-06T10:26:45+02:00</a10:updated></item><item><guid isPermaLink="false">0ad50361</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/0ad50361</link><title>CdL Infermieristica - Risultati e verbalizzazione appello Scienze Biologiche 29/9/2014</title><description>Gli esiti sono espressi come risultato della prova del &lt;strong&gt;29 settembre&lt;/strong&gt; &lt;strong&gt;2014 &lt;/strong&gt;(prima valutazione) nel caso di parziale non verbalizzabile o come risultato
finale da verbalizzare dato dalla media ponderata dei singoli moduli
(seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra); chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 29/9/2014  ed egrave; un risultato parziale non
ancora verbalizzabile.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 29/9/2014.&lt;br /&gt;
&lt;br /&gt;
Saragrave; possibile procedere
alle &lt;strong&gt;verbalizzazioni&lt;/strong&gt; dei risultati &lt;strong&gt;mercoledigrave; 8 ottobre&lt;/strong&gt; &lt;strong&gt;&lt;/strong&gt; &lt;strong&gt;dalle ore 12.30 alle 14.30&lt;/strong&gt; presso il DIMES Via Belmeloro 8 (suonare in portineria e chiedere di Frabetti), oppure si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
&lt;br /&gt;
BASCHIERI Vnbsp;nbsp;	30 L	30 L&lt;br /&gt;
BELMONTE Snbsp;nbsp; 27	27&lt;br /&gt;
CAGNO Nnbsp;nbsp;nbsp;	22	23&lt;br /&gt;
CALAFATO Pnbsp;nbsp;	21	21&lt;br /&gt;
CHITI Inbsp;nbsp;nbsp;	22	21&lt;br /&gt;
GOLOGAN LCnbsp;nbsp;nbsp;	28	29&lt;br /&gt;
LOSAPIO Fnbsp;nbsp;nbsp;	23	22&lt;br /&gt;
ODOARDI Enbsp;nbsp;nbsp;	25	27&lt;br /&gt;
TAMPIERI FMnbsp;nbsp;nbsp;	21	25&lt;br /&gt;
TINTI Lnbsp;nbsp;nbsp;	23	26&lt;br /&gt;
VENTURI Gnbsp;nbsp;nbsp;	30	30&lt;br /&gt;
VERDES MCnbsp;nbsp;nbsp;	18	/&lt;br /&gt;
VETRO Cnbsp;nbsp;nbsp;	27	28</description><pubDate>Thu, 02 Oct 2014 10:42:41 +0200</pubDate><a10:updated>2014-10-02T10:42:41+02:00</a10:updated></item><item><guid isPermaLink="false">7c9e9a60</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/7c9e9a60</link><title>CdL Infermieristica - Verbalizzazione esame Scienze Biologiche Rettifica</title><description>Saragrave; possibile procedere
alle &lt;strong&gt;verbalizzazioni&lt;/strong&gt; dei risultati dei precedenti esami di Sc Biologiche e dell'ultima prova del 19 settembre scorso giagrave; lunedigrave;&lt;strong&gt; 29 settembre&lt;/strong&gt; &lt;strong&gt;&lt;/strong&gt; &lt;strong&gt;dalle ore 9.30 alle 11.30&lt;/strong&gt; presso la sede della CRI, oppure si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
&lt;br /&gt;
Per errore nel precedente avviso era stata indicata aula errata!&lt;br /&gt;</description><pubDate>Sun, 28 Sep 2014 12:54:07 +0200</pubDate><a10:updated>2014-09-28T12:54:07+02:00</a10:updated></item><item><guid isPermaLink="false">f3a43a54</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/f3a43a54</link><title>CdL Infermieristica - Risultati e verbalizzazione appello Scienze Biologiche 19/9/2014</title><description>Gli esiti sono espressi come risultato della prova del &lt;strong&gt;19 settembre&lt;/strong&gt; &lt;strong&gt;2014 &lt;/strong&gt;(prima valutazione) nel caso di parziale non verbalizzabile o come risultato
finale da verbalizzare dato dalla media ponderata dei singoli moduli
(seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra); chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 19/9/2014  ed egrave; un risultato parziale non
ancora verbalizzabile.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 19/9/2014.&lt;br /&gt;
&lt;br /&gt;
Gli studenti che devono sostenere lrsquo;&lt;strong&gt;esame integrativo di genetica medica (ove indicato) &lt;/strong&gt;contattino urgentemente la docente (daniela.turchetti@unibo.it).&lt;br /&gt;
&lt;br /&gt;
Saragrave; possibile procedere
alle &lt;strong&gt;verbalizzazioni&lt;/strong&gt; dei risultati giagrave; lunedigrave;&lt;strong&gt; 29 settembre&lt;/strong&gt; &lt;strong&gt;&lt;/strong&gt; &lt;strong&gt;dalle ore 9.30 alle 11.30&lt;/strong&gt; presso il l'aula Polo delle Nuove Patologie - S.Orsola, oppure si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it).&lt;br /&gt;
&lt;br /&gt;
BASCHIERI V	30L	/&lt;br /&gt;
BERTANI I	27	23&lt;br /&gt;
CAGNO N	necessario esame integrativo di Gen Medica	/&lt;br /&gt;
CALAFATO P	necessario esame integrativo di Gen Medica	/&lt;br /&gt;
CHITI I	necessario esame integrativo di Gen Medica	/&lt;br /&gt;
FANELLI A	24	24&lt;br /&gt;
GARDINI C	26	28&lt;br /&gt;
GIANNINI A	necessario esame integrativo di Gen Medica	/&lt;br /&gt;
LIMOFACK IS	24	26&lt;br /&gt;
LOMBARDO F	22	/&lt;br /&gt;
MANAGLIA M	23	24&lt;br /&gt;
PUCCI V	30L	30L&lt;br /&gt;
TAMPIERI FM	necessario esame integrativo di Gen Medica	/&lt;br /&gt;
VANDELLI M	23	25&lt;br /&gt;
VETRO C	necessario esame integrativo di Gen Medica	/</description><pubDate>Thu, 25 Sep 2014 10:08:16 +0200</pubDate><a10:updated>2014-09-25T10:08:16+02:00</a10:updated></item><item><guid isPermaLink="false">eccc352b</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/eccc352b</link><title>CdL Infermieristica - Risultati e verbalizzazione appello Scienze Biologiche 21/7/2014</title><description>Gli esiti finali da verbalizzare relativi al CI di Sc. Biologiche sono di seguito riportati.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 21/7/2014.&lt;br /&gt;
&lt;br /&gt;
Saragrave; possibile procedere
alle verbalizzazioni dei risultati giagrave; domani &lt;strong&gt;giovedigrave; 24 luglio&lt;/strong&gt; o il &lt;strong&gt;venerdigrave; 25 luglio&lt;/strong&gt; dalle ore 12.30 alle 13.30 presso il DIMES Via Belmeloro 8, chiedendo in portineria della Prof.ssa Frabetti oppure si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it). &lt;br /&gt;
&lt;br /&gt;
ABATERUSSO F 28&lt;br /&gt;
ANTONELLI C 27&lt;br /&gt;
BASSOTTI GIAMPAOLINI MV 20&lt;br /&gt;
BOUJAT B 28&lt;br /&gt;
CAGNETTA E 24&lt;br /&gt;
CUPPI E 27&lt;br /&gt;
GELIMERI E 23&lt;br /&gt;
GUIDASTRI E 25&lt;br /&gt;
HAQUE Z 26&lt;br /&gt;
LAMATTINA L 18&lt;br /&gt;
LANZILAO G 29&lt;br /&gt;
LOPEZ QUISPE FM 19&lt;br /&gt;
MICELLO MG 23&lt;br /&gt;
MOLFETTA A 18&lt;br /&gt;
MONTI C 24&lt;br /&gt;
NATALI G 20&lt;br /&gt;
QUIRINI S 30&lt;br /&gt;
SAHIM H 24&lt;br /&gt;
SANGIORGI G 25&lt;br /&gt;
SHAHI S 21</description><pubDate>Wed, 23 Jul 2014 18:18:29 +0200</pubDate><a10:updated>2014-07-23T18:18:29+02:00</a10:updated></item><item><guid isPermaLink="false">b007a2f5</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/b007a2f5</link><title>CdL Infermieristica - Risultati appello Scienze Biologiche 7/7/2014</title><description>Gli esiti sono espressi come risultato della prova del &lt;strong&gt;7/7/2014&lt;/strong&gt;
(prima
valutazione) nel caso di parziale non verbalizzabile o come risultato
finale da verbalizzare dato dalla media ponderata dei singoli moduli
(seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra); chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 7/7/2014  ed egrave; un risultato parziale non
ancora verbalizzabile.&lt;br /&gt;
&lt;br /&gt;
Gli studenti che dovessero sostenere la &lt;strong&gt;prova orale,&lt;/strong&gt; come indicato, devono presentarsi il 21 luglio alle ore 9.30 presso l'aula delle Nuove Patologie del S.Orsola.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 7/7/2014.&lt;br /&gt;
&lt;br /&gt;
In occasione del prossimo appello del 21/7/2014 saragrave; possibile procedere
alle verbalizzazioni dei risultati giagrave; verbalizzabili a partire dalle
ore 9.30 presso l'aula polo delle Nuove Patologie oppure si potragrave;
prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa
Frabetti (flavia.frabetti@unibo.it). &lt;br /&gt;
Se richiesta, andragrave; mostrata documentazione risultati pregressi.&lt;br /&gt;
&lt;br /&gt;
BELVISO Snbsp;nbsp; 25 25&lt;br /&gt;
BERTONAZZI Bnbsp;nbsp; 24 26&lt;br /&gt;
BIANCHI Lnbsp;nbsp; 29 29&lt;br /&gt;
BORZIELLO Anbsp;nbsp; orale GM&lt;br /&gt;
Capozza Gnbsp;nbsp; 20 20&lt;br /&gt;
CAPRIOLI Snbsp;nbsp; 18 18&lt;br /&gt;
DALL'OSSO Jnbsp;nbsp; orale GM&lt;br /&gt;
GALLO Anbsp;nbsp; 20 /&lt;br /&gt;
HABILAJ Enbsp;nbsp; 20 23&lt;br /&gt;
MOLFETTA Anbsp;nbsp; 20 /&lt;br /&gt;
PARI Bnbsp;nbsp; 23 25&lt;br /&gt;
RINZIVILLO MS nbsp; 26 26&lt;br /&gt;
RIVA M nbsp; 23 26&lt;br /&gt;
STAFFIERI Dnbsp;nbsp; 19 19&lt;br /&gt;
TOSCHI F 29 29&lt;br /&gt;
&lt;br /&gt;</description><pubDate>Fri, 11 Jul 2014 14:55:37 +0200</pubDate><a10:updated>2014-07-11T14:55:37+02:00</a10:updated></item><item><guid isPermaLink="false">ca604fb3</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/ca604fb3</link><title>CdL Infermieristica - Risultati appello Scienze Biologiche 4/6/2014</title><description>Gli esiti sono espressi come risultato della prova del &lt;strong&gt;4/6/2014&lt;/strong&gt; (prima
valutazione) nel caso di parziale non verbalizzabile o come risultato finale da verbalizzare dato dalla media ponderata dei singoli moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra), chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 4/6/2014  ed egrave; un risultato parziale non
ancora verbalizzabile.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 4/6/2014.&lt;br /&gt;
&lt;br /&gt;
In occasione del prossimo appello del 7/7/2014 saragrave; possibile procedere alle verbalizzazioni dei risultati giagrave; verbalizzabili a partire dalle ore 9.30 presso l'aula polo delle Nuove Patologie oppure si potragrave; prendere accordi via e-mail per un diverso appuntamento con la Prof.ssa Frabetti (flavia.frabetti@unibo.it). &lt;br /&gt;
Se richiesta, andragrave; mostrata documentazione risultati pregressi.&lt;br /&gt;
&lt;br /&gt;
ANGELICA Gnbsp;nbsp;          18nbsp;nbsp;nbsp;nbsp;	                          19&lt;br /&gt;
EL ATFI H	nbsp; nbsp; nbsp;        24	nbsp; nbsp;                          26&lt;br /&gt;
FA	Pnbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;	                19	nbsp; nbsp;                            /&lt;br /&gt;
GABRIELLI Mnbsp;nbsp;	        20nbsp;nbsp;nbsp; 23&lt;br /&gt;
GALLO Anbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;	                18	nbsp; nbsp;                           /&lt;br /&gt;
GIULIANO Lnbsp;nbsp;nbsp; 23nbsp;nbsp;nbsp;nbsp;	                          24&lt;br /&gt;
IPPOLITO  AEnbsp;nbsp;	        23 nbsp; nbsp;	                          23&lt;br /&gt;
LOLLI	G	nbsp; nbsp; nbsp; nbsp;nbsp;        28nbsp;nbsp;nbsp;nbsp;	                          29&lt;br /&gt;
MONGARDI	Fnbsp;nbsp;	28	nbsp; nbsp;                          27&lt;br /&gt;
Piggioli 	Snbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;	        19nbsp;nbsp;nbsp;nbsp;	                          23&lt;br /&gt;
TEDONE	Gnbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 21 nbsp; nbsp;nbsp;	                           /&lt;br /&gt;
TRIVILINO	Tnbsp;nbsp;nbsp;	19nbsp;nbsp;nbsp;nbsp; 20</description><pubDate>Wed, 11 Jun 2014 20:55:36 +0200</pubDate><a10:updated>2014-06-11T20:55:36+02:00</a10:updated></item><item><guid isPermaLink="false">15b42800</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/15b42800</link><title>CdL Medicina e Chirurgia - CI BIOLOGIA E GENETICA aa 2013-14_ consegna certificazione presenze</title><description>Si specifica che il modulo di certificazione delle presenze al CI di Biologia e genetica, andragrave; consegnato entro e non oltre il giono 6 giugno p.v. presso la portineria del DIMES sezione operativa di Via Belmeloro 8, alla attenzione delle docenti Frabetti e Vitale.&lt;br /&gt;
&lt;br /&gt;
Tale scadenza egrave; indicata per la ufficiale comunicazione agli uffici dell'avvenuta frequenza.</description><pubDate>Tue, 03 Jun 2014 13:08:55 +0200</pubDate><a10:updated>2014-06-03T13:08:55+02:00</a10:updated></item><item><guid isPermaLink="false">c45067fa</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/c45067fa</link><title>CdL Medicina e Chirurgia - CI BIOLOGIA E GENETICA  aa 2013-14_ Note sulla modalit&amp;#224; d'esame</title><description>Si avvisano gli studenti del CdL in Medicina e Chirurgia, che su AMSCampus egrave; stato pubblicato un breve documento contenente alcune note sulla modalitagrave; di espletamento dell'esame per il CI di BIOLOGIA e GENETICA, di cui si consiglia prendere visione.&lt;br /&gt;</description><pubDate>Tue, 03 Jun 2014 12:48:04 +0200</pubDate><a10:updated>2014-06-03T12:48:04+02:00</a10:updated></item><item><guid isPermaLink="false">81e64e5e</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/81e64e5e</link><title>CdL Infermieristica - Verbalizzazione esame Scienze Biologiche NUOVO</title><description>Si informano gli studenti che dovessero ancora verbalizzare il risultato finale dell'esame di &lt;strong&gt;Sc. Biologiche&lt;/strong&gt; che possono venire il giorno &lt;strong&gt;venerdigrave; 21 marzo 2014 presso il DIMES&lt;/strong&gt; Via Belmeloro 8 &lt;strong&gt;dalle ore 8,30 alle 9,30 oppure dalle 12,00 alle 13,00&lt;/strong&gt;.&lt;br /&gt;
Saragrave; necessario un documento di riconoscimento e, per eventuali riconoscimenti, la documentazione richiesta.</description><pubDate>Fri, 28 Feb 2014 10:11:53 +0100</pubDate><a10:updated>2014-02-28T10:11:53+01:00</a10:updated></item><item><guid isPermaLink="false">96bf5561</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/96bf5561</link><title>CdL Infermieristica - Risultati appello Scienze Biologiche 20/1/2014</title><description>Si avvisa che i risultati dell'appello di Sc.Biologiche dello
scorso 20/1/2014 sono stati pubblicati in data odierna &lt;strong&gt;su AMScampus&lt;/strong&gt; per
la consultazione, riservata agli studenti UNIBO. Sono riportate le valutazioni di chi egrave; risultato
sufficiente in singoli moduli (Biochimica e/o Biol/Gen+Gen Medica) o
le valutazioni della prova completa del C.I. &lt;br /&gt;
&lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 20/1/2014.&lt;br /&gt;
Alcuni studenti dovranno, come indicato, sostenere una prova orale &lt;strong&gt;in data lunedigrave; 3 febbraio p.v.&lt;/strong&gt; presso la Genetica Medica Pad. XI - 2deg; piano dell'Ospedale S.Orsola &lt;strong&gt;a partire dalle ore 10,30&lt;/strong&gt;.&lt;br /&gt;
&lt;br /&gt;
In data 3 febbraio 2014 dalle 9,00 alle 10,30 e dalle 12,00 alle 13,00 ci saragrave; anche la &lt;strong&gt;possibilitagrave; di
verbalizzare&lt;/strong&gt; le prove sostenute, se non parziali, presso il DIMES Via Belmeloro 8, suonare in portineria e chiedere della Prof.ssa Frabetti.</description><pubDate>Mon, 27 Jan 2014 20:09:31 +0100</pubDate><a10:updated>2014-01-27T20:09:31+01:00</a10:updated></item><item><guid isPermaLink="false">ce04e503</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/ce04e503</link><title>CdL Infermieristica - Risultati appello Scienze Biologiche 8/1/2014</title><description>Si avvisa che i risultati dell'appello di Sc.Biologiche dello
scorso 8/1/2014 sono stati pubblicati in data odierna su AMScampus per
la consultazione, riservata agli studenti UNIBO. Sono riportate le valutazioni di chi egrave; risultato
sufficiente in singoli moduli (Biochimica e/o Biol/Gen e Gen Medica) o
le valutazioni della prova completa del C.I. &lt;br /&gt;
&lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 8/1/2014.&lt;br /&gt;
Alcuni studenti dovranno, come indicato, sostenere una prova orale &lt;strong&gt;in data 20 gennaio p.v.&lt;/strong&gt; presso l'aula magna delle Nuove Patologie Pad. V ospedale S.Orsola &lt;strong&gt;a partire dalle ore 11,30&lt;/strong&gt;.&lt;br /&gt;
&lt;br /&gt;
In occasione dell'appello del 20 gennaio p.v. ci saragrave; anche la &lt;strong&gt;possibilitagrave; di
verbalizzare&lt;/strong&gt; le prove sostenute, se non parziali, a partire dalle 9,45.</description><pubDate>Wed, 15 Jan 2014 10:47:54 +0100</pubDate><a10:updated>2014-01-15T10:47:54+01:00</a10:updated></item><item><guid isPermaLink="false">6ab0a30c</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/6ab0a30c</link><title>CdL Infermieristica - Risultati PROVA IN ITINERE Scienze Biologiche 18/12/2013</title><description>Si avvisa che i risultati della prova in itinere di Sc.Biologiche dello scorso 18/12/2013 sono stati pubblicati in data odierna su AMScampus per la consultazione, riservata agli studenti UNIBO, di chi egrave; risultato sufficiente in singoli moduli (Biochimica e/o Biol/Gen e Gen Medica) o nella prova completa del C.I. &lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 18/12/2013.&lt;br /&gt;
&lt;br /&gt;
In occasione degli appelli di gennaio p.v. ci saragrave; la possibilitagrave; di verbalizzare le prove sostenute, se non parziali, a partire dalle 9,45.&lt;br /&gt;
&lt;br /&gt;</description><pubDate>Sat, 04 Jan 2014 14:18:46 +0100</pubDate><a10:updated>2014-01-04T14:18:46+01:00</a10:updated></item><item><guid isPermaLink="false">e95e7109</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/e95e7109</link><title>CdL Infermieristica - Risultati Scienze Biologiche 11/12/2013</title><description>Gli esiti sono espressi come risultato della prova del 11/12/2013 nel caso di parziale non verbalizzabile o come risultato finale da verbalizzare dato dalla media ponderata dei singoli
moduli. Alcuni studenti dovranno sostenere una prova
orale supplettiva per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
&lt;br /&gt;
La data delle &lt;strong&gt;prove orali&lt;/strong&gt; egrave; il giorno &lt;strong&gt;mercoledigrave; 18 dicembre p.v. alle ore 17,30&lt;/strong&gt; presso &lt;strong&gt;l'Aula Magna Ostetricia-ginecologia Pad.IV Ospedale S.Orsola.&lt;/strong&gt; &lt;br /&gt;
In questa occasione a partire dalle 15,30 si potragrave; &lt;strong&gt;procedere alle verbalizzazioni&lt;/strong&gt; dei risultati giagrave; verbalizzabili. Se richiesta, andragrave; mostrata documentazione risultati
pregressi. &lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 11/12/2013.&lt;br /&gt;
&lt;br /&gt;
AGUSTO	RAFFAELE: da verbalizzare	19&lt;br /&gt;
ANGELICA	GIUSEPPINA:	Biol/gen (parziale) 	20&lt;br /&gt;
API	DANIELE: da verbalizzare	22&lt;br /&gt;
BONGIOVANNI	GIULIA: da verbalizzare	24&lt;br /&gt;
CATTANI	SILVIA: da verbalizzare 	18&lt;br /&gt;
Chiulafli	Ada: da verbalizzare	29&lt;br /&gt;
DALLARI	ALESSIA: da verbalizzare	22&lt;br /&gt;
INFANTINO	GIUSEPPE: da verbalizzare	21&lt;br /&gt;
LAMATTINA	LUCIANA: Biol/gen (parziale)	18&lt;br /&gt;
LOSAPIO	FRANCESCA:	Biol/gen	(parziale) 21&lt;br /&gt;
MILAZZO	MARIA: da verbalizzare	28&lt;br /&gt;
MISSONI	VERONICA: da verbalizzare	18&lt;br /&gt;
RICCI	ALICE: da verbalizzare	25&lt;br /&gt;
Rochira 	Tiziana: da verbalizzare	23&lt;br /&gt;
ROSSI	FEDERICO:	&lt;strong&gt;Orale Biochim	&lt;/strong&gt;&lt;br /&gt;
Sandorfi	Irene: da verbalizzare	30&lt;br /&gt;
TEDONE	GABRIELLA:	Biol/gen (parziale)	21&lt;br /&gt;
TONTI	VERONICA:	&lt;strong&gt;Orale Biol/gen	&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><pubDate>Mon, 16 Dec 2013 18:10:39 +0100</pubDate><a10:updated>2013-12-16T18:10:39+01:00</a10:updated></item><item><guid isPermaLink="false">3f7e44c7</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/3f7e44c7</link><title>CdL Infermieristica - Verbalizzazioni esami di Sc. Biologiche</title><description>Si informano gli studenti che dovessero ancora verbalizzare il risultato finale dell'esame di &lt;strong&gt;Sc. Biologiche&lt;/strong&gt; anche di altre date che possono venire il giorno &lt;strong&gt;16 ottobre mercoledigrave; &lt;/strong&gt;prossimo venturo presso DIEBA (giagrave; DIMES) Via Belmeloro 8 &lt;strong&gt;dalle ore 14,30 alle 15,30&lt;/strong&gt;.&lt;br /&gt;
Saragrave; necessario un documento di riconoscimento e, per eventuali riconoscimenti, la documentazione richiesta.</description><pubDate>Fri, 11 Oct 2013 09:18:58 +0200</pubDate><a10:updated>2013-10-11T09:18:58+02:00</a10:updated></item><item><guid isPermaLink="false">75b7afbb</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/75b7afbb</link><title>CdL Infermieristica - Risultati Scienze Biologiche 1/10/2013</title><description>Gli esiti sono espressi come risultato della prova del 1/10/2013 (prima
valutazione) e risultato finale dato dalla media ponderata dei singoli
moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra), chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 1/10/2013  ed egrave; un risultato parziale non
ancora verbalizzabile. Alcuni studenti dovranno sostenere una prova
orale supplettiva per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
&lt;br /&gt;
La data delle &lt;strong&gt;prove orali&lt;/strong&gt; egrave; il giorno mercoledigrave; 9 ottobre p.v. alle ore 15,30 presso il DIEBA (giagrave; DIMES) Via Belmeloro 8. In questa occasione a partire dalle 14,30 si potragrave; &lt;strong&gt;procedere alle verbalizzazioni&lt;/strong&gt; dei risultati giagrave; verbalizzabili. Se richiesta andragrave; mostrata documentazione risultati
pregressi. &lt;br /&gt;
&lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 1/10/2013, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
ANGELESCU C.nbsp; 28	28&lt;br /&gt;
BARBIERI G.nbsp;nbsp;nbsp;nbsp;		19	19&lt;br /&gt;
GRUPPIONI F.nbsp;nbsp;		&lt;strong&gt;orale Gen Medica	&lt;/strong&gt;&lt;br /&gt;
SANDRI G.nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; 30 L	30L&lt;br /&gt;
SASSI V.nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;		&lt;strong&gt;orale Gen Medica&lt;/strong&gt;	&lt;br /&gt;
SORIONE P.	nbsp;nbsp;nbsp;nbsp;	&lt;strong&gt;orale Biochimica&lt;/strong&gt;	&lt;br /&gt;</description><pubDate>Mon, 07 Oct 2013 11:27:17 +0200</pubDate><a10:updated>2013-10-07T11:27:17+02:00</a10:updated></item><item><guid isPermaLink="false">2b0fb1da</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/2b0fb1da</link><title>CdL Infermieristica - Risultati Scienze Biologiche 16/9/2013</title><description>Gli esiti sono espressi come risultato della prova del 16/9/2013 (prima
valutazione) e risultato finale dato dalla media ponderata dei singoli
moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra), chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 16/9/2013  ed egrave; un risultato parziale non
ancora verbalizzabile. Alcuni studenti dovranno sostenere una prova
orale supplettiva per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
&lt;br /&gt;
La data delle &lt;strong&gt;prove orali&lt;/strong&gt; egrave; il giorno martedigrave; 24 settembre ore 9,30 presso il DIEBA (giagrave; DIMES) Via Belmeloro 8 ed in quella
occasione si potragrave; &lt;strong&gt;procedere alle verbalizzazioni&lt;/strong&gt;, anche dei risultati. Se richiesta andragrave; mostrata documentazione risultati
pregressi. &lt;br /&gt;
&lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 16/9/2013, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
CANE' F.nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;	28	29&lt;br /&gt;
DALPOZZO A.	20	22&lt;br /&gt;
D'INCAU L.nbsp;nbsp;nbsp;nbsp;	&lt;strong&gt;orale biochimica	&lt;/strong&gt;&lt;br /&gt;
ESPOSITO R.S.	26	26&lt;br /&gt;
FIGOLI M.nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;	21	22&lt;br /&gt;
GALLETTI A.nbsp;nbsp;nbsp;	21	23&lt;br /&gt;
GRUPPIONI F.nbsp; 21	/&lt;br /&gt;
LELLI V.nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;	20	23&lt;br /&gt;
MASCIULLO C.	27	26&lt;br /&gt;
SORIONE P.nbsp;nbsp;nbsp;nbsp;	&lt;strong&gt;orale biochimica	&lt;/strong&gt;&lt;br /&gt;
ZINNARELLO D.J.	24	25</description><pubDate>Fri, 20 Sep 2013 11:16:01 +0200</pubDate><a10:updated>2013-09-20T11:16:01+02:00</a10:updated></item><item><guid isPermaLink="false">012b7bbf</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/012b7bbf</link><title>CdL Infermieristica - Risultati Scienze Biologiche 22/7/2013</title><description>Gli esiti sono espressi come risultato della prova del 22/7/2013 (prima
valutazione) e risultato finale dato dalla media ponderata dei singoli
moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra), chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 22/7/2013 ed egrave; un risultato parziale non
ancora verbalizzabile. Alcuni studenti dovranno sostenere una prova
orale supplettiva per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
&lt;br /&gt;
La data delle &lt;strong&gt;prove orali&lt;/strong&gt; egrave; il giorno lunedigrave; 29 luglio ore 10,30 presso il DIEBA (giagrave; DIMES) Via Belmeloro 8 ed in quella
occasione si potragrave; &lt;strong&gt;procedere alle verbalizzazioni&lt;/strong&gt;, anche dei risultati. Se richiesta andragrave; mostrata documentazione risultati
pregressi. &lt;br /&gt;
&lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 22/7/2013, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
ALBERTI A.	20	21&lt;br /&gt;
ARCERA L.	28nbsp;nbsp;	/&lt;br /&gt;
BARONE M.	19	21&lt;br /&gt;
CAGIOTTI S.	25	26&lt;br /&gt;
CALVI F.	29nbsp; /&lt;br /&gt;
CECCARELLI E.	28	25&lt;br /&gt;
CIANCONE P.	&lt;strong&gt;orale gen med	&lt;/strong&gt;&lt;br /&gt;
CLERICOgrave; G.	23	22&lt;br /&gt;
FABBRI L.	21	21&lt;br /&gt;
FALZARANO MC.	22	24&lt;br /&gt;
GARATTONI MC.	27	28&lt;br /&gt;
GOLFIERI C.	24	25&lt;br /&gt;
GRANATIERO C.	30L	30L&lt;br /&gt;
LINARI S.	22	24&lt;br /&gt;
MESSINA M.	29	/&lt;br /&gt;
NICOLETTA M.	27	24&lt;br /&gt;
PAVANI A.	24	24&lt;br /&gt;
PETRONI GRANATA L.	23	/&lt;br /&gt;
RUBIN C.	24	25&lt;br /&gt;
TARCHIONI A.	30L	30L&lt;br /&gt;
TREVISANI C.	21nbsp;nbsp;	/&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><pubDate>Fri, 26 Jul 2013 15:10:47 +0200</pubDate><a10:updated>2013-07-26T15:10:47+02:00</a10:updated></item><item><guid isPermaLink="false">647929e0</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/647929e0</link><title>CdL Infermieristica - Risultati Scienze Biologiche 8/7/2013</title><description>Gli esiti sono espressi come risultato della prova del 8/7/2013 (prima
valutazione) e risultato finale dato dalla media ponderata dei singoli
moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo
(quello piugrave; a destra), chi si trova una sola valutazione, questa egrave;
relativa alla sola prova del 8/7/2013 ed egrave; un risultato parziale non
ancora verbalizzabile. Alcuni studenti dovranno sostenere una prova
orale supplettiva per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
&lt;br /&gt;
La data delle prove orali egrave; il giorno 22 luglio ore 12 presso l'aula delle Nuove patologie - Ospedale S.Orsola ed in quella
occasione si potragrave; procedere alle verbalizzazioni, anche dei risultati. Se richiesta andragrave; mostrata documentazione risultati
pregressi. &lt;br /&gt;
&lt;br /&gt;
Gli studenti &lt;strong&gt;non&lt;/strong&gt; in elenco sono risultati insufficienti alla prova del 8/7, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
ALCARO	MARCO	24	26&lt;br /&gt;
BAGIONI	ALICE	20	20&lt;br /&gt;
CIURLEO	VERONICA	22	22&lt;br /&gt;
CLERICOgrave;	GIULIA	20	/&lt;br /&gt;
D'ARRIGO	FILIPPO	orale gen med	&lt;br /&gt;
DI SILVESTRO	IRENE	orale gen med	&lt;br /&gt;
DORSI	LUIGI	orale gen med	&lt;br /&gt;
FABBRI	ELENA	30 L	30 L&lt;br /&gt;
FIGOLI	MARINA	23	/&lt;br /&gt;
GIACALONE	ALESSIO	23	25&lt;br /&gt;
GRANATIERO	CARMEN	30 L	/&lt;br /&gt;
LINARI	SOFIA	27	/&lt;br /&gt;
MAGRINI	VALENTINA	28	26&lt;br /&gt;
MARTORANA	CHIARA	orale gen med	&lt;br /&gt;
MERICO	ERIKA	25	25&lt;br /&gt;
PERGOLINI	SOFIA	orale gen med	&lt;br /&gt;
RODRIGUEZ	CLAUDIA	21	21&lt;br /&gt;
SORIONE	PASQUALINA	orale biochimica	&lt;br /&gt;
SPINELLI	FRANCESCA	orale gen med	&lt;br /&gt;
TESI	ANGELICA	29	28&lt;br /&gt;</description><pubDate>Tue, 16 Jul 2013 11:57:30 +0200</pubDate><a10:updated>2013-07-16T11:57:30+02:00</a10:updated></item><item><guid isPermaLink="false">931cb4bd</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/931cb4bd</link><title>CdL Infermieristica - Risultati Scienze Biologiche 22/5/2013 M-Z</title><description>Gli esiti sono espressi come risultato della prova del 22/5/2013 (prima valutazione) e risultato finale dato dalla media ponderata dei singoli moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo (quello piugrave; a destra), chi si trova una sola valutazione, questa egrave; relativa alla sola prova del 22/5/2013 ed egrave; un risultato parziale non ancora verbalizzabile. Alcuni studenti dovranno sostenere una prova orale supplettiva per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
&lt;br /&gt;
La data delle prove orali egrave; il giorno 5 giugno ore 11,15 presso l'ex DIEBA -Via Belmeloro 8 (Aula Polo Carinci ex Olivo) ed in quella occasione si potragrave; procedere alle verbalizzazioni, anche dei vecchi risultati. Se richiesta andragrave; mostrata documentazione risultati pregressi. &lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 22/5, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
MACCAFERRI G.	22	23&lt;br /&gt;
MAGGI M.	22	21&lt;br /&gt;
MAGNANI E	orale gen med	&lt;br /&gt;
MALETESTA E.	orale gen med	&lt;br /&gt;
MARABINI M.	20	22&lt;br /&gt;
MASOTO I.	29	27&lt;br /&gt;
MASSARI E.	25	28&lt;br /&gt;
MASSARIA S.	19	22&lt;br /&gt;
MATERA G.	orale Biol/gen	&lt;br /&gt;
MIRRI M.	24	24&lt;br /&gt;
MONTAGUTI V.	25	27&lt;br /&gt;
MORARU M.	27	27&lt;br /&gt;
NASTASI M.	23	24&lt;br /&gt;
NEGRO M.	orale Biol/gen	&lt;br /&gt;
NESTI T.	21	21&lt;br /&gt;
ORBACCHI C.	22	25&lt;br /&gt;
PAVIA G.	23	21&lt;br /&gt;
PINCKNEY R.	18	20&lt;br /&gt;
PIZZO V.	23	25&lt;br /&gt;
POLETTI F.	27	26&lt;br /&gt;
POSTERI S.	28	29&lt;br /&gt;
RAGGI E.	30 L	30L&lt;br /&gt;
RICCIONI I.	22	25&lt;br /&gt;
ROCCO A.	26	28&lt;br /&gt;
ROSSI M.	23	25&lt;br /&gt;
SANDROLINI C.	19	23&lt;br /&gt;
SARCINA S.	24	24&lt;br /&gt;
SAVINO G.	23	22&lt;br /&gt;
SCARPETTA F.	26	27&lt;br /&gt;
SEVERINO D.	26	26&lt;br /&gt;
SPINELLI F.	20	24&lt;br /&gt;
SQUILLANTE L.	orale gen med	&lt;br /&gt;
SUZZI D.	26	28&lt;br /&gt;
TAGLIENTE T.	23	25&lt;br /&gt;
TOMASELLI G.	22	25&lt;br /&gt;
TOMMASI E.	30	29&lt;br /&gt;
TONELLI D.	25	25&lt;br /&gt;
TRENTIN F.	20	23&lt;br /&gt;
VEZZALINI I.	orale gen med	&lt;br /&gt;
ZAHARII B.	20	20&lt;br /&gt;
ZINI I.	26	28&lt;br /&gt;
ZINI L.	27	27&lt;br /&gt;
ZIZZI A.	18	21&lt;br /&gt;
&lt;br /&gt;</description><pubDate>Fri, 31 May 2013 14:00:46 +0200</pubDate><a10:updated>2013-05-31T14:00:46+02:00</a10:updated></item><item><guid isPermaLink="false">25bd0476</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/25bd0476</link><title>CdL Infermieristica - Risultati Scienze Biologiche 22/5/2013 A-L</title><description>Gli esiti sono espressi come risultato della prova del 22/5/2013 (prima valutazione) e risultato finale dato dalla media ponderata dei singoli moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo (quello piugrave; a destra), chi si trova una sola valutazione, questa egrave; relativa alla sola prova del 22/5/2013 ed egrave; un risultato parziale non ancora verbalizzabile. Alcuni studenti dovranno sostenere una prova orale supplettiva per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
&lt;br /&gt;
La data delle prove orali egrave; il giorno 5 giugno ore 11,15 presso l'ex DIEBA -Via Belmeloro 8 (Aula Polo Carinci ex Olivo) ed in quella occasione si potragrave; procedere alle verbalizzazioni, anche dei vecchi risultati. Se richiesta andragrave; mostrata documentazione risultati pregressi. &lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 22/5, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
AMASIFUEN PONCE L.A.	20	21&lt;br /&gt;
AMOROSO M.	21	-&lt;br /&gt;
APRUZZESE C.	28	29&lt;br /&gt;
ARCADIO P.	19	19&lt;br /&gt;
BABALIC F.C.	23	25&lt;br /&gt;
BABUSCIA C.	27	27&lt;br /&gt;
BACCA C.	20	24&lt;br /&gt;
BARONE F.	19	21&lt;br /&gt;
BARONE M.	orale gen med	&lt;br /&gt;
BASSI A.	21	21&lt;br /&gt;
BERLUCCHI A.	28	27&lt;br /&gt;
BIANCHEDI V.	23	23&lt;br /&gt;
BONAFINI G.	orale gen med	&lt;br /&gt;
BONTEMPO SCAVO S.	28	29&lt;br /&gt;
BOSSO G.	28	29&lt;br /&gt;
BRUNETTI E.	19	22&lt;br /&gt;
CASTALDI A.	orale gen med	&lt;br /&gt;
CATALDI L.	24	26&lt;br /&gt;
CHIARINI S.	24	24&lt;br /&gt;
CONTI S.	18	18&lt;br /&gt;
CORSINI C.	23	25&lt;br /&gt;
ESPOSITO R.S.	21	23&lt;br /&gt;
FABBRI C.	orale bioch	&lt;br /&gt;
FASCIANO N.	26	27&lt;br /&gt;
FEDRIZZI L.	orale gen med	&lt;br /&gt;
FERRARI A.	orale gen med	&lt;br /&gt;
FLORINI M.	30	30&lt;br /&gt;
FONTANA M.	23	25&lt;br /&gt;
FRANCIOSI E.	26	26&lt;br /&gt;
FUSCO C.	orale gen med	&lt;br /&gt;
GABRIELLI M.	18	19&lt;br /&gt;
GORINI C.	20	22&lt;br /&gt;
GRANIGLIA F.	22	24&lt;br /&gt;
GRILLI V.	25	27&lt;br /&gt;
GUERRINI C.	30 L	30 L&lt;br /&gt;
GUIDA A.	23	24&lt;br /&gt;
IACOBACCI G.	26	28&lt;br /&gt;
ISILIBECH G.	28	29&lt;br /&gt;
LACERENZA C.	24	27&lt;br /&gt;
LEONI S.	25	26&lt;br /&gt;
LORETI E.	25	25&lt;br /&gt;
LUCCARINI G.	28	28&lt;br /&gt;
LUPINI S.	28	28&lt;br /&gt;</description><pubDate>Fri, 31 May 2013 13:54:42 +0200</pubDate><a10:updated>2013-05-31T13:54:42+02:00</a10:updated></item><item><guid isPermaLink="false">6c3eab88</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/6c3eab88</link><title>CdL Infermieristica - Risultati Scienze Biologiche 28/1/2013 M-Z</title><description>Gli esiti sono espressi come risultato della prova del 28/1/2013 (prima valutazione) e risultato finale dato dalla media ponderata dei singoli moduli (seconda valutazione). &lt;br /&gt;
Il voto verbalizzabile egrave; il secondo (quello piugrave; a destra),&lt;br /&gt;
chi si trova una sola valutazione, questa egrave; relativa alla sola prova&lt;br /&gt;
del 28/1/2013 ed egrave; un risultato parziale non ancora verbalizzabile.&lt;br /&gt;
Alcuni studenti dovranno sostenere una prova orale supplettiva per&lt;br /&gt;
raggiungere la piena sufficienza, come indicato.&lt;br /&gt;
&lt;br /&gt;
La data delle prove orali egrave; il giorno 11 febbraio 2013 ore 14,00 presso&lt;br /&gt;
l'ex DIEBA -Via Belmeloro 8 (Aula Ruffini) ed in quella occasione si&lt;br /&gt;
potragrave; procedere alle verbalizzazioni, anche dei vecchi risultati. Se&lt;br /&gt;
richiesta andragrave; mostrata documentazione risultati pregressi.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 28/1, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
MAGAGNI SOFIA 19 22&lt;br /&gt;
&lt;br /&gt;
MARCOLINI ELISA 29&lt;br /&gt;
&lt;br /&gt;
MARINO VALENTINA orale biol/gen&lt;br /&gt;
&lt;br /&gt;
MASCELLANI DAVIDE 26 /&lt;br /&gt;
&lt;br /&gt;
MAZZANI JACOPO 20 21&lt;br /&gt;
&lt;br /&gt;
MEHGUEU RAVELINE VIVIANE orale gen med&lt;br /&gt;
&lt;br /&gt;
MESSINA MARCO 30L /&lt;br /&gt;
&lt;br /&gt;
MICCO ALESSANDRO 22 22&lt;br /&gt;
&lt;br /&gt;
MONTANARI PARIDE 26 22&lt;br /&gt;
&lt;br /&gt;
MONTEFIORI CHIARA 29 27&lt;br /&gt;
&lt;br /&gt;
MONTICELLI ALESSANDRA 26 26&lt;br /&gt;
&lt;br /&gt;
Nastasi M.T. 20 23&lt;br /&gt;
&lt;br /&gt;
OLIVIERI NICOLOgrave; 22 21&lt;br /&gt;
&lt;br /&gt;
PAGLIALONGA SILVANA 26 28&lt;br /&gt;
&lt;br /&gt;
PALMAS MARIANNA 21 portare documentaz Biol/gen&lt;br /&gt;
&lt;br /&gt;
PICERNO ROSA 20 20&lt;br /&gt;
&lt;br /&gt;
PINI CHIARA 28 28&lt;br /&gt;
&lt;br /&gt;
PRATI DEBORA 27 27&lt;br /&gt;
&lt;br /&gt;
PRETI MARTINA 25 26&lt;br /&gt;
&lt;br /&gt;
RAONE MARIA ROSARIA 23 26&lt;br /&gt;
&lt;br /&gt;
RAVASINI FEDERICA 21 22&lt;br /&gt;
&lt;br /&gt;
ROMAGNOLI ERIKA 24 27&lt;br /&gt;
&lt;br /&gt;
RONZONI LINDA 26 28&lt;br /&gt;
&lt;br /&gt;
ROPPA ARIANNA orale Biol/gen&lt;br /&gt;
&lt;br /&gt;
SABIA DONATELLA 23 26&lt;br /&gt;
&lt;br /&gt;
SAGRINI ANDREA 21 21&lt;br /&gt;
&lt;br /&gt;
SANTOPIETRO GABRIELLA 20 24&lt;br /&gt;
&lt;br /&gt;
SAVCHUK NATALIYA 18 21&lt;br /&gt;
&lt;br /&gt;
SEVERINO DAVIDE 23 23&lt;br /&gt;
&lt;br /&gt;
SIMINA ROBERTO 21 22&lt;br /&gt;
&lt;br /&gt;
SORDINO ARIANNA 20 20&lt;br /&gt;
&lt;br /&gt;
SUPERTI ELENA 30 30&lt;br /&gt;
&lt;br /&gt;
TAGLIENTE TANIA 20 23&lt;br /&gt;
&lt;br /&gt;
TARTARINI FEDERICA orale biochimica&lt;br /&gt;
&lt;br /&gt;
TREVISANI CHIARA 22 /&lt;br /&gt;
&lt;br /&gt;
UGENTI NIKITA VALENTINA 27 27&lt;br /&gt;
&lt;br /&gt;
VALENTINO KEVIN 30 29&lt;br /&gt;
&lt;br /&gt;
VENIERI MICHAEL suff 22&lt;br /&gt;
&lt;br /&gt;
VENTUROLI GLORIA 20 23&lt;br /&gt;
&lt;br /&gt;
VIGNALI LORENZO 22 22&lt;br /&gt;
&lt;br /&gt;
ZAGARRIO CALOGERO 20 22&lt;br /&gt;
&lt;br /&gt;
ZAMPELLA NUNZIA 22 24</description><pubDate>Tue, 05 Feb 2013 17:34:33 +0100</pubDate><a10:updated>2013-02-05T17:34:33+01:00</a10:updated></item><item><guid isPermaLink="false">98d922c7</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/98d922c7</link><title>CdL Infermieristica - Risultati Scienze Biologiche 28/1/2013 A-L</title><description>Gli esiti sono espressi come risultato della prova del 28/1/2013 (prima valutazione) e risultato finale dato dalla media ponderata dei singoli moduli (seconda valutazione). Il voto verbalizzabile egrave; il secondo (quello piugrave; a destra), chi si trova una sola valutazione, questa egrave; relativa alla sola prova del 28/1/2013 ed egrave; un risultato parziale non ancora verbalizzabile. Alcuni studenti dovranno sostenere una prova orale supplettiva per raggiungere la piena sufficienza, come indicato.&lt;br /&gt;
&lt;br /&gt;
La data delle prove orali egrave; il giorno 11 febbraio 2013 ore 14,00 presso l'ex DIEBA -Via Belmeloro 8 (Aula Ruffini) ed in quella occasione si potragrave; procedere alle verbalizzazioni, anche dei vecchi risultati. Se richiesta andragrave; mostrata documentazione risultati pregressi.&lt;br /&gt;
&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova del 28/1, restano validi eventuali esiti parziali pregressi.&lt;br /&gt;
&lt;br /&gt;
AMBROSECCHIA ANNA MARIA 23 23&lt;br /&gt;
&lt;br /&gt;
ANCARANI ELENA 27 27&lt;br /&gt;
&lt;br /&gt;
AQUARO VINCENZO 24 25&lt;br /&gt;
&lt;br /&gt;
BAGLIVO ANNA 27 28&lt;br /&gt;
&lt;br /&gt;
BARONE FRANCESCO 22 /&lt;br /&gt;
&lt;br /&gt;
BARUFFALDI ANNA PAOLA 29 27&lt;br /&gt;
&lt;br /&gt;
Benvenuti C. 20 20&lt;br /&gt;
&lt;br /&gt;
BERGONZONI GIULIA orale biochimica&lt;br /&gt;
&lt;br /&gt;
BERLUCCHI ALICE 26 /&lt;br /&gt;
&lt;br /&gt;
BOMBARDI ANDREA 23 24&lt;br /&gt;
&lt;br /&gt;
BONI FEDERICA 18 22&lt;br /&gt;
&lt;br /&gt;
BONOFIGLIO LEONARDO 18 22&lt;br /&gt;
&lt;br /&gt;
BREVEGLIERI ILARIA 21 21&lt;br /&gt;
&lt;br /&gt;
CALVI FABIO 23 /&lt;br /&gt;
&lt;br /&gt;
CAPPONCELLI GIULIA 20 22&lt;br /&gt;
&lt;br /&gt;
CAVALLARI ANNA 30 30L&lt;br /&gt;
&lt;br /&gt;
CAVAZZA LORENZO 25 25&lt;br /&gt;
&lt;br /&gt;
CERBINO ARIANNA GIUSEPPINA 20 19&lt;br /&gt;
&lt;br /&gt;
CHIARINI RANOCCHIA FEDERICA 26 28&lt;br /&gt;
&lt;br /&gt;
CIONFOLI ELENA 26 28&lt;br /&gt;
&lt;br /&gt;
COCEVA LUCA 24 26&lt;br /&gt;
&lt;br /&gt;
COLAGIORGIO MARTINA orali chimica e gen/med&lt;br /&gt;
&lt;br /&gt;
CONTI SILVIA ASSENTE&lt;br /&gt;
&lt;br /&gt;
CORDELLA SILVIA 28 27&lt;br /&gt;
&lt;br /&gt;
COSTANZA FEDERICA orali chimica e gen/med&lt;br /&gt;
&lt;br /&gt;
CRAPANZANO CONCETTA 25 portare documentaz Biol/gen&lt;br /&gt;
&lt;br /&gt;
DAL MAS DIANA 23 25&lt;br /&gt;
&lt;br /&gt;
DAVYDENKO AL'ONA 24 24&lt;br /&gt;
&lt;br /&gt;
DI FILIPPO VITTORIO 30L portare documentaz biologia&lt;br /&gt;
&lt;br /&gt;
DI SANTO GIULIA 28 portare documentaz Biol/gen&lt;br /&gt;
&lt;br /&gt;
ELIA MARIAROSA 20 23&lt;br /&gt;
&lt;br /&gt;
ERRICO SERENA 28 28&lt;br /&gt;
&lt;br /&gt;
FALZARANO MARIA CRISTINA 18 21&lt;br /&gt;
&lt;br /&gt;
FAVUZZA ANNA MARIA 26 27&lt;br /&gt;
&lt;br /&gt;
FERRARO FRANCESCO 18 22&lt;br /&gt;
&lt;br /&gt;
GALLETTI ANNA ERICA 26 23&lt;br /&gt;
&lt;br /&gt;
GENTILE JESSICA 20 23&lt;br /&gt;
&lt;br /&gt;
GIANNOTTI ANDREA 20 23&lt;br /&gt;
&lt;br /&gt;
GIAROLI MARCO 26 26&lt;br /&gt;
&lt;br /&gt;
GRANDONI MARIANGELA 22 22&lt;br /&gt;
&lt;br /&gt;
GRASSI ALESSANDRO 21 21&lt;br /&gt;
&lt;br /&gt;
GRAVINESE MARIANNA 20 20&lt;br /&gt;
&lt;br /&gt;
GRUPPIONI MATILDE 20,4 20&lt;br /&gt;
&lt;br /&gt;
HAJDARAJ DENISA 26 26&lt;br /&gt;
&lt;br /&gt;
IATTONI FRANCESCA 30L portare documentaz Biol/gen&lt;br /&gt;
&lt;br /&gt;
KEABOU SOMKWE ANNIE SORELLE 26 28&lt;br /&gt;
&lt;br /&gt;
LAMOLINARA RACHELE 24 24&lt;br /&gt;
&lt;br /&gt;
LAMPASONA ANTONINO suff portare documentaz Biol/gen&lt;br /&gt;
&lt;br /&gt;
LANDI SIMONA 30 /&lt;br /&gt;
&lt;br /&gt;
LATORRACA LORELLA 26 28&lt;br /&gt;
&lt;br /&gt;
LEGGIERI CHIARA 23 26&lt;br /&gt;
&lt;br /&gt;
LORUSSO MARIA PIA 18 20&lt;br /&gt;
&lt;br /&gt;
LUCCARINI GIULIA 23 /</description><pubDate>Tue, 05 Feb 2013 17:33:18 +0100</pubDate><a10:updated>2013-02-05T17:33:18+01:00</a10:updated></item><item><guid isPermaLink="false">212740ab</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/212740ab</link><title>CdL Infermieristica - Esiti esame Sc. Biologiche del 8/1/2013</title><description>Gli esiti sono espressi come risultato finale dato dalla media ponderata dei voti ottenuti nei singoli moduli.&lt;br /&gt;
Il voto verbalizzabile egrave; il secondo (quello piugrave; a destra), chi si trova una sola valutazione sappia che questa egrave; relativa alla sola prova dell'8/1 ed egrave; un risultato parziale non ancora verbalizzabile.nbsp; &lt;br /&gt;
Alcuni studenti dovranno sostenere una &lt;strong&gt;prova orale supplettiva&lt;/strong&gt; per raggiungere la piena sufficienza, come indicato. &lt;br /&gt;
La data della prova saragrave; pubblicata quanto prima ed in quella occasione si potragrave; procedere alle verbalizzazioni.&lt;br /&gt;
Gli studenti non in elenco sono risultati insufficienti alla prova dell'8/1, resta valido l'eventuale esito sufficiente del preappello di Biochimica.&lt;br /&gt;
&lt;br /&gt;
Alfano	D.	25	Deve presentare documentazione &lt;br /&gt;
AMATO	S.	orale Gen Med	 	 &lt;br /&gt;
ANGELICI	M.	22	22&lt;br /&gt;
ANNICCHIARICO	F.	orale Gen Med	 &lt;br /&gt;
ANTI	V.	30	30&lt;br /&gt;
BACCOLINI	S.	27	27&lt;br /&gt;
BALLANDI	L.	orale in Biol e Gen generale	 	 &lt;br /&gt;
BERGONZONI	S.	orale Gen Med	 &lt;br /&gt;
CARELLA	V.M.	30	30&lt;br /&gt;
Carloni	S.	27	Deve presentare documentazione&lt;br /&gt;
CARRETTI	E.	25	25&lt;br /&gt;
CASSANELLI	V.	29	 	 &lt;br /&gt;
CAVALLARI	A.	30 e lode	 &lt;br /&gt;
CEMBALI	F.	27	27&lt;br /&gt;
CEREgrave;	T.	23	23&lt;br /&gt;
Chiarello	C.	22	Deve presentare documentazione&lt;br /&gt;
CICERO SANTALENA	M.	30	30	 &lt;br /&gt;
Costa	N.	19	19&lt;br /&gt;
COSTABILE	F.	20	20	 &lt;br /&gt;
DASSI	D.S.	20	20&lt;br /&gt;
DE MICINI	E.	20	20&lt;br /&gt;
DE PONTI	C.	21	21&lt;br /&gt;
DE VITIS	G.	orale in Gen Med	 &lt;br /&gt;
DECEMBRINO	A.	28	28&lt;br /&gt;
DI SANTO	S.	22	22&lt;br /&gt;
FAGGIOLI	M.	30	30&lt;br /&gt;
FARINA	C.	30 e lode	30 e lode	 &lt;br /&gt;
FRANCI	L.M.	24	24&lt;br /&gt;
GABUSI	M.	21	21&lt;br /&gt;
GANDOLFI	M.	23	23&lt;br /&gt;
GAROFALO	K.	24	24&lt;br /&gt;
GAVANELLI	S.	26	26&lt;br /&gt;
GEMINIANI	A.	orale in Gen Med	 &lt;br /&gt;
GENERALI	C.	30 e lode	30 e lode&lt;br /&gt;
GENTILE	J.	orale in Gen Med	 &lt;br /&gt;
GIUNTA	A.	27	27	 &lt;br /&gt;
GUARINO	M.A.	19	19&lt;br /&gt;
IULA	M.L.	orale Gen Med	 &lt;br /&gt;
KRUETANI	K.	30 e lode	30 e lode&lt;br /&gt;
LACLONG TOYEM	H. J.	18	18	 &lt;br /&gt;
LEFOSSE	T.	22	22	 &lt;br /&gt;
LUPO	G.	orale Gen Med	 	 &lt;br /&gt;
Manieri	E.	23	23	 &lt;br /&gt;
MASCELLANI	D.	19	 	 &lt;br /&gt;
MASTROJANNI	S.	24	24	 &lt;br /&gt;
MIAZZI	M.	30	Deve presentare documentazione&lt;br /&gt;
MONTANARI	P.	18	 &lt;br /&gt;
NATIVI	R.	20	20&lt;br /&gt;
NERI	M.C.	22	22&lt;br /&gt;
NESTI	T.	19	19	 &lt;br /&gt;
PANCALDI	B.	24	24&lt;br /&gt;
PARABITA	A.	24	24	 &lt;br /&gt;
PEPE	T.	23	23	 &lt;br /&gt;
PIZZO	V.	24	24	 &lt;br /&gt;
ROSSI	S.	29	29	 &lt;br /&gt;
SANDRI	G.	24	24&lt;br /&gt;
SAVCHUK	N.	orale Gen Med	 &lt;br /&gt;
SAVERIMUTHU	N.	26	Deve presentare documentazione&lt;br /&gt;
SAVINO	G.	21	 &lt;br /&gt;
SHAQIRI	M.	30	30&lt;br /&gt;
SIANO	C.	28	28&lt;br /&gt;
SINGH	R.	27	27&lt;br /&gt;
SOLMI	I.      26	26 &lt;br /&gt;
TERREI	C.	orale Gen Med	 &lt;br /&gt;
TOGNETTI	A.	22	22	 &lt;br /&gt;
VETTORI	E.	27	27&lt;br /&gt;
VILLANI	G.	18	18	 &lt;br /&gt;
ZERBINI	E.	29	29&lt;br /&gt;
ZOFFOLI	G.	24	24</description><pubDate>Wed, 16 Jan 2013 15:27:05 +0100</pubDate><a10:updated>2013-01-16T15:27:05+01:00</a10:updated></item><item><guid isPermaLink="false">d0d6ff88</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/d0d6ff88</link><title>Verbalizzazione Sc. Biologiche esame dato il 14/12/2012</title><description>Si comunica che gli studenti che avessero superato l'esame ed assenti il 21 dicembre scorso possono verbalizzare l'esame di Sc. Biologiche domani 8 gennaio 2013 presso l'aula delle Nuove Patologie c/c il S.Orsola dalle ore 10,00 alle ore 11,00.&lt;br /&gt;
Verragrave; comunicata in questo sito altra possibilitagrave; nei prossimi giorni.&lt;br /&gt;
Frabetti</description><pubDate>Mon, 07 Jan 2013 15:54:24 +0100</pubDate><a10:updated>2013-01-07T15:54:24+01:00</a10:updated></item><item><guid isPermaLink="false">2e079f3e</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/2e079f3e</link><title>CdL Infermieristica Nuovo Ordinamento - Esiti esame Sc. Biologiche del 14/12/12 </title><description>&lt;style&gt;
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&lt;p&gt;ELENCO DEGLI STUDENTI del NUOVO ORDINAMENTO, RISULTATI SUFF. E DUNQUE CHE POSSONO VERBALIZZARE E DI QUELLI CHE DEVONO SOSTENERE L'ORALE.&lt;br /&gt;
Non sono stati riportati in elenco gli studenti insufficienti che dovranno ripetere l'esame.&lt;br /&gt;
&lt;br /&gt;
NB: si ricorda che la verbalizzazione nonchegrave; gli orali previsti si terranno domani 21 dicembre 2012 ore 9,00 presso la CRI&lt;br /&gt;
&lt;br /&gt;
Babbi S.&lt;br /&gt;
Barone V.nbsp;nbsp; &lt;strong&gt;orale biochimica&lt;/strong&gt;&lt;br /&gt;
Berti F.&lt;br /&gt;
Bono F.&lt;br /&gt;
Bruno C.&lt;br /&gt;
Campanaro C.&lt;br /&gt;
Cocco E.&lt;br /&gt;
Delli Compagni C.&lt;br /&gt;
Di Franco M.&lt;br /&gt;
Donati C.&lt;br /&gt;
Fabbiano AS.&lt;br /&gt;
Ferrara A.&lt;br /&gt;
Finessi L. &lt;strong&gt;nbsp; orale biochimica&lt;/strong&gt;&lt;br /&gt;
Gaggioli T.&lt;br /&gt;
Gollini C.&lt;br /&gt;
Hang V.&lt;br /&gt;
Jing Z.&lt;br /&gt;
Livi F.nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;strong&gt;orale biochimica&lt;/strong&gt;&lt;br /&gt;
Martino G.&lt;br /&gt;
Marzadori M.&lt;br /&gt;
Meci G.&lt;br /&gt;
Medici L.&lt;br /&gt;
Miccoli D.&lt;br /&gt;
Montaguti M. &lt;strong&gt;orale biochimica&lt;/strong&gt;&lt;br /&gt;
Petruzzo M.&lt;br /&gt;
Puccioni S.&lt;br /&gt;
Ribuoli C.&lt;br /&gt;
Russo G.&lt;br /&gt;
Sandri F.&lt;br /&gt;
Santini F.&lt;br /&gt;
Scaramuzzino E.&lt;br /&gt;
Scotti S.&lt;br /&gt;
Sghedoni S.L.&lt;br /&gt;
Stagni A.&lt;br /&gt;
Tartaglia R.&lt;br /&gt;
Venturi L.&lt;br /&gt;
Viscomi F.&lt;br /&gt;
Vivoda F.&lt;br /&gt;
Zerbinato M.&lt;br /&gt;
Zuffi E.&lt;br /&gt;
&lt;span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/p&gt;</description><pubDate>Thu, 20 Dec 2012 11:06:33 +0100</pubDate><a10:updated>2012-12-20T11:06:33+01:00</a10:updated></item><item><guid isPermaLink="false">f40d8d78</guid><link>https://www.unibo.it/sitoweb/flavia.frabetti/avvisi/f40d8d78</link><title>CdL Infermieristica - Appello Biologia e Genetica 14 dicembre 2012 (vecchio ordinamento)</title><description>&lt;strong&gt;Elenco degli ammessi all'orale &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Bortolami G.&lt;br /&gt;
&lt;br /&gt;
Cavaliere U. (ammesso con Riserva) &lt;br /&gt;
&lt;br /&gt;
Chendi E.&lt;br /&gt;
&lt;br /&gt;
Guzzo M (ammesso con Riserva)&lt;br /&gt;
&lt;br /&gt;
Luppino M.&lt;br /&gt;
&lt;br /&gt;
Mela S. (ammessa con Riserva)&lt;br /&gt;
&lt;br /&gt;
Mezzetti M.&lt;br /&gt;
&lt;br /&gt;
Perrino P. (ammessa con Riserva)&lt;br /&gt;
&lt;br /&gt;
Tiviroli G. (ammessa con Riserva)&lt;br /&gt;
&lt;br /&gt;
Zanirato Z.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Prova orale il giorno 21 dicembre alle ore 9.30 presso C.R.I &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
In quell'occasione chi non egrave; stato ammesso all'orale potragrave; visionare il proprio compito</description><pubDate>Fri, 14 Dec 2012 13:02:46 +0100</pubDate><a10:updated>2012-12-14T13:02:46+01:00</a10:updated></item></channel></rss>