Compte-rendu des groupes de travail académique sur les Lignes de Gestion Mobilité
Article publié le samedi 2 janvier 2021.
Compte rendu GT LDG : Lignes de Gestion Académiques Mobilité
Ce compte rendu est en deux parties : lâune sur les lignes de gestion du premier degrĂ© et lâautre pour le second degrĂ©.
1Úre partie : 1er degré
Présents :
DRH et DRH adjoint
Représentants des DSDEN des 5 départements
Organisations syndicales: UNSA Education 2 , FSU 5, SGEN CFDT 1, FO 1
Le représentant du rectorat remercie les présents pour cette 1Úre réunion.
Les services ont choisi de faire ces groupes de travail en séparant premier et second degrés.
Ăchange sur la mise en Ćuvre des lignes de gestion mobilitĂ©. En fin de rĂ©union ils nous feront part des nouveaux Ă©lĂ©ments des lignes directrices de gestion nationales et nous pourrons Ă©voquer dâĂ©ventuelles Ă©volutions des LDG acadĂ©miques.
Remercie les personnels des DSDEN sur les fortes modifications sur le mouvement depuis 2018.
Les Organisations Syndicales posent la question dâavoir des documents de travail prĂ©alables. Il est inconfortable de travailler dans ces conditions.
La directrice acadĂ©mique du 85 a proposĂ© un bilan mouvement aux organisations syndicales de son dĂ©partement. La mĂȘme demande est faite dans le 44. Les organisations syndicales demandent Ă avoir un bilan notamment sur les affectations globales des T1 et T2.
Elles sont opposĂ©es aux vĆux larges. Le travail de lâalgorithme reste flou notamment par rapport Ă lâimportance du rang du vĆu ou non. Les modalitĂ©s du mouvement sont moins lisibles. DâoĂč lâimportance que les circulaires acadĂ©miques et dĂ©partementales soient claires. Pour les Organisations Syndicales importance des points de carte scolaire et de parents isolĂ©s.
Lâ UNSA Education demande lâharmonisation entre les dĂ©partements sur certains points. Notamment sur la prise en compte de lâAGS (anciennetĂ© gĂ©nĂ©rale de service), dans le 44 les points sont donnĂ©s en fonction de lâĂ©chelon atteint. Or les T1 sans reclassement sont Ă©chelon 1 donc ont un barĂšme de 0 ce qui nâest pas compris ni apprĂ©ciĂ©. Et les PES se retrouvent avec plus de points que certains T1. Dans dâautres dĂ©partements lâAGS est prise en compte. Peut-ĂȘtre que lâacadĂ©mie pourrait insuffler lâharmonisation. Les T1 ont une expĂ©rience pro plus importante. Demande de ne pas mettre 0 comme actuellement mĂȘme si symbolique.
RĂ©ponse : une demande de documents sâentend en fonction de lâobjet de discussion. LĂ trĂšs clairement il nây a pas de documents prĂ©paratoires. Les bases de travail sont les LDGA 2019 2022, les LDG nationales et les Ă©lĂ©ments du bilan global. MĂȘme si les bases sont les mĂȘmes, les 5 dĂ©partements ont chacun leur mouvement.
Mise en Ćuvre peut donner lieu Ă discussion comme en VendĂ©e. TrĂšs bien si convient.
UNSA : les diffĂ©rents barĂšmes ne portent pas prĂ©judice. Mais on a des T1 qui se retrouvent nommĂ©s comme directeur Ă©cole et une T1 sur poste autisme. Si on utilise lâanciennetĂ© de service et pas lâĂ©chelon cela permettra de nommer des personnels plus aguerris sur ces postes difficiles. Ces situations sont stressantes non seulement pour les collĂšgues, mais aussi pour lâensemble des Ă©quipes concernĂ©es.
Le DRH acadĂ©mique rĂ©pond que ces demandes doivent ĂȘtre faites au niveau dĂ©partemental. Dans tous les dĂ©partements, il existe un certain nombre de postes qui restent vacants. Le choix a Ă©tĂ© fait de ne pas contraindre des collĂšgues plus aguerris Ă les occuper.
M. Rouette SG 44 : pas de complĂ©ment. Point relevĂ© lâan dernier. Point qui interroge. Au bout du bout il faudrait trouver des modalitĂ©s pour pourvoir les postes avec difficultĂ©.
SGEN : aurait aimé une précision sur le fonctionnement du logiciel pour expliquer au mieux aux personnels
DRH : Sâil faut explication complĂšte algorithme. DĂ©veloppement trop long. Point de questionnement spĂ©cifique Ă donner.
FSU : Annexe 3 ligne directrice de gestion indique : transparence des procĂ©dures. Ni lâadministration, ni les reprĂ©sentants des personnels ne peuvent plus expliquer pourquoi quelquâun arrive sur tel ou tel vĆu. Quand il y avait une deuxiĂšme phase, cela permettait de rĂ©gler bon nombre de situations. Maintenant ce nâest plus le cas. Actuellement on constate une dĂ©gradation des situations des nĂ©otitulaires mais pas seulement. Il faut que les collĂšgues puissent comprendre les consĂ©quences de leurs vĆux sur leur nomination.
La transparence de la nature et du fonctionnement des logiciels dâaffectation sont de nature Ă aider les personnels. BĂ©nĂ©fice pour tout le monde, administration y compris. Peut-ĂȘtre un document explicatif aurait Ă©tĂ© suffisant.
DRH : note la question sur lâaffectation des « queues de comĂšte » (personnels avec les plus petits barĂšmes). Note que lorsque la phase dâajustement Ă©tait manuelle, in fine on Ă©tait amenĂ© Ă proposer quand mĂȘmes des affectations qui ne correspondaient pas aux vĆux des personnels
SG de la Mayenne : Algorithme classique : examine dâabord vĆu prĂ©cis. Inciter Ă faire 40 vĆux. DeuxiĂšme phase alors vĆux larges qui tiendra compte des vĆux Ă©mis en termes de distance. Ou alors on rĂ©serve des postes.
Les organisations syndicales continuent de demander des prĂ©cisions sur la façon dont les gens sont nommĂ©s sur vĆux large. Est-ce que les postes les moins demandĂ©s sont donnĂ©s aux personnels qui ont les plus forts barĂšmes ?
DRH : pas aussi mĂ©canique que cela. Si les personnels arrivent au vĆu large câest que leur barĂšme nâa pas permis dâavoir un des vĆux exprimĂ©s. DĂ©jĂ eu cet Ă©change en 2018. Câest bien que certaines personnes ayant plus dâanciennetĂ© aient des postes demandant davantage dâexpĂ©rimentation. Est-ce que les DSDEN ont information lĂ -dessus ? Comment se fait lâaffectation sur vĆu large ?
Pas de précision dans le 85, 72, 49.
La FSU prĂ©cise sâil sâagit dâun vĆu Ă©cole, dâun vĆu gĂ©ographique ou du vĆu large.
VĆu gĂ©ographique : si on demande une circo lambda, on peut obtenir nâimporte quel poste. A moins quâil obtienne le poste le moins demandĂ©. Serait aussi le cas sur les vĆux larges. Pose problĂšme car les collĂšgues ayant un barĂšme plus fort se retrouvent rĂ©guliĂšrement sur les postes les moins demandĂ©s.
DRH : questionnement clair, mais ne suit pas sur vĆu gĂ©o ou vĆu large, il nây a pas de raison dâavoir les postes non demandĂ©s. DiffĂ©rence entre vĆu gĂ©o et vĆu large. Une Ă©volution sur lâoutil est prĂ©vue dans les mois qui viennent mais pas de dĂ©tails pour le moment.
DRH 44 : au sein du groupe MUG, lâordre de classement des types de support est Ă©tabli par les services (exemple : Ulis puis Segpa, puisâŠ)
DRH rectorat : les départements peuvent déterminer quel poste aura des affectations en premier.
La FSU insiste que plusieurs Ă©changes ont eu lieu avec la DSDEN qui avait confirmĂ© pour les affectations sur vĆu GĂ©o la mise en ordre des postes restants vacants en fonction de leur succĂšs. Les postes moins attractifs sont mis en avant. RĂšgle expliquĂ©e Ă©galement pour vĆu large. Maintien de la demande de la FSU, il faudrait modifier dans ce cas lâordre des vĆux car pas respectueux du barĂšme.
SG VendĂ©e : Enjeu de couverture des postes et par rapport Ă cela stratĂ©gie des personnels. Situation se retrouve quand pas de vĆu prĂ©cis en nombre suffisant. Pas suffisamment prĂ©cis en amont. Si utilisĂ© les vĆux prĂ©cis et 40 vĆux alors les personnels ne sont pas concernĂ©s par les vĆux gĂ©ographiques et larges quasiment jamais.
Ce nâest pas le cas dans le 44.
SG VendĂ©e : Si il y avait possibilitĂ© dâavoir une cartographie sur les territoires et comment on y arrive avec quel type de barĂšme. Peut-ĂȘtre axe amĂ©lioration du mouvement.
DRH sâinscrit dans comparateur de mobilitĂ©. Peut apporter information sur taux pression de certains postes ou territoires
Les organisations syndicales alertent sur le problĂšme qui se pose car les points de bonification ne sont pas pris en compte sur lâensemble du mouvement dans certains dĂ©partements. Un barĂšme prĂ©cis sur les vĆux prĂ©cis et pas le mĂȘme sur le vĆu large. Pas le mĂȘme mouvement de faire avec 637 points ou 37 points, pas la mĂȘme stratĂ©gie. Grande difficultĂ© Ă nous faire comprendre et Ă faire comprendre le mouvement. Humains au service de lâoutil et pas outils au service des humains. Explications parcellaires qui en plus a des dĂ©clinaisons locales. Avant on trouvait des solutions pour pallier ce genre de situation
UNSA Ăducation : En ce sens il faudrait trouver des moyens de donner envie aux personnels formĂ©s de demander les postes les moins demandĂ©s. Pourquoi pas un travail dĂ©partemental ou acadĂ©mique : avantage financier, retraite, classe ex, points pour partirâŠ. Il faudrait travailler ensemble autour de cette idĂ©e
SGEN-CFDT : les parents isolĂ©s avaient trĂšs peu de points, et ne vont plus en avoir du tout. Secondes carriĂšres soucis pour les personnels installĂ©s dans leur vie personnelle qui se retrouvent en seconde carriĂšre. Demande aussi une augmentation des postes de titulaires dĂ©partementaux. Que les titulaires secteurs soient effectivement affectĂ©s dans le secteur (respect). VĂ©rifier que les 600 points de carte scolaire ont bien permis de trouver un nouveau poste. Rejoint la demande de ne pas mettre 0 comme dit lâUNSA. Que les intĂ©rim de direction soient vraiment prioritaires. Question des stagiaires de lâan prochain par rapport Ă leurs diffĂ©rents statuts.
DRH : La demande de lâUNSA dĂ©passe les compĂ©tences de ce GT et les responsabilitĂ©s et compĂ©tences acadĂ©miques. Il faut la faire au niveau national, notamment pour pourvoir les postes les moins attractifs. Les outils mouvement prĂ©cĂ©dents Ă©taient davantage connus par les uns et les autres, mais les interrogations des collĂšgues subsistaient. Peut avoir information sur type de poste proposĂ©s en prioritĂ© quand vĆu gĂ©o ou large.
UNSA Ăducation : Rapprochement de conjoint : quand les personnels lâont Ă lâinter dans le second degrĂ©, ils lâont Ă lâintra automatiquement. Dans le premier degrĂ© cela ne semble pas possible car le logiciel calcule Ă partir de lâaffectation quâils nâont pas encore.
Certains dĂ©partements rĂ©pondent que localement ils appliquent ces points alors que la DRH 44 a dit que câĂ©tait impossible. On peut faire le choix de ne pas en attribuer Ă lâĂ©chelle du dĂ©partement mais il faut lâannoncer comme tel et pas comme une impossibilitĂ© technique.
DRH : Ă©volution LDG nationales : Il nây aura pas de consĂ©quences directes sur LDG acadĂ©miques.
Exemple : introduction des postes POP qui permet de pourvoir directement dans les départements des postes à compétence particuliÚres. 245 postes au plan national. Un bilan sera présenté en CT ministériel prochainement.
Le poste le plus demandĂ© au plan national est sur lâ ile de Groix.
Prise en compte de la réaffirmation des priorités légales et suppression de la bonification parents isolés.
Ne fait pas partie priorités légales au sens strict. Regardera les situations personnelles, mais sans barÚme.
Il faudra intĂ©grer une bonification spĂ©cifique en cas dâaffectation en CLA au bout de 3 ans donc Ă la rentrĂ©e 2024 ainsi quâune bonification pour les postes Ă profil POP aprĂšs 3 ans dâexercice.
Important de les faire apparaitre mĂȘme si sans effet dans le prochain mouvement.
FSU : par rapport aux CLA , Ă leur mise en place il avait Ă©tĂ© dit que lâacadĂ©mie de Nantes avait Ă©tĂ© choisie au regard de sa ruralitĂ©. Or en Sarthe câest le Mans, Sablé⊠qui ont eu les CLA.
DRH : renvoie GT comité de suivi des CLA
DRH : Les LDG sont Ă©tablies sur 3 ans. Importance Ă lâissue du mouvement 2022 de les faire Ă©voluer sans bousculer le cadre auquel les collĂšgues sâhabituent.
A bien noté toutes nos remarques.
FSU : quand on passe dâun poste de directeur Ă adjoint ou inverse dans la mĂȘme Ă©cole, on perd le bĂ©nĂ©fice dâanciennetĂ© de poste. Cela pose question dâĂ©quitĂ©. Demande de prendre en compte cette stabilitĂ© notamment dans les petites communes.
Demande de FSU sur lâimportance que les T1 ne soient pas affectĂ©s en postes ASH. Vraiment Ă protĂ©ger. Question sur fonctionnement du prochain GT. Si faut que lâon fasse la liste de tout ce que lâon souhaite, cela risque de prendre du temps.
2Úme partie : 2nd degré
Présents :
DRH Rectorat â adjoint DRH rectorat â chef de la DIPE â adjointe DIPE
FSU : 5 - UNSA Ăducation : 2 - SGEN CFDT : 1 - FO : 1
Les Lignes Directrices de Gestion sont définies par périodes de 3 ans, soit 2019-2022 actuellement avec bilan chaque année.
Commentaires du diaporama de la DIPE sur le bilan des opérations mouvement que vous pouvez consulter
ici
Point sur stagiaires : voir diaporama
Questions-réponses (quand elle nous a été donnée)
- 8% de renouvellement, comparaison par rapport aux données nationales ?
- PossibilitĂ© dâavoir les motifs des dĂ©missions des stagiaires ? RĂ©alitĂ© du mĂ©tier diffĂ©rente de leur reprĂ©sentation initiale, parfois Ă©lĂ©ments de vie personnelle, parfois raisons gĂ©ographiques
- PossibilitĂ© dâavoir les disciplines concernĂ©es par les renouvellements de stage ?
Point mouvement :
* Inter 837 participants, 210 entrants néo titulaires, 290 de solde entrées-sorties
Taux de maintien des stagiaires : 40% 159 /398 ont Ă©tĂ© maintenus dans lâacadĂ©mie dont 26 PLP / 72% des anciens contractuels / 8/30 anciens AED et AESH
*Intra 15 333 postes définitifs dont 513 services partagés / 791 postes au mouvement
79 ETP pour les stagiaires
293 restés vacants aprÚs le mouvement
Presque la moitiĂ© des participants demande en premier vĆu un poste en Loire Atlantique.
Les particularitĂ©s des postes restĂ©s vacants peuvent montrer des disciplines oĂč lâacadĂ©mie nâa pas assez de collĂšgues pour occuper ces postes et oĂč il faudrait laisser entrer davantage de collĂšgues de ces disciplines. NĂ©anmoins notre territoire est dĂ©jĂ trĂšs attractif. En technologie notamment les ressources sont insuffisantes sur tout le territoire national.
Priorités légales
Rapprochement De Conjoint et Autorité Parentale Conjointe : 1170 participants, 40% des candidats. 46,9% ont obtenu satisfaction
Parent isolĂ© : 19 candidats, 14 avec 1 enfant Ă charge, 5 avec 2 enfants Ă charge / 11 satisfaits sur leurs 5 premiers vĆux. Aucun en extension.
205 dossiers mĂ©dicaux : 106 ont Ă©tĂ© jugĂ©s prioritaires, 50,7 % des demandes. Pour les dossiers rejetĂ©s, parfois pas assez dâĂ©lĂ©ments mĂ©dicaux ou des Ă©lĂ©ments mĂ©dicaux pas rĂ©actualisĂ©s pour lâannĂ©e en cours.
Affectations sur postes spĂ©cifiques acadĂ©miques : 56 demandes par 51 candidats pour 43 postes vacants. 28 nommĂ©s Ă titre dĂ©finitif, 3 Ă titre provisoire. 15 restĂ©s vacants, aprĂšs mouvement 3 collĂšgues nommĂ©s Ă titre provisoire. 9 postes nâont eu aucune candidature. PossibilitĂ© de les rĂ©intĂ©grer au mouvement ? Ă voir au cas par cas avec les Ă©tablissements concernĂ©s et les IEN et les IA-IPR. PossibilitĂ© dâen avoir la liste ?
Pour les postes spĂ©cifiques demandant une certification, confirmez-vous que les affectations ne se font plus au barĂšme comme cela se faisait prĂ©cĂ©demment ? En effet il nây a plus de barĂšme.
Concernant les statistiques des agrĂ©gĂ©s, parmi les agrĂ©gĂ©s nommĂ©s en lycĂ©e certains lâĂ©taient-ils dĂ©jĂ dans lâacadĂ©mie ou viennent-ils tous dâun collĂšge ou dâune autre acadĂ©mie ?
Certains appariements de postes partagĂ©s ne permettent pas aux collĂšgues concernĂ©s dâavoir une pause dĂ©jeuner. Pourtant les services font attention Ă ces Ă©lĂ©ments.
TZR : en augmentation +92 : 880 sur 851 ETP
143 ont eu une affectation annuelle
Baisse du taux de satisfaction sur les muts des TZR mais ils font des vĆux assez restrictifs.
DĂ©tachements
43 partants : surtout des certifiés, quelques PLP et agrégés
Surtout Lettres, Histoire GĂ©o, langues
Surtout Ă lâAEFE, autres disciplines, PE, administratif ou CANOPE
PossibilitĂ© dâavoir le nombre de demandes ?
Statistiques recours intra :
RĂ©visions dâaffectations : 105 demandes, 50% pour rapprochement de conjoint, 44,8 % situation mĂ©dicale ou sociale et 5,2% autre
49 avis favorables pour affectation Ă lâannĂ©e, 2 favorables dĂ©finitifs et les autres nĂ©gatifs
Recours assistĂ©s : 89 demandes, 38 car vĆu non souhaitĂ©, 41 non mutĂ©s
35 avis favorables pour affectation Ă lâannĂ©e, 54 dĂ©favorables,
194 demandes en tout, mĂȘme quantitĂ© que lâannĂ©e passĂ©e
PossibilitĂ© que les collĂšgues de lettres classiques puissent muter sur des postes lettres modernes ? DĂ©cision qui ne peut pas ĂȘtre rĂ©glĂ©e au niveau acadĂ©mique
PossibilitĂ© de dĂ©lier les mutations simultanĂ©es en intra car discipline et corps des conjoints pas forcĂ©ment compatibles pour les mĂȘmes Ă©tablissements ? Bien conscients de la difficultĂ© pour certaines disciplines mais ne sont pas sĂ»rs que cela arrangerait les situations personnelles.
Suite du 2nd degré le 16 décembre
Présents :
DRH - DRH adjoint â chef de la DIPE â adjointe DIPE
1 DSDEN Sarthe - Mme Riou DSDEN ou ?
2 UNSA Education â 1 FO â 1 SGEN â 3 FSU
DRH : Ă©volution LDG nationales :
Les vĆux larges vont Ă©voluer, de nouveaux groupes de travail seront organisĂ©s pour en parler quand on aura plus de dĂ©tails.
Certaines modifications nâauront pas de consĂ©quences immĂ©diates sur LDG acadĂ©miques.
Par exemple bonification spĂ©cifique en cas dâaffectation en CLA au bout de 3 ans donc Ă la rentrĂ©e 2024.
Recours assistés :
On ne revient pas sur les situations individuelles mais sur leur impact sur le mouvement et sur les rĂ©ponses Ă apporter. Quelques-unes ont eu une rĂ©ponse Ă titre dĂ©finitif mais câest rare. Câest que ces postes Ă©taient vacants aprĂšs le mouvement. La plupart du temps les rĂ©ponses apportĂ©es le sont Ă titre provisoire. Un des deux collĂšgues concernĂ©s par une affectation dĂ©finitive exerçait Ă lâEREA qui a fermĂ©, le recteur avait affirmĂ© quâil serait attentif Ă la rĂ©-affectation de ces collĂšgues.
UNSA Education repose sa question qui nâa pas eu de rĂ©ponse Ă la sĂ©ance prĂ©cĂ©dente car soucis de micro :
Concernant les statistiques des agrĂ©gĂ©s affectĂ©s en lycĂ©e, certains lâĂ©taient-ils dĂ©jĂ dans lâacadĂ©mie ou viennent-ils tous dâun collĂšge ou dâune autre acadĂ©mie ?
A priori ils peuvent dĂ©jĂ ĂȘtre en lycĂ©e et en demander un autre.
Une condition existe dans cette bonification : il faut avoir Ă©tĂ© sur lâaffectation prĂ©cĂ©dente au moins 4 ans si le collĂšgue Ă©tait dĂ©jĂ en lycĂ©e.
A voir quel pourcentage de collÚgues étaient déjà en lycée.
Les organisations syndicales redemandent également le nombre de détachements demandés pour le comparer au nombre de détachements effectifs.
TrĂšs souvent acceptĂ©s, Ă part une dans une discipline trĂšs particuliĂšre et la personne concernĂ©e nâĂ©tait pas titularisĂ©e.
Modifications Ă venir :
1Ăšre modification :
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)
LâUNSA Education ne sây oppose pas. Elle pense que ces modifications ne concerneront pas Ă©normĂ©ment de collĂšgues et que les collĂšgues concernĂ©s sont souvent installĂ©s sur leur poste et ne participeront pas majoritairement au mouvement. Si certains sont concernĂ©s, il est important quâil y ait sur lâanciennetĂ© dâĂ©chelon entre lâinter et lâintra une continuitĂ©.
2Ăšme modification :
Les bonifications parent isolé et sportif de haut niveau disparaissent au niveau national.
La bonification parent isolé concerne à priori majoritairement des femmes, sa disparition ne satisfait pas du tout les organisations syndicales.
LâUnsa Ă©ducation indique que normalement la bonification peut rester au niveau acadĂ©mique si les points correspondants sont infĂ©rieurs Ă ceux de la plus basse des prioritĂ©s nationales.
Cette dĂ©cision ministĂ©rielle dĂ©coule de la loi. Le DRH du rectorat (re)prĂ©cise que le barĂšme lui-mĂȘme nâest pas obligatoire.
On peut également intégrer ces situations à celles qui seront étudiées au niveau médical ou social.
Pour lâAcadĂ©mie de Nantes : lâannĂ©e derniĂšre 18 demandes concernaient la situation de parent isolĂ© telle que dĂ©finie par la circulaire mouvement (pas de prise en compte des situations de garde alternĂ©e, partagĂ©e, quelle que soit la quotitĂ© de garde).
Quel serait le barĂšme maximum possible ?
Rappel des priorités légales : RC ou APC, handicap, milieu urbain difficultés de sécurité et sociales, carte scolaire, CIMM, autres pertes de poste
Il faudrait que ce soit moins de 75 points.
Une diffĂ©rence peut ĂȘtre envisagĂ©e en fonction du nombre dâenfants.
Une diffĂ©rence peut aussi ĂȘtre envisagĂ©e par type de vĆux.
7 notes de service ces derniĂšres annĂ©es ont Ă©tĂ© dĂ©boutĂ©es. Si une annĂ©e, il y en avait trop, toutes les opĂ©rations mouvement pourraient ĂȘtre annulĂ©es, inter et intra⊠DâoĂč lâimportance de rester dans le cadre.
Les collÚgues concernés sont invités à se faire connaßtre auprÚs des services consacrés pour que leur situation soit étudiée particuliÚrement.
3Ăšme modification :
Si les personnes sont Ă 100% en tĂ©lĂ©travail et loin du siĂšge social de lâentreprise.
Avoir les documents en amont aurait permis de réfléchir aux implications plus efficacement.
4Ăšme modification Ă lâinter:
Ces points ne seront valables quâĂ partir de 2024 mais ils apparaissent dĂšs maintenant pour que les collĂšgues concernĂ©s en soient informĂ©s Ă lâavance.
Cette bonification sera-t-elle appliquĂ©e sur tous les vĆux ? oui car comme REP et REP+.
REP + = 145 points pour 5 ans, REP = 75 points pour 5 ans donc cette bonification est supĂ©rieure. Cela encourage les collĂšgues Ă postuler sur les Ă©tablissements concernĂ©s alors que le dispositif est expĂ©rimental et que les Ă©tablissements nâont pas le statut de REP.
Les 120 points décidés au niveau ministériel sont au niveau du mouvement inter.
Une variation peut sans doute ĂȘtre envisagĂ©e au niveau du mouvement intra .
Surtout que les bonifs REP et REP+ inter sont supérieures.
Une hausse des points REP, pour atteindre ou dĂ©passer les 120 points, pourrait ĂȘtre un signal positif pour les collĂšgues.
Par ailleurs des points sont accordés aux collÚgues volontaires pour exercer en REP ou REP+.
La rĂ©flexion peut peut-ĂȘtre diffĂ©rĂ©e puisque son effet ne sera pas immĂ©diat.
Si la bonification REP Ă©tait relevĂ©e, celle de parent isolĂ© pourrait lâĂȘtre aussi.
5Ăšme modification :
Le dĂ©partage Ă barĂšme Ă©gal ne peut plus se faire via la date de naissance qui nâest pas un critĂšre lĂ©gal. Il se ferait donc via un numĂ©ro attribuĂ© alĂ©atoirement aux postulants.
6Ăšme modification :
Au mouvement inter.
A lâintra ? forcĂ©ment moins de points, voire pas de pointsâŠ
Au bout de trois ans, les collĂšgues concernĂ©s pourront-ils rester ? devront-ils repostuler ? Les postes spĂ©cifiques 2nd degrĂ© ne peuvent ĂȘtre libĂ©rĂ©s que si quelquâun dâautre postule dessus. Idem pour les POP ?
Les POP nâentrent pas dans le cadre des prioritĂ©s lĂ©gales. Les points attribuĂ©s ne peuvent donc pas excĂ©der 75 points comme expliquĂ© prĂ©cĂ©demment. Certains pop relĂšvent de lâĂ©ducation prioritaire mais pas tous.
Les collĂšgues arrivant sur POP seront dĂ©jĂ intĂ©grĂ©s Ă lâacadĂ©mie en question Ă lâissue des 3 ans, pour lâUNSA Education pas besoin de points en plus Ă lâintra.
7Ăšme modification :
RECOURS ASSISTES : remarques sur la procédure
Les situations qui nâentraient pas dans les recours assistĂ©s ont Ă©tĂ© Ă©tudiĂ©es dans les rĂ©visions dâaffectation, ce qui satisfait tout le monde.
Certains collĂšgues prĂ©fĂšrent attendre cette Ă©tape plutĂŽt que de demander le vĆu dĂ©partement 44 en entier, ils pensent ĂȘtre nommĂ©s moins loin via cette procĂ©dure. Alors que les services ont tendance Ă conseiller dâĂ©largir ses vĆux pour obtenir satisfaction.
In fine des nominations sur les postes non demandĂ©s auront lieu chaque annĂ©eâŠ
Les organisations syndicales peuvent demander Ă Ă©changer avec les services et peuvent faire remonter des problĂ©matiques mĂȘme si celles-ci nâentrent pas dans le cadre des recours assistĂ©s mais la rĂ©solution de celles-ci ne se fera pas en concertation, puisque les textes de 2019 ne vont pas en ce sens.
A terme, ces demandes pourraient ĂȘtre dĂ©matĂ©rialisĂ©s.
Une attention particuliĂšre devra ĂȘtre portĂ©e au barĂšme spĂ©cifique des TZR.
Le DRH du rectorat prĂ©fĂšre attendre les nouvelles LDG plutĂŽt que dâintĂ©grer des changements en derniĂšre annĂ©e des LDG actuelles.