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COMUNICATO AL PERSONALE CNR n. 14/18
INCONTRI CNR – OO.SS.
2-3 MAGGIO 2018
Dopo varie sollecitazioni, il CNR ha programmato incontri per il 2 e il 3 maggio p.v. con all’ordine del giorno rispettivamente:
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Informativa su adozione atto interno inerente l’applicazione dell’Art. 20 del D.Lgs. 75/17.
Aggiornamento.
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CCNI di Ente : ripresa delle trattative.
Rispetto a tali ordini del giorno la UIL RUA ha inviato al Presidente CNR la seguente nota.
INCONTRO DEL 2 MAGGIO
Con riferimento alla convocazione del 2 maggio - data per la quale si auspica l’avvenuta emanazione del DPCM che, individuando gli Enti beneficiari, ripartisce le risorse finanziarie previste dalla legge di bilancio n. 205/17 – la scrivente O.S. presenterà una propria proposta articolata di programmazione applicativa dell’Art. 20 del D.Lgs. 75/17 con i relativi criteri di
priorità quale contributo per la definizione del piano triennale di fabbisogno 2018-2020.
Nelle more, invita l’Ente a dare seguito a quanto già da mesi deliberato e a quanto potenzialmente previsto dai recenti provvedimenti amministrativi.
Più in particolare la UIL RUA sollecita l’Ente a:
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dare formale comunicazione individuale, come avvenuto per gli scorrimenti dei CTER,anche ai dipendenti degli altri profili beneficiari degli scorrimenti delle graduatorie degli idonei deliberati il 5 e il 19 dicembre 2017, il 23 gennaio e il 13 febbraio 2018;
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dare seguito alla copertura dei posti ancora disponibili (pari a 55+18) nella programmazione 2017-2018 approvata dai Ministeri Vigilanti, utilizzando lo scorrimento delle graduatorie degli idonei (precari e sottoinquadrati) e applicando, ai limitati casi, lo strumento della tenure track, così ripartiti:
25 Ricercatori
10 Tecnologi
20 Tecnici – Amministrativi
18 Livelli I e II
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dare immediata disposizione ai Direttori degli Istituti della prorogabilità degli assegni di ricerca, in presenza di risorse finanziarie, fino alla conclusione delle procedure applicative dell’Art.20, superando il limite dei sei anni anche alla luce dei combinati disposti della Legge 240/2010 (art. 22 comma 3), della legge 11/2015 (art. 6 coma 2 bis), della legge205/2017 (art. 1 comma 669) e del D.Lgs. 75/2017 (art. 20 comma 8).
INCONTRO DEL 3 MAGGIO
Ritenendo troppo generico l’ordine del giorno previsto per l’incontro del 3 maggio p.v., seppur apprezzando la volontà di ripresa delle trattative, la UIL RUA ritiene prioritaria, anche con accordi stralcio, la definizione delle seguenti problematiche:
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sottoscrizione Accordo definitivo (considerato che l’Ipotesi di accordo è stata approvata dai Ministeri Vigilanti) per dare applicazione concreta all’Art. 54 con decorrenza 2017, avendo deciso, nelle more, sulle istanze di autotutela presentate;
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erogazione delle somme accantonate del salario accessorio riguardanti:
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il conguaglio dell’indennità per oneri specifici relativo agli anni dal 2010 al 2017 per i Ricercatori e Tecnologi dei livelli I-III;
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la corresponsione dell’indennità di responsabilità relativa agli anni dal 2011 al 2017 per il Personale Tecnico e Amministrativo dei livelli IV – VIII;
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la corresponsione della produttività relativa agli anni dal 2013 al 2017 per il Personale Tecnico e Amministrativo dei livelli IV – VIII;
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programmazione di nuove selezioni Art. 54 e Art. 53 con decorrenza 1-1-2018; si evidenzia al riguardo l’urgenza della pubblicazione dei nuovi bandi stante la nota posizione della Funzione Pubblica che fissa la decorrenza al 1 gennaio dell’anno di approvazione dellerelative graduatorie;
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programmazione di procedure selettive interne per progressioni verticali, con cambio di profilo e livello, riservate al personale di ruolo di tutti i livelli e attivazione della mobilità orizzontale, a parità di livello, consentite dal comma 15 dell’Art. 22 del D.Lgs. 75/17. Giova evidenziare l’urgenza derivante dalla transitorietà della norma che limita l’applicazione al triennio 2018-2020.
SCADENZE DA
RICORDARE
BORSE DI STUDIO
Il giorno 13 aprile p.v. scade il termine per la presentazione delle domande di partecipazione alla selezione per l’attribuzione di borse di studio a favore dei figli meritevoli dei dipendenti che hanno frequentato l’Università nell’anno accademico 2016/2017.
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)
Le borse di studio delle scuole medie superiori e inferiori, relative all’anno scolastico 2016-2017 scaduti a dicembre u.s., saranno erogate con ogni probabilità nel mese di maggio p.v.
SUSSIDI 2017
Il giorno 2 maggio p.v. scade il termine per la presentazione delle domande con il sistema SIPER per l’attribuzione dei sussidi relativi all’anno 2017.
Federazione UIL SCUOLA RUA
“Ricerca Università Afam”