Accueil > [[{{{Section}}}]]

Situation de la diplomation à l’âge de 20 ans

À retenir

À l’âge de 20 ans, le tiers des jeunes est sans diplôme d’études secondaires

État de la situation

À l’âge de 20 ans, le tiers des jeunes n’a aucun diplôme. * La formation initiale des jeunes diplôme le deux tiers seulement de sa population étudiante avant l’âge de 20 ans. * La Formation générale des adultes contribue à diplômer 6 % des jeunes de 20 ans et moins. * À peine 2 % des jeunes de 20 ans sont diplômés à la Formation professionnelle.

[[<img style="height:6.017cm;width:9.9991cm;" alt="" src="data:image/*;base64|420px|Situation de la diplomation à l’âge de 20 ans]]

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" />|420px|Situation de la diplomation à l’âge de 20 ans]]

Défis

Fournir aux centres d’éducation des adultes les moyens de répondre aux besoins d’apprentissage des jeunes adultes de 20 ans et moins, en particulier, en matière de financement (Recommandation # 7 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).
Identifier et solutionner les problèmes qui font en sorte que la formation initiale des jeunes ne réussissent à diplômer que le deux tiers des jeunes de 20 ans et moins.

Source(s)

Notes

{{ Indicateur | Image= <img style="height:5.8261cm;width:9.699999999999999cm;" alt="" 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" /> | Libellé= Population âgée de 15 à 29 ans ni en emploi, ni aux études ou en formation (NEET) | Résumé= Sans emploi et n’étant pas en formation, des jeunes adultes dans la vingtaine sont à risque d’exclusion | Indicateur=INDICATEUR 2 | Faits saillants=

Une part importante des jeunes adultes dans la vingtaine n’occupe pas un emploi et ne sont pas en formation. Pour l’ensemble de la population âgée de 15 à 29 ans, 13 % des jeunes adultes se trouvent dans cette situation, ce taux monte à 15 % pour le groupe d’âge des 20 à 24 ans et à 16 % pour les jeunes adultes âgés de 25 à 29 ans.
Parmi les provinces canadiennes, le Québec affiche l’un des plus bas taux de jeunes adultes ni en emploi ni aux études ou en formation.

| Défis=

Être vigilant quant au risque de déqualification et de marginalisation relativement à l’emploi des populations de jeunes adultes ni en emploi, ni aux études ou en formation.
Faciliter le retour aux études ou en formation des jeunes adultes qui sont ni en emploi, ni aux études ou en formation.

| Source des données= Statistique Canada. (2014). Indicateurs de l'Éducation au Canada : une perspective internationale . Tableau C.2.4. Ottawa : Statistique Canada. [[http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf"> http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf </a> | Note= Données provenant de l’Enquête sur la population active (EPA), réalisée par Statistique Canada. La définition de « non en emploi » est celle de l’EPA, qui réfère aux personnes sans emploi et en recherche active d’emploi (Tableau C.2.4, note 1). Les jeunes adultes ni en emploi, ni aux études ou en formation regroupent une grande variété de situations possibles (ex. : retrait du marché du travail pour cause de parentalité, voyage, abandon d’une recherche d’emploi). Pour plus d’information sur les définitions sous-jacentes à cet indicateur, consulter les précisions fournies par Statistique Canada (page 68 de la référence). }}

Accueil > [[{{{Section}}}]]

Taux d’accès à la formation générale des adultes avant l’âge de 20 ans sans avoir obtenu de diplôme du secondaire

À retenir

Les jeunes sont nombreux à poursuivre leurs études secondaires à l’éducation des adultes

État de la situation

Un jeune de moins de 20 ans sur cinq poursuit ses études secondaires à l’éducation des adultes. Plus particulièrement, 16 % des jeunes de moins de 20 ans passent sans interruption de la formation des jeunes à l’éducation des adultes, alors que seulement 4 % de ceux-ci retournent à l’éducation des adultes après une interruption.
La proportion de jeunes de moins de 20 ans poursuivant leurs études secondaires à l’éducation des adultes a augmenté de 62 %, depuis 1989-1990 et de 17 % depuis l’adoption de la politique gouvernementale d’éducation des adultes et de formation continue, qui a été adoptée en 2002.

[[<img style="height:5.9478cm;width:9.906000000000001cm;" alt="" src="data:image/*;base64|420px|Taux d’accès à la formation générale des adultes avant l’âge de 20 ans sans avoir obtenu de diplôme du secondaire]]

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" />

|420px|Taux d’accès à la formation générale des adultes avant l’âge de 20 ans sans avoir obtenu de diplôme du secondaire]]

Défis

Faire de la formation générale des adultes une voie de formation vers la diplomation, qui soit accessible et adaptée aux jeunes de moins de 20 ans interrompant leurs études, après avoir quitté la formation des jeunes.
Identifier et solutionner les problèmes qui font en sorte qu’une proportion de plus en plus grande de jeunes passe directement de la formation initiale des jeunes à l’éducation des adultes.

Source(s)

Notes

{{Indicateur | Libellé= Population âgée de 25 à 64 ans, selon le plus haut niveau de scolarité atteint | Résumé= Un Québec éducatif coupé en deux, en matière de niveau de scolarité de la population adultes | Image= <img style="height:5.3852cm;width:9.9991cm;" alt="" 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/> | Indicateur=INDICATEUR 4 | Faits saillants=

Tandis que 49 % de la population adulte du Québec détient une scolarité de niveau postsecondaire, 34 % de la population a une scolarité de niveau secondaire ou moins. En outre, une personne sur dix (14 %) a un niveau de scolarité de premier cycle du secondaire ou moins.
Par rapport aux autres provinces canadiennes, le Québec présente un portrait éducatif révélant des inégalités éducatives. Ainsi, alors que le Québec est une des provinces présentant les taux les plus élevés de personnes détenant une scolarité de niveau égal ou supérieur au Baccalauréat, elle est aussi la province affichant l’un des taux le plus élevé de personnes parmi le plus faiblement scolarisées, soit celles n’ayant qu’un niveau de scolarité préprimaire ou primaire.

| Défis=

Répondre prioritairement, avec souplesse et de manière adaptée, aux besoins éducatifs des personnes les plus vulnérables sur le plan éducatif, c’est-à-dire, la population n’ayant qu’un niveau de scolarité de premier cycle du secondaire ou moins, soit 14 % de la population âgée de 25 à 64 ans.

| Source des données= Statistique Canada. (2014). Indicateurs de l'Éducation au Canada : une perspective internationale . Tableau A.1.1. Ottawa : Statistique Canada. [[http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf"> http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf </a> | Note= Pour les niveaux Pré primaire et primaire, Premier cycle du secondaire et Deuxième cycle du secondaire, la meilleure performance parmi les provinces canadiennes est le taux le plus bas , tandis que pour les niveaux Cégeps et certificat universitaire inférieur au baccalauréat et Baccalauréat et programmes de recherche de haut niveau, la meilleure performance parmi les provinces canadiennes est le taux le plus élevé. Données provenant de l’Enquête sur la population active réalisée par Statistique Canada. }}

{{ Indicateur | Libellé= Population âgée de 16 à 65 ans se situant aux niveaux inférieur à 1 et 1 sur a la littératie du PEICA | Libellé= 1 adulte sur 5 éprouve des difficultés à comprendre un texte écrit court et simple | Indicateur=INDICATEUR 5 | Image= <img style="height:5.4659cm;width:9.0999cm;" alt="" 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/> | Faits saillants=

Un peu moins de 20 % de la population adulte du Québec peine à comprendre des textes courts et simples. Ainsi, 4 % de la population est pratiquement analphabètes et se classe à un niveau inférieur à 1 sur l’échelle de la littératie du PEICA, alors que 15 % éprouve de grande difficultés à comprendre l’écrit et se classe au niveau 1 de cette même échelle.
Le Québec est l’une des provinces ayant les taux de faible littératie les plus élevés, alors qu’elle est 7 e sur 10 relativement à sa population se classant au niveau inférieur à 1 et 8 e sur 10 pour ce qui touche sa population se classant au niveau 1.
Par rapport à l’année 2003, date de la précédente enquête sur la littératie, la proportion de personnes présentant de faibles taux de littératie n’a pas changé.

| Défis=

Alphabétiser et élever le niveau de littératie des populations se classant aux niveaux inférieur à 1 et 1 sur l’échelle de la littératie, notamment, en faisant en sorte que instances gouvernementales, les organisations de la société civile et les institutions à l’œuvre dans le domaine de l’alphabétisation et du développement de la littératie ou concernés par ces ceux-ci unissent leur force pour solutionner les problèmes causant l’analphabétisme ou un faible niveau de littératie (Recommandation # 9 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec) .

| Source des données=Statistique Canada. (2013 ). Les compétences au Canada : Premiers résultats du Programme pour l'évaluation internationale des compétences des adultes (PEICA). Tableau B.1.2.Ottawa : Statistique Canada. [[http://www.cmec.ca/Publications/Lists/Publications/Attachments/315/Canadian-PIAAC-Report.FR.pdf"> http://www.cmec.ca/Publications/Lists/Publications/Attachments/315/Canadian-PIAAC-Report.FR.pdf </a> | Note= Données provenant de l’analyse des résultats de tests de compréhension de textes écrits administrés à un échantillon, pour le Québec, de 5 060 personnes âgées de 16 à 65 ans, dans le cadre de l’Enquête internationale des compétences des adultes (PEICA). Consulter la référence, pour prendre connaissance de la méthodologie de l’enquête. }}

{{ Indicateur | Image= <img style="height:5.8879cm;width:10.1cm;" alt="" 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" /> | Indicateur=INDICATEUR 6 | Libellé= Population dont le plus haut niveau de scolarité atteint est inférieur au diplôme d’études secondaires, selon le groupe d’âge | Libellé= Dans tous les groupes d’âge, une proportion importante de personnes est faiblement scolarisée | Faits saillants=

Au sein de la population adulte âgée de 25 à 64 ans, plus d’une personne sur dix ne détient pas un diplôme d’études secondaires, soit 14 % de cette population. Ce taux monte à 16 % pour les personnes âgées de 35 à 44 ans et les personnes âgées de 45 à 54 ans. Chez les personnes âgées de 55 à 64 ans, c’est plus d’une personne sur cinq qui n’a pas de diplôme d’études secondaires.
Pour tous les différents groupes d’âge, le Québec est dans le dernier tiers des provinces canadiennes, relativement au taux de faible scolarité de sa population adulte. Notamment, le Québec se classe au 9 e rang parmi les provinces canadiennes pour ce qui concerne le taux de personnes âgées de 25 à 34 ans sans diplôme d’études secondaires, avec un taux 1,6 fois plus élevé que celui de la meilleure performance parmi les provinces canadiennes.

| Défis=

En misant sur des voies de formation souples et adaptées, faire cheminer vers l’obtention d’un diplôme d’études secondaires les personnes dans les premières années de leur vie adulte, soit la population âgée de 25 à 34 ans.
Répondre aux besoins de formation de base des travailleuses et des travailleurs âgées, soit celles et ceux dans la dernière décennie de leur participation à la population active (population âgée de 55 à 64 ans).

| Source des données= Statistique Canada. (2014). Indicateurs de l'Éducation au Canada : une perspective internationale . Tableau A.1.2. Ottawa : Statistique Canada. [[http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf"> http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf </a> Données provenant de l’Enquête sur la population active réalisée par Statistique Canada. }}

{{ Indicateur | Indicateur=INDICATEUR 7 | Libellé= Proportion de la population âgée de 25 à 64 ans sans aucun diplôme, selon la région | Libellé= Dans plusieurs régions du Québec, le quart de la population est sans aucun diplôme. | Image= <img style="height:6.5091cm;width:11.201cm;" alt="" 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/> | Faits saillants=

Dans certaines régions éloignées et dans le Centre du Québec, plus d’une personne sur cinq est sans diplôme d’études secondaires.
Le Québec apparait être une société divisée sur le plan éducatif, alors que certaines régions ont de forte proportion de leur population adulte sans diplôme d’études secondaires, tandis que d’autres régions comptent une faible proportion de leur population sans ce diplôme de base.
La situation de l’absence de diplôme chez la population adulte s’est grandement améliorée depuis une décennie, les baisses se situant entre 31 et 21 points de pourcentage, plusieurs régions affichant des baisses entre 40 % et 45 % de la proportion de leur population adulte sans diplôme d’études secondaires.

| Défis=

Assurer, au niveau régional, des mécanismes de coordination inclusifs et clairs, où les rôles et les responsabilités de chacun sont précisés (Recommandation # 17 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).
Fournir aux régions les plus touchées par l’absence de diplomation chez une partie de leur population adulte des moyens d’élever le niveau de formation de base de leur population.
Porter attention au risque de marginalisation éducative et sociale des populations adultes sans aucun diplôme dans les régions où ces populations constituent une faible proportion de la population.

| Source des données= Gauthier, Marc-André. (2014). Regard sur deux décennies d'évolution du niveau de scolarité de la population québécoise à partir de l'Enquête sur la population active . Tableau 1. Dans Coup d'œil sociodémographique, Février 2014. Numéro 30. Québec : Institut de la statistique du Québec. [[http://www.stat.gouv.qc.ca/statistiques/population-demographie/bulletins/coupdoeil-no30.pdf"> http://www.stat.gouv.qc.ca/statistiques/population-demographie/bulletins/coupdoeil-no30.pdf </a> | Note= Données provenant de l’Enquête sur la population active réalisée par Statistique Canada. }}

{{ Indicateur | Image= <img style="height:5.3449cm;width:8.8992cm;" alt="" 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9toUDB1N61qwKSFSQoDqykuBjcVr58/4Jp/2dD+1t8SP+Ef8AEsPizw7eeFbe4ttZsPCcfhizvttwkZeKxjVVARxLHv2gllk9yQD6t/an+Lniz4cfFb9n/R/Duq/2dpvinxWNM1iH7NDL9qt9qnZudGKck8oVPvXqmufHv4ZeGPEz+HNZ+IvhPSfEKSJE2k32uWsN2ruAUUxNIHywZSBjncMda+e/23v+S5fsqf8AY9D/ANASvgD9rTXrTxZ40+O1jrUmjeBvFtjrFwNP8F23w4hvNT1e2UiVr9tXdDLAGjBmZhJt2KSo2nBAP2e8feONI+G/g3VvEuu39ppml6bA00txfXCW8WeiqXchQWYqoyeSwHevlj9gP4+eJ/jJ8OfEXxI+IPxb8P6vbyiW6n8KW9paWn/CKQpNOA00yv5nlvHHuBnGQqZ3Nya9f0/RdP8AGv7H+lWfiGwtdetLnwZbTT2+pwrcxyutmkisyuCGIdQwJ5BAPUV+cWk/DeFv+CX/AMMtf03wp9t0mfxQt749bQ7ILfahpNte3mTPJGA7pENuCSdgwcqASAD9WPA/xd8C/E6S8Twd408O+LHswrXK6HqsF6YA2dpcRO23O1sZ64PpVO0+O3w1v7iGC2+IXhW5mmhnuIo4dbtmaSODd57qA/Kx7H3kcLsbOMGvg/4e6p8Lfi/+3F8K9d/Zo0C3sfDvhvTb4+MNX0PQpNK0/wAqaN1gglQxx7pSwYglecqQW8s7K37E/wAKvB7fsgfGnxzJ4a0yfxj9p8R2ya5NbLJdxRLasoSORgTGpDuCExu3c5oA++9N+OPw41rXNN0XT/iB4Wv9Z1OFbix0621q2kuLqJlLrJFGrlnUqCwZQQQCelX/AAZ8UvBnxGgvpvCfi7QfFENiwS7k0XUobtbdiCQJDGzbCQD1x0Nfkhr/AMC/AB/YZ/Zi1geE9Nj1nxF4ytbTVtUji2Xd7DNNcLJHJMMOVIRQBnC4+XFfQ954R0v4RftkfHTTPh94FsJLVvhKbyPwjpNp5VtqFxvCiPyItuS4G0hcMdxx8zcgH2t4R+PHw0+IGtDRvC/xE8KeJNXZGkGn6RrdtdXBVfvN5cblsDuccVwvgH9tL4V/Eb4w+JvhtpniG1i17RZ4baOa6vbVbfVZZFJKWRWZmnZMFXAUFTxX5Z/A3WdK1749fs7a7o3ifSdR1WTxJbx6xo/hz4e2/h+LQZJelrLfQxobssqyqobdlY5Dnrn6o+D+n/DL4T/8FKfiv4e8U+GNK0jWden0y68DxtoIkG8wM08tq6RFYCzbyz5UFlfJyDQB9Ufs2/GTxR48+G/ijxN8SpPB+jjSdYvbdbnw7q0NzZRWUCqfMuJlnlSOQfOXBdSoAJVeleh+B/i54F+J0l5H4O8aeHvFj2YVrldD1WC9MAbO0uInbbnacZ64PpX5VzaHq2sfsJ6nJHpuoaz4QsPjBd33i2w0xGaWTSY3DTMdpyEUhSSOmAxICkj1r4dap8Lfi/8Aty/CnXf2aNAt7Hw74b02+PjDV9D0KTStP8qaN1gglQxx7pSwYglecqQW8s7AD7puv2gPhfYmwFz8SPCNudQmkt7MS67ar9plR/LdI8yfOyv8pAyQ3B5rvq/H7wd8HfA+ufsD/tIeM9R8K6XfeLLbxNqK22tXFsr3dssU0DIIpT80Yy7ZCEbtxDZFfoNYf8JP4l/YXtD4fmuLjxfffD6P7FLG/wC/ku208bCrH+MuRg+poA4P9s79q638GfC2Sf4V/ETQZvFth4jsNP1KDTLqz1C4tYpJmjljlhbf5ZyCuSoIIIyDX0Z45+LXgf4YNZjxl4z8P+EjebjbDXNUgsvP243bPNdd2Ny5x0yPWvxq8Qat8D739kv4beHvDHg+ZPjF4d1iy/4SW/j0GaG505zcsk3226KBWV3IREZmwdq7VIwPUP2xNCTTf22PHOofFLxza/DnwxqmlWkfhvWtc+HsXiqzu4Y44xLbwCRH8mRJHdiyAHLHJGV3AH6neJviP4S8E+HYNf8AEXijRdB0K4KLDqmp6hDbWshcbkCyuwU7gCRg8gcVq6LrWn+JNJs9U0m/tdU0y8iWe2vbKZZoZ42GVdHUlWUjkEHBr8ofiF8O/h54F/Zn+Ab+IfiLqmnx6PJrN74b1zxp4De90bUYpJQVtLqwJmeJZl2SROQ37oO21W2BfuD9hDxPfeJv2VfDerzeBLbwO85u7i30TTo5YbSWOSeSVJbaOZmaOGTfuRSdoBG3CbRQB6hafHv4ZX/iz/hFrX4i+E7nxN9oaz/sWHXLVr3z1JDReSJN+8EEFcZGDWn4u+KXgv4f6hptj4o8X6D4bvdSYrY22r6nDayXRBCkRLIwLnLKPlzyw9a/Dbxh4itfE1ja6nJe6P4W8d6f4tje++HuifDmKwutCjS78sTT6xsExG9o1Ku7MXkUHkDH2L8WtU+GfgP9vr4k6j+0V4fbWdC1vw/ZWngv+0NFk1O3nULGJobdER9s3mlgGwCpZvmXeNwB9B/se/tIXfir4M+IPFHxW8Z6ZavB4y1DRLTUNVe10+LYjKIYAQI1ZvvY6sfevpG68ZaBY+JrHw5c65ptv4hvoXuLTSZbuNbu4jTO944id7quDkgEDFfkVpvhu5H/AATP1u607QtStrPw18UZNSudNe3Y3VlaxOiusqE7lMYYBsk4wcngmvonRvj54S/aH/4KJfB3xD4Gk1HUvDdv4b1a0j1m502e0trqYRu0iQmZVZzHuUNgYBYcnNAHQfCD9u+LwF+zX4n+Inxh1ufXLm18ZX+i2NrYQ2cN7cQxyRqkcMO6FZPLDlmOSwXJOa+r9P8AjZ4A1LwD/wAJvF418PDwipCya42q2/2KJyQux59/lq25guC3UgV+XGreB08W/wDBMr4tX0Whxavqei+P7+9huPsyyz2cQu7fz5I2I3IPL3byv8IOeAa3v2srzwf49+FXwE8U/DOaz8NfAuw1W6Gu6pp/goXenaZfFYYhcXOnSRqkw3GVMlCCS2CzFQQD9PPD/wAR/CXizwvP4l0TxRous+HIBI0usafqEM9pGIxmQtMjFBtHJyeO9Hgn4jeE/iXp89/4Q8UaL4qsYJfIlutE1CG8ijkwG2M0TMA2CDg84Ir8ufhv8Mfhpf8A7PP7QmpL8U9e8V+AdcXSItQ1/wANfD3+xNO0+4jnz50VmrKsqwjy3nWONMRtkFmbj3P/AIJmeLbTXPEnxKsNC0Tw7qfhnTo7GztviF4V8PTaDa640YkbbPZsFjW5QTfMY0U4IDFx5bEA+9aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK8q/ag+Nlr+z98DfFfjOS70631OzsZhpVvqU6xpd3vlsYYQCwLklSdincQrYoA9Vor5j/Y/+L15ffs5xfEH4m/Gzw74yiult7u81Jo7HTbfQHliiJsJ5InCeYjyLkuEbLgY6V7l4Z+K3gnxr4fv9d8PeMdA17RNPLC81LTNUguba22rvbzJEYqmFIY5IwDnpQB1VFcGvx8+GMkF1MvxG8JNDa2UepXEg1y1Kw2rlQlw58z5YmLoA5+U7lweRU9v8bvh1d6rqmmQePvC82paVbSXmoWces2zTWcCAM8sqB8xooIJZgAARk0AbvjHw/wD8JZ4R1zQ/P+y/2nYz2Xn7N/l+ZGybtuRnG7OMjOOtcR+zT8Ff+Gd/gj4Z+Hv9s/8ACQf2LHLH/aX2X7N52+Z5M+Xvfbjfj7x6Z9q7Hwj4+8MfEDRW1jwt4j0nxLpCyNE2oaRfRXUAdQCymSNiuQCMjPGRWd4J+MXgH4l3l1aeEPG/hzxVdWqCS4g0TVre8eFScBnWJ2KjPGTQB19FfnDcftb/ABYj/Y91bxuvivHiiD4mt4ejvv7OtPlsBMq+T5flbDwSN23d7195+Ofi14H+GDWY8ZeM/D/hI3m42w1zVILLz9uN2zzXXdjcucdMj1oA6uiobS7g1C1hurWaO5tpkWSKaFgySIRkMpHBBBBBFcp4p+MvgDwNr9roXiTxz4b8P63dKj2+m6pq9vbXMyuxVCkbuGYFgQMDkgigDsaK8Q+K37Y3wy+DHxa8L/D3xRrcNhq2uJLK15Jd2sdppiom5TePJMrQiQcIdp3GvWdW8XaHoPhuXxDqetafp2gRQrcSard3UcVqkRxiQysQoU5GGzjkUAa1FclpXxe8Ca74sk8Lab418O6j4mjTzH0W11WCW9VQobcYVcuBtYHOOhBqDxr8bPh38NdTh03xd498MeFdRmiE8VprWsW9nK8ZJUOqSOpK5VhkDGQfSgDtKKxNZ8b+HPDkumx6tr+l6XJqZZbFLy8jhN2VQuwiDMN+EBY7c4Az0qp4H+J3g74m2tzdeD/Fmh+LLa1cRzzaHqUN4kTkZCuYmYKSOcGgDpqK+Kf2yv2odY8N/HL4cfCXwb8WPDvwtl1Q3Vz4i8T6hHZ3p0tUg8y3hliuGCR+bnI37WbMe04yG+m/E/xq8AfDKax0vxr8RPC3h/V5bZJhHrGrW1jJcKcr5qxySA7SytjGRkEZ4oA7uiuf8Q/ELwt4RawGu+JdH0U6gsjWY1C/ig+0iNN8hj3sN4VPmOM4HJ4rF/4Xx8M/sMN7/wALE8J/YprN9RiuP7btvLe1STy3nVt+DGr/ACFx8obgnNAHdUVwM/7QHwvtdJ0jVZviR4Rh0vWJJItNvZNdtVhvXjYLIsLmTbIVYgEKTgkA1u+NfiJ4V+Gumxaj4u8TaP4V0+aUQR3etX8VnE8hBIQPIygthWOAc4B9KAOhor5g/bW+Pmr+Av2edF8bfDHxRZ/8TDXtOtYdX08W99BcW0shVwjMrowIGNw5GOCK0PBvxc8Wat+3h8Qfh3dar5vg7SvClnqdnpv2aEeVcSSIHfzAnmHIY8FiOeBQB9H0Vx2i/GXwB4l8WXHhbSPHPhvVfE1s0iT6LZavbzXsTRnEgaFXLqVPDZHHeuxoAKK53xD8RvCnhG8ez13xPo2i3aWUmotBqGoRQSLaxnEk5V2BES/xP90dzU/hHxx4c+IGirrHhfxBpfiTSWdoxf6Rex3UBZfvL5kbFcjuM8UAbdFcT4P+OHw5+IesSaR4V8f+F/E2qxxtM9jo+s213OqKQGYxxuWCgkAnGBkUmvfHL4ceFYryXWviB4W0eOzvf7OuXv8AWraAQXWzf5Dl3G2Xb82w/NjnGKAO3orA1L4geF9Hn0KC/wDEmkWM2vOI9Ijub+KNtRYgELbgsPNJDKcJnqPWsP4g/EjS9L0Lxpp2k+IdNHjHR9DuNTOmx3MUl3bKImMczwElgm7bgsu0+9AHd0V85/sx/tEW2ofsmfDvx/8AFnxto+lajrUDrPq+tXNtpsVxN50oVR/q492yP7qgcKTjrXeeNv2lvhz4K+D+r/Ew+KdL13wpp6SYutF1G2uBdTKCfs8DeYEeY4wE3Ak8UAeoUV8t/EP9sJ/Ev7POlfEH4J3/AIO1jU7y+sYLiw8Wa3aWqWCzgkxXBF0ix3AGP3fmFuuFbGK958bfFfwV8MI7FvGnjDw/4SN7uFudb1SCzE5TG/y/NZd23cucdNwz1oA6uiueuPiJ4UtfD2m6/P4n0eHQtTeGOx1SS/iW2u2lOIlilLbXL5G0KTu7Zqt4V+K3gnx1rGo6T4a8Y6B4h1TTSRe2OlanBcz2pDFT5qIxZPmBHzAcjFAHVUV4X+1L8dNW+EOm+HbDw7qfgfRdc1u6dBqnj7W4LDTrKCNd0kjRGeOacklECw52lwzEAYbq/hl8YIfEXwQ0bx/4xfR/CUUtmLjUJv7ZtbnToCGKGRLuORomiYjKtv6MAcNkUAek0VxHg345fDf4i6lNp3hT4g+FvE+oQwtcy2uja1bXcqRKQGkZI3JCgsoLEYyw9a4L4M/Hi8+Mnxc8bWmm694Hu/A+jpHDptto2r2+p6tescb7yU29y6W9vnKJG8fmMcklMBWAPdKK464+MvgC08ar4On8c+G4fFzSLEugSavbrfl2UMqi3L+ZkqQQNvIOa66WZIInlldY40BZnY4Cgckk9hQA+ivkv44ftUxTfEv4EWHws+IOh63omv8Ai9dI1/8AsO5s9RSSEorCJ3G8xE5JypVvevoPxT8ZfAHgbX7XQvEnjnw34f1u6VHt9N1TV7e2uZldiqFI3cMwLAgYHJBFAHY0VXv7iW1sbmeC2kvZo42eO2iZVeVgCQgLEKCTxkkDnkivl39n/wDaW+J3xA/ae8bfDTx94T8P+EodH0G11mDT9NupL27t2m8r91Pc5EUjASNny4wAcAMwGSAfVVFfAnxN/bi+MTa98atS+H+h/D+08GfCe6Flq9t4suLr+1r5g7q0kAidY1VyhCB+SRwWJ2j7W+GfjL/hY3w58LeK/wCz5tK/tzS7bUvsNwcyW/nRLJ5bHAyV3YzgZx0FAHS0V8++Cf2kxdftD+J/h9rnir4e6jpTFf8AhH7nQ9etV1BbgMUm0+7s3uWmNwpGQ0aBCFOdrfKPSPjj8XNJ+A/wm8TePdbjkn0/RLQ3Bt4jh55CQkcSnsXdkXJ4G7NAHdUV85/s9+L/ANo7x9qWkeJfH2i/DnQPh/q9o17DpmlzX0muWqSLut1kZswMcFd+MdcgKflryj9oD9vbxV4J/aM8P+BvAei6LqvhSHxDpvhrxFrWpRSyMl/duzG3tjHKi7o4kYsWDYdgCBj5gD7jooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+ef+CgPh3SvEH7IPxMfVNMs9SfT9JmvbNru3SU21wqkLNHuB2OAzAMMEBjzzX0NRQB+VvxG8E+F/A/wc/Y68TeIfCEJ+Cttb22reNU0zSt1s19LZWyQ3l8kS5ly2QxYMXGUO7cFN/wM3g74gfGz46eO/gXoY0j4OQ/DO90nULyw0p9N02+1PyvMCwwlEAdUK7vlBGGOMSBm/UOigD8s9D+FXg/wv8A8EgdX8VaV4a0yz8T6zoe7UNaS2U3lyDqKja0xG/Z+7T5M7RtBApPGX7Ofwxs/ip+xJpcHgfRYbDXtPeXWIUtVA1J0tLeZTcnrN87EnfuyCVOVOK/U2igD8qfEnw71q18Lft0eCfhVo8lqseqaT9m0DQ7cgfZ3Ba6jghTgbo9/wAqjlRtA6Csv9ibwj4G8UftEfC7WvCnxe/4SbxBo9pPJe6D4e+FsWgC0ha1ZZF1C8hKJIofbHvbzSzsAMby1frVRQB+QV1/yj813/sszf8ApQlXf2xNCTTf22PHOofFLxza/DnwxqmlWkfhvWtc+HsXiqzu4Y44xLbwCRH8mRJHdiyAHLHJGV3frhRQB8+/sGeDbfwH+y34Q0mx1vVvEOlqbmaw1DWdLbTZpbZ7iRo2W3aR2SNlIdMtko6nC52j80fi34P0yL48/HDSvjP8S4Phrquta3PPpy6r8M08Qz6rYOXSCWyvCplgARVQeWyAEDDblYL+2FFAH5afH7wT4I+DfjP9kPxV8TNG/tDwVa6LNpniPWfEnh0PPcMtnGLaK+t1ErGROcRsZCux8E7Sa+uP25prC4/YW+I0ulokWmSaBG1qkcRiVYS0ZQBCBtG3Hy4GOmBX0nRQB+YPib4VeD/hbF+wvr3hHw3pvh3XNS1XT1v9S0+3WK5vRNBA0vnyD5pcl2++TgMQMAkVhN4p+C/wl+KH7SNv+014XW/8da1rF1d6DPq+hSXr6hphSRLUWEnlssJ42iTcgzsBb92dn6t0UAfkjqHwo1i1+A/7Fngn4m6TOftfjSWK40bVVdZUs5Zw0cEqnDD92w+U4wCFwMYr6L+B3hDQ/hr/AMFMvil4e8JaPY+GtAn8FWV2+laTbpbWvnCSEBxEgCqcFugHLMepOfuOigD4M/aa+Gfg/wARf8FHP2foNV8KaHqcOuafqz6rHeadDMuoNFaOIjOGU+aU2rt3527RjGK8W/4Sf4K/CL4n/tH2v7THhZL3xzrOsXN3oE2raDJePf6YUkS1FhJ5bLCfl2iTcgzsBb92dn6uUUAfka3wh1Vfhb+xF4G+KOjzut54ovY7jRdVV0lSzknR44JVOGHyEfKcYBC4GMV7n8YPgv4C1b/gor8EvBt14N0OTwha+Eb+aLw+thGlgrK9y4/0cARkbyW2lcE8kV9/0UAfkD4Z+BPw9k/Z/wD209WfwdpEup6B4i1Gz0e6ktlaTTYYWLRJbk/6kAsc7MbhgHIAAd+0rpmoyeJv2efEnjjxSvhL4bv8OrG0g8Uat4Oj8U6fb6g0JeSKW1lV182RVjIfaW+UY4Viv6+UUAfkPrngrSPCP7Bmoz+G/GGoeNvDmq/E6wvbLU7jw2dCtJcmMSNaWxc4h3hlyFQBkZQgC5Pv3jix8Ran+2j+0paeEmkXxPP8KI49M8n/AFhuCqiMJyMMWwAc9SK++qKAPxJ/Zp+HvhLxF4o+EmjN8U59L+JOi69ayS+CNJ+FKW2sWc8M+JkudTTy2eNFDs7yu21QSULLtr9bfhz8evD/AMTviR8RPBOl2ep2+q+Brm3tdSmvIUW3laZGdDCyuxYAKc7gpHHFek1wfwk+DOg/BrTtbg0d7y9vNc1W51nU9U1KRZLq8uZnLFnZVUYUbUVQAAqjvkkA+JP279U8A6H+3J8EtS+J2j/214Is9Bvp9Qgk097+GNVMhWWWBAxeNGwzDawwCSDXkGg+D9c8ffBX9sHXfgZoWpW/w28SX1lH4d0+ws5Ilv44pj9vNpb4BCMjMNqqDtIj25XaP0Q8Z/s6/wDCXftOeAPi9/wkH2T/AIRTTbvT/wCxvsW/7V56uu/zvMGzbv6bGzjqK9moA/Jw6z8FfjB4v/Zw0L9mnwulr4/0LWrHUdcvtL0OW0k07T4UjW5+33BjXzyWKguWcEhhuzIA+drHi/4E+Df2hv2tJ/jP4bj1We8vHtNEvLnR5LxRMYZSYIZVVlt7hyFKyHZjYTvGDX66V4z8Fv2df+FQfFb4t+NP+Eg/tb/hPtSh1D7D9i8n7D5auNm/zG8zO/rtXGOlAH5//wBi+Ifgf+zj+xv4z+Ilpqdho/hPxTLdarLLbSSyabZXE++3MqAb1AQDC4JGQoGcKfSfA/xS0X4z/tXftBeLvDcWonw7ffCw/wBn3uoWMtoL6JQF8+FZArGIsGAYgZKtxxX6O0UAfkF4n8UJon7GX7Kllq9to2h+Fb4ahFf+PNc8KR+I4dFPmuUjW0kV0Ly7T1UtiMlSNrVd/Zn8Bw+Ov2a/2v8AQLK0TxrEAuoaJu8OR6atxK1nM8F3baeBtt2ddjxhADtKYxwK/XCigD8kte8VfDXxJ/wTb8GReArTT7bV9O1/w9aeJ2stKNm8moKPmMsnlqJ3xzvBbr15r0n4pa58MPhf+3j8SPEH7S+hw3nhfVtFsoPBmpa7ocup6d5caIbiGONY5F8wSNkttyuW5XzBu/SSigD8bfE3hO+sf+Cdviq6l0e/0PwP4i+JsOpeFtJ1JWjlj0qVh5RAJ4RhyuODywJDAn6d1T4ZeE/gz/wUg+Bun+BfDum+ErHUPCmow3tvpFstul0qRylTKFA3tlVJdssdq5JwK+9aKAPzb/4KNeKtPtP2ivCWj+LLjQPh74Wl8PSTReO9c8BQ+KmurhZmzYxRTI6pt3KxKhWBcbjtZa+eraSfR/8Agnj4bj1CJ1g0n4uOZxr+mS/2XapGpLLqNrCrukJdiGiRSdzFQCTX7U14l+1D+zfdftC6V4Tk0jxndeBvEvhXWI9a0nVYbKO+hjnQYBktpCqyYGcZIwSeoJBAPzl8I+FdJ+JX7Pf7SGv/AAz1XwTrvxS120sIZfC/wz0C7sIbHSo5IxcJaRXUMc7CZQTKqKVJRR8xYAa/7GXg/wAF+LPj58NdZ8GfGAeIvFGkWNw9zoegfCyLQVso3tGVxqF3CUSRQ+yPe3mlnIAxvLV92fAT9lXUfhn8TPEHxM8d/EC5+JnxG1eyTSjrDaTBpUENkhRhEtvCSN5ZAS5bkBRgYJb6EoA/B3w/8OdK1TTda8HfEn4mXXgz4rya7K0vhOP4VJqXiC8u2lWWJ7fU1KSnzWYFQZkU57owLfqh+3p4c8Wav+xZ490jwqL7VNc/s2BJVtlJuLmBZY/tPyjklohISo5IyBnOK+kqKAPyOsvEfwH8XfFj9k65+DHhZrO80zXbGw1zWLXRJbOISmNCttczMqrPckq77vnJAY7yOvAfFvwfpkXx5+OGlfGf4lwfDXVda1uefTl1X4Zp4hn1WwcukEtleFTLAAiqg8tkAIGG3KwX9sKKAPMvgnap8Nf2c/BsesahqUsGi+HLd7q71mza3vFjjtwzGaAM5R1UYKBmIK4y3Wvh34L/ALX3wk1z/go7438S2XizztE8X6Lpug6Jdf2bdr9rvi8CCLaYgyfMCNzhV96/S+igD8Wv2hrrwF44+J3xv1X4u3mr+Ffjlperva+B9B03QAIb+CI/6E0m23YXJlIUGSZ/mQoFJUAD9Y/gbrnjHW/gb4P1XxzphtPGtxo8M2pWPliFhcFMlWQ4EbHjK8BSSOMV6FRQB+B3jDxFa+JrG11OS90fwt470/xbG998PdE+HMVhdaFGl35Ymn1jYJiN7RqVd2YvIoPIGP1k/wCChngDXPiZ+x/8QNE8OWE+q6wYbe6hsbWMySzCG5ildUUcs2xGIABJIwBk19G0UAfkl8DNP8EeLP2gfhPqn7KsOsab4hTRb2T4gXt7JfyW0Mstsvlx3jXBZXJuAx/d7lLKrAEqMZHxt+Cfx9+Avg74N+G/EU/w1vxN8R4NSsdS0+TUZby+1qZ3cTX7uiK0RzhvLUNhVA6V+wlFAFDQf7T/ALD07+2vsn9s/Zo/tv2Dd9n8/aPM8rf82zdnbu5xjPNX6KKACiiigAooooAKKKKACiiigAooooAKKiubhbW3lmcOyRoXIjRnYgDPCqCWPsASa8f+Bf7Q118ZPEnjrTb7wTqngePw21k8K67Ki3lzDcwtKsktuo/0cgL/AKtmZgCNwQ5UAHstFfO2m/tXandaN4Z8a3ngq3svhX4j1eDSrDXv7aLaiqzymG2up7I24SOCSXYOLhnVZEYp95VueE/2oNQ8XfFY+G7TwDqzeG21S70ldeSy1MlJLdpI3lkJsBZrCZIWUMt47fMmUDFlQA99ormvF3xM8H+AI5JPFHivQ/DcccazO2r6jDahY2fYrkyMMKX+UHoTx1qPVfir4K0LQtP1vUvGGg6fo2oW5u7PUbrU4Ire5hCBzLHIzBXTaQ24EjBB6UAdTRXF+JvjZ8O/BOn6Tf8AiHx74Y0Gx1eLz9OudT1m2tor2PCnfCzuBIuHU5XIww9RW/F4r0SbWbbSI9Y0+TVrm0OoQWC3SGeW2DKpnWPO5o9zKN4GMsBnmgDVorgNU8fS3XxA8M6XoPiPwhNpj3l7Y61Z3V8W1Jp4oBIsNqiNtMiEhpVcZVCDgVf0z4x+Ada8RWnh/TvHHhu/168jaa20u11a3kupkUsGZIlcswBR8kDA2N6GgDsKK5XUfit4J0fxlaeEb/xjoFl4ruwpt9CuNTgjvpg2duyAtvbODjA5wabrXxa8DeG/Fll4W1bxn4f0vxPfeX9l0W91SCG9uN7FU8uFnDtuYEDAOSCBQB1lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRX4e/taaj4f8feOfjd4y0608DeG9a8P+IZLFbjxJ4l1X/hLbq4ilVBNY2qSiDyxtCqGixGqnLfKGH0/8UPCNt8eP2of2XtB8X3upXWm+I/h5I+tR2d9LavqKG3MzxSvEVYxu6gsoIzigD9I6K/LPwh4ZtvCfw3/AGwfhFo/j1/hp4O0nxFY2Wh32o3k5ttNNzMVMEkwJeOCUqkTuc7VZmfcN2e4/YG+Knw7+Ddr8YtKlsdP8M6d4RsrLUNb1Xwl4guPEPhu8wJAb20yJJo5HUoGj3uSIlG1CjCgD9BfEGrf2BoOo6n9ivNR+xW0lz9j0+LzbifYpby4kyNztjCrnkkCvlPTv26vE3h343eDvAPxR+Cuq/De08ZStBoGrPrdvqLTvvVY1mhhXEJO5dw3syFlyCCWH0rD8SfDU3w5Tx6urQjwi+mDWRqjqyR/YzF5olIIDAbOcEZ9s1+fvwn+K3gr9sH9qjSvjD438b+FvCXhfwlcNp3gTwfqGu20Wp305fH2yeEyB0LNtKx7eSEAyE3SAHsnxL/4KAar4Z8TePT4L+EWpeP/AAL8P51tfFPiq31iGzFnMCfPWG3dC1x5S9SrDkHO1cOek8f/ALb0aX3w/wBE+E3ga7+LHi3xlpA8Q2ukR6lFpaW2mlCfOmnlVlRiw2hD3VgSDtDfJfgL4qeEvgv8Ef2zfA3jPX7HTfF02v639l0nUJliub8XUJigeGNjul3NhjtBwCGOAQaX9m9rT9mb9pz4O3fxL1W28JadqvwihtYL3WpRa20Vx5xlaB5ZCFRgByCRywHVhkA+ll/4KN+Gx+zzd/EGTwhqsXiq110eE5vBTTL56ayVJFuZ9uBGcH96Uz8p+TcNtdh8B/2rvEHxE+MWu/Cz4g/DC6+F/jfT9KTW4LM6xDqsFzZl1jL+dEqqrBmUYG7Pzcgrivz38ReItKv/AIC/F7W7rRtOufBnxT+ML2Oma/qscv2bS4Myt/aSeW8bEp8235gp2uGDLuU+8fsTX1r8O/20PFvgnSfHVn8ebbW/DcOpXHxF+1G9vrLyWCLZyXAllUx9PlDZyY8/dxQB+jtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHcXC2tvLM4dkjUuwjRnYgDPCqCWPsASe1fMHwi8V2/iL9oT4xFtC8Y6dp/i6PTItLv9T8H6tZW8vk2UiTFpZ7ZEi2ngeYV3EgLnIr6jooA+I9B0vxJ4i/Z5+GnwMk8H+JNP8W6JqmkWesXN3o9xFpttaafdxyyXSXzJ9nmV44F2LHIzlpQCow236k0v4NeGND8ZS+JtOXWLC/lnlupLO11+/j015pAfMkNgs4tSzFmckxZLkufm+au4ooA+Y/iV4h0rwh+2l4e1vVfDep63Fa+BrlY7zSNJl1O409nvUXeIIVeYhwTGWjRsbvmwpYjivhX8HNXGqfAe513wheWum2niTxN4it9NurUkaFDciaaxjnAysMiiRcKT8jnaPmXj62Pg3R28aL4sNn/xUC6edLF55r/8exkEpj2Z2/fAO7Ge2ccVt0AfNy6s/wAJf2gPilrfi/wp4g1aw8TW9h/YmsaDoF5rStaQW+yWxkW1ilaArM0kgEgVH88kElWA4bw58M/EnwP+Efwv8br4T1C41vwlqWpGfwvpsJvr630bUZ5StjEsIYuYN9mxVMgCB8HAr7KooA+UPC/wi17wb4o/Z0a5025vNSS/1zWvE+oW9s7RxX17ZyyytK4BCgyymNSx5CqB0xXP+H/hfq2i/s9fB21svCN7Ya3bfEe31bUYYNNeO5iU6hcCS5mAUMoMDKGkb+AjJ2mvs+igD5n+Ftwvw+1rxx4S8YeCde1nXtc8Z3GqwXtr4dmvLDUbeWdHtLh7wR/Z4jBGsalZpEdPs/yg5Td5Ze/Ce/uP+FqeBfG2r/FSMeKPEl9eppvhTwzZXen6tbXEga2kGoyadKsEioI4yZ7qLyjCuCiBDX3XRQBDaQfZbWGHfJJ5aKm+U5c4GMk9zU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHEa58Dfhv4o8RXev6z8PvC2ra7dxNBcapfaLbTXU0bReUyPKyFmUxkoQTjb8vTitZfh34Uj1jR9XXwxo66ro1sbPTL4WEQnsYCu0xQSbd0abeNqkDHGK6GigDl3+FfguRfESP4Q0Fl8SEHW1bTICNUwCB9p+X99wT9/PU1wHxL/Ze8M+Lfg/qfw28JW2mfDbw3rV5DLq8PhzSYbf7Xbh0M8SrHsVHlSNY/NIYgdj0r2eigDHTwfoa+Ek8LnSLOXw4tmNP/ALKmgWS2NsE2CFo2BDJt+XaQQRXE2P7LvwZ0u+t72y+EfgW0vLeRZobiDw1ZJJE6kFXVhFkMCAQRyCK9OooA5DxB8HfAXi3xRaeJNc8EeHNa8RWfl/ZtX1DSbee7g8ti0eyZ0LrtYlhg8E5FXPG3w38JfEzT4LDxf4X0XxXY28vnw22t6fDeRRyYK71WVWAbBIyOcE10dFAGBdfD/wAL33g4eErnw3pFx4UWBLYaFLYRNYiFcbY/IK7NowMLjAwKg8D/AAx8HfDK1ubXwf4T0PwnbXTiSeHQ9Nhs0lcDAZxEqhiBxk101FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWN408TJ4L8H654gls7rUYtJsZ75rOxj8y4nEUbOUjXIy7bcAZ5JFbNZ/iCxvdT0O/tNN1J9G1CaF0t9QjhSY28hHyvscFWwcHaevTjrQB4Nb/tUanH8AdU+KV14Y0G/0yGO0msf+Eb8UjUbW5E06wvE8/wBmjaOaJm+dPLZegDk7gvbeOPjh/wAIb8RNR8Lf2L9s+x+D7zxX9r+17N/kSrH9n2bDjduzvzxj7prgpv2QW8RWnxRuPEfiHSk1/wAd2FtZXF34X8PjTLWKS3d5Ybp4JLicz3HmSZaR5OVRVAXknXj/AGdfE+teMtX8U+LfiBbazquoeE7vwp5On6CLK0t0mdHEyIZ5JNwKksrSMGLfL5YG0gHafA34jeJfit4J07xVrfhK38I6fq1nb32m2v8Aahu7topE3ZuE8hFiOCpAV5CQ3zbCCteYeMbXxloH7Y3wxuLzx9qd74d10axFB4XtYxaafbwxWUbL5qqS1zL5m5/MkOFyAiLglvd/Afhf/hCPA3h3w59p+2/2Rp1tp/2ny/L83yolj37cnbnbnGTjPU15Z8RPgz8RfGHxa8NeM9N8eeGNKi8Mtef2Xp914SubpttzCsUgnlXUo/MIC5UqseM8g0AcmdG1H47fET41LfeKvEuiW/hK5i0PQINA1u602O1l+wRXL3UiQSKtw5knXAmDoFjA2ctu9S/Zr8e6n8UPgD8P/FetlG1jVtGtrm9eNQqvMUAdwAAAGYFsAYGcVzXij4B+KD4w8aaz4K8e23ha28aQQprdreaH9vdJo4RB9ps5BcRCGQxBAfMWZdyK23qD6l4D8F6X8OPBWg+FdFjeHSNFsYdPtEkbc4iiQIu5u5wOT3NAG7RRRQAUUUUAFFFcl8VP+El/4QPUv+EQ+0f8JBmLyPsn2fztvmp5mz7R+63eXvxv4zigDraK8k8K6pqHizwnqdl/wmfiTw7qei37JrNxrlnpg1K1URCRUBiiNqEKtHIJAkmVLDIPK+d3eqfEDxB4H8N+Jrm61O5sbeC9kj1e0vk01EC3aG01C9hWWJZomtULNEqODuOIvmAAB9P0V5T8KfiJaeL/ABNqxv768t9dutxg0WaG4jgtbWJgNisyiKS4BlUzbCWjZ1jb7gr1agAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK8J1r4y/EDS/2nfCPgifwppmk+BNaGoRRapdXfn6hfvb2qTebFHG2yCIMxTEhZ22k7UGCwB7tRXgmvfFD4jeL/ABn8RdM+HZ8NWFj4FWO2nOv2FxeSatfPbLcmCNoriIW6KkkSmQiUlnJ2AL8/E3H7U3xH+JEfhu5+FPgc6nFeeFrDxLc21xBa3DlrpplW2Lz6lZGEK1u6+csdwCWJ2LsAkAPrGiuS8bfFLw78MfDNjrfjPUYvDVndTQ2m+6JdUuJASsRZARnIIz0JxzyK523/AGlfh3J4X8UeIJ9audK0/wALmP8AtqPWNJvbC6sRIFMbyW08KTBGDAq+zacNg/K2AD0+ivN5f2hvA0HhO18RyX+pR6be3YsrBG0O/F1qUpUOBZ2vkeddKUy4eFHUqrMDtUkRW/7Sfw6uNDfVm16W0todWttDuYb7Tbu1urO8uHVIIrm3liWW33l0w0qKpDKc4INAHptFeSfHb4r6P4Z0HxDoUXj7/hA/EtnpUesvqq6M+p/YLQ3Kxea0W0o29t0YUndyzAHaSLHjH9pr4deANc1fRNZ1y6/tbRraO91K1sdHvb17O2dC4uJRBC+yEAHdKcIpwGYEgUAep0VwnjD43eDvA82kQX+oXd9eatA11Y2Wg6Xd6vczwKF3TiG0ilk8oblHmFdmWUZyRUOufHrwToNjoly+pXeqHWrb7bYWmhaVeapdzW+Bmf7PaxSSrECyqXZAqsyqSGIBAPQaKxfBvjLRfiB4Z0/xD4d1GHVdGv4/Mt7qHOGGSCCCAVZSCrKwDKwIIBBFbVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV8+/C39t74e/GL486/wDCjw1b6zc6xo0VxNJqzwQjTbhYZVik8mQSl3G9ioOwA7WwcYyAfQVFeA+Ff22fh344+O1j8LNAi1zU9TvYbqWHW108xaXI1s0izok0jK0pVomXdGjITwHPOK3j79uTwB8O/i5J4Cv9L8UXr2t3Z2GqeItP0ozaPpVzdYMENzcbwUdgyH5VYfMOchgoB9D0VwVx8ZtFX4xWvw1s7W/1bxA2ntqd/NYxo9tpMGcRG6cuCjSnIRFDMdpJAUZrvaAOW+JXxG0v4W+E7nXtVjurmGIhUtbFFeed8E7Y1ZlBIUMxyQAqsSQBWL4n+L0nhvQV11PBmv6roX9nLqcupWk2nRxwxFC5DCa7jfcq8nCkc8E1ifG34YeK/GjX+o6BrOmgx6Hd6fbaTqOlvcHzpkYPJFKLmJY5HXbGGdW2jdjhmBj1DwP4q1zwR8PvBuqwW9zY7oH8SXlsFgjSC3UPHbCMyuzGSRYkYqSpVJD8u5RQA/Qv2hIdS1V5dQ0X+wPDarIjXuoXe28t5o7SO7kWe3CFY0EchG8St8ygbfmBr0nwrq95r2h2+oXmmtpL3G6SO1lctIsRJ8syAqNjldpZOdpJXJxmvOfiR8K5fGPibUbzTtB0zTrqPTTINbaCEXOo3g5toXkAL+RC8ccjK4wzCIAFUYHW+COj+INH0PUl1yDWLGGS6RrKx17U11C7hQQRCQtMJZchphKwXzGwCPu/dUA9GrH8U+H5vEemrbW2tal4fuElWWO+0tohKpHbbLHJGykEgh0Yd+CARsVz+qePtB0W/lsr2+8m5jxvTyZGxkAjkKR0IoA4rWv2e9N1zwxPpEvibxBHLeamuranqSPatPqcyqFVbhHgaFogqxjyhGqYjXIPOel/4Vz9u03TbLXPEOreJIrK+W/zqC2sfnsnMSSrBBGrIjhZAAAdyqSSBipf+FpeGP8AoJ/+S8v/AMTR/wALS8Mf9BP/AMl5f/iaAKvh/wCFen+HfGN34gi1LUrlpWuXg0+4eI21m1w6SXDRbYw5LtGp+d3C8hdoJFdrXKf8LS8Mf9BP/wAl5f8A4mug0vVLXWrCK9spfOtpM7H2lc4JB4IB6g0AW6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvnH4tSeOL39oP4deINJ+FPijWtD8ItqaXN9a32jxrdi5tljjaBJr9HIDA7vMVDxwDX0dRQB833Wh/EP4V/ED4s3HhvwHdeMtO8cSQappt3Z6lZ26WF6LOO1kjvBcSo4jzDHIHhWY7Sw2ZADdb4F/Zh8FWHwf8AeDfG3hfw545ufC2lQ2Md1rGlQ3arIEUTPEJkYoGZc4GOAM9K9jooA8C/bAkv7Xwv8OZNI0+31LUIvHejPb2NxN5MczLKxCF9rbM44OCAcV598SPg/47+Mdp8ZPEkvgu48P3HiLRNK8PaV4b1O9spLq6S2uXnluJ2hmkgQEzsir5rHbGScbgtfWOqaHp2uC1Go6fa6gLW4S7txdQrJ5MyHKSpuB2up6MOR2q7QB4v8ZvCPie3+J3w4+IHhvQz4st/DKahZ3vh63mggu3iu0iUT2rTvHF5kZiwVeRAUd8HPDcmvwN1v4uXPxi1/xHo7+B5vG2k2Wj6Zp888M97afYxM0V5cGCR4fN86YMoSR8JFHlgSVX6UooA+QvEHwd+I3xG+AfxZ1TXvDX2P4neNILKzj0M31s4gt7QRrHGJlkMeGkN1P9/wD5bYOCMV6RcfDXxJJ4o+PV2um5t/E+h2VnpL+fF/pMsdlPE643ZTDuoy+0HOQcZNe60UAfLXgHwD49+DOseBvEo8G6h4wj/wCFf6Z4W1PR9JvrJLzTLu1Jcuv2m4ihkifzGVikmQ0aEBgcqfEr4UeJtW+L2mfEXUPCPirW7XUvDMGk3+heCPGcmlXumXUU0sykyC8so7mIid1OXyrICqkOSPqWigDhPgn4Gs/h78O7LSrHw9J4Wjea4vZNMn1aXVJo5JpnlZpbmRmZ5WL7n+Z1DswV3ADHu6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDwn9trxl438F/s6+JZfh3oOsa/4r1ALplsuhWkl1dWizErJcpHGCxKJuI6AMVJNfDX7MfjLRfBP7eHgrRPD/wu+InhzTIfAcXhxNP1zQPs19E7XZkk1G5j8w7LdnZmaXJ+ZjxX6t1xY+Dng8fFo/E3+yP+K3Omf2MdU+0zf8em/f5flb/L+9zu27vegD5n+J3/AClM+Dn/AGJmo/8AtxXGftmfAO48PeOL3XdG8aX+oJ8RNc02VPhRb6bDK2vataIvlP8Aa2ffb2yCOOSYhcBVbLDcm31/Uv8AgmZ+zZq+qXWo3fw3829upmuJpP7d1Jd0jMWY4FzgZJPAGK91Pwu8MN8Q7bxzJpnn+KLXTzpdtfT3EsgtrctuZYo2YxxliBudVDMAASQAKAPgX4T/ABl+InwJ+IOtRy2HhjxJoUnj6y8KeNfEd+06+ItX1e5Rc3EIBEKWsO9UiiI4jj4xuJH6S15DqH7JHwi1T4zQfFe68EWU3j2GVZ01UzTBfNVNqymAP5LSAYw5QsCFbOQCPXqACivz/wD+GpPif/0M3/kha/8Axqj/AIak+J//AEM3/kha/wDxqgD9AKK/P/8A4ak+J/8A0M3/AJIWv/xqj/hqT4n/APQzf+SFr/8AGqAP0Ar5/wDil/yPep/9sv8A0UlewfD3VLrXPAPhnUr6Xz7280y2uJ5doXfI8SsxwAAMkngDFeP/ABS/5HvU/wDtl/6KSgDlKKKKACvoD4W/8iJpn/bX/wBGvXz/AF9AfC3/AJETTP8Atr/6NegDq6KKKACiiigCG8vLfTrOe7u547W1gjaWWeZwiRooyzMx4AABJJ6YrjPB3x2+GvxE1j+yfCnxD8K+JtV8tpvsOj63bXc+xcbn2RuW2jIycYGRXQ+MfD//AAlnhHXND8/7L/adjPZefs3+X5kbJu25Gcbs4yM4614J4L1Txt8BfFnwt+EniXV9A8U+Hdb0ufR9L1LR9KuNNvrSSytQ4aZHubhJVaNMFlMe18cEHgA9t8OfE/wd4w13VNE0DxZoet6zpTFNQ07TdShuLizYMVIljRi0ZDAr8wHIxXTV86fs8/s76r8KNc0kaxpVvcR6FpT6XYa6vjvWdRaVT5anbpd0n2e0WRY1YrFK4Qqqrkchmual8QvHnxg+LPh3SPiRP4L0jwzp2n3Onrp2mWU8/wBont5WJle4ikDQZjyVChyekigYIB9HUV8lfD34q/EX4+eLfhhHa+K5PA2ja38P08T6tDpNjbSzvdm4jjAge5ilCRtuOdwb5QAMMd427HxN49+LGj/Evxdo3xJl8GQeGNX1LSNL0a3sLKayP2AlWk1Fp4HmJldWJEUkO2IpjDZYgH01XPN8QNAX4gL4JN//AMVO2mnWBY+TJ/x6CURGTft2ffIG3du74xzXz34X/aU13SpNK8ZeM5vsnhTxR8OY/Fllo626D7De20ayXkEcgG9/MjnhZVcsf3bYxyKp6X8TPij4a1Ky0bxRr/nayPhVfeJ76IWNvGIdUE6lcYjHESv5QB4YJlgSSaAPrGivljwF4++IPh3xF8DrnxH41uPF9v8AEHSLmTUdNfTLS1t7SZLFLqOS18qMSg/KyMskkisXJURgBR1P7Peq+Nvid4L8OfFPUPHl7JZa2kt+/hGPTLP+z4LZt4igjdYxciZMR5d53UsHGwAgKAe/UV8YfC34ufHT4oaT4L8e6PoXiy6tNb1CCe80q5Hh2Pw5FpjylJfJcXH9oiSOL5wzklpEbMSqwRfs+gAooooAKKKKACiiigAooooAKKKKACiiigAooooA+ffBXx28R6x8ddX8H+Ir7w74XMWoXNvp3hXVNOurbU9Rso1cxX9pevL5N4H8ss0MUOYlY73BTD5uiftKeJ9S+BXwr8aS2OkrqnirxVa6HewpDKII4Jb2WBmiHmbg+2MEFmYZJ4I4r0L/AIUHaXXjnSfEOr+L/E3iC10XUJtU0nQtTntns7C5kWRPMR1gW4k2rNKqrLM6qGwB8q7ebt/2Q/DsE2kxHxZ4ul0LRdfXxHpPh9r6BbGwuRcm4KqFhEksZdmASZ5NgY7Ch5oAufCP4gfEL4kfELx0L3/hHdL8GeGfEV1ocEMVnPLf6gI40YSeb54SHa0ig/u334bAjwCeG/4KDfDu18UfBDUdfvdW1hY9DNs8Gj214YbCaZr622zzxqA0roAQgdig3E7d2CPe/A3w9074fyeI306a6mOvaxPrVz9qdW2TSqisqbVGEAjGAcnk8mua+OPwPX46+H20G/8AGfiPw5ocyqLqw0NbDbdFZFkRne4tZnUqyLjYyg9waAOH+Nej2PxG/aP+F/gTxLZw6v4Ol0jWNbudGvkEtnf3UDWkcAmib5ZRGJ5HCsCN2GxlVIm/ZctU8L+LPjR4L00LB4W8PeKkXR7GIEQ2Ec9jbXEltCudqRrLK7LGoAXeQABgV1niT4Cp4ps/C1xe+N/E6+LvDcs8lh4wt/sMWohZhiWJ41tfsrxsuxSrQf8ALND94bq6P4Y/C/S/hZo17Z2Fze6ne6leyalqeranIsl3qF1JgNNKUVUB2qihUVUVUVVUAAUAdhRRRQAUUUUAFFFFAGf4g16y8L6HfavqUwgsbKFp5pOuFUZ4HcnoB3JAryjRfj/qmueH9PMPg8W3irUdduNDttFutS2Ro0KNJJJPOImKBURshUc7sKM5zXffELwGnxB0uxs31jUdFNnexX8c+miBmaSPJQMs8UqMoYhwCvDIpGCK8q0P4D+LvCc0esW/iKPxHrVj4mu9ZtLXV5Y4LeeCeOSJ1eWC1DRysJA5IR1DRgKFDE0ARa/+0dq1vJpMcVrpeg3vm3dtd6fqLG6N9eW91FA1jZyrJF+8cSF0ZkYkFcxj5ses+C/FV140uNR1K3SJPDQk+z6dKUPm3bIzCS4DbseUT8qfLkhC+SrrXL6X8NfEMPg99IuL+0trjXNWuNR1+azlkPlwzOzvb2zMuTkBIfMOw7S7qFbaBR+H3wbvvB/xP1DXPsuj2em7buOK50+Rxd3scrwmCGePy1VUtkjMcYDuMEbRGMggHsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGT4p8WaH4H0G61vxJrOn+H9Ftdvn6jql0ltbw7mCLvkchVyzKoyeSwHU1wH/DWPwQ/wCiyfD/AP8ACosf/jteVf8ABUf/AJMT+Jv/AHDP/TpaV+ANAH9Kf/DWPwQ/6LJ8P/8AwqLH/wCO0f8ADWPwQ/6LJ8P/APwqLH/47X81lFAH9Luk/tN/B7XtVs9M0z4r+B9R1K9mS2tbO08R2cs08rsFSNEWQlmZiAFAySQBXpdfzWfsnf8AJ03wb/7HPRv/AEuhr+lOgD8qaKKKACiiigD9K/hN/wAkr8G/9gWy/wDRCV5V8Uv+R71P/tl/6KSvVfhN/wAkr8G/9gWy/wDRCV5V8Uv+R71P/tl/6KSgDlKKKKACvoD4W/8AIiaZ/wBtf/Rr18/19AfC3/kRNM/7a/8Ao16AOrooooAKKKKAM7xF4f0/xZoGo6Jq1sLzS9Rt5LW6t2Zl8yJ1KsuVIIyCeQQR2Ncl4M+Bng/wJ4gbXbC11K/1vyPssepeINbvtYubeEnLRwyXk0rQqxwWWMqG2ruztXHfUUAFeD6t+yvofjj4sfELxN4ut/tem+IrSwsrddL1W8sbl4IoXS4guTbvH5kLllPlMzo2MlcgV7xXNal8TPCGj+L7Hwpf+K9EsfFN+gktNDudRhjvbhTuw0cBYO4+RuQD90+hoAfYfD3w7pfiS016y0uK01Oz0saJbvAzJHFZB1cQrEDsChlXGFyAMZxxXJeJv2a/h54u13U9V1DR7xZdWZG1SzsdYvbOx1MqMZu7SGZILklQFbzo33KArZUAV2M3j3wzb6TqmqS+ItJi0zSp2tdQvXvohDZzKQGjmcttjcFlBViCNw9arap8UvBmh69b6HqPi7QtP1u4nitodNutShiuZZZBmONY2YMWccqoGSOlAFXx58IfCHxM0/RLHxHoyX1pot5Hf2EMc0tusMsalV/1TLuTaxBjbKMOCpqfXPhf4Z8SeIrjXdR0z7Rqtxo82gS3HnyrusZWDyRbVYKMsAdwG4diK5/4/fGK6+CfgO616w8H6x42v1jmeLT9LQJGojheVpLi4b5LeILGQXbJJICq7ECs7xJ8ezo3ww8CeIrPQG1HxD42axttH0L7WI0a6uYDNtkuCh2RRosjNIEJwhwhJCkA66P4VeForjwbOul4l8HxNDobfaJf9ERoPII+98/7r5fn3evXmsjQf2f/AAN4X8UjX9L0y7tLpbqW+isl1a8bTYLiUN5k0ViZTbRyNvcl0iDZdznLEmr8Mfi9qHizxr4p8E+KNBtfDfjDw/Fa3ktvp+pHULS6tLgP5U0MzQwucPFKjK0S7SowWDA16dQB5tpf7OvgLRvEP9r2elXkDC9bUl0waxenSkui+8zrp5m+yrJ5n7wMIgQ/zjDc16TRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcn8T/AIreEfgv4Qu/FHjbXrXw7oVtw91dE/MxBIREUFpHODhEBY4OBQB1lFeMfD/9sf4N/FLwb4o8U+F/G9tqmjeGbd7rV3FpcRT2sKoXMhgeNZWTAOGVCCQQMkEVxvhv/gpN+zl4u8Q6Xoek/EX7Xqmp3UVlaW/9h6knmTSOERdzW4UZYgZJAGeTQB9M0V5Dpv7W/wAItY+Mlx8KbPxvYz+PYJXgfSlimC+ai7niWcp5TSKM5QOWBVhjKkDtbH4neGtT+Imp+BbTUvtPijS7KLUL6yiglZbaGViI/MlC+WrtgkRlt5A3bcc0AdTXnHxu8dah8P8Aw6up2niLwz4djWOZt/iGGSdruZU3R28ESTRFnfD9GZvlACNnI9HrlPHWgeJ9ehSLw94g07Ro5IZYLqHU9IN/HKHAAZQs0RVlww5LKQxyvAoA8/8Aid8btf8ADPhnRptH0e2i117az1DWbPUg8i6ZbzSJF5bbGUmVpHZVyRxFI2DtxVLXPid4o8H/ABI1iTUU1m50qKeS3ttIGnKljPE0EP2VoLsxDfcSXDGMxmYhVLsUUJuqxq37Jfhe78DpoNjqWt6ddC3sbaS+TV71UmFsIkRpLaOdISxSILkKMHBHIFdr4h+FUHieSWG/1K5l0yPSJNLsLVmaR7Z5Y2jluWkkZjLKUIUM3KjzOT5jUAaPwz16PxJ4Rtr9fEeneKJZHcz3ukzxTWqSFiWhjaPgrHnYC3zEKCxyTXVVxnwz8B3ngm11OTU9TttW1TUp45p7izsTZw4jgigRViMkhHyRKSS5yScYGAOzoAKK+fPE/ifWLfxJq0UWrX0cSXcyqiXLgKA5AAGeBWZ/wlmuf9BnUP8AwKk/xoA+lqK+af8AhLNc/wCgzqH/AIFSf40f8JZrn/QZ1D/wKk/xoA+lqK5n4b3c994L06e5mkuJm8zdJKxZjiRgMk+wrpqACiiigAooooAKKKKACiiigAooooAKKKKAPlX/AIKj/wDJifxN/wC4Z/6dLSvwBr9/v+Co/wDyYn8Tf+4Z/wCnS0r8AaACiiigD1X9k7/k6b4N/wDY56N/6XQ1/SnX81n7J3/J03wb/wCxz0b/ANLoa/pToA/KmiiigAooooA/Sv4Tf8kr8G/9gWy/9EJXlXxS/wCR71P/ALZf+ikr1X4Tf8kr8G/9gWy/9EJXlXxS/wCR71P/ALZf+ikoA5SiiigAr6A+Fv8AyImmf9tf/Rr18/19AfC3/kRNM/7a/wDo16AOrooooAKKKKACiiigAr5Q+I1rq/hf46X1/wCBdK8QX+seINZ0tNd8N614VlvNC1GGI26jUINSRBHaSwQoxHmTHLwj9xuKs31fRQB8K/E/T/EOj/Cf9oL4d2/gjxdrPiHX/E91rGnPpuhzy2dxZzm2lEq3QHkkrtZTEH83cvEZr3z4aeBmsf2nPi54qu9ElglvNP0Sys9Wnt2UTRJDKZY4pCMEB9m4KeoXPQV7dRQB5b+0t4ii0f4NeLLA6dreqXusaTe6fZ2+h6JeanI8z27hAy20UhjBJA3PtXJ614tcyajqfwj+AXinTPDPie6k+Hep2A1zSZvD97a36Rf2ZJaXDw208SS3HltOrfuVfcFfbuK4r67ooA8I+Elvf+N/j/47+JK6Rquj+G7jRtN8P6Yda0+bT7m8aGS4mnm+zzqkqIGnRFLou4q5AIwT7vRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXL/ABI8QeE/BfhW68V+M5bG00Tw+DqTX9/EHFoyqVEicE+Zhiq7BuJfaMlsHqK8i/aa/Zn8OftVeAbbwh4q1bXNK0qG+S/J0K5jhkldFdVV/MjkVl+cnGOoBzxQB86fsH+BdW+I3xy+Kf7S17o7+GfD/jf/AETw5ps8Sxz3FmrJm7kVThS/koec7izsCRtLXPEU3/DUX/BQzSdBQC68D/Ba0GpXoKZjl1qfHlKTgg7AqMO4aGSvZvgt+yhF8FfFEesQfFv4p+MIY7RrSPR/FviQX1ginbhhD5SgMoXCnPAJ4rd/Z9/Zq8Mfs5WfiddBvtX1nUPEuqPq+qarrs8c11cTN2LRxou0EsQNvV255oA+Kfi18G/iX8D/AIm+G9P0/U/CmvWF9491HxR4G0W1iuf7bvdUuY2LC8IAiSytxIZJZFbJSMA43gJ3X7G/7QA8N+KtJ8J3PgbUZtN8dazqij4pXWpwyyeJNZtgTdSPZqm63h/dusQLYVEQAcsR9caP8GdF0z4ua18SLi6v9X8S6hZR6bbtfyI0WmWinc0FqqouxXf53LFmYgfNgAV5t8PP2HPAPw1+LSeO9O1XxReta3N5e6X4d1LVfO0jSbi6P7+a1g2Ao7AuMlmHznjIUgA+hqKK/KmgD9VqK/KmigD9VqK/Kmv1WoA+afFn/I1az/1+zf8Aoxqyq1fFn/I1az/1+zf+jGrKoAKKKKAPoD4W/wDIiaZ/21/9GvXV1ynwt/5ETTP+2v8A6NeuroAKKKKACiiigAooooAKKKKACiiigAooooA+Vf8AgqP/AMmJ/E3/ALhn/p0tK/AGv3+/4Kj/APJifxN/7hn/AKdLSvwBoAKKKKAPVf2Tv+Tpvg3/ANjno3/pdDX9KdfzWfsnf8nTfBv/ALHPRv8A0uhr+lOgD8qaKKKACiiigD9K/hN/ySvwb/2BbL/0QleVfFL/AJHvU/8Atl/6KSvVfhN/ySvwb/2BbL/0QleVfFL/AJHvU/8Atl/6KSgDlKKKKACvoD4W/wDIiaZ/21/9GvXz/X0B8Lf+RE0z/tr/AOjXoA6uiiigAooooAKKKKACiiigDwH4+/ts/Dv9nfXrbQ9bi1zW9Yea1iubXQdPM4sVuS4ge4ldkijDmNsLvLnGQhHNdP8AHL4//wDCj20df+Fb/EHx/wD2kJTnwNoX9pC12bf9d+8XZu3/AC9c7W9K8K/4Krf8m9+Gf+xz0v8AnJX0d8evi5p3wJ+D/ivx3qgV7fRbJ50hLBTPMfliiBPd5Cq/jQB4p4W/4KMfDvxD4b+I2r3/AIY8beFT4EFsuqabr+kxwXrz3DtHBbRQrM7GVnXbtfYBuBJAyR3vw2/a58D/ABC+Hvi/xdd2+teB7bwjK8Ovab4vsfsN7p5CBx5ke5h8ykFQCScgYzxXgf7O/wCyLdfET9iXULPxVrN1pHjv4kXqeM73X1iEk1teNMlxauYywDBQiMUyv33HynkfPmtaT4m0uPxN4q/t2L4q6PdeN7KwfW9csU07SfF/iIutvbvLDbsf+JbY7CcK22abPO1QAAfqR8OfGg+IvgfRvEyaNqvh+LVLdbmPTtbhSG8iRvu+YiO4UlcNt3ZAIyAcgdHXh37Knxm8WfFjQ/GWnePLDRbPxj4Q8Q3GgajJ4caU6fcMio6yQ+aTIBtkCkMc5UnjOB7hQAtFeCWupan4XX44QXHjO/U6ZbQSW2saw5nFnI9lu8xYkUKo3kHZFGAT0Uk4PLaD4Z1zxjDr/hma3vLG5SHSdRPg/wAaaxc6nBfJHMWnkN1KJsQSkeXsAJBiDPEhfbQB9SUV8xfD3xdDot/4bg1qwuNQ0PSYo10p9KSOWws/tE7QJd7nZHeLc5toDHGSIo3kKqsikfTtABVCbxBpdrrNtpE2pWkWrXUbzQWDzqs8sa43OkZO5lGRkgYGav14J4+8XeBfDf7SHggS614d0rWGS/Gph7qCG4MjwQLbifkNuZQAm7kjAFAHrsPj3wzc+IrzQIfEWky67ZxmW50uO+ia6gQAEs8QbcowynJH8Q9azNH+LnhbXPD2pa3a38407TwrTtcWFxBJtZQ0bJFJGryK4I2FFYOThdx4rw218P28nxE8LeD/AA94q0Pxbpen+I9R1S+sNPtN17pccsd154vLlJ2UZe5MQQxI7Ejk7HJp6hpcXgh7XVdP8RKfDGl6rb6TDr3i9Y5bSOWCN445HEPkB4LYh4Yy7AtPMzlz5abgD6tjcSRq4BAYZG4EH8QeRTqwPAHiC78V+B9B1m/tFsbzULGG5lt13YRnQMQNwBxz0PPrW/QAUUUUAFFFFABRRRQAUUV8q/8ABUf/AJMT+Jv/AHDP/TpaUAfVVFfyr0UAf1UUV/KvXqv7J3/J03wb/wCxz0b/ANLoaAP6U6/Kmv1Wr8qaACiiigAr9Vq/Kmv1WoA+afFn/I1az/1+zf8Aoxqyq1fFn/I1az/1+zf+jGrKoAKKKKAPoD4W/wDIiaZ/21/9GvXV1ynwt/5ETTP+2v8A6NeuroAKKKKACiiigAooooAKKKKACiiigAooooA+Vf8AgqP/AMmJ/E3/ALhn/p0tK/AGv3+/4Kj/APJifxN/7hn/AKdLSvwBoAKKKKAPVf2Tv+Tpvg3/ANjno3/pdDX9KdfzWfsnf8nTfBv/ALHPRv8A0uhr+lOgD8qaKKKACiiigD9K/hN/ySvwb/2BbL/0QleVfFL/AJHvU/8Atl/6KSvVfhN/ySvwb/2BbL/0QleVfFL/AJHvU/8Atl/6KSgDlKKKKACvoD4W/wDIiaZ/21/9GvXz/X0B8Lf+RE0z/tr/AOjXoA6uiiigAooooAKKKKACiiigDwn4u/sOfBL47+M5vFnjnwV/bniCaGOB7z+1b63yiDCDZFMi8DvjNaV9+yD8JNR+Duk/Cq48KGTwBpd39ttdG/tO8CrLvkfLSCbzHG6VztdivI44GOk8U/tCfCzwPr11oniT4l+D/D+tWu3z9O1TXrW2uIdyh13xvIGXKsrDI5DA9DWV/wANY/BD/osnw/8A/Cosf/jtAHf614X07xB4YvPD11FJHpN1atZyQ2dxJasISu0qkkTK8fy8AowI7GuU8Qfs/wDw88UfCSL4Yan4VsrjwJFbx2sWjLvjSNIyChR1YOrAjO8MGzk5yTWX/wANY/BD/osnw/8A/Cosf/jtH/DWPwQ/6LJ8P/8AwqLH/wCO0AdD8I/g14M+BHg2Hwr4E0GHw/oUUrzi2ikklZ5HOWd5JGZ3boMsxICqBwAB2dYHgn4heFfiVpUup+EfEuj+KtNhmNtJeaJfxXkKShVYxl42YBgroduc4YHuKqeOvil4Y+Gv2H/hJNT/ALO+27/s/wDo8su/Zt3fcVsY3r19aAMex+AfgyxuNYmNrqt6dYga21GPUtev7yK7jKbMSRzTsrELwCRlR0Iq9pfwd8LaRaaxBFbX9w2rWws7y6v9WvLu5kgAbEQnllaREG9vlVgMsT1Nc9/w1J8MP+hm/wDJC6/+NUf8NSfDD/oZv/JC6/8AjVAHWat8L/DOt6xpWp3WnN9q0xY47ZYLmWGHbG4kiWSJHCSqjqGQSKwU8rg11VeU/wDDUnww/wChm/8AJC6/+NV0Hgn4zeDviJqsum+HtY/tC9ihNw8X2WaLEYZVJy6AdWXjOeaAO2orn/G3iz/hD9Kivfsv2vzJhDs8zZjKsc5wf7v61xP/AAvT/qCf+Tf/ANhQB6tRXlP/AAvT/qCf+Tf/ANhR/wAL0/6gn/k3/wDYUAerUV5/4W+K/wDwkuvWum/2X9m87d+9+0bsYUt02D09a9AoAKKKKACiiigAooooAK+Vf+Co/wDyYn8Tf+4Z/wCnS0r6qr5V/wCCo/8AyYn8Tf8AuGf+nS0oA/AGiiigAr1X9k7/AJOm+Df/AGOejf8ApdDXlVeq/snf8nTfBv8A7HPRv/S6GgD+lOvypr9Vq/KmgAooooAK/Vavypr9VqAPmnxZ/wAjVrP/AF+zf+jGrKrV8Wf8jVrP/X7N/wCjGrKoAKKKKAPoD4W/8iJpn/bX/wBGvXV1ynwt/wCRE0z/ALa/+jXrq6ACiiigAooooAKKKKACiiigAooooAKKKKAPlX/gqP8A8mJ/E3/uGf8Ap0tK/AGv3+/4Kj/8mJ/E3/uGf+nS0r8AaACiiigD1X9k7/k6b4N/9jno3/pdDX9KdfzWfsnf8nTfBv8A7HPRv/S6Gv6U6APypooooAKKKKAP0r+E3/JK/Bv/AGBbL/0QleVfFL/ke9T/AO2X/opK9V+E3/JK/Bv/AGBbL/0QleVfFL/ke9T/AO2X/opKAOUooooAK+gPhb/yImmf9tf/AEa9fP8AX0B8Lf8AkRNM/wC2v/o16AOrooooAKKKKACiiigAooooA/AH/gqP/wAn2fE3/uGf+mu0r5Vr6q/4Kj/8n2fE3/uGf+mu0r5VoAKKKKAP2p/4Iqf8ms+Kf+xzuv8A0hsa9U/bo/5kn/t+/wDbevK/+CKn/JrPin/sc7r/ANIbGvVP26P+ZJ/7fv8A23oA+VKKKKACvoD9in/kqmq/9gWX/wBHwV8/19AfsU/8lU1X/sCy/wDo+CgD6W+Nf/Iq2v8A1+p/6LkrxSva/jX/AMira/8AX6n/AKLkrxSgAooooA6v4W/8j3pn/bX/ANFPX0BXz/8AC3/ke9M/7a/+inr6AoAKKKKACiiigAooooAK+Vf+Co//ACYn8Tf+4Z/6dLSvqqvlX/gqP/yYn8Tf+4Z/6dLSgD8AaKKKACvVf2Tv+Tpvg3/2Oejf+l0NeVV6r+yd/wAnTfBv/sc9G/8AS6GgD+lOvypr9Vq/KmgAooooAK/Vavypr9VqAPmnxZ/yNWs/9fs3/oxqyq1fFn/I1az/ANfs3/oxqyqACiiigD6A+Fv/ACImmf8AbX/0a9dXXKfC3/kRNM/7a/8Ao166ugAooooAKKKKACiiigAooooAKKKKACiiigD5V/4Kj/8AJifxN/7hn/p0tK/AGv3+/wCCo/8AyYn8Tf8AuGf+nS0r8AaACiiigD1X9k7/AJOm+Df/AGOejf8ApdDX9KdfzWfsnf8AJ03wb/7HPRv/AEuhr+lOgD8qaKKKACiiigD9K/hN/wAkr8G/9gWy/wDRCV5V8Uv+R71P/tl/6KSvVfhN/wAkr8G/9gWy/wDRCV5V8Uv+R71P/tl/6KSgDlKKKKACvoD4W/8AIiaZ/wBtf/Rr18/19AfC3/kRNM/7a/8Ao16AOrooooAKKKKACiiigAooooA/AH/gqP8A8n2fE3/uGf8AprtK+Va+qv8AgqP/AMn2fE3/ALhn/prtK+VaACiiigD9qf8Agip/yaz4p/7HO6/9IbGvVP26P+ZJ/wC37/23ryv/AIIqf8ms+Kf+xzuv/SGxr1T9uj/mSf8At+/9t6APlSiiigAr6A/Yp/5Kpqv/AGBZf/R8FfP9fQH7FP8AyVTVf+wLL/6PgoA+lvjX/wAira/9fqf+i5K8Ur2v41/8ira/9fqf+i5K8UoAKKKKAOr+Fv8AyPemf9tf/RT19AV8/wDwt/5HvTP+2v8A6KevoCgAooooAKKKKACiiigAr5V/4Kj/APJifxN/7hn/AKdLSvqqvlX/AIKj/wDJifxN/wC4Z/6dLSgD8AaKKKACvVf2Tv8Ak6b4N/8AY56N/wCl0NeVV6r+yd/ydN8G/wDsc9G/9LoaAP6U6/Kmv1Wr8qaACiiigAr9Vq/Kmv1WoA+afFn/ACNWs/8AX7N/6MasqtXxZ/yNWs/9fs3/AKMasqgAooooA+gPhb/yImmf9tf/AEa9dXXKfC3/AJETTP8Atr/6NeuroAKKKKACiiigAooooAKKKKAK02oRW8hRknJH9y3kcfmFIqP+1oP+ed1/4CS//E1dooApf2tB/wA87r/wEl/+Jo/taD/nndf+Akv/AMTV2igD5z/b18B+IPjR+yf458G+DdIutZ8Sal9h+yWWzyPM8u/t5X+eXagwkbnlhnGByQK/ID/h2f8AtLf9Evuv/BpYf/H6/oLooA/n0/4dn/tLf9Evuv8AwaWH/wAfo/4dn/tLf9Evuv8AwaWH/wAfr+guigD8NP2e/wDgnv8AtB+B/j78NPEmt/Dm6stF0fxNpmoX1z/aFnJ5MEV1HJI+1JizYVScKCTjgE1+339rQf8APO6/8BJf/iau0UAfnl/wzj8SP+hVuv8Av7F/8XR/wzj8SP8AoVbr/v7F/wDF1+htFAH55f8ADOPxI/6FW6/7+xf/ABdH/DOPxI/6FW6/7+xf/F1+htFAHJfD1n0PwD4Z02+t7qC9s9MtreeL7NI2yRIlVhkKQcEHkHFef+PvDGr614svr2y026mtpPL2P5RXOI1B4OD1Br22igD5y/4QPxD/ANAi6/74o/4QPxD/ANAi6/74r6NooA+cv+ED8Q/9Ai6/74r2DwCz6L4TsbK9t7qG5j8zen2aRsZkYjkKR0IrraKAKX9rQf8APO6/8BJf/iaP7Wg/553X/gJL/wDE1dooApf2tB/zzuv/AAEl/wDiaP7Wg/553X/gJL/8TV2igCl/a0H/ADzuv/ASX/4mj+1oP+ed1/4CS/8AxNXaKAKX9rQf887r/wABJf8A4mj+1oP+ed1/4CS//E1dooA/HT9vX9iH43/Gj9rDxz4y8G+ArrWfDepfYfsl79stYPM8uwt4n+SWVXGHjccqM4yOCDXz/wD8Oz/2lv8Aol91/wCDSw/+P1/QXRQB/Pp/w7P/AGlv+iX3X/g0sP8A4/R/w7P/AGlv+iX3X/g0sP8A4/X9BdFAHxn/AMEv/g340/Z3+AWv+G/iF4fuvD+tXXia41CG2ytzuga1tI1fdCXUZaKQYJz8vTBGe/8A2rvAfiH4lf8ACLf8I3pF1qP2L7V9o+Tytm/ydv39uc7G6elfRtFAH55f8M4/Ej/oVbr/AL+xf/F0f8M4/Ej/AKFW6/7+xf8AxdfobRQB+eX/AAzj8SP+hVuv+/sX/wAXXsH7L/wv8VfDvx9qGpeIdDutPspdMkt0lwJcyGWJgMISeitzjHFfVtFAHBfFC3uPEXh+3ttPtLq4mW6WQr9ndflCOM5YDuRXl/8AwgfiH/oEXX/fFfRtFAHzl/wgfiH/AKBF1/3xR/wgfiH/AKBF1/3xX0bRQB4l4B8Mavoviyxvb3TbqG2j8ze/lFsZjYDgZPUivYP7Wg/553X/AICS/wDxNXaKAKX9rQf887r/AMBJf/iaP7Wg/wCed1/4CS//ABNXaKAKX9rQf887r/wEl/8AiaP7Wg/553X/AICS/wDxNXaKAKX9rQf887r/AMBJf/iaP7Wg/wCed1/4CS//ABNXaKAKX9rQf887r/wEl/8Aia8A/b18B+IPjR+yf458G+DdIutZ8Sal9h+yWWzyPM8u/t5X+eXagwkbnlhnGByQK+jKKAP59P8Ah2f+0t/0S+6/8Glh/wDH6P8Ah2f+0t/0S+6/8Glh/wDH6/oLooA/n0/4dn/tLf8ARL7r/wAGlh/8fr0D9nv/AIJ7/tB+B/j78NPEmt/Dm6stF0fxNpmoX1z/AGhZyeTBFdRySPtSYs2FUnCgk44BNfuXRQBS/taD/nndf+Akv/xNfn//AMM4/Ej/AKFW6/7+xf8AxdfobRQB+eX/AAzj8SP+hVuv+/sX/wAXR/wzj8SP+hVuv+/sX/xdfobRQB+eX/DOPxI/6FW6/wC/sX/xdfoB/a0H/PO6/wDASX/4mrtFAHgXiLwbrl94g1O5g0u6eGa6lkRvLIypckHB9jWf/wAIH4h/6BF1/wB8V9G0UAfOX/CB+If+gRdf98Uf8IH4h/6BF1/3xX0bRQByXgFn0XwnY2V7b3UNzH5m9Ps0jYzIxHIUjoRXQf2tB/zzuv8AwEl/+Jq7RQBS/taD/nndf+Akv/xNH9rQf887r/wEl/8Aiau0UAVodQiuJAipOCf79vIg/MqBVmiigAooooAKKKKACiiigDzTxZ+0X4D8D+Jb/Q9a1DUrW504QG/u00K/msLBZgDG1zepA1vApByWkkUKOWIHNelKwZQykEEZBHevmvxN8IfGXxI+J3xg0dNah8M+BvEVvp1jqDy6HLNd30BtSk62l0bhIoztLRkmGXaWz14rzf4veG9e1D46adJpfgJLS+0PxToMWn6pD4Qvr++k0tZLUTzxa0Jhb2luFeeN7QIxwsrsv7xnUA+xvFnizSvAvhy/17XLr7FpNjH5txceW8mxcgZ2oCx5I6A1YbWrddcTSTHd/amtzdCQWcxt9gYLgz7PKD5P+rLbyMkDAJr4w1z9mzSNb+Avxu1bVPhnFrXje88Ra9c2M2oaP9q1GS3/ALQeSEWvmKXEbKN6JFhWLlgCzknp/HngvV9W1jW5fhT4b1Dw5ZT/AAovtO0JbbS5dFW2umuw0duiyRx/ZpiMlVZVI+9wOaAPqjV9at9ES1a4ju5Bc3Edqn2OzmuSHc4BcRI2xPWRsIvViBV+vkBvBvhO48P+Bv8AhV/wv1zwlZ2/jDQLjU4ZPDVzpS/umlMkjwSIjM0asPMudhVtyDzX2YTjv2ePDVhfW3we1Twf4G1nT/HOny3F14i8RXmmzwx3+mfZJ0WBtSbMVxG8jWflQCRzEIx+7j8ohQD7o1HUINJ0+6vrqTyrW2iaaWTBO1FBLHA5OAD0rJt/G2lXnh/RNbtWu73TNZ+zmyms7C4mLLOA0buqIWjTBBLuFVc/MVr4k+Fvw51Pxp411U6n8NrPTdO17wPqUWuab/wg95psTap51rJDBe3V5K41S4RmmK3YVQ58xwzZITvNJ8GrJ+zj8D9O8G+C77w7c6d4k0ObUtPPhyfTpLa4jXFzcTQtEjFQ/LTYKt13HrQB9e0V8ZfBnwJFBrXwsbTfAut6B8VNJupT4+8TXuiXNn/aCfZp0uvO1B0EeopNdGGSNUllAARwFEeBf+CvwRj8BD4CeILDwdc6T4omkvbfxLqbWcgvDbvZXDLFdyMN4iEsduERztQrGqBeBQB9S6v4kOj65ountpOp3UOpvJF/aFnbiW3tZFTeqz4O+MOA219pQFdrMpZA1D4mfELTvhT4G1XxXq0N1cadpqI8sVkitKwZ1QbQzKDyw6kcZr5V/bg0bxD4r1bW7HTfAyanfWfh5Ljw9q58IX2v3Ut7vmZksriGZIdKmiMcTGVwWl3xgB/KVD7j+1TouqeJP2cPFenaZp93qmqXFtbiO0s4GlmkYTxEgIoJJABPA7GgDq9L+KtlrHhHX9ftNH1qePSNQvdNaxhtBLd3M1tO0DeTGjHKu6HaWK/KQzbRkjsLSZ7i1hlkgktZJEV2gmKl4yRkqxUlcjocEjjgmvmP9qz4e3t94g8EywaPplz4CgbUbjVdPuvBVz4os31GUxGGebTbSSOSRiDdfviHVHfLKCwccfD8P7HRdH+FcfjnQtU+Jvwws7bWgunL4D1Ax2F5JPG1ijaRKJrmOKKAXUETSKwQbfmUMpoA+r/APjqw+I3h3+2tNhuILX7Zd2Wy6VVffb3Elu5wrMMF4mI56EZAPA6Ovjr4Z6Xqfwn0P4Sa7q3hDxVZ6Vpd34ps7mxg0u51TULH7VePLa+dFAJpXVlix5o3rlkJchgxxdH8HiTT/h1ffFD4ca7rPgRZvFElz4duvD0urmx1K41Qy2k1zYQRzF/9H+0KkwV0UycMBIrEA+365qP4i6Fcafr95bTXd/FoV42n38djp9xcTRzqqMyLFHGzyECRDlFYc+xx8cfEDw/rurfFjw9Ppfw4uNGvdF8Q+Ho9Purrwpf6nqw0pWtBPJ/bn2g29tEqvPFJagSE7JXbPms4u+IfhLpmg/D/APaK0Dw18NJ9L8T32srcWkul+F5IlvrBms3RYLmOEJMocTMYkclSHJUcmgD7eByM0tfG/wAZvA9vrHi34tQeI/Amt+J/HupiE/D3xBZaJcXSacv2SNLdbfUERo9NkivVmld3eH76uSwxhfih8C38SW/x18Saj4Sn1zxpaW9hN4b1L7HLLKl3Dp8B87Txg7ZPOQAvENx2KrEhQAAfY9FNjJMalvvYGadQAVzHxA+I+hfDDR7fU9fmvI7a5uo7KCPT9Oub+ead87I0ht45JGJ2nop6V09eQftJaD4j8QaT4Hj8KiOPVbfxZYXAurjTpL6C1RRJulmijkjYxjIz+8TqOaAO68B/EbQPiZpM+oeH7yW4jtrh7S6t7u0ms7q1nXBMU9vOiSwvhlba6KSrqwyrAnpa+VPiv8MdT8FeEZpNW06y+ImoeMPEq33ifU5/Cd5q2m2ipZtHARoltM01xCoggiVGlk2O4mYkoMcN8KPgjdeMJ/gjpXj3wPNf6BpEXjBJ9N1PRpYNPgjOoQ/YY5bWRpESMxKGhhlZwBGhUsYwwAPr+P4i6Fcafr95bTXd/FoV42n38djp9xcTRzqqMyLFHGzyECRDlFYc+xx0gORmviDXvhHpfh34e/tE+HvDHwzm0nxLeawk9nJpPhaSFL3T2azeNILiOERzKHEpMSOSpDkqOTXolh4U0WH9ozxde+NvAWs6/wCLLrXLG58KeJIdHmuYrTTlt4AEiv1UR2SxzJdtLC8iGQO3yy+aFYA+jdD1q38QabHfWsd3FBIzqFvrOa0lyrFTmKZFcDIOCRgjBGQQTfr88vAvhXw3puqaTpXxT+G+veJ7OHwlORpA8P3OqeRO+saiY3kso1ZxIyM3lzmPCBm/eR+YN58afBnxCuPhZofh3W/BR1nxno/gazOna1P4Wv8AxLfS6molMkdreQzrFptxEY4i07lmnLJjf5aqQD720/xZpWqeI9X0G1uvN1bSY4Jb238tx5SzBzEdxG1twjf7pOMc4yKsaHrVv4g02O+tY7uKCRnULfWc1pLlWKnMUyK4GQcEjBGCMggnwb4f+AfDvhb9rDxvq0vgNbHWNZ0rT7qw8RQeHW8p32zi8Bvki2Rys3l7ld1Z/lOGrxD4e/D6w0rTdKh+Mnw01zxb4dfQrmDQ9Obwrd6uun3n9p3r3QaCONzbTTRy2bJO6ICqECQYOQD73qrqt5Lp+l3d1BY3GpzQQvKllamMTXDAEiNDIyIGYjA3Mq5PJA5r5J0P9nufxpfaXa/FbwtL4ru7D4Z2VlI2sB76H+0BLcbgXJaOW6RWH73lxvZlI3nPeeIJvE1v+x34XivfDV14j1yXR9HttX07UrK5u5EVvIW6kuLOIrNdCMF2ktQQ0oVozwxFAHuug6xH4h0Sx1OG3u7SK8hSdbe/tnt7iMMM7ZInAZGHQqRkGuE8NfHrQvFXj6TwlZ6dqy30d7qdi9zLDGLdZLEWxlJYSE4b7XHs+XJ2vkLgZ4D9i3QNT8N+G/HtndaOND0lvEzz6Pa2/hufw9aG1eytWL29hPJI8EbSmYlS2d5fKqcqKegeAfFDeAPj1JomlyaZ44u9d15vDWoXUAgmBntoBHJBK4GEd41+YHaSg5+XgA990PxGdc1DWLddK1Kyh0+4+zLd30Ahiu22gs0IJ3sik7d5UKxB2lhzVS58dWFr8QtP8HPDcHU73TLjVY5VVfJEUMsMTqTu3bi06YAUjAbkcA/GngH4W69Z+H/GbfD918N+KG8FX2nppek/DDVfCn9oXhRPIluL27uHhubmNw4WRWLEzyNvK5NauifDHQ9c8R6zH8LvhfrHgvS734bavo0hvtAn0S3m1KVrXZE0cypmbH3pyuJAABJJ5R2AH2zRXxl4gu/F/wAUkkPgnwx4w0TVbP4WappFvf6rpVxo5GpyNZFbaJ51UrKNhxJjyyeUdtjlG+ItH8GWvw506x+H/wAFrrR/DV9fWkOurrngDUrizhZLa4ZZJtDj8mbUHD+XG0wUpukicySGABAD641TxZpWi65omj3t15Oo61JLFYQ+W7ec0cZlcbgCFwik/MRnGBzxVjS9at9Ye+WCO7jNncNayfarOa3DOoBJjMiL5ifMMSJuQ8gEkHHxF4I+FNna+G/gVq3jv4Zyap/Y3iHXLCZW8HS3EthaNNenTx9lCzywWynyTGCzJFlDv6NXTa14L1aOx8QSeIPC2sav4Gb4rXmo6/osGlz3T6lpr2gSCUWqAvdW63JgkZEWQMsbHawUigD7Gor41g+EEHiaxsNO0/wZqen/AAtvviLb3um+HZtPuLFLbTxprpcs1mVR7W2kufNzC6IreYxZds2D7Z+zv4LHw+b4jaFY6IfD3hy38UzPounxWpt7WO2ktLV2NumAoiMzTn5Pl3FwO9AHr1FFFAGH428aaP8ADvwtqHiLXrmS00ixQPPNDby3DgFgoCxxKzuSzAAKpPPSsvwD8WPDXxKm1K30S5vUv9NMYvNO1bS7rTL2BXBMbtb3UUcojfDbX27WKOASVYDm/wBqHRdW8Q/ArxPp+h20l3q0wtvs0UVs9ydwuYmz5aEM4ABYgEcA8jrXnvxM+Gvifw14V8Z+MNcFl8SvFmuR6Zo1xbafoNzHp9ppcdzlz/Z0dxLcXar588ssImPnqPLwFJBAPpasKPxto82sa9pUVzJPqWhwQ3N/aw20rvGkqu0e0Kp8wsI3wqbjxjGSM/Efg/4P6l4k0PRPD2q+DJm8Hf8AC2UvU0208K3Whad/ZbaI29xYSSSNBavO7q6SNtZpHV1G8x16FcfBzwn4G+KnxhttB+F9vpN5qng+JNA1DRfCpW3JFtdR3EMdzDD5cUjHyQYiys/yYDYFAH1dpuoRatp1rewJOkNzEsyLcwSQShWAIDxyKro2DyrAMDwQDUOl61b6w98sEd3GbO4a1k+1Wc1uGdQCTGZEXzE+YYkTch5AJIOPkDTfAun2+u+EW+J3w617xbYjwDolh4bjt9EuL/8AsvUYxJ9sjBRP+JfcsWtCLiRogPLH71PLOOd1jw3pun/GKOPx/wCCtZ17w1e+LfFF4+mLpE98tzbtFpvlTvZoGa7g3qOFjlG4K+392XQA+8KyG8WaVH4si8MtdY1uWxfUUtfLfm3WRY2fdjbwzqMZzz0xXxR4g8Ga0vwv8KeGNR+HiXvha6m1270iHxD4Pv8AxINMt5LsHTbFtOhmj+ySm3k+SeZlFusbRfu9zAdV8J/h1Z6X8Rvgf4m8Z/D+4ufEtz8P7ezuNcuPDUl1cWurx/Zcfap1iZraURiRRJKy4AZd3agD610vWrfWHvlgju4zZ3DWsn2qzmtwzqASYzIi+YnzDEibkPIBJBxfr4kl8Dta/ErWL74jeBtY8TfDGbxd4gmfSh4dudWia8ljsjZ3kllFHI00Plx3iJIInVHccqSGG54Q+Bo8Uah8LNL8WeD7u98FWsviW4tNF1mCSW3stPkuIn061uomyoVYtuy3lGI/LRdoaIbQD6+/DNY/hHxIfFehxag2lalocpeSKXT9XtxDcQujlGU4LKwyDh42ZGGGVmBBrxj4f6f4g8C/sm65p9j4Xv7/AFXSotbt9K8OtJLZzSwJd3K2kEbjEiKYREIypB27Np6GuV/Y78Nah4e+InxEkh8P2+g+F73T9JmtBpfge88JWE10GvFuGSzuZXfzQohV3O3cBGduMMwB9BaD8QtO8ReOfFXhS2huk1Hw4lm93LKiiJxcozx+WQxJwEOcgc4xmuor41+NGh65H8VviG9x4HOu+F9av9DjnvtU8MXviDT4o4rG7JkbTbZle+US+VHtBKxPIkjDKCvXf2RfD+qaX+z5pmi+JNJk0+SK91S3XTbvTms0S0+33AgjW2keQxxeSUCRl3ATaNzDmgDufhr8ULf4oR6xdafoerWGk2N9Pp8Gp6gIEi1B4ZpIJmgVJWkCrJEwzKkZPBUEc12lfCnhT4I+G/ANt4Pn8UfChrnwBLqHiRNV0XTfCMl9uvTqDnTLm6sYImeaJbVbhInMTrH5qY2hlYbvhX4EnxT4v+ENh4s8FXWoeB7NPFdxaaPrdq89tYWUt1bPpltdRvlF2xAGO3lH7vy1UKGhG0A+zqK+NNV/Z5sNctW1i+8FXVx4hl+KMu7UDbzC7XR5b10lRJB86WUkMkhdFIhcSOzA72Jqa74P1DwXoHjbwpa/DuF/AL/EEizs7rwneaxpWn2B0qCXzY9HtCjXcDXfmKFT93HLIZCMx8AH1/4k8WaV4RisJNWuvsiX99Bp1sfLd99xM4SJPlBxljjJwB3Iqxa61b3mrX+nRx3a3FksbSvLZzRwsHBK+XMyCOUjB3BGYrwGxkV8Ww/CpdQ/ZT+HyeNvh1JrreHPGjSvpMnhWSee10r+15QVhsCJ5Vg+z+X+6QyfugoywGa0fiH4JvJvi14i1O78HaxqfwpfU/DsmraPaaJcSrf2CafdxogtFTfcRQ3L2rSQKjkBPmQ7SKAPtCivjWD4QQeJrGw07T/Bmp6f8Lb74i297pvh2bT7ixS208aa6XLNZlUe1tpLnzcwuiK3mMWXbNg+2fs7+Cx8Pm+I2hWOiHw94ct/FMz6Lp8Vqbe1jtpLS1djbpgKIjM05+T5dxcDvQB69RRRQAUUUUAFFFFABRRRQBVOqWY1IacbuAagYTcC08xfN8oNtL7M525IGcYycVneE/HHhzx9p8194Y8QaX4jsoJ2tpbnSb2O6jjmXG6NmjYgMMjKnkZFeJ6fb3Xin4n/ALRTHUbrSr60s9N0WzvLVImmt7dbA3IaMSo6cy3U33lYZX2482+AP/CXah4S8KeBrf4qax4R03SPh5pHiG2vEsdJa4n+0I6GP97alPstqLdBwnmEzjfMflyAfaFFfLPwn+JPxB+M3xG8JreeKpvDGkHwHo/ii+0vSNOttt7dzXNyjjzLiOV47eRIhlBiTGwrIhDb8jwV4k+Kviy1+D95c/FW+th48hvIdQhttE04LZCGBpo5bQtCxWYiHa5mM0Z8xysUfyBAD6868VydjJ4N+DvhvS9C/tHTvDWk2ttL9jt7+/CYhhQySsGlfcyomWZiTtUEkgV8w23x2+JXibRfh54esn8Q3upahd+I4NQ1jwrDo6andLpd8bSLauolLRTICJZNilvkOxFXJXfhPizxD44+Adt8R9Mms9be48SWdxFem28+4thaSJDLMLWR4Vlkh2M6xNsDM20KMAAH1THKk0aSRuskbgMrKcgg9CD6U+vnzwH8Q9Y8F/sR2/iy1tzrmsaB4Wnlto58t9qNrG6xM+CCQwiVjg5IJwe9c9r3jbxz8N/Nt7b4j3HxA/tjwHq3iGG5uNPsFNhc20cLQXFt9mhRTbyG4I2TecSUjw5G/IB9SVRTXNOk1qXR11C1bVordbuSwWZTOkLMyrKY87ghZHAbGCVYdjXk3hf4qXmu/GLwT4ei1y2vLS/8DS69e2cPkszSma0WGc7RuVWDzhcEK3zcHbx5d8YPi5qemfGvTdU0O41m7g0PxTpnhG5k/s7R00qD7c9r9otmlnb+0XmZJopd1sBF8kQKny5GoA+q9U1zTtDFqdRv7XTxdXCWlubqZY/Omc4SJNxG52PRRye1Xa8Q/aquo7LS/hpcTNsih8eaPI7YJwokck4HXiuH+Avxr8T+LvjRpOm3ep+ItT8MeJvCtx4ksX8QWukW0TKtxbLFNYx2btcR27pcthLzMgCoNxYPQB9GeIPHHhzwnqGk2Gt+INL0a+1ef7Np1tqF7HBJezcfu4VdgZG+YfKuTyPWtuvlD9pC517wT8cv+E60XXNUe80D4d63qlvokMFm9vcGCezYwOXgMvlyHYX2yK/7tdjJ825njz4heOvhPouqNZ/Eubx42pfDzWfEsF5dafYL/Z11aQwtBcW32eFFNvIZyNk3nElI8ORvyAfWVFfPGuX/AMQPD3gH4aQL8RLy713xbr9rBf6vPpVkBbQT2c0kkVrCsQVFVo90Zl81lbG9pVBRuLTx38SvCK3Wq33xFvdfttC+Itl4PFhcaVYQrqNndXNtGZbp44A3not5hWgMKfuU3IxLEgH13RXyZb/GzxNr3xx8MWWleIPFB8J+KNa1jw+lxPZaNDpqNa291l7FMvf+dDLa7Wa4VoXO9gqq0a1zHgkan4M/Z9+Gs7a5c+LvtnxGjhW31mw0+YQAaldqyw7LZNjsy7t5y6sx2MgwAAfbVFfLXw3+JPjW8s/g14yvPHMmvp8Q7lob/wAJtY2aWmnK1pPcMLRooxOHtngWJzNLKCDJkKxXaz4P+OfiHLL8Gdf8Q+O7jxDbeOXu7S90Z9Ms7a1tglpNPDLE0cQm8wfZ8PukZG8xiqJhQAD6oooooAKKKKACiiigAooooAyI/CmlR+LJvEq2uNbmsk06S68x+bdJHkVNudvDO5zjPPXGK16KKAKt9qlnpYgN5dwWguJlt4fPkVPMlY4VFyeWPYDk1nWvjjw5e+LLvwvb+INLn8TWcC3NzosV7G17BCcYkeENvVTuXDEY+YeteZ/FCZ7/APaM+C2kTf8AIPjXWtYCkfK1zDbRwRfiEu5yPp+Xieiv4p8G/Evxhp2nfEHWLCHxd8TP7EutSubPTGFiP7IguVkizbKDcSeVHap5nmIAyny2k+YgH2nRXyPr3xF+I1rq1p4FsPH88ksfxGg8MN4tbS7KS8nspdJkvJI3QRC3+0ROdodIlUbI9yPiRXk+JXi74meHbX4r3+lfEm8iT4fnTPsNvc6RYSrqTNa28k4viIVLI5ZiBb/Z2Uu+GxsVAD60qlrWuad4b0yfUtWv7XS9OgAMt3ezLDFGCQAWdiAMkgcnqRXyt48+L/xC+EJ+Kfh6PXrzxrqGl2nh6407U760sYbi1fU7ua0l2qiQQFIvKEiecQAWIkkK8jG+Kd98Sm+AfxasvGWn+Jx4fWz0+bTNR8YnRRqLTNcqs8O3SpDCYlCxMrMivmRwSwAwAfYel6xYa3DLNp19bX8UM8ltJJayrIqSxuUkjJUnDKysrKeQQQeRVyvJvhM7WPxa+MelROzWKatZX6KTlYpZ7CHzUHpkxhyPWQnvXrNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWRfeFNK1PxJpOvXNr5mraVFPDZ3HmOPKSbZ5o2g7Tu8tOoOMcYya16KAKtxqlnaXlpaT3cEN3dlhbwSSKskxUbm2KTlsDk46CrVeLtO+p/thPBcf6nRfAyzWSsON93fMs7D3As4AfZvfnw6X42fFL4f/CnwZ8SL3xbN40udf0vVZZPDc2l2kFnG8Gn3F1A8ZijWbeDagSZlKv5jlUj+UAA+2aK+WvEXjnxt8M1nih+JM/j5NW8Bat4jju7qwsFOn3FrHC0NxbfZoUU28hnYbZvOJKR4cjfnqvhXrnjbSfih4f0XxJ40uPF9r4j8JSa7JHcada2sdjdRTW6stsIY1fymW6xtmeVh5a/OcnIB7B4g8ceHPCeoaTYa34g0vRr7V5/s2nW2oXscEl7Nx+7hV2Bkb5h8q5PI9a26+UP2kLnXvBPxy/4TrRdc1R7zQPh3reqW+iQwWb29wYJ7NjA5eAy+XIdhfbIr/u12MnzbmePPiF46+E+i6o1n8S5vHjal8PNZ8SwXl1p9gv8AZ11aQwtBcW32eFFNvIZyNk3nElI8ORvyAfWVFfNsbfEZtY+GHhuT4p6p53irT9Q1TVdUj0jTlmhMcVo6RWam3KRIru2POWdtjuGZm2OnOfDX4mfEazuPhHq2v+M5vE6eK9U1XQL3Sf7MtLW2As7e8aO5jMcfmid2sQX/AHhiPnPtjQBQAD61rG0Pxp4f8USmLRtd03VpBCLgpY3kcx8oyPGHwrH5S8UqZ6bo3HVTj5m/Z/8AiV8ZPiFqPgfxVeaV4ouPDviDzZtXh1L+wE0XT7d45HiNkbeY35eORYoitwHLBpCyxsAFz/2aXbTZPgdcW7sH1Kw8UWF1Gp4eJL8TI5H+y64B/wCmp9aAPsKiiigAooooAKKKKACiiigAooooAKKKKACiiigDjrH4c2+n/ErxB4shuF8rXtNtrC/054QUlkgaXy5t2epSZkZSDkKnIwcniL4N+APGFho1jr3gbw3rdloqeXpltqOkW9xHYrhRtgV0IjGEQYXH3V9BXY0UAUY9C02PWJdXTT7VNWlt0tJL5YFE7wqzMsRkxuKBnchc4BYnuarWfhHQtPj0pLXRdOtk0nd/Z6w2kaCz3KVbyQB+7ypIO3GQSK16KAOU1r4T+CPEnhv/AIR7VvBvh/VNA+0ve/2Ve6XBNa/aHdnebymQrvZ5HYtjJLsSck1Xu/hXoVh4STSPCukaL4UudPtLqHQ7qz0qLy9IlmRlaWGJdgXlssqld3IJ5rs68pvPE2oat+05Y+Gobue30nRPC0msXVtFIVS5nubnyIN4H3giW9wQDxmQHGQDQB2vw/8ABVj8OfAfh7wpppd9P0XT4NPgaY5d0ijCBmPdjjJ9yag8E/CzwX8NVvR4Q8IaD4VF8ytdjRNMgs/tBXO0yeWq7iNzYznGT614bZ/tjahpfhfRPGXjDwJH4c8EazY311aXttrYvL7fa20lwyvbiFEVJEhm2MJieE3pGWIXpbr9oTxT4RW+Txv4CstEuZPDd94j0qPTNfN+k4tER5rW4Y20XkTYlixsEyEeZ83yDcAeleD/AIT+B/h7KZfC3g3w/wCGpG8zL6PpcFoT5mwycxoPveVFn18tM/dGDUvhP4H1jxUPE9/4N8P33iUCMDWbnS4JLwCNleMecUL/ACsisvPBUEdBXG/DT40eIvFfjOy0HxP4Mt/Cp1bQzr+lPb6yL+R4FkjSSO5UQosMq+fCcI8qHc2H+Xnzv9oTx7r/AIP+PGgX+oIw+HvhvwxqPiW9jsfE95p8sv2ea13yPbwwhblkVtqQSy+VJ5rlim0ZAPpTVND07XBajUdPtdQFrcJd24uoVk8mZDlJU3A7XU9GHI7Vg+FvhP4H8DalPqHhvwb4f8P385kM11pelwW0shkKmQs6ICdxRCcnkouegryzXP2j/FPgHTdWn8b/AA/s9HuV8L6h4n0qHTPEBvkuBZxq81rcObaLyJsSxY2CZD+8O75ButJ8dPH0jeDrAfDfS017xbBdXunWcniciG1t4Y4JA15KLQmNyJmUpCk4DqgDMrM6AHtEmj2EurRao9jbPqcUD20d40KmZInZWeMPjIVmRCVzglVPYVzPh34M/D/whpesaboPgXw1omnazGYtTs9O0i3t4b5CrKVnREAkGHYYYHhj6mvL/AH7UGs+Jr7wRLr3gaLw1ofiye8020uV1oXd1Ff2sU0k6PCsAXyP9FuAkolLttQtEm7C43wt/bg0D4m+N/DOk27eFm07xPNPBpUel+LIr7WoWSOSWNr7TliU2yvHE5yJZCjFFcAsdoB9GXGgaZdR6fHPptpMmnyLNZrJArC2kVSqvGCPkYKzKCuCASO9VZ/Bfh66hmim0LTJYpr5NTlSSzjZXu0ZGS4YFeZVaOMhz8wKKQeBXzd+zf408QNdfC+fVda1HV4PFGl67aXAv7yWfFxZ6gzwSAOxAPlSTIWABISIEkKoH1VQByll8J/A+m+KrjxPaeDfD9r4luJvtE2sw6XAl5JLtZPMaYJvLbXdck5w7DoTTtP+FfgrSp7qey8H6DZzXWoLq1xJb6ZAjTXqklbpyF+aYEkiQ/MMnmupooA5fQfhX4L8K+JtS8R6L4Q0HSPEOp7zfatYaZBBd3e9t7+bKqh33MAx3E5Iz1rRtfCGhWMOkw22iadbxaSzNp0cVpGq2RKMhMIA/dkq7qduOGI6E1r0UAFFFFABRRRQAUUUUAFFFFABRRRQByPjT4fReLfEXg7XI7v7BqXhrUXvIZREJPNikgkgmgbkYDrJnI6MiHBxg3tY+HvhbxFpOraVqvhrR9T0vV5luNRsrywilhvZQEAeZGUrIw8uPBYE/IvoK6CigDntL+HfhTQ9J0fS9O8MaNp+maNP9p0yytdPijhsZcOPMgRVCxtiSQblAPzt6mrV54Q0HUI9VjutE065j1badQSa0jcXm1Qq+cCP3mFVQN2cAAdq16KAMq58J6HeXOp3Fxo2nz3GqWy2V/LJaoz3duu/bDKSMyIPMkwrZA8xuPmNc9oHwP8Ahx4T0nU9K0T4f+F9H0zU9n2+y0/RraCG72HKeaiIFfaSSNwOM8V21FAHG/Dv4d/8INfeL9Qn1FtV1LxLrUurXE7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" /> | Indicateur=INDICATEUR 8 | Libellé= Participation de la population âgée de 18 à 64 ans à l’éducation formelle et à la formation non formelle | Libellé= Le Québec affiche le plus bas taux de participation à l’éducation formelle et à la formation non formelle des adultes parmi les provinces canadiennes | Faits saillants=

Au Québec, quatre personnes sur dix participent ou bien à des activités d’éducation formelle ou à des activités de formation non formelle. Davantage de personnes se forment de manière non formelle (27 %) que de manière formelle (17 %)
Le Québec présente le plus bas taux de participation à l’éducation des adultes parmi les provinces canadiennes. Il se classe aussi bon dernier en ce qui touche la participation à des activités de formation non formelle et se situe en milieu de peloton pour ce qui regarde la participation à l’éducation formelle.

| Défis=

Créer les conditions pour hausser le niveau de participation à l’éducation formelle et à la formation non formelles des adultes.
Porter une attention particulière à la participation à la formation non formelle qui constitue une voie d’apprentissage plus fréquente chez les adultes et qui est sous-utilisée au Québec, en comparaison avec les autres provinces canadiennes.

| Source des données=Enquête sur l'accès et le soutien à l'éducation et à la formation, 2008. Citée dans Knighton, Tamara, Hujaleh, Filsan, Iacampo, Joe et Werkneh, Gugsa. (2009 ). L'apprentissage à vie chez les Canadiens de 18 à 64 ans : premiers résultats de l'Enquête sur l'accès et le soutien à l'éducation et à la formation de 2008 . Tableau A.1.1. Ottawa : Statistique Canada. [[http://www.statcan.gc.ca/pub/81-595-m/81-595-m2009079-fra.pdf"> http://www.statcan.gc.ca/pub/81-595-m/81-595-m2009079-fra.pdf </a> | Note= Données provenant de l’Enquête sur l’accès et le soutien à l’éducation et à la formation (EASEF), 2008. Consultez le site Web de l’EASEF pour prendre connaissance de sa méthodologie: [[http://www23.statcan.gc.ca/imdb/p2SV_f.pl?Function=getSurvey&SDDS=5151#a2"> http://www23.statcan.gc.ca/imdb/p2SV_f.pl?Function=getSurvey&SDDS=5151#a2 </a> }}

Accueil > [[{{{Section}}}]]

Les jeunes adultes constituent la moitié des étudiants dans les centres d’éducation des adultes

À retenir

{{{Résumé}}}

État de la situation

Les jeunes adultes de 24 ans et moins représentent 48 % des étudiantes et des étudiants des centres d’éducation des adultes, le tiers des étudiantes et des étudiants de ces centres ont 19 ans et moins.
Depuis l’année scolaire 2000-2001, la population étudiante a augmenté en nombre absolu dans les centres d’éducation des adultes, chez tous les groupes d’âge, bien que la proportion de chacun des groupes d’âge soit demeurée du même ordre. Sauf pour le nombre d’étudiantes et d’étudiants de 50 ans et plus, qui a plus que doublé (+ 16 047), leur proportion dans l’ensemble des effectifs passant de 7 % à 14 %.

[[<img style="height:5.4201cm;width:9.9991cm;" alt="" src="data:image/*;base64|420px|Les jeunes adultes constituent la moitié des étudiants dans les centres d’éducation des adultes]]

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/>|420px|Les jeunes adultes constituent la moitié des étudiants dans les centres d’éducation des adultes]]

Défis

Fournir aux centres d’éducation des adultes les moyens de répondre aux besoins d’apprentissage, en particulier, en ce qui concerne les ressources financières, de manière à combler les besoins particuliers en ressources humaines et matérielles (Recommandation # 11 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec)..
Assurer que les centres d’éducation des adultes aient les moyens de répondre de manière adaptée aux besoins éducatifs potentiellement différents des jeunes adultes complétant leur formation initiale et des adultes rehaussant leur niveau de formation de base, notamment, en révisant le mode de financement des étudiantes et des étudiants âgées de 16 à 18 ans (Recommandation # 11 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec)..

Source(s)

Notes

{{ Indicateur | Image= <img style="height:6.006cm;width:9.9991cm;" alt="" 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" /> | Indicateur=INDICATEUR 10 | Libellé= Effectif de la formation professionnelle, selon l’âge | Libellé= Les adultes constituent le deux tiers des étudiantes et des étudiants en formation professionnelle | Faits saillants=

À la formation professionnelle, sept étudiantes et étudiants sur dix sont âgés de vingt ans et plus (73 % de la population étudiante).
Depuis 2002, année de l’adoption de la Politique gouvernementale d’éducation des adultes et de formation continue, le nombre d’étudiantes et d’étudiants âgés de 20 ans et plus à la formation professionnelle a augmenté de 37 % (+ 20 742 étudiantes et étudiants).

| Défis=

Consolider le rôle des centres de formation professionnelle dans le développement de la qualification des adultes et leur fournir les moyens d’accroître leur capacité de répondre à la demande de qualification.

| Source des données= Ministère de l’Éducation, du Loisir et du Sport. (2013). Indicateurs de l’éducation . Édition 2012. Annexe statistique. Tableau 3. Québec : Ministère de l’Éducation, du Loisir et du Sport. [[http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/Indicateurs_educ_2012_webP.pdf"> http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/Indicateurs_educ_2012_webP.pdf </a> }}

{{ Indicateur | Image= <img style="height:6.1239cm;width:10.1992cm;" alt="" 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/> | Indicateur=INDICATEUR 11 | Libellé= Effectif scolaire à temps plein et à temps partiel en formation continue au collégial | Libellé= La participation à la formation continue collégiale est en baisse | Faits saillants=

Un peu plus de 30 000 personnes participent aux services de la formation continue à l’enseignement collégial.
Depuis 2002, année d’adoption de la Politique gouvernementale d’éducation des adultes et de formation continue, le nombre de personnes participant aux services de la formation continue à l’enseignement collégial a diminué de 11 % (- 4 272 étudiantes et étudiants).

| Défis=

Identifier les raisons de la baisse de la participation aux services de formation continue des cégeps.
Fournir aux cégeps les moyens de répondre davantage à la demande d’éducation générale et de qualification des adultes.

| Source des données=Ministère de l'Éducation, du Loisir et du Sport . Indicateurs de l'éducation . Édition 2012. Annexe statistique. Tableau 1. Québec : Ministère de l'Éducation, du Loisir et du Sport. [[http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/Indicateurs_educ_2012_webP.pdf"> http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/Indicateurs_educ_2012_webP.pdf </a> }}

{{ Indicateur | Indicateur=INDICATEUR 12 | Libellé= Effectif des universités | Libellé= Les adultes sont une proportion importante du nombre des étudiantes et des étudiants universitaires | Image= <img style="height:6.006cm;width:9.9991cm;" alt="" 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/> | Faits saillants=

À l’université, quatre étudiantes et étudiants sur dix peuvent être considérés comme des étudiantes et des étudiants adultes (42 %). Les étudiantes et les étudiants adultes au 1 er cycle constituent le second groupe le plus nombreux, parmi la population étudiante universitaire, constituant 31 % du total de l’effectif universitaire.

| Défis=

Reconnaître la demande grandissante d’éducation de niveau universitaire chez la population adulte.
Faire en sorte que les établissements universitaires soient sensibilités aux obstacles pouvant compliquer le parcours d’études universitaires des adultes et qu’ils répondent à ces obstacles potentiels avec souplesse et de manière adaptée.

| Source des données=Conférence des recteurs et des principaux des universités du Québec. (2006 ). Le système universitaire québécois : données et indicateurs . Tableaux 2.7 et 2.9. Montréal : Conférence des recteurs et des principaux des universités du Québec. [[http://www.crepuq.qc.ca/IMG/pdf/indicateurs.pdf"> http://www.crepuq.qc.ca/IMG/pdf/indicateurs.pdf </a> | Note= La catégorie « Jeunes en formation initiale » se défini comme les étudiantes et les étudiants âgés de moins de 25 ans au 1 er cycle et de moins de 30 ans aux 2 e et 3 e cycle, alors que la catégorie « Adultes » se défini comme les étudiantes et les étudiants âgés de 25 ans et plus au 1 er cycle et de 30 ans et plus aux 2 e et 3 e cycle. Définition de l’ICÉA. }}

{{ Indicateur | Indicateur=INDICATEUR 13 | Libellé= Effectif total des services de l’éducation scolaire formelle | Libellé= Les adultes constituent le tiers des étudiantes et des étudiants du réseau de l’éducation scolaire formelle | Image= <img style="height:5.7411cm;width:10.8991cm;" alt="" 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" /> | Faits saillants=

Plus d’un demi-million d’adultes poursuivent des études à l’un ou l’autre des différents ordres d’enseignement. Cette population étudiante constitue 29 % de l’effectif étudiant total.

| Défis=

Renforcer la place de la formation continue dans les commissions scolaires, au cégep et à l’université (Recommandation # 15 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).

| Source des données=Ministère de l’Éducation, du Loisir et du Sport. (2013). Indicateurs de l’éducation . Édition 2012. Annexe statistique. Tableaux 1 et 3. Québec : Ministère de l’Éducation, du Loisir et du Sport. [[http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/Indicateurs_educ_2012_webP.pdf"> http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/Indicateurs_educ_2012_webP.pdf </a>. Conférence des recteurs et des principaux des universités du Québec. (2006 ). Le système universitaire québécois : données et indicateurs . Tableaux 2.7 et 2.9. Montréal : Conférence des recteurs et des principaux des universités du Québec. [[http://www.crepuq.qc.ca/IMG/pdf/indicateurs.pdf"> http://www.crepuq.qc.ca/IMG/pdf/indicateurs.pdf </a> | Note= À la formation professionnelle, la catégorie "Étudiantes et étudiants en formation initiale" se défini comme les étudiantes et les étudiants de moins de 20 ans, alors que la catégorie "Adultes" se défini comme les étudiantes et les étudiants de 20 ans et plus. À l'enseignement universitaire, la catégorie des "jeunes en formation initiale" sont définis comme les étudiantes et les étudiants âgés de moins de 25 ans au 1er cycle et de moins de 30 ans aux 2e et 3e cycle alors que la catégorie des "adultes" sont définis comme les étudiantes et les étudiants âgés de 25 ans et plus au 1er cycle et de 30 ans et plus aux 2e et 3e cycle. Les données pour l'enseignement universitaire sont de l'année 2005. Pour la formation menant à l'obtention d'un diplôme d'études du secondaire, les données pour les adultes sont l'effectif de la Formation générale des adultes et les données pour la formation initiale sont les effectifs à l'enseignement primaire et secondaire à l'éducation des jeunes. }}

{{ Indicateur | Image= <img style="height:5.733cm;width:9.9991cm;" alt="" 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9tbxt4S07xRZ698OLbwhZavpSaeLeaBppJEVpUuI13ODlhjeV9BXt2i/GXwB4l8WXHhbSPHPhvVfE1s0iT6LZavbzXsTRnEgaFXLqVPDZHHevzk+Eo0DxV+0H+0dd/ADQLjw5p+s/DN5vDqwaZJp0d5OxVBPaQuF2xvIpVSFUblJwK8V/Zp+HvhLxF4o+EmjN8U59L+JOi69ayS+CNJ+FKW2sWc8M+JkudTTy2eNFDs7yu21QSULLtoA/Yyf4reCbXxtF4Nm8Y6BD4vlAMfh+TVIFv3yhcYty3mH5QW+70GeldBqmqWWh6bd6jqV3Bp+n2kT3Fzd3UqxRQxqCzO7sQFUAEkk4AFfk1rGpeD/AP7Ylxb+CrOz+I/ijXviF9o1PwT4i8JTweIdClS5817yy1WLG6A+WZQrPsELrvRsykfVn/BULQ9W1j4CaDJHpuoaz4QsPE1jfeLbDTEZpZNJj3tMx2nIRSFJI6YDEgKSAD6W8D/F3wL8TpLxPB3jTw74sezCtcroeqwXpgDZ2lxE7bc7Wxnrg+lPtfiv4IvvCl/4otvGOgXHhrT3eK81mLVIGs7Z0IDrJMH2IQSMgkYyK+Afh3qXwt+MH7cnwq1z9mjQLex8O+G9Nvj4w1fQ9Ck0vT/KmjdYIJUMce6UsGIJXnKkFvLOzx/T/AIyaB8NP2NPj18C9Xtta/wCFnf25qkp0ODSJ3dLUvC5u5JAvlpCqozFi2cYIBBBIB+wFhqFrqljb31lcw3llcxrNBcW7h45Y2AKurDhlIIII4INct4d+M3w/8YR6xJoPjnw1rcejRmXU207V7e4Fig3Zaco58sfI3LY+6fQ152tpp2ofsQQWusQarc6TP8P44ruHQ0D3zwtp4DiBTw0m0naDwTjPFfCf7IDaVrHiTxx8O/hzbaB8TNDi8AahZRfEXQfCtxoF9HJOgEdlqCNtjndmh+R23OcE+ZzIAAfpvN8V/BNv4SsvFUvjHQIvDF9IsVrrT6pALK4dmKqsc27YxLAgAE5IIrzCT4669oH7R/jLw74ovfBGhfC7Q9Ag1JdWutagi1KKeR41/wBIiafMUOXYB3iQE7MOxOK/OHWPj/4W179gX4c/Cawi1ifxx4a16zGv2P8AZNwkekBL+UA3EzKI13s6qoDE7mwQDkV9Y33gOx+KX7fHx88Iakoax1z4aWthKSM7RIyKGHuCQR7igD7F1D4ieFNJXQWvfE2jWY190i0c3GoRRjUncAotvlv3pYMpATOQR6151+yx8T/GvxY8E67qvji38LW9/a69d6faL4T1KO+gNtHs2GV45plWXJbcu4EcZVc4r4M/YnPiP40/HP4YfD/xbYzxL+z/AGmqR6h52DFLe/aPItVHJ5jUDacD/UnqK+mv+CYf/JDfGP8A2PWsf+hx0AfS/i74peC/h/qGm2PijxfoPhu91JitjbavqcNrJdEEKREsjAucso+XPLD1rw39in45678Rvgr4w8V/EXxHbzf2P4m1S0bUrxILOG2s4CpXeUVECopYl25x1NfNvxa1T4Z+A/2+viTqP7RXh9tZ0LW/D9laeC/7Q0WTU7edQsYmht0RH2zeaWAbAKlm+Zd43eHx+FfEd9/wTfvbbw5pmq6boOl/FG5uNd086cbq5sdOiUEme2c/OIWEZdHOMp8xABIAP128D/E7wd8TbW5uvB/izQ/FltauI55tD1KG8SJyMhXMTMFJHODXi3xA+LnizRP25vhZ8PrLVfJ8Ia14e1G+v9O+zQt500Qfy38woZFxgcKwB7g181f8E9/B3gy7/aM1fxZ4I+LH/Cwki8OyWWox6D8N18K6VDmaMxLN5eyNpj87KBESQjEuNoB9h+L0jxf8FKfgs8cRnkXwhrBWMEAuQsmBk+tAH0RafHv4ZX/iz/hFrX4i+E7nxN9oaz/sWHXLVr3z1JDReSJN+8EEFcZGDWL+1B8bLX9n74G+K/Gcl3p1vqdnYzDSrfUp1jS7vfLYwwgFgXJKk7FO4hWxX4x+MPEVr4msbXU5L3R/C3jvT/Fsb33w90T4cxWF1oUaXfliafWNgmI3tGpV3Zi8ig8gY/Wv/goD4d0rxB+yD8TH1TTLPUn0/SZr2za7t0lNtcKpCzR7gdjgMwDDBAY880AZP7H/AMXry+/Zzi+IPxN+Nnh3xlFdLb3d5qTR2Om2+gPLFETYTyROE8xHkXJcI2XAx0r3Lwz8VvBPjXw/f674e8Y6Br2iaeWF5qWmapBc21ttXe3mSIxVMKQxyRgHPSvzX+I3gnwv4H+Dn7HXibxD4QhPwVtre21bxqmmaVutmvpbK2SG8vkiXMuWyGLBi4yh3bgpv+Bm8HfED42fHTx38C9DGkfByH4Z3uk6heWGlPpum32p+V5gWGEogDqhXd8oIwxxiQMwB+g6/Hz4YyQXUy/Ebwk0NrZR6lcSDXLUrDauVCXDnzPliYugDn5TuXB5FT2/xu+HV3quqaZB4+8LzalpVtJeahZx6zbNNZwIAzyyoHzGigglmAABGTX50aH8KvB/hf8A4JA6v4q0rw1pln4n1nQ92oa0lspvLkHUVG1piN+z92nyZ2jaCBSeMv2c/hjZ/FT9iTS4PA+iw2Gvae8usQpaqBqTpaW8ym5PWb52JO/dkEqcqcUAfpLovxT8F+JPCd54p0jxfoOq+GbMSG51qy1OCaygEa7pN8ysUXaCCcngcmqPhP44fDnx4NQPhnx/4X8RDToDc3v9k6zbXX2aEZzJJ5bnYvB+ZsDivzqv41+Euh/ty6f4M8DafrOlaXqekyW/hn7D5un28bAtLN9mXClIxmQqBtAjGRsUiuL/AGN4vD+rftteAJND8V6b480LVPDmp2l/c6X4Bg8L2Bk+zlprJooo0W6ZA8ZZmXo8fUYwAffHw6/ba8AfG7RfHcXgTV7AeJ/Dxv4LTTdcv7SH+0Gt4ywuYgk7FrQnH74lRjJOOtdL8EfjNfat+zroPxB+KupeEfDV1PE8uo3ul6tA+jwg3DRxlbnzpIzkbAcSsNzEZ7V8Qfspp8OvAGvftN+ANS8P6fo3xUt9Q8RXOkwHRNtxBpH2f5ViuFj2xw4IITeoIZSAQa417Wzsf2av2M/EvjzSbnWPgpolzez+KI47R7m2t5GnZLWa5jQEtGGLDaVIYFlwd4VgD9S/CvxT8F+OtDvta8N+L9B8Q6NYllu9Q0rU4bm3tyqh2EkiMVUhSGOSMA5rPs/jp8NtQ1rSdHtfiD4VudW1eJJ9OsIdatnnvY3BKPDGH3SKwBwVBBwcV8BfCpvB3xA/aF+Mvjv4F6GNI+DkPw5utJ1C8sNKfTdNvtT8sSBYYSiAOqFd3ygjDHGJAzeSal8KfB3hr/gmL8LfH+l+GtNsfHL+Jba5bxHDbqL8v9snQDz/AL+0Ki4TO0FQcZGaAP0t/bD+IGv/AAs/Zl+IPizwvf8A9meINK07z7O88mObyn8xBnZIrK3BPBBFch4V+NfxD1D4kfBDw/jwteeHfE/hFdX1y8vr+GHV2uvs2/dbWomVmQvt3FIWUAtyuKt/t/MW/Yt+KhPJOj5P/fyOvB9GWZ/2tP2Ult2VLg/CycRswyA32Pgn8aAPorx98fLq2+P3g/4b+GPEHgazM0jS+IJNc1i3kv0XaGis7WxS5Sc3EgO7eyGNU+bDn5a9K8c/FrwP8MGsx4y8Z+H/AAkbzcbYa5qkFl5+3G7Z5rruxuXOOmR61+JHh/4c6Vqmm614O+JPxMuvBnxXk12VpfCcfwqTUvEF5dtKssT2+pqUlPmswKgzIpz3RgW9p/ay8Nf2D+2N4vufiv8AECDwF4d1DRbGDw94h8Q/DyLxVa38cUMazQxLIj+RKsjuzMgzljkjK7gD9c7S7g1C1hurWaO5tpkWSKaFgySIRkMpHBBBBBFTV8+/sGeDbfwH+y34Q0mx1vVvEOlqbmaw1DWdLbTZpbZ7iRo2W3aR2SNlIdMtko6nC52j6CoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPGfGf7Ov/CXftOeAPi9/wAJB9k/4RTTbvT/AOxvsW/7V56uu/zvMGzbv6bGzjqK9mr598UftJjwN+0paeDtY8VfD1vB19aeU8ba9a2Wt6PqGFaNLmCa5BmimVhs8qPeCw3Db8zevfErVrvw/wDDrxTqlhL5F9ZaVdXNvLtDbJEhZlbBBBwQDggigDpKK+K/hX8YPjN8Q/gz+y94ntNSv9Un8R608fjK8s9HgljkswZ/mlCRYt0zGq+YmzBPJyRX1H4p+MvgDwNr9roXiTxz4b8P63dKj2+m6pq9vbXMyuxVCkbuGYFgQMDkgigDsaK5jxN8UPBvgu9ez8Q+LdC0G7jtG1B7fU9ShtpFtlYK05V2BEYYhS/QE4zWRP8AtAfC+10nSNVm+JHhGHS9Ykki029k121WG9eNgsiwuZNshViAQpOCQDQB31Fc74h+I3hTwjePZ674n0bRbtLKTUWg1DUIoJFtYziScq7AiJf4n+6O5ryP9pT47x6b+yb4/wDiH8LvF2l6jdaZYs9jrWjz2+oQRzLIisAfnjYjJBBBxnpQB79RXmnhj4uaJ4d+CngjxZ8QPFekeHxqmlWMk+p61eQWMM11LbrIwBcqgZsO21ewOBgVn/Fr4ztZ/s+eJPH/AML9W8J+KLm0tmk069vNXgGkSusgRxJc+ckYA+Ycyr8wwSKAPW68T/Z5/Zwl+CXib4l+JtV8TL4t8R+OdZ/tS6v/AOz/ALH5MSgiG2C+bJlY9z4ORwenFek/DfWNV8RfD3wxquuJYR61faZbXV6mlzCa0WZ4lZxDIGYPHuJ2sGIIwcnrXiX7U3x4+IfgDxp4L8DfC/TfC9x4n16z1LVZbzxhLOtlFa2USu6KsJDmRt4wc4G05GDuUA+kKK+VPDP7X2u/FjwR8JbPwJo2nn4keOLKPVb20vllnsdC0+N9tzdzhGRyrMrJCu5d7sOcKc/VQzjnrQAtFfJH7Z37V1v4M+Fsk/wr+ImgzeLbDxHYafqUGmXVnqFxaxSTNHLHLC2/yzkFclQQQRkGvozxz8WvA/wwazHjLxn4f8JG83G2GuapBZeftxu2ea67sblzjpketAHV0VDaXcGoWsN1azR3NtMiyRTQsGSRCMhlI4IIIIIr5r/Z7+Oeu+Ivix+0hZ+NPEdunhfwTrkUGnyXiQWsOn2nlSPIXlCrlRtBLSMcAdaAPpqiuP8AA/xk8A/E26ubXwf448N+LLm1QSTw6Hq9vePEhOAziJ2KgnjJrZ1rxfoPhq80601fW9O0q71KRorGC9u44ZLp1UuyxKxBchQWIXOAM0Aa9Fcz4H+J3g74m2tzdeD/ABZofiy2tXEc82h6lDeJE5GQrmJmCkjnBrOsfjj8ONT8YN4Ss/iB4Wu/FSzyWzaHBrVs98JUzvjMAffuXa2VxkbTnpQB29Fcn4i+LngbwhNqkWveNPD2iS6XHDLfpqOqwW7WaStthaUO48sOeFLY3HgZp138VvBOn+FdP8T3XjHQLbw3qDpHZ6xNqkCWdy7khFjmLbHLYOApOcHFAHVUVj3XjLQLHxNY+HLnXNNt/EN9C9xaaTLdxrd3EaZ3vHETvdVwckAgYr5y/Y7/AGib/wAWfA7xb4y+Kvi/T7aDS/FmoaYNX1RrbT7eC3SSNIY2YBEHL4Bbkkjk0AfUtFcJZ/Hf4c6t4R1rxRpfjvw3rGgaMm7UNR07WLaeC24yBJIr7UJ7BiM5FeMW37b2g/Fr9mvxP4/+El7ojeKtNtGuI/D/AIx1O0s5LXbOIt94ouQsMbclWaVQcryM0AfUVFee6X8WdL8M/Cfwr4p+JPiHwz4Sn1KxtWurqbVYYdO+1yQiRo4J3k2uuQ5XDNlVyCRzW1a/FPwXfeCpPGNt4v0G48IxqzPr8WpwtYKFbaxNwG8sAN8p+bg8UAdRRXJaV8XvAmu+LJPC2m+NfDuo+Jo08x9FtdVglvVUKG3GFXLgbWBzjoQa5b9pT4vXnwZ+G7arpUvh2DW727i0+xm8Vaxb6bp0EkhOZpnmljLpGgZzHETI+3CjqQAerUV5H+zv8XtT+JXwtufEHiqTwzHcadd3Nrcax4Z1eC90e9jhOftcEiSyGKMryUmIdCDuGME7nhf9ob4V+ONcttF8OfEvwfr+s3W7yNO0vXrW5uJdqlm2RpIWbCqScDgAntQB6BRXhWkfHy68Z/tMTeBvD/iDwMfC+kWMjagh1i3vdavr0EhoILaG5326Q4/ePNGST8qr/GPRPFPxl8AeBtftdC8SeOfDfh/W7pUe303VNXt7a5mV2KoUjdwzAsCBgckEUAdjRRXyR+2d+1db+DPhbJP8K/iJoM3i2w8R2Gn6lBpl1Z6hcWsUkzRyxywtv8s5BXJUEEEZBoA+t6K5Txz8WvA/wwazHjLxn4f8JG83G2GuapBZeftxu2ea67sblzjpketdLaXcGoWsN1azR3NtMiyRTQsGSRCMhlI4IIIIIoAmor4z/at/aO/aH/Z70vWPiDb+DvAI+GGk6jFaPY39/cy61dwtOIxcKyFYYhJldq4d03ZZWwQND4rftNfFjVviB8HPC3wh0vwfbXXj/wAOTa+f+E6juytsEjSUJutnBB2sR91skdQKAPryiuN+Ev8AwsH/AIQq2/4Wf/wjX/CXeZJ5/wDwiX2j7B5e4+Xt+0fvN23Gc8Z6V5f4o/aTHgb9pS08Hax4q+HreDr608p42161stb0fUMK0aXME1yDNFMrDZ5Ue8FhuG35mAPoKikJ2gk9K+O/AH7RXx5/aT17VvEHwg0H4e6d8K9N1Z9KivvGU96b/VPKfE08At/ljUqQFV1yD3PIUA+xaK+W/wBuP9rfWv2c9A0/TfAul6f4g8e3tvc6qbPUld7az0y1iaS4uZhG6MM7QifMAzE9SMH2X9n/AOIGo/Fb4IeBfGOrQ2tvqeu6Pbahcw2SssKSSRhmCBmZguTxlifegDv6K4TXPj38MvDHiZ/Dms/EXwnpPiFJEibSb7XLWG7V3AKKYmkD5YMpAxzuGOtbHiT4keEfBt29rr/inRdDuks5NQaHUtQht3FqhAecq7A+WpIBfoCRk0AdHRXO+H/iP4S8WeF5/EuieKNF1nw5AJGl1jT9QhntIxGMyFpkYoNo5OTx3o8E/Ebwn8S9Pnv/AAh4o0XxVYwS+RLdaJqEN5FHJgNsZomYBsEHB5wRQB0VFUPEF5fafoOo3Wmad/a+pQW0ktrp/nrB9plVSUi8xuE3MAu48DOTXxpeftXfHT4P/tF/DfwP8W/CvgabQfiBcPbacfB1zdPeWD+Yir57TELJs8xQ21FDZLK3y7SAfbVFfC3j39s74y6xqHxY8TfCvwn4P1D4Z/DC8aw1d/EEtyNT1OSDLXZtPKYRoEXp5gPADDcTsHQa/wDto+M/ip4i+GnhD4EaH4en8U+KvDa+Lb668aST/YdMsiCoiYW5DtKZQV3DgYHBDZQA+yaK+Crz/go94h0n9mvXvEeo+ENMtPihonioeCb+xkuWXSbe+KsRduxO4W/yP8u7OVxvwd1enfs9/tDfFTWP2ifFPwd+LGk+D5Na03Q4deg1fwLJctZpG7onkzCclxIfMDD7vCnghg1AH1PRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH4g/taa9aeLPGnx2sdak0bwN4tsdYuBp/gu2+HEN5qer2ykStftq7oZYA0YMzMJNuxSVG04P6safcS3X7G9tPPI800ngJXeSRizMx04Ekk9ST3r2aigD5v/wCCc/8AyZT8K/8AsHy/+lM1fm/8W/B+mRfHn44aV8Z/iXB8NdV1rW559OXVfhmniGfVbBy6QS2V4VMsACKqDy2QAgYbcrBf2wooA/NL/hT+ha/+13+y54O8aadL4u06y+GzGS18VaeI5ZXjjmKfabZmdQ6nGY2ZwCuCTjNeXeGfgT8PZP2f/wBtPVn8HaRLqegeItRs9HupLZWk02GFi0SW5P8AqQCxzsxuGAcgAD9fqKAPyk+MWt+BtO+MX7I2sfFTTG8QeDrf4eJdamk9jJqEagW+RNNCoYyRo2GbKtwCSDWPoVhp2p/AP9tbxj4B0ubSPg3rht18OR/Z3traeSKQieS3hYDZHuYYAA2gqmAU2r+hvjP9nX/hLv2nPAHxe/4SD7J/wimm3en/ANjfYt/2rz1dd/neYNm3f02NnHUV7NQB+YPxMufCPgz4zfs9+Mfjlo7ap8F4fhta2NjdX2lyX+mWmrPDllmiVHDs0ajAKHorAfuyV5Oz06w1T4E/tneNvAGjT6D8FdfhtR4biaze0trqSF9lxPbREAJEXyMADGQpClCq/rVRQB89/DH49eH/AAfB8Bfhfe2epy6/4t8JwXVjc28KNaxrb2aO4lYuGUkDjCkZ6kVQ/bo8JfCrxF8M9On+I3gsePNYivPsnhbQre6mtru+1KcbEt4nhkR9rYDPyVCx7iCUFer2vwZ0GH4zX3xPne8v/Es+lRaNbC6kVoNPtldndbdAoKmRmBdiWJ2qBgZB7ygD8mvjd4DvP2VZPDtl4t+IPiL4cp4h8OXmpah4g+H/AJ9ol3rsCLHYaSrxIzLZwQny44yVBBZ2Kk5H3gsnxF8VfsUu9xDd2/xRv/BDFogghuRqL2Z42/wSFz04wx7V7rRQB+H/AIg1b4H3v7Jfw28PeGPB8yfGLw7rFl/wkt/HoM0Nzpzm5ZJvtt0UCsruQiIzNg7V2qRgeoftiaEmm/tseOdQ+KXjm1+HPhjVNKtI/Deta58PYvFVndwxxxiW3gEiP5MiSO7FkAOWOSMru/XCigD59/YM8G2/gP8AZb8IaTY63q3iHS1NzNYahrOltps0ts9xI0bLbtI7JGykOmWyUdThc7R8jeINe1LwzoP7eGo6X4VtvGNzB4isWbTL21N1AIwSXmkiB+dIlzIQcr8mWBUNX6d0UAfkN+xXPo8v7cvw5vvDHjKx8Zabe+H9RhutQ0XwJD4Us0nWAySWvlwoi3Lx7omZyvG6Pnpj6C/4Knf2GNZ/Z7PibSrjXPDq+Li2oadawNPJcW4WMyIsa/M+Vz8o5PSvvevGfj5+zr/wvDxl8Kte/wCEg/sX/hBdfXXPs/2Lz/tu3b+63eYvl/d+9huvSgD4a+G9rp3xQ+P3x68Wfsw6U2leB2+HU2kw3Gk6e+nWV1rTRq0S28DJGFkAGPuqQ25uj5byXUrr4MeKv2T/AAT8KPh/4ImX9p9L61tpba20CaHWbO/inZ7qWe7MQPlqFkO3edgKZVBGSn7S0UAfl98WvEXwp8Ef8FFvE2qfHbSLXW/D9r4LsY2u73RpNTsra7YRKJJYVR8BssqsUOGcdCc15nD4F161/wCCc/iLxFZ6Fq9t4Kj+JKeKNE06aNnmg0UMFEoUnhOc7skHBboS1fpPoX7Ov9i/tVeJfjP/AMJB539s6BDof9ifYtvk+W8beb5/mHdnZ93YOvWvZqAPz70b4+eEv2h/+CiXwd8Q+BpNR1Lw3b+G9WtI9ZudNntLa6mEbtIkJmVWcx7lDYGAWHJzXhkPia78MfsHa7PHoWnajp0vxbvIdQ1fVtGXV7bQoGYKb1rVgUkKkhQHVlJcDG4rX670UAflL+wd4Z0DxZ+0H8YtEsdT0/4i+Eda8FxtDdL4Ng8Pabqm2dUDJp4VY9qSCRN5UZdH9yea+Cur+ALb/gmz8YfCdrpdpp/xb0PTLqLxMG0doL1IzfkRJNcGMb8YwELkrtIwMV+v9FAH5g/Ey58I+DPjN+z34x+OWjtqnwXh+G1rY2N1faXJf6Zaas8OWWaJUcOzRqMAoeisB+7JXk7PTrDVPgT+2d428AaNPoPwV1+G1HhuJrN7S2upIX2XE9tEQAkRfIwAMZCkKUKr+tVFAH5g+JvhV4P+FsX7C+veEfDem+Hdc1LVdPW/1LT7dYrm9E0EDS+fIPmlyXb75OAxAwCRXqH/AAU/8UJolz8KLLV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/> | Indicateur=INDICATEUR 14 | Libellé= Taux de participation de la population âgée de 25 à 64 ans à l’éducation formelle ou la formation informelle liée à l’emploi | Libellé= Le Québec est bon dernier au Canada pour la participation à l’éducation et à la formation liée à l’emploi | Faits saillants=

Au Québec, une personne sur trois se forme de manière formelle ou non formelle en lien avec l’emploi. Trois fois plus de personnes se forme de manière non formelle (23 %), que de manière formelle (7 %).
Le Québec a le plus bas taux de participation à l’éducation et à la formation liées à l’emploi parmi les provinces canadiennes. Le taux canadien est 8 points de pourcentage plus élevé que celui du Québec, tandis que le taux le plus élevé parmi les provinces canadiennes est 15 points de pourcentage plus élevé que celui du Québec.
Entre 2002 et 2008, le taux de participation à des activités d’éducation formelle ou de formation non formelle liée à l’emploi stagne, n’ayant augmenté que de 1 point de pourcentage, passant de 27 % à 28 %, soit une hausse de 4 %.

| Défis=

Rendre les mesures de formation accessibles à l’ensemble des travailleuses et des travailleurs en tenant compte de leurs besoins en tant qu’individus et personnes en emploi (Recommandation # 12 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).

| Source des données=Données 2002 (Enquête sur l'éducation et sur la formation des adultes) et données 2008 (Enquête sur l'accès et le soutien à l'éducation et à la formation). Citées dans Knighton, Tamara, Hujaleh, Filsan, Iacampo, Joe et Werkneh, Gugsa. (2009 ). L'apprentissage à vie chez les Canadiens de 18 à 64 ans : premiers résultats de l'Enquête sur l'accès et le soutien à l'éducation et à la formation de 2008 . Tableau A.1.4. Ottawa : Statistique Canada. [[http://www.statcan.gc.ca/pub/81-595-m/81-595-m2009079-fra.pdf"> http://www.statcan.gc.ca/pub/81-595-m/81-595-m2009079-fra.pdf </a> | Note= Données provenant de l’Enquête sur l’accès et le soutien à l’éducation et à la formation (EASEF), 2008., Consultez le site Web de l’EASEF pour prendre connaissance de sa méthodologie: [[http://www23.statcan.gc.ca/imdb/p2SV_f.pl?Function=getSurvey&SDDS=5151#a2"> http://www23.statcan.gc.ca/imdb/p2SV_f.pl?Function=getSurvey&SDDS=5151#a2 </a> }}

{{ Indicateur | Indicateur=INDICATEUR 15 | Libellé= Mentions des obstacles à la formation structurée perçus par la population de 16 à 65 ans en discontinuité de scolarisation n’ayant pu participer à au moins une formation structurée | Libellé= Le manque de temps est le principal obstacle à la participation à l’éducation et à la formation des adultes | Image= <img style="height:6.398cm;width:10.5989cm;" alt="" 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z51+yT488M3fxs+N1vB4i0ma41jxCJtMijvome+jVZWZ4QGzIoHJK5AFVPHXxU8FH9uLwFqw8YaCdLsdAvLW6vv7Tg8i3mJmAjkfdtV8kfKSDzQB6B48/awl8F/ELU9Ii8EXep+FdEvrLTda8TC/iiFncXIUoFgYbpVAdMsGGCT7FvRbf4p/2x8WrjwXoumf2nDpdsJ9c1b7Rsj0+RxmCALtPmSOMsRlQqgEkk4rwr9pL4Q6Fc/ETTrrw5daxdeP/ABZdQSw+HYr/AGaPK9soxqV7CFJZIF2n7w3MFUA7mz534T+IHiT4QfER/DWj+NLH7JYeMbbQ7rwld2kMmpa59oCm41SWckzFmdy3HygKi5wMEA+9qKKKACiiigAooooAKKKKACivGviJ+0xD8OfEOp6ZcfDT4i6zb2Ch5NW0bQRPYsuwOWWUyKCFBwTgYKn0rHb9s/wc/gPwz4ms9A8VaqfELXRsdG07TknvzFbMVmmZFk2iNSOu8nnpw2AD32ivN774+eGLfwT4W8S2S3usR+KJIYdH02whU3l28nULG7KBsGWckgKFOT0z6P8AhigBaKKKACiiigAooooAKKKKACiiigAooooA+Kf21v8Akqmlf9gWL/0fPXz/AF9Aftrf8lU0r/sCxf8Ao+evn+gAooooA/Sv4Tf8kr8G/wDYFsv/AEQldXXKfCb/AJJX4N/7Atl/6ISuroAKKKKACiiigAooooA+Kf21v+SqaV/2BYv/AEfPXz/X0B+2t/yVTSv+wLF/6Pnr5/oAKKKKAP1WooooAKKKKACiiigAooooA/P/APak/wCS7eJv+3X/ANJYq8pr1b9qT/ku3ib/ALdf/SWKvKaACiiigD9VqKKKACiiigAooooAKKKKAPzU+LP/ACVTxl/2Gr3/ANHvXKV1fxZ/5Kp4y/7DV7/6PeuUoAK6v4Tf8lU8G/8AYasv/R6VyldX8Jv+SqeDf+w1Zf8Ao9KAP0rooooAKKKKACiiigAooooA8p/4ak+GH/Qzf+SF1/8AGqP+GpPhh/0M3/khdf8Axqvz/ooA/QD/AIak+GH/AEM3/khdf/Gq1vC3x78CeNNetdG0bXftmpXO7yoPsc8e7apdvmaMAYVSeT2r86a9W/Zb/wCS7eGf+3r/ANJZaAP0AooooAKKKKACiiigAqlrGi6f4i0y403VbC21PTrhdk1peQrLFKvXDIwII+oq7VTVtUtdD0q91K+l8iys4XuJ5dpbZGilmOACTgA8AZoA5rQfg34A8K6rBqmi+BvDekanBnyryw0i3gmjyCp2uqAjIJHB6E1Tm+AfwxuriSeb4c+EpZ5GLvI+h2pZmJySSY+ST3rF/wCGpPhh/wBDN/5IXX/xqj/hqT4Yf9DN/wCSF1/8aoA9Gj8PaVDrUmsx6ZZx6vJAtq+oLboLhoQdwjMmNxQHkLnGapS+A/DU/iiLxLJ4d0mTxHEuyPWGsYjeIu0rgTbd4G0kdehIrhv+GpPhh/0M3/khdf8Axqug8E/Gbwd8RNVl03w9rH9oXsUJuHi+yzRYjDKpOXQDqy8ZzzQB21FFFABRRRQAUUUUAFFFFAHzv+2t44vtO+Hum+A9AkI8UePL1NEtVRgGSFmUTuf9nawQnt5me1V/i98CbHwn8PfC2r6J47f4cDwHpE9idWNgl6ktpJEqyoYnYAyOygggk7mIAJII9j1j4UeFfEHj/R/Guo6ULvxLo8LQWN5JPLtgVt2cRbvLz87fMVz054GL3i7wLofjyHT4desv7Rt7G7jvobd5pFiMyHKM6KwWQA87XDLkA4yBQB8M+FW8dfC/UfDTaFo2krrtv4XutS0mz8ZmUJo+jw43Kqwlf9MuWJkkJPyjanABx9wfDTxkPiH8PfDfidbY2f8Aa+nw3pty27yy6Biue+CetYvxT+AvgL41fYD4z8PRay9hu+zSefLBIgbGRuidSVOBwSR7V2+n2FtpVjb2Vlbx2lnbxrDDBCgRI0UYVVUcAAAAAUAWKKKKACiiigAooooAKKKKACiiigAooooA+Kf21v8Akqmlf9gWL/0fPXz/AF9Aftrf8lU0r/sCxf8Ao+evn+gAooooA/Sv4Tf8kr8G/wDYFsv/AEQldXXKfCb/AJJX4N/7Atl/6ISuroAKKKKACiiigAooooA+Kf21v+SqaV/2BYv/AEfPXz/X0B+2t/yVTSv+wLF/6Pnr5/oAKKKKAP1WooooAKKKKACiiigAooooA/P/APak/wCS7eJv+3X/ANJYq8pr1b9qT/ku3ib/ALdf/SWKvKaACiiigD9VqKKKACiiigAooooAKKKKAPzU+LP/ACVTxl/2Gr3/ANHvXKV1fxZ/5Kp4y/7DV7/6PeuUoAK6v4Tf8lU8G/8AYasv/R6VyldX8Jv+SqeDf+w1Zf8Ao9KAP0rooooAKKKKACiiigAooooA/KmiiigAr1b9lv8A5Lt4Z/7ev/SWWvKa9W/Zb/5Lt4Z/7ev/AElloA/QCiiigAooooAKKKKACuU+LP8AySvxl/2Bb3/0Q9dXXKfFn/klfjL/ALAt7/6IegD81KKKKACvoD9in/kqmq/9gWX/ANHwV8/19AfsU/8AJVNV/wCwLL/6PgoA+1qKKKACiiigAooooAKhu7uDT7Wa6upo7a2hRpJZpmCpGgGSzE8AAAkk1NXKfFn/AJJX4y/7At7/AOiHoAP+Fs+B/wDocvD/AP4NIP8A4uj/AIWz4H/6HLw//wCDSD/4uvzUooA/Sv8A4Wz4H/6HLw//AODSD/4utXQvFmh+KPP/ALG1nT9X8jb5v2G6jn8vdnbu2k4zg4z1wa/L+vqv9hf/AJnb/tx/9uKAPquiiigAooooAKKKKACiiigCtNqEVvIUZJyR/ct5HH5hSKj/ALWg/wCed1/4CS//ABNXaKAKX9rQf887r/wEl/8AiaP7Wg/553X/AICS/wDxNXaKAPlL9qD4X+KviJ4+0/UvD2h3WoWUWmR27y4EWJBLKxGHIPRl5xjmvH/+GcfiR/0Kt1/39i/+Lr9DaKAPzy/4Zx+JH/Qq3X/f2L/4uj/hnH4kf9Crdf8Af2L/AOLr9DaKAOS+HrPofgHwzpt9b3UF7Z6ZbW88X2aRtkiRKrDIUg4IPIOK6D+1oP8Anndf+Akv/wATV2igCl/a0H/PO6/8BJf/AImj+1oP+ed1/wCAkv8A8TV2igCl/a0H/PO6/wDASX/4mj+1oP8Anndf+Akv/wATV2igCl/a0H/PO6/8BJf/AImj+1oP+ed1/wCAkv8A8TV2igD5S/ag+F/ir4iePtP1Lw9od1qFlFpkdu8uBFiQSysRhyD0ZecY5rx//hnH4kf9Crdf9/Yv/i6/Q2igD88v+GcfiR/0Kt1/39i/+Lo/4Zx+JH/Qq3X/AH9i/wDi6/Q2igCl/a0H/PO6/wDASX/4mj+1oP8Anndf+Akv/wATV2igCl/a0H/PO6/8BJf/AImj+1oP+ed1/wCAkv8A8TV2igCl/a0H/PO6/wDASX/4mj+1oP8Anndf+Akv/wATV2igCl/a0H/PO6/8BJf/AImj+1oP+ed1/wCAkv8A8TV2igD4y+Pfwb8aeNPixrus6N4furzTbnyPKnyse7bBGjfKxBGGUjkdq8//AOGcfiR/0Kt1/wB/Yv8A4uv0NooA/PL/AIZx+JH/AEKt1/39i/8Ai6P+GcfiR/0Kt1/39i/+Lr9DaKAKX9rQf887r/wEl/8AiaP7Wg/553X/AICS/wDxNXaKAKX9rQf887r/AMBJf/iaP7Wg/wCed1/4CS//ABNXaKAKX9rQf887r/wEl/8AiaP7Wg/553X/AICS/wDxNXaKAKX9rQf887r/AMBJf/iaP7Wg/wCed1/4CS//ABNXaKAPhL4hfAbx9rnj7xNqVj4aup7K81O5uIJd8a743lZlOCwIyCOCM1z/APwzj8SP+hVuv+/sX/xdfobRQB+eX/DOPxI/6FW6/wC/sX/xddB8PfgN4+0Px94Z1K+8NXUFlZ6nbXE8u+NtkaSqzHAYk4APAGa+7aKAKX9rQf8APO6/8BJf/iaP7Wg/553X/gJL/wDE1dooApf2tB/zzuv/AAEl/wDiaP7Wg/553X/gJL/8TV2igCl/a0H/ADzuv/ASX/4mj+1oP+ed1/4CS/8AxNXaKAKX9rQf887r/wABJf8A4mj+1oP+ed1/4CS//E1dooA/PL/hnH4kf9Crdf8Af2L/AOLo/wCGcfiR/wBCrdf9/Yv/AIuv0NooA/PL/hnH4kf9Crdf9/Yv/i69A+Anwb8aeC/ixoWs6z4furPTbbz/ADZ8rJt3QSIvyqSTlmA4Hevs2igCl/a0H/PO6/8AASX/AOJo/taD/nndf+Akv/xNXaKAKX9rQf8APO6/8BJf/iaP7Wg/553X/gJL/wDE1dooApf2tB/zzuv/AAEl/wDiaP7Wg/553X/gJL/8TV2igCl/a0H/ADzuv/ASX/4muf8AiEz654B8TabY291Pe3mmXNvBF9mkXfI8TKoyVAGSRyTiutooA/PL/hnH4kf9Crdf9/Yv/i6P+GcfiR/0Kt1/39i/+Lr9DaKAPzy/4Zx+JH/Qq3X/AH9i/wDi69g/Zf8Ahf4q+Hfj7UNS8Q6HdafZS6ZJbpLgS5kMsTAYQk9FbnGOK+raKAKX9rQf887r/wABJf8A4mj+1oP+ed1/4CS//E1dooApf2tB/wA87r/wEl/+Jo/taD/nndf+Akv/AMTV2igCl/a0H/PO6/8AASX/AOJo/taD/nndf+Akv/xNXaKAKX9rQf8APO6/8BJf/ia5/wCITPrngHxNptjb3U97eaZc28EX2aRd8jxMqjJUAZJHJOK62igD88v+GcfiR/0Kt1/39i/+Lo/4Zx+JH/Qq3X/f2L/4uv0NooA/PL/hnH4kf9Crdf8Af2L/AOLr6A/ZR8B+Ifhr/wAJT/wkmkXWnfbfsv2f5PN37PO3fc3YxvXr619G0UAUv7Wg/wCed1/4CS//ABNH9rQf887r/wABJf8A4mrtFAFL+1oP+ed1/wCAkv8A8TUkOoRXEgRUnBP9+3kQfmVAqzRQAUUUUAFFFFABSE4BNLSNypHtQB5P8Nf2mPCHxM+GfiDxxbLqGi6ToLTf2jDrEKQzwLHEJvMIV2Uo8TI6kNyGHQ5A0/B/x68K+JvhPB8Q9Tuf+EI8PNJLDO3iqeCya0kjuGt2SZvMaNT5iFRhznI7nFfP3hX9m3x1py/D7R309bXw1rWm2dr47t3vYmEDafO1xbhUViJftAf7PJtJHlqueBg9VceBfiV4V+E/hmw0bSb1NQtfFmrX+of2GdLm1e3tJ7m+eGWya/JtFdvOhD7zuEUkijDcUAe36l8YPAej+HbLxBqHjbw7Y6DfQG6tdUudWgjtZ4QVUyRylwrJmRBuBIy6+op+tfFrwP4b8K6f4n1bxn4f0vw1qBQWes3uqQQ2dyXUsgjmZwj7lBI2k5AJFeB/BH4G+K9CvPhRc+K9DEs/h678U3dxNezWc8trJeXpe1kHkhU3vEzcwooXcwwgOKb4W+G/jn4X6h4E8QJ4Ju/FEGjN4nsZNA0y9sY57Vb3UhcWl1F580cRXyYvLYCQOomACn5gAD6Ts/F2h6hcWkFrrWn3M12Z1t44bqN2mMLbJwgB+by2+VsfdPBxWZrvxU8FeF/Do8Qaz4v0HSNBNw1oNUvtTghtfPVmRovNZgu8MjqVzkFGHUGvmP4L6D4l8P8Agf4Y+KtC8ENrceg6l4q0688O+H7y1ie1WfUJthga5e3ieKN4AnVG2upCcFQyP4KfE7S9G+HfiA2uv6Zq+iXfiNr3SPBl7pFxewvf37TRTQvqSG2kQRhlJ/dygSjAHzpQB9d6XrWn65o9rq2nX9tqGl3UK3NvfWsyyQTRMu5ZEdSVZSCCGBwQc15ro37SngrxR46i0Xw/4h0HX9FXRr3Vr3xBpuswXFvZG2kt1aKQoSq/LcByzONoXpzkc7p/wb1Kb9lPxT4F0eTXdH1vXLDVhF/wlU1iLuC6u3mc+YbAG3RC8hIEIIVW6ZGK8n+KPwb+IHxu1CHUbT4dz/DtLLwxHpTJNqGmveXbQ6jY3f2RBE08PkmOGdIjLuQsziSKNSN4B9YeCviJ4V+JWly6l4R8TaP4q06GY28l5ot/FeQpIAGKF42YBgGU4Jzhh610NeI/ALwXq9h4s8U+KfEMHj+HWtStbOxkk8bPoAE0cLTMhiXSPlyplYFpfmwVA4HHt1ABRRUV1ALq3lhYkLIhQkdeRigDxi6/ap0a10+58QDwh4qn+H1tcGCbxzHb2v8AZiKr+W8/lm4F00CvkGZbcphS4JjG+t2L9oTwnY/ELXvCfiHWtF8M3dnfW1hpv9p6tDDJq0k1vFNiGN9pZgZkXapYnK9MgV5La+EfiXafs7yfApPAUxvBoj+F08aHULIaKbUxGEXZQTfaw/lHPlfZ/wDW/Lv2fvapfED4R+LhqHxn0DTfhuNfsvH2mWmi2HicX1kBaqlhHb+ZeLK6y+TE7NIvliVyyyYjXKs4B7K/x0trX4keI/ClzpJT+yr3SbGK7W/t4zcSXySMp2TPGPk8v7qNJI+flQkYrcuPjb8O7PxmPCE/j3wxB4saZbcaDJrNst+ZWAKx+QX37iCCBjJyK8M8UfA/xpdfFm71W301r7TT4l8JXy3zXMKmWCyimW6lKlwwKl14xls/KDXCfCPVNZj8feHtV1cXD+DJPFviFvC2qW2l28dnc6jez3YVZrg6g91LFgzqB9iiG7aSxRFZgD6k1D4/fDjT9O8U3f8AwnPhy6HheNn1mG21e2eSxIYrsmHmfu2LgoA+3Lcdag8FfHrwn8RdN8G6j4bvrfV7HxQkjW81tqFmxtnjhEskUqefuaRQdrJEJCh+9tX5q8C+Fvwp+K9/42tNR8WaZqljFD4G1Lw/LHfyaLFp9teSvaFIrCKwXzRZ/u5NhuGaQKoBCk5d3iv4K/EH4p/Cv4V6Cvh+78G6po/hrVdB1CTUL20f7JNJpP2WKUGCaXfG8nAK5cLyyrQB9I+HPjF4B8YW+sz6D448N63BoqeZqkmm6tb3C2C4Y7pyjnyhhH5bH3G9DU/h/wCKvgrxbdaxbaH4w0HWbnRudTh0/U4J3sfvf64IxMf3W+9j7p9K8D17wD4x+KNrJep8NZ/h9NpPgLVvDcOn3l7YO97PdxQCK3tzbTOgt42tz80piOWTCAbsbetfBJheaNbS+C31DwpB8OL3w1qGk6NPb2skzvJaFLSLMsSqSqT7W3qinPzLnkA9o8E/Ebwn8S9Pnv8Awh4o0XxVYwS+RLdaJqEN5FHJgNsZomYBsEHB5wRXRV5X+z/D47tdD1eDxmusLaQ3ax6N/wAJM2ntq/2YQx7vtLaext2/e+ZsK/NtxvyeT6pQAUUUUAFeQeOP2krDwL4i8TWM/g3xRqWk+F4YLnXPEGnJZPZ6fDJH5hkaNrlbiRUjBdvKhcgKcAnivX6+f9a/Z51L4g/FL4kz69r2u6V4I15NOgk0fTZbJbbWYY4Ns0czmF7mNSfkPlyRblJ65zQB6vcfFTwVZ+JtL8OXHi/QrfxFqkK3Fho82pQpeXcbAlXihLb3UhWwVB+6fQ0/Tvif4N1jxhe+ErDxbod74qsVL3Wh2+pQyX1uo25MkAbeoG5eSB94etfOHxU+G3xU8TfExraw0nUY/DNv4u0PVrT+yW0a30mWxtpLMyy3JlU37XiiKVcRlIzHHGoJwUbvfhX4d8XeF/i3qtrpWh+JPD/w4uJNQvbqz8S3GmT232yWdZBLpzW00lyqyu1xK6XJ2jeuwR420Aew3ni7QtPh1eW61rTraLRwG1J5rqNFsgUDgzEn93lCG+bHBB6Vk658XfAvhnW7bRtY8aeHdJ1i6uFtYNPvtVghuJZmCFY0jZwzORJGQoGSHX1FeD/G7wL8Qpj8aND8N+B5/EsPjyyt2stVj1O0tra0ZLQW8sU4lkEu/wDdBk2RujGRQzxgMw0fiF8Edb17Sf2hpbPw9b3Gr+LLO0t9HnLwLLdeTZRqq7ywKBJg5G8qAcsOuaAPbPEXxT8F+EfEWmeH9d8X6DouvaoVWw0vUdTggurss+xRFE7Bny3yjaDk8da6ivkP4ofA7xhqHjz4lRzJ8QNX8L+OfswlTwXL4c8tLdLSO3aGc6oonRlZZHUwOVAkyAj7s/W1pB9ltYYd8knloqb5TlzgYyT3NAE1FFFABXnGhftCeBdU8A6f4w1PX7Hwno999oMTeJLyCybbDOYJGO6TbgPtGQx++mcE4r0evmP4Q/A/xDoU3wXk8QeHoA/hePxDJdNNLBMbKa5uA1u6YY/M0Zf5kzgEg4zigD2/XPi94E8M+FtO8Tax418O6T4b1LZ9i1i+1WCGzutylk8qZnCPlQWG0nIBNS3XxT8F2PijTPDVz4v0G38R6pEs9ho8upwLd3cbBirxQlt7qQrYKgg7T6V89+E/hj41+F+teBPEv/CDXHimLRx4m059D0y8skurJL3UxcW1zD588cBQwxBGUSB1EqgA4YDH8a/DH4s+IPGFjZW3hm40Xw9a+JvD+q29h4dl0WLQ47O2ayMxmeSMX8l1H5UqDyxHGYoogO6MAfTJ+LHggeKrTwwfGXh8eJLsyLb6P/akH2yYxs6yBId+9irRyA4HBRgehqa1+JnhC+8aXPg+28V6JceLbWPzZ9Bi1GFr+JMK25oA3mKMMpyR0YetfK/h3wlr3jq28YeFtK8CiC3vPihLrMvjWK5tBBALTVEmdpkZhcG422/lIEjkXDpmRBuVdO1+Gfxb174zeF7zV7HVNP0jR/Ees3ckls+jQ6LDbXFtfR289okS/b3lYzQtN57j947sFYYKAH0VZ/F7wXq7+I4NG8U6Jr2o+HY5JNU0/TdVtpJ7Mpu3LMPMAhOUYfvCoBByRg45v4d/tM+APid40vvCWka9p58R2dnb3kmnf2nZzyMJUZ2RPImk3tEABIVyq7lwxBBrgPhj4J8V6f8AAcfD3UPhqui6v4f8IXPh+HWmvbOSHUJ2iEebMpI0ojmaMSubgQsD5eVc7imDoPwd8fQ+G/GPhA6Lc6U/ij4d6Xotv4ijvbc2+n39vZTwSRTBZfOzvkTDxRyKRn5uKAPcfhj8ZtC+K2r+KLbQ9V0DUrfRrpbdW0nXrbUJ2Ug/vJo4CwgDMrhFZizBCSEI21Q+NH7QnhL4NaJrBvdb0WfxVaabLqdp4XuNWhtr6+RFZv3cZy5B2P8AMEb7rehrz74C/DbXtP8AHml6v4ksfiJZ3Oh6FJo9m3iOTw0NNWF3gLQxDS1WZwDChTzVCgBuFY4rnPjJ8MPHWpWXxw8Mad8P/wDhMI/Hk0N/puuy6hZRWtoI7OCIQTLK4mWSKW2aSLZG6FpUJki+dlAPonXvit4L8Ka/pWg674u0HRNe1XYLDS9R1OCC6uy7bFEUTsGky3yjaDk8da6qvkP4nfA3xhfeOviTHMnj/VvC3jn7MJY/Bcvhzykt0tI7doJ/7UUToyssjqYHKgSZAR92fra0g+y2sMO+STy0VN8py5wMZJ7mgCavL5vjxb3HiK+sND8HeKPFWlabe/2dqXiDRoLZ7KzuAwWWPbJOk85iJG828UoU7lyXR1X1CvBPh1D49+Dbav4Oh+H+oeK9On1++1HTfEtrqllFaC3vbuS5YXYlmW4R4mmkU+VDKGVFI5YqoB6nJ8U/BcPjePwZJ4v0GPxhIu5PD7anANQYbDJkW+7zCNgLfd6AnpWifGGgrbNcHW9OFut6NNMv2uPYLoyCMW+c483zCE2fe3HGM182L8K/GT6PqPw6k8FSus/jr/hKF8fPd2Rs2h/tNL9ZSglF19qSMfZgvklcxr+82dH6t4E+IcV3ceErTwNPd6YfiNb+Km8S/wBp2iWjWB1CG6YJGZPPMyZZWRo1XEbMrsdqMAe6XHxq+Htre6nZz+O/DMN5pdvLd39vJrFuslpDFKYpZZVL5jRJAUZmwFYFTg8Vt+FfGOgeO9Dh1rw1rem+IdHmLLFqGlXcd1byFSVYLJGSpwQQcHgg14Do/wAGbvR/hB8Q9N1fwfq93qWr+ONR8Q20Pha6sYdRdm1HzrK9SSeZIS8YSFwszHiMKyN9w9TH4O+IXxG/Zn8V+FvE17LpnizWbHUtPsrrUPs63UcMnmJbNd/ZN0Am2FPMMHycnaB0oA7G1+PHw41PRPEWraZ488NavYeHojNqs2n6xbTLYr82POZXxHnYwG8jJU+leIWP7dmlX3gbwDq4bwHb6v4zvzBZ2Fx47iW3soBbmZmu7j7MTHMp2xGFI3AkkRfM+bNdJ4e8KeJ/G3jDQdeuvh1P8OIfDvhO+0P7JeXdjK93JcfZtkFv9lmkUW8RticyeWcsmEA3YsaB8LPFFp4V/Z1sZbA2114Utlj1kieMmyb+xp7bOQ/z4mdV+Qt1z05oA9W0X4qeC/EXirUPC+leL9B1PxNpyu17otlqcE15ahGCuZIVYugVmUHcBgkDvXDeMP2vvg74LWxN38RvC9091e2tmY7TXLN2gFxgpNKDKNsQUhy/93kAivJPgb8C/FvhXVPh/onitPiFcr4NeaW3vzN4b/sF7gwTRPKjQompNHKJXO2QbizgyFsbq1/Dfwf8V+Bf2T/hR4fs/CBufEnhfU9K1TUfD+n3FpHLK0V0JbnZI0iwNIdzPkyAMc/Nk0Ae9f8AC2vA3/CU6f4Z/wCEz8P/APCSahCtxZ6P/akH2y5iZS6yRw797qVUsCAQQCe1dZXgNpofjHTfjwuqeFvDnijw/oetXsd14nOsXOlTaNdgWfl+dCsc8l5HdApbRfKFhIiYlTkOffqACvOfif8AHXw/8JfFHgvRNbtdSd/FN21nb3lpCj29oweKMNcMXDIjSTxICqty4zgc16NXinx6+DN58YPFGgWjRyRaIdE1rT7vUYZlSSzmuEt/s8iAndvDxllKg7SgJxxQB1HiD44aD4d+MHhv4cS21/da5rcLzLPbJG1taARzSIJyXDKZFtp9m1Wz5TZxxnetfiZ4QvfGdz4Qt/FeiT+LbWPzZ9Bi1GFr+JMK254A29RhlOSOjD1rwL4bfCX4h3XiD4f+OPG2kww+MbjxBcX/AIijgu4pUsLaPSriyto0YN86lism1M7WuZMj7xrO0f4d/FjU/jp4P1PW9L1K30TQ/E+r30wgfRodES1nt71IJbRIl+3PI/mwmbz2H7x3YKwwUAPofQPi54F8V+IW0HRPGnh7WNdW3F22mafqsE9yISFIlMSOW2EOp3Yx8w9RT9J+K3gnxBr15oel+MNA1LW7K5NldabaanBLcwXAEjGJ41Ysr4hlO0jOI34+U48Q+H/wM17wz4S+BFjFocOj3vh251CXWXtXgVrU3FjdI0mVbEheaSItt3EnDHoSOO8E6F4k8K+Kf2a/CfiTwF/YV34VmvdJfxDNeWkyajINKug8lqIWaTypTF5zmZYW3GMbHO4oAfWVr4v0K+h0ma21rTriLVmZdOkiu42W9IRnIhIP7whUdjtzwpPQGs7Rvin4L8R+LNQ8L6T4v0HVPE2nh2vNFs9TgmvLYKwVjJCrF0wzKDuAwWA718+fD/wD8RbW8+EHhm+8E3Gk6Z4GvL9L7xHJqdo8N0rWd3BBNaxRytKUbzELeYsToXUBGG5kz/gT8DfFvhPWPh5o3ixPiFcp4Mlmlt9QM3hv+wWnME0Tyo0KJqTRyiVztkXcWcGQtjdQB9HePPit4S+Gy2sXiLxLoui398rjTrHVNShtZb6Rcfu4VdgXbLKMKCcsOORWB4X/AGhPBeqeHfAl1rviPQfCuveLtNs9QsNA1HV4EupTcKpWOJXKtL8zbAVX5iOmeK4v4neEfFdp8VPFeq2HgU+P9I8WeFLfw9GrXtpDDp0sctyZFuhOwb7NKtzGWMKzN+5YGI/LnxDRf2a/H/h/wzqXh7W7Xx/e6V4m0TSbG/tfBVx4aeKBYdOgtZbedtSHnKySRyurW8jJiTcu18kgH3fRUNpB9ltYYd8knloqb5TlzgYyT3NTUAFcn8VPiPY/CXwHqXirUbG+1K1sTEptNNWM3ErSSpEip5jomdzr95gMZ5rrK8s/ae8Car8TPgnr3hvRbWS91C9ls9sMNyLZyiXcLyFZCy7CEViCGB445xQBe8I/GzTNeXxRHr2k6j8P73w1HHc6na+KJbRPItZEZ0uTNBPND5R8uUZ8zKmJtwHGdBfjD4V1LQdG1vQdY03xTpGq6nFpVvfaPqlnJA0ruV4kaZVcqQcpGWkOMKjHivE9Y+Efjn4dp8RdO8E6TNrlnql3o+rWGtajeQahq+I5lS6tUm1B3Ms8CQie2e6Zo1ebbkBAKwfCPwX+I0mnSXGraXqs11cfFPTfE+7XLvTPtv8AZ8drbJJNMLIJbhw0bgpECTjI353sAfTOnfFDwbrHjC98J2Hi3Q73xVYoZLrQ7fUoZL63UbctJAG3qBuXkgfeHrVXw58YvAPjC31mfQfHHhvW4NFTzNUk03Vre4WwXDHdOUc+UMI/LY+43oa8F1L4VePdc/4WP4M8LWPiLwb4L8Q6ZrSkeKLnTZrSPULpspNp72sst0iSySXEki3HADjYqEbKl17wD4x+KNrJep8NZ/h9NpPgLVvDcOn3l7YO97PdxQCK3tzbTOgt42tz80piOWTCAbsAHuNn8a/h5qEOvTWvjzwzcxeH136xJDrFu66auSM3BD/uhlWHz46H0rc8KeMNB8eaHBrPhnW9N8RaPOWWLUNJu47q3kKsVYLJGSpwQQcHgg186fEL4F3T3HhD7N4K1W70jSfBy6Z9n8IXNhZ3lnfRXthPaGHz5ooj5LwSSjcTH8hBDbtrexfCGPxrdfDcReN3uINekmukhkvBai9W2Mji3a5+yk2/n+XtLeT+7z0A6AAz7v8AaG8JXHxF8O+DvD+taL4m1S/1OfTNRh03VoZZ9JeO1uJ/30SbmBJt2Ta23Bz/AHcV1OjfFPwX4j8Wah4X0nxfoOqeJtPDteaLZ6nBNeWwVgrGSFWLphmUHcBgsB3r5z+G/wAMPHcNx8DdF1P4e/2H/wAK7S6stQ8US6hZSC6L6fPbme0WJzK0csojkfzVhcM0fyPhmSD4E/A3xb4T1j4eaN4sT4hXKeDJZpbfUDN4b/sFpzBNE8qNCiak0colc7ZF3FnBkLY3UAfXdFFFABRRRQAUUUUAFFFFABRRVfULaS8sbm3huprCWWNkS6twhkhYggOodWUsOo3KwyOQRxQBYor4i8F+JvGfwy/Z58D2Xh/XvEniS98VeML3STcW8Wji806Nbm+kkFp58cFt5srQY/0lnAaRtqn5Y66/w74g+M+reNPDfgrXda8QeCrLUJtVeHVtTtNFn1u7s4YrOSJmFt51nHIs0s0e4RkNEOYw5EigH1FpWj2GhWf2TTbG30+18ySXyLWJYk3u5d22qAMs7MxPcsSeTVyvk34X/Ej4iQ33wg1LxD42m8RxeLtW1Tw9faa2mWltaotpBeNHdJ5cfmid2sgXzJ5R819saAKBD8Kfil481PTfg94ouPiGni9vGmo3GkX/AIfjsLKO0tRHa3MhljaJBOssT2yCXdIyEyPiOP5AoB9cUV4b+z54k8WnX9a8OfETVvEEvji3s4L240/UItNOl+W0ksfn6dLaRLIYGeNgEum85VVNygks3uVABRRRQAUUV4v8afEmvr8VPht4O0nxt/whNp4ki1IXFzBbWs13M8CwSRpbG4R0WTBk6pICnmfJna6AHtFFfG3/AAvD4ma5a+CfC1jN4g1W7u7/AMRW9z4i8JwaNFqGpQ6bdi2heNdQZbNfMVxJIUUkmNvLRFJK7/wm8SfGHxh8ZLbwx4y8Q6l4Qt9F8PW2q3Gmx2WlveamTqV5DE9zJGJ4o/Ot4YjLHAww/wDq3iAKsAfVVclpfwi8C6H4wufFuneCvDth4qui7T65a6VBHfSl/vl51QO27vk896+bfiR8XviJ8Kde1q28S69rGk6prOo/ZNCme20ufw3b6fJqFtAbxCsa3azW0Fyjut1II2k3ld6DC6vj7x98QfhmfiF4Y0/x5P4kvNOtNBv7DXta02ze5sJbzUGtpLedLaKCGSMpGHUbFkAd8v8AcKgH1VRXyt4x8dfET4c2PxP8PQeO7jXdU0lfDt3peuazplmZbf7deNbzRPFbxQxyRjyiRwHxIw35AYQ+O/il8Qfg7pvxR0ZPEd9451HTY9Ak0zU9Qs7CG5tDqNy9rLxGlvbsIzH5iebtGWxI5UZoA+ota1zTvDemT6lq1/a6Xp0ABlu72ZYYowSACzsQBkkDk9SKNM1zTtaN4NOv7W/NncNaXItZlk8iZQC0T7SdrgEZU8jIr49+Kd98Sm+AfxasvGWn+Jx4fWz0+bTNR8YnRRqLTNcqs8O3SpDCYlCxMrMivmRwSwAxk2PxA8ZaT8RvEng7wnb+IVTWvG/iK+urvwqNKOokW0ViFhi/tRltgCZ97cO+I/lUDcygH3LRXyz4k8TfGnSfhn4c1vxL/wAJJ4c03Sk1JvEdz4eTRJNcEET5tLuaKYT2hQ26O80dsTJ5jJ5SlcpX05pd5DqGmWl1bzNcwTwpLHMy7TIrKCGIwMEg56D6CgC1RRRQAUV8kzfFTxysfiDxZb/EMXx0T4hp4WXwbb2Fl5M1rJqUdv5UzbPtH2gRT+YjJJGNscZZH+dnyfFnirxprXwJ+NHi3W/Fn9sWun6/qeh6d4dutG0+TT4beDVVijeVXgZ5pQqlcs2zaVyhceYQD7Mor5e+JHxE8ZySfGrXtN8dP4QT4bCP7B4eWxs5bbUQtlFdiS9MsbzmOd5GgUQPCQImwWfofDfxV428afC34t+MvEfim5u4rOfxFpdh4Zk0yyWztYreWVYjL+5Mk0qhCh3P5ZTAaNmBdgD6hqlaa3p2oahf2Frf2tzfWBRbu1hmV5bcuu5BIoOULLyM4yORXxV8J9Y174f2PxN8f2uv6hrF1pPw80PWI/DIs7C3sZXOn3EkcQSC1SRI4yhCKjrwxDbsDHp/7OMvxKtfFkTato/iJ/Ces6bJqWoal4gi8OwINSZoisloNKlZnjmVpSxnDsPLi/eHLZAPojVtXsdA0y51HU72307T7WMyz3d3KsUUSDks7sQFA9SatA5GRyK+NP2lvFWveLPBP7QTz+PX8LaR4T8rRIfDjW9k1tfrNZwTeZM8iGfzJmuTHF5csYDRJ8snzK3cfE742a34M8L/ALQFyPENvplx4Xt7L+w2uEgH2d57KNowA6/vC85YKH3Zb5R0xQB9KUUyJi0SE8kgE0+gAoorxf40+JNfX4qfDbwdpPjb/hCbTxJFqQuLmC2tZruZ4FgkjS2NwjosmDJ1SQFPM+TO10APaKK+Pbn45eL9U8B6fo8XiTxJc+KrebxAf7S8J6foyT6hZabeG1XUJn1F1tEi+aMyJEod3YFPLRWBY37Sfjey8IeGru71S1XVviX4L0qfwjH9njC2+uytHDcIBt/eL/pdvcBWLYWGf+FaAPrnTdHsNHjnSwsrexSed7mVbaJYxJK53PI2AMsxJJY8k9auV8jeM/iJ8ZtU+IHjrR/Btr4r1O58HGzs7CHSY/D66fqdwbWK4aTUftssdyqStJs/0URhVVirM2QvoH7O/ibxZ4oj8b+LvGfjOc6Zp2v6zpUGhtbWdvY2NtbXbqskkwi815EVGXeZFTZjKFgZCAe80V5P+0B8Rr3wv8I4Na8L6vaWR1bUNL0+HxBtS4gs4Ly7hgN4uQUfakpZS2UztLZXIPHatqHi23+JXhn4XRfFjUNt9HqV/ceJVstLOrb7dLRo9OIMBtg5W6ecn7MG8pEAH3pCAfRNFfN3wv8AjB4o1bxN8P8AS9Y12C/s7i68TaZcaitvFCmr/wBn3CxW9xwMK5RZGYRbULCQhQgUDlvCvxS8dfFnWfhXpulfEOXSNM8Rv4suLvVtHsbG4lubey1COOz8h5YZIlxGwG/Y4ZC3BYq6gH11RXhPw+8ReMdL+NeoaD491fX47jUjfz6FZxRaa+g3dnFJGUaF44ftqTxxSRCRbhwjO0hj3qBt92oAKKKKACiiigAoor5Wj8dfESC8m8WzeO7ibS7f4j/8IunhlNMs0tJLB9Q+yfvJfKM5lXzAyukiDEahkY7mYA+qaK+SfD/xO+MvjbxxqGr6Jo/ii406x8XzaM+lp/YC6CunwXX2aZ5WkmGpCfyw84IAG7YBGyHLfW1ABRRRQAUUUUAFFFfKkPxa8Z2vw48efFV/Gf2q60u98QWVn8P5LO1FnmxNykMIby0ujcbbZZ3JlZSpkCxgbWUA+q6K+WvEXjnxt8M1nih+JM/j5NW8Bat4jju7qwsFOn3FrHC0NxbfZoUU28hnYbZvOJKR4cjfm1pt948TVv8AhG9c+Iuo6ynijwJda2bmPTLC2Ol3cTwKfsiiA/u2W5xtuPOYeWPmOTQB9AeE/HHhzx9p8194Y8QaX4jsoJ2tpbnSb2O6jjmXG6NmjYgMMjKnkZFX7zR7DULyxu7qxt7m6sZGltJ5old7d2RkZo2IyhKMykjGQxHQ18U6L4pb4K/CL9nXUtT8Q/a9Oh8L6hqbajq2jWl3Lpsceiq6RwLDDE4RCMYVhI6kq8jA8aUfxs+Jek6b8VNFOsa/Zaxo0fh250258aWmiz3tqb69eGRZI9MbyHiKRhgrFZfnbkfI1AH2hRXyj40+JHjz4Wnx74Yl8dXGszQXPhqO08Ua1p9mk2lR6nePaTyFIIY4XEXlmSPzEIDOA5dRW/8AFzxh40+GHhfQfDui+KtY8cazrHimPRptWtINIj1iwha1a5MQEohsTO3lgIZUQbJk+SRgC4B9H0V4BoXxA+JfgP4F/EvxF4r0LVrnUfDkN5e6F/wkZ04ahqFulsJV+0rprvbgrL5kYMewsiKSoYknidA8dfGfRfCfibW9Rj8VTaMPBt9qg1nxQnh3Za6lHCJIGsl02Vy8LhpCVnV8COP5zlgwB9a0V4J8K9c8baT8UPD+i+JPGlx4vtfEfhKTXZI7jTrW1jsbqKa3VlthDGr+Uy3WNszysPLX5zk597oAKKKKACiiuK+Ma+MX+HmpjwG23xJmIx7GhWYwiVTOIDOrQicxeYIzMDHvK7/lzQB2tFfJfiD40apdeC9I0XQPFXxFm8VRxavc6gqad4dTV7f7FMkUxupbgR6eIIZJVUiAM8m5GWTarll8O/EH4jfGS18OzWPjy48FQ3Xw107xTcDSdLsp5JL+bzckNcRSqIvlG5AuTtXa6fNuAPrOqQ1vTm1ltIF/anVltxdGw85fPEJYqJDHndsLAruxjIIr5c8A3muePPjn8OPG1z4r1W0uNU+GiazNodnDZfZZGaS0MkCl7dpRGzvuOJN4IADBcqaX7OvjL4q+NvEHhTxzJ4d1/wDsrxbum8Qtew+HotKtrfypDA1q9tMdQeSJ1ih23O8lWk3LGwAUA+vaKKKACiiigAooooAKKKKACiiigAooooA5H/hUPgT+zde07/hCfDv9n+IJjc6xaf2VB5WpSltxkuE2YlbPO5wTnmpPCfwp8E+A47ePwz4O0Dw6lu8skK6TpcFqImlCiVlEajBcRoGI67FznArqqKAMWHwX4et001YdC0yEaZPJc2Ajs4x9kmkDiSSLA+R2EsgZlwT5jZ+8a4r4Q/s++E/hRounrFoui33iaLThpl54lTSYYL2+hGPkkk+ZymFQbS5HyL6CvT6KAOY8D/C3wZ8MYbuHwd4R0LwnDdsr3Meh6bDZLMyghS4iVdxAJxnpk109FFABRRRQAV578RPgvonxR8V+HdR8RWthrGjaXa3ttPoeqWCXdveeeYGUuHJX5GgDAFWySDxivQq86+I3xO1bw74t0Dwh4V0Cz8ReK9YtrrUFg1PUzp1pb2luYlllkmWGZ8l54UVUibJYklQpNAG7rfws8F+JvCdl4X1fwhoOq+GbIRra6LfaZBNZwCNdsYSFlKLtXgYHA4FT+F/h34U8DrEPDnhjRvD4ithZxjS9PittkAd5BENijCB5JG29NzscZJrgvAv7QDeMNa8KaRP4dk0rUtUbWLXUYXvBILC706VIpo0IT99GzOSknyEptJUFiq6mh/EzVfHHwg1rxPomk21vq8Emp2trZ3l8yxNJa3M1uGaUQsVDeTv/ANW2M45xmgDW034KfDzR7zXLuw8B+GbG616KWDVp7bR7eN9RjkJMqXDBAZVcklg+QSec1a0H4U+CfCvhyXw/ovg7QNH0GWcXUml2GlwQWrzAqwkMSKFLgoh3YzlF9BXzh8O/jFr3wY/Zk8C694ifw6+sa9ZpqMl944+JM0MF2zW0Uny3F1bu6TyklhaxR+TGFf8AeDgN211+1BrmuabYXXgjwJBr4uvBtt40Laprg0+NLeUSf6PlYJmM3yDb8uw/PuePC7wD2y+8IaDqk15Ne6Jp13NeLAtzJPaRu04hcvCHJHzCNyWXP3SSRg1JdeF9GvZdTluNJsZ5NTt1tL95bZGN3AocLFKSPnQCSTCtkDe3qa8Q039pbVdWt7lNT8KHw5Hqng678YeH5rfVUubqS1hWPctwhgMdvMPtEBCq1wnLZJ24Pnem/G/XtP8ADPxZ8Vy6trlwlp4e8K39rD9tg863e5t8yshe3a3V2LAsVtwrEcIvGAD6Q0D4H/DjwnpOp6Vonw/8L6Ppmp7Pt9lp+jW0EN3sOU81EQK+0kkbgcZ4q5r3wn8EeKtJu9L1vwd4f1jTLu8Oo3Nlf6XBPDNdEYM7o6FWkxxvI3e9eaRftPW0fx8074b3MXhln1C7ubCGOx8Uw3Ws28sMDzb7rTki/cROkTlWEzEbo9yoWKr5r4L/AGqF+GvwY+HFvrWraPeeJ/Ec2rSJqHjnxN/ZNksFteSqxkvJI5mL/PCiRqjEjP3VQmgD6BvP2f8A4X6jp+jWF38N/CN1Y6LvGl2s2hWrxWG5t7eQpjxFlgGO3GSM9a76vmjwR+2UnxH8QeFdL0TSvDdsdWVlkuta8UG3gu5o7qW3uItJkjtZU1ExmEvw0WUlgOBvOz6XoAKKKKAPMvAvwB8LeEfEV74jvNI0fWvFMmq3+o2evT6VEL2yjuZZJDBHMdzhQJXXhgDubgZIrspPBHhybR77SH0DS30q/nkubuxayjMFxM7+Y8kibdrsz/MWIJLcnmtpjhSa+b9B/ae8c+Jl8EzWHwtsRbeNYpxor3PigIyTQp5j/a1W1byoWRJWR4jM52oGiQsQgB7Trnws8F+KPFGneJdZ8IaDq3iPTQgstYvtMgmvLXYxdPKmZS6YYlhtIwSTWpa+F9GstOvtPt9IsYLC/kmmu7WK2RYrh5iTM0igYdnLMWJyWJOc5rxnQ/2l9U8baf4UsfC3hGzvfGmsjVGudL1LWja2NiunXP2S7drpbeR5F89kSPbBlw25hGAcLaftIa9r/wDwi2l6F4EiuPFery6tZXVhqOtC2tdOutOlSO4D3CwyM8LFm8uRIizZiJjUMxjAPVrX4b+ErHX7HXbbwtotvrdhZDTbTUotPhW5t7UDAt45Au5IgCfkBC89Ko+EPg34A+HusXWreFvA3hvw1ql0hjuL7R9It7SeZSwYq7xoGYFgDgnqAa8u8AftQaz4mvvBEuveBovDWh+LJ7zTbS5XWhd3UV/axTSTo8KwBfI/0W4CSiUu21C0SbsLxGl/8FCtA1SNL63g8LX+nahaX9xpVlpfi+K61rdb281xGL6wWAG0WSOB/mEkpjZkV1BY7QD6P1/4T+CPFfiCPXtb8G+H9Y1yO2azTU9Q0uCe5WBlZWiEroWCESOCucEOwxyaTxH8JvA/jDXIdZ1/wb4f1vWIbZrKLUNS0uC4uEgYMGiWR0LBCJHBUHB3txya8mf4/ePL7T9VspfAumeHtcvPCs3ibQBN4hM4eKNkWRLoraFYZkE0TBU89GJI38Zr0X4CeJPE/jD4P+Eta8X21jb63f6ZbXMjafdtcJMHhRhKxMEIR2ySY1UqpOAzDmgDvgMDAGBS0UUAFee/ET4L6J8UfFfh3UfEVrYaxo2l2t7bT6Hqlgl3b3nnmBlLhyV+RoAwBVskg8Yr0KigDk9X+EngbxBpeiaZqngvw9qWm6Hs/sqzvNKglh0/YAqeQjIRFgKoGwDAA9KxvEXwX0zXfGHw31OIWmnaN4HkuLix0a3sVWPzntzbwlGBAjSKN5cIFIJZDkbBnzfVfjd8QPBvj743XOqaHo1/4O8GaDFrFpbw6w63Jxb3MqgL9iHM3kgNukIi2jb5mTjbtfjp44v28L6Rb+ANHj8YeJLW41ey0q68TslvbaZEsG6a7uEs3KTb7iKPyYY5lySfN2gmgD0Lxl8G/AHxG1O11HxZ4H8N+J9QtU8u3u9Z0i3u5YVDFtqPIjFRkk4B6nNWNe+HGi614M13wxbwf2FputrcC9bRlS1kdpyTO4ZV4d9zbnxuJYnOea8ttv2ktf13/hFdL0LwFHdeK9Yn1Wxu9P1DWltrXTbrT5kiuA9wsMjPCSzFJEiLsDHmNQ7GPotI/aBspPgf4h+Ies6Rcaa/hsajFq+kWsq3ckdzZSSRTxROAokBeI7GITcGUkJkgAHok3hfRrnw23h2bSbKfQGtfsLaXLbo1s1vt2eSYiNpTb8u3GMcVzlz8D/hxeeD7XwlcfD/AMLT+FbWc3Nvocmi2zWMMp3ZkSApsVvnf5gM/M3qa8u+LXxA+I9p8C9d1XWvCq+E9YguNJms08N+Iftj3CyX0Kvb+a8VsY5cZRgR5ZEgxIRuC2db/aku/h54e8e3PxA8MWHh7V/C8enypb2OufarO6W+dorYtdSwQiH96jrIWTagXduYUAer+IPhb4L8W+GbHw5rnhHQda8PWBjNppOoaZDPaW5RSkZjidSqbVJUYAwCQOKvWPgnw7pdxZXFloOmWlxY/aPsssFnGjW/nuHn8shcr5jgM+MbiATk1812P7ckmrapaeHdE0Dwr4w8V3er2emwL4T8aR6jpWy6gu5I5XvBbKyMj2cgkjMO4IyunmEhD6P4b+Out618Y5PAF9onhrRb+yhikvYLzxLKuoT7rdZXm0+1ayH2u1V2MXnl4vmjkyilQCAd74Z+FPgnwXr2o654e8HaBoOtakWN9qWmaXBb3N1ufe3myIgZ8t8x3E5PPWuqoooAKK8r8V/FrxLD8Sb3wh4N8G2/iafSNNt9U1e4v9XOnCOOeSVYYbYeRIJpmEEx2u0SDCZkG47eck/aR1hvN8RQeDLef4aQ+IP+Edl1z+2caj5ou/sT3C2XkFDAt18hY3AfYrOIzwpAPd6K+btU/as8Taf4T8beK4/hvBc+HvDviCTw1AF8QKt7qV0upx2O6OI2/lpGRJu3SSqd6lNu3Ep2Pij+0tdfB+08Iab4ps/Bug+MfEAupfI1nxebHRbaGDbuY6hLaBnc+ZCBGtvklm/hQsQD3msg+ENBa2a3Oiacbdr0akYvskew3QkEguMYx5vmAPv+9uGc5r5/8EftlJ8R/EHhXS9E0rw3bHVlZZLrWvFBt4LuaO6lt7iLSZI7WVNRMZhL8NFlJYDgbzs2bn9pfXrO5v8AVZ/AcEPgbTfFH/CLXusvri/axK14LRLiK1EO14fMki375Y3XMm1HCqzgHpuqfBvwBrfjCHxbqPgbw3f+KoXjki1y60i3kvo2jx5bLOyFwVwMEHjAxXY14TJ+0hq+6XxFB4Nt5/hpB4g/4R2XXRrONR80Xf2JrhbLyNhgW5+UsbhX2Kz+WeFMUP7SPiJ9eeWXwFb2/g2HxafCE2sProN2Zzcm3jnjtRAQ0RkMatulR1LNhXVQzAHvdFfL/wAQPjd4v8WW+j3ugaFHp/gn/hPtP0FPEFprzLfT+TqiW9x5loIVUW7yRzQ8TuzAqTGFZirrn9ubw7D8QptHR/CzaRD4iHhqSN/FcSeITcecLYzJpPk5aETtjJmD+WrSBCAAQD6eor598BftJ+LPGTeDbm6+Htjo2k+MorqPRJ5fERlma6hgeZUuI0tsRQyLFKVkV5GAC7olJ2jpP2XfG3jf4gfC+LV/HFrpkV897eRQ3GnXzXBmSO6mj+dfs0Kx7dgQbd24KGJBJAAPXq5y0+G/hGw8ZXni628LaLbeK7yLybnXYdPhW+njwo2POF3suEQYJx8o9BXQTSeTC8m1n2qW2oMscdgPWvnHS/2xIP8AhU3if4ga1pvh7T9O0l4LZNMtPEpm1C1u5pRElrqkcltEunyK7IH3PIE+c5IUFgD2Lwz8HfAPgnT9WsfD3gfw5oNlqyeXqNtpmk29tHerhhtmVEAkGGYYbPDH1rd/4RvSDdQXP9lWX2mC1axim+zpvjt2KloVOMiMlEyo4O1eOBXzCv7d1k1vqFslt4J1DU7O6tI5tW0nxsLzw1aW9wsxSW71NLPdbNvt3i2PBjdLB82JMr734i+JUXgj4Q3/AI71+2heLTdIbVbq30K5N9G4WPeUt5WSPzQ3RWKpnIJAoA2ZPAvhqa0021k8PaVJa6bbva2MLWURS1hePynjiXbhEaP5Cq4BXjpxWXoPwb8AeFdMn07RfA/hvR9Pn8vzbSw0i3gik8uQyx7kVADtkZnXI4ZiRyc1w2tfGjxp4K8C3GueM/CfhLwjPvtxBcap43SHSUEoYlbm7ktUeKRSgXbHBKGaWPaxG9o8Lw3+1Nqnj7w/4Cm8I+D9P1zV/FY1RFX/AISFU021ksJ1hmf7WsDtLAx3lJI4mZv3fyAMzIAe36h4Q0HVxqov9E069GrWy2eo/aLSOT7ZAocLFNkfvEAkkwrZHztxyazLf4U+CbXwTJ4Ng8HaBD4QkBD+H49LgWwbL7zm3C+Wct833evPWvItd/awbSfhnZeJJdM8LaFqn2+/0q/s/F3jGHSbOG8s5Ximt4bkwyNO7OhaPESgoCzmM4U6OiftHa38RLnR0+H/AIIi1+Kbw3p/ifUW1PWP7PMEN4HMFvb4gkWecrFKSHaKMYTMg3fKAer+DfAHhf4c6S+l+E/DekeF9MeUztZaNYxWkLSEAFykaqpYhQM4zwKxvD/wL+G3hO41O40T4e+FdGuNUgktb+XT9FtoGu4XOXjlKIC6MeqtkHvXiXxe+N3xC0P4n6poXgy2tbpbHXvDtjNHrOqR28BS83ExRBLCWRRJgq7vI5XAaMDlTnfGz9rrR/B3j65sL7UdDsE8CtBd65pc/jiPSby+meAStHaWjW/mX6xxuGVWkgSV2CkMV+UA+p4/D+lw39rfR6baR3trbNZ29ysCiSGBipaJGxlUJRCVHHyLxwKv1498Jvj1cfFbx34i0aHTtD02y0iSaJ7WbXH/ALeULIEjmm002yiKGZf3kcnnNuRoyB8xC+w0AFFFFABWP4s8G6B480ObRvE2h6b4i0eZlaXT9WtI7q3kKsGUtHICpIIBGRwRWxRQBxl18Ffh7faLouj3PgPwzcaRoknm6Xp8uj27W9g5Od0EZTbEc85UDmtvT/B2gaQIxY6HptkI7JNNQW9pHHttUzstxgcRLk4T7oycCtiigDmp/hp4Qurrw9czeFNEluPDq7NFmk06Fn0xdoXFsSuYRhVHyY4UelU7D4N+ANK8ZS+L7LwN4bs/FkrvLJr1vpFul87uCHYzhN5LAkE55yc12NFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwvxE+FEHjzVtE1m08Q614Q8RaOJo7XWdBa387yJgomgdLiGaJ42KRNhoyQ0SFSCOe6ooA8luv2cNHTRfDltoviPxD4Z1jRLi7uovEOnTW8l9cyXZZrxpvtEEsT+c7eY37sbWVdmwACun+H/wr0n4b/D0eDtNutRutMDXbefqFz59yTcTSSvulIy5DSthmyxwNxY5J7OigDyG+/Zq0d7HwZDpfibxH4duvC+iN4cg1DTZbbz7rT2EIkhmMsDqCxt4j5kSxuCDtZc1o+E/2ffDvg7T7azsbzVJIbfwrb+D0NxNGzfY4d+xyQgzKfMOW+7wPlFem0UAeXyfs8+HJBogN7qn/ABKfCVz4NgxLH81nOLcPI37vmUfZo8MMLy2VORjKb9lbwm3hTxL4f/tDWfsev6bpWl3UnnxeYkVhGEgZD5WAzADcSCCegWvZaKAPHPD/AOzHovhzxdo+s2/ibxJLYaNrN9rumeH5Zrb7BaXN2twLgjbAJpAxupWHmyuVJAUquVM1n+zZo+h+HfDen+HvEniDw3qfh/7ZHY69YPayXghupvOuIHWa3kgeNnCHDREjy0IIIJPrtFAHlOvfAe68XW+mWPiL4keLNe0e1lt57nS7qDSY4dQkguBPG8zRWKSKQ6x/6l4xiNeMli3q1FFABRRRQAhGQRXnnhz4H6F4YtPAFva3eoyJ4KE408zSRky+bC8LedhBuwrkjbt5x16V6JRQB47H+zJo+l6fo6+H/FHiTwxq+lX+qXttrmmyWr3WzULh7i6tnWa3kheEyOpAaIsvlRkNkEne8L/A3w/4S1DwxfWVxqEl3oS6gVmuJldr2a9dZLqe4O35pHkUv8u1QWICgYA9EooA8y079n/w7ptv4IhS71KSPwjql7q1iJZIz5st0lykizfu/mQC7lwF2nhck4Oc2x/Z0j03w/e+GLfx94sTwRPp9xpUPhdhpzWtpbSxNGI4pTZm5xGG+TfM2Nqg7lGK9fooA4ib4Q6Jca1pupSzXkkljoFx4bSIyKEe1maEuzYXO/8AcJgggctx0xd+F/gH/hWPgjS/DCa9qviK102Fba1utY+z/aEhRQscZMEUSsFVQASpY92J5rqqKACiiigAooooA8u8Y/s/6X4y1zxlfzeIdd0+18XaEdA1fS7N7b7NNH5c0aTKZIHkSVFnfBVwh43I2KueLfgraeI/+EXudO8R654T1zw5A9nZa1orWxuDbuirJBIlxBLDIjmOJiGjyGiQqVxz6LRQB8+eIf2crmHxZ8N7fwzq+vaHYaLFrNzeeJbG8gN99tunhkaWVZkeOYzP55ZWhaME5Cptj2+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/> | Faits saillants=

Le trois quart de la population n’ayant pas participé à une activité structurée de formation indique que le manque de temps est la raison de leur non-participation. Un peu moins de la moitié font part que les obligations familiales les ont empêché de participer à une activité de formation.

| Défis=

Concevoir et mettre en place des moyens de libérer du temps pouvant être consacré à la participation à des activités d’éducation et de formation des adultes.
Lever les différents obstacles à la participation à des activités d’éducation et de formation des adultes, en particulier, tenir compte des contraintes imposées par les obligations personnelles ou familiales.
Améliorer et harmoniser les pratiques d’accueil, de référence et d’accompagnement (Recommandation # 20 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).

| Source des données=Institut de la statistique du Québec. (2006). Développer nos compétences en littératie : un défi porteur d'avenir. Rapport québécois de l'Enquête internationale sur l'alphabétisation et les compétences des adultes (EIACA), 2003. Tableau 5.12. Québec : Institut de la statistique du Québec. [[http://www.stat.gouv.qc.ca/statistiques/education/alphabetisation-litteratie/Alphabetisation2003.pdf"> http://www.stat.gouv.qc.ca/statistiques/education/alphabetisation-litteratie/Alphabetisation2003.pdf </a> | Note= Données provenant de l’analyse des réponses à des questions portant sur la participation fournies par un échantillon de 4 166 répondantes et répondants âgées de 16 ans ou plus. }}

{{ Indicateur | Libellé= Proportion de la population ayant rencontré des obstacles à la formation liée à l'emploi ou par intérêt personnel, selon la participation à la formation structurée, population de 16 à 65 ans en discontinuité de scolarisation | Libellé= La moitié des personnes ayant fait face à des obstacles voulait participer davantage | Image= <img style="height:6.6079cm;width:10.7001cm;" alt="" 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" /> | Indicateur=INDICATEUR 16 | Faits saillants=

Les personnes ayant fait face à des obstacles se répartissent également entre celles qui voulaient participer davantage et celles qui ne voulaient pas participer. Parmi celles qui voulaient participer davantage, quatre personnes sur dix ont exprimé qu’elles souhaitaient se former par intérêt personnel et une personne sur trois voulait se former en lien avec l’emploi.
Le deux tiers des personnes qui n’ont pas participé à la formation liée à l’emploi ou par intérêt personnel ont indiqué qu’elle ne voulait pas voulu participer davantage.

| Défis=

Améliorer et harmoniser les pratiques d’accueil, de référence et d’accompagnement (Recommandation # 20 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).
Lever les obstacles empêchant les personnes voulant se former davantage de pouvoir le faire et sensibiliser à l’importance de la formation les personnes déclarant ne pas vouloir se former.

| Source des données=Institut de la statistique du Québec. (2006). Développer nos compétences en littératie : un défi porteur d'avenir. Rapport québécois de l'Enquête internationale sur l'alphabétisation et les compétences des adultes (EIACA), 2003. Tableau 5.10. Québec : Institut de la statistique du Québec. [[http://www.stat.gouv.qc.ca/statistiques/education/alphabetisation-litteratie/Alphabetisation2003.pdf"> http://www.stat.gouv.qc.ca/statistiques/education/alphabetisation-litteratie/Alphabetisation2003.pdf </a> | Note= Données provenant de l’analyse des réponses à des questions portant sur la participation fournies par un échantillon de 4 166 répondantes et répondants âgées de 16 ans ou plus. }}

{{ Indicateur | Indicateur=INDICATEUR 17 | Libellé= Population qui avaient des besoins ou désirs de formation ou d’éducation non satisfaits et population n’ayant ni fait d’études ni suivi de formation au cours d’une période de 6 années | Libellé= La demande et les besoins de formation des trois quart de la population restent sans réponse | Image= <img style="height:6.399cm;width:10.8462cm;" alt="" 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/> | Faits saillants=

Une personne sur trois au Québec déclare avoir des besoins insatisfaits d’éducation et plus de quatre personnes sur dix indiquent n’avoir participé à aucune activité structurée d’éducation au cours des six dernières années.
Le Québec se classe en queue de peloton parmi les provinces canadiennes, alors qu’il présente le plus haut taux de personnes ayant des besoins insatisfaits et le 9 e plus haut taux de personnes ne s’étant pas formé durant les 6 dernières années.

| Défis=

Identifier et mettre en place les moyens permettant de répondre à la demande non satisfaite d’éducation et de formation exprimée par les adultes.
Réaliser des campagnes de promotion de la participation à l’éducation et à la formation des adultes, notamment, afin de sensibiliser à l’importance de l’éducation et la formation la population adulte ne s’ayant ni fait d’études ni suivi de formation au cours de plusieurs années (Recommandation # 2 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).

| Source des données= Knighton, Tamara, Hujaleh, Filsan, Iacampo, Joe et Werkneh, Gugsa. (2009). L'apprentissage à vie chez les Canadiens de 18 à 64 ans : premiers résultats de l'Enquête sur l'accès et le soutien à l'éducation et à la formation de 2008 . Tableaux A.2.1 et A.2.4. Ottawa : Statistique Canada. [[http://www.statcan.gc.ca/pub/81-595-m/81-595-m2009079-fra.pdf"> http://www.statcan.gc.ca/pub/81-595-m/81-595-m2009079-fra.pdf </a> | Note= Les « besoins ou désirs de formation ou d'éducation non satisfaits » sont définis par « le fait d'avoir voulu suivre ou avoir besoin de formation, mais sans avoir suivi de formation ». Données provenant de l’Enquête sur l’accès et le soutien à l’éducation et à la formation (EASEF), 2008. Consultez le site Web de l’EASEF pour prendre connaissance de sa méthodologie: [[http://www23.statcan.gc.ca/imdb/p2SV_f.pl?Function=getSurvey&SDDS=5151#a2"> http://www23.statcan.gc.ca/imdb/p2SV_f.pl?Function=getSurvey&SDDS=5151#a2 </a> }}

{{ Indicateur | Indicateur=INDICATEUR 18 | Libellé= Taux de participation à la Formation générale des adultes des personnes âgées de 25 à 59 ans sans diplôme d’études secondaires | Libellé= Seulement 1 personne sur 5 sans diplôme d’études secondaires est inscrite à la Formation générale des adultes | Image= <img style="height:6.017cm;width:9.9991cm;" alt="" 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" /> | Faits saillants=

Parmi la population adulte sans diplôme d’études secondaires, une personne sur cinq (18 %) poursuit des études aux services de la Formation générale des adultes, dans le but d’obtenir ce diplôme.

| Défis=

Fournir aux centres d’éducation des adultes les moyens pour qu’ils puissent répondre avec souplesse et de manière adaptée à la demande potentielle des centaines de milliers d’adultes qui ne détiennent pas de diplôme d’études secondaires.

| Source des données=Données sur la population sans diplôme d’études secondaires citées dans Institut de la statistique du Québec. Répartition de la population de 25 à 64 ans selon le plus haut niveau de scolarité, Québec, 1990-2012 . Données sur l’effectif de la Formation générale des adultes citées dans Ministère de l'Éducation, du Loisir et du Sport. (2013). Statistiques de l'éducation. Enseignement primaire, secondaire, collégial et universitaire . Édition 2011. Tableau 2.2.13. Québec : Ministère de l'Éducation, du Loisir et du Sport. [[http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/se2011-EditionS.pdf"> http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/se2011-EditionS.pdf </a> }}

{{ Indicateur | Indicateur=INDICATEUR 19 | Libellé= Proportion des élèves du secteur des adultes en formation général terminant leurs études avec un diplôme, avant l’âge de 20 ans, élèves du second cycle | Libellé= Le deux tiers des étudiants au second cycle de la Formation générale des adultes diplôme avant l’âge de 20 ans | Image= <img style="height:4.657cm;width:9.9991cm;" alt="" 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/> | Faits saillants=

Parmi les élèves de moins de 20 ans inscrits au deuxième cycle des services éducatifs de la Formation générale des adultes, le deux tiers obtiennent leur diplôme avant l’âge de 20 ans et le tiers ne seront pas diplômé à l’âge de 20 ans.

| Défis=

Accroître le taux d’obtention du diplôme avant l’âge de 20 ans des jeunes de moins de 20 ans inscrits au deuxième cycle du secondaire aux services de la Formation générale des adultes.

| Source des données=Ministère de l'Éducation, du Loisir et du Sport. (2013). Statistiques de l'éducation. Enseignement primaire, secondaire, collégial et universitaire . Québec : Ministère de l'Éducation, du Loisir et du Sport. [[http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/se2011-EditionS.pdf"> http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/se2011-EditionS.pdf </a> }}

{{ Indicateur | Image= <img style="height:5.636cm;width:9.9991cm;" alt="" 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/> | Indicateur=INDICATEUR 20 | Libellé= Taux d’emploi, selon le plus haut niveau de scolarité atteint | Libellé= Une proportion importante de personnes sans diplôme d’études secondaires n’est pas en emploi | Faits saillants=

Alors que plus de 80 % des personnes ayant une scolarité de niveau postsecondaire occupait un emploi et que 70 % des personnes dont la scolarité est de niveau secondaire était elles-aussi en emploi, les personnes dont le niveau de scolarité est inférieur à un diplôme d’études secondaires affichent des taux d’emploi beaucoup plus faibles. En fait, une minorité seulement (41 %) de personnes dont la scolarité est de niveau pré primaire et primaire occupe un emploi et le deux tiers de celles ayant une scolarité de niveau du premier cycle du secondaire a un emploi.
Pour les personnes faiblement scolarisées, il est beaucoup plus difficile au Québec d’occuper un emploi que dans plusieurs provinces. En fait, en comparaison avec la meilleure performance parmi les provinces canadiennes, les personnes dont la scolarité est de niveaux pré primaire ont 28 % moins de chance d’être en emploi et celles dont la scolarité est de niveau primaire ou de premier cycle secondaire ont 15 % moins de chance.

| Défis=

Répondre aux besoins de formation des travailleuses et des travailleurs les moins scolarisés, en rendant les mesures de formation accessibles (Recommandation # 12 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).
Rejoindre les personnes faiblement scolarisées qui ne sont pas en emploi dans le but d’élever leur niveau de formation de base et de les qualifier.

| Source des données= Statistique Canada. (2014). Indicateurs de l'Éducation au Canada : une perspective internationale. Tableau A.3.1. Ottawa : Statistique Canada. [[http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf"> http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf </a> }}

{{ Indicateur | Indicateur=INDICATEUR 21 | Libellé= Emploi, selon le niveau de scolarité | Libellé= De plus en plus, l’absence de diplôme met à risque de vivre l’exclusion sur le marché du travail | Image= <img style="height:5.83cm;width:11cm;" alt="" 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JKjY27JGZRuyACARz/wAN/wBs7xv8ctR/Zp0vw1rAsr7VrS+1Xx75FlDIXgsfkkTayHyvOkR8eWVI8xccYr640T4C+H9B+Ouv/Fe3vNSfxFrWkQ6NcWsssZtFhiZWVkURhw5KjJLkewrifgX+xH8Of2evir4w8f8Ahb+021jxL5qy297LC1tZRyTec8VsqRKyIWCjDM3CKM9cgHwppP7c/wC0x8RJrjx94K0fxvrOlNqjCy8H6X8N0vdCltUkCGN9VSQ3PmbQS21OH4BVeB6r+1x+058UtF+K2vaP8OvHPi6ym0XRbe8vfDXhD4dWuvLpkjw+bnULu4kUwliesasqooJG4EH2xf8AgnP8PrHXNQk0bxd8QvDfhLUbw3t74E0bxI9voNyzbfNR4Am8pJt+YeZ0OFKgADW+KP7BPgL4o/ErWfGb+IfGnhe51+3htfEGmeGdbNlY63FGuwJdJsLMGjwhCsoIGcBiWIB4/a/tafEfxN4Y/Y+1yDUYdK/4WBq7WPiWG2s4nivFR1jIBdGMW7a7fIVI3EZ4r2Twb8XPFmrft4fEH4d3Wq+b4O0rwpZ6nZ6b9mhHlXEkiB38wJ5hyGPBYjngU7Xv2Efh/r/wP8D/AAzfVfE1jaeC7pb3Q/ENhfxwavZzCRn3rMsWwHLf88+MKRhgDWt8D/2OfBvwF+IWq+N9G1rxRrfiTV9MTTdTvvEeqfbpL0rIH+0SOyBjKdqqcEJhRhAckgHnf7RHxU+Kfiv9qbwd8DPhf4ttfhy1xoc3iPVvE02kw6nL5QZ444Y4ZvkI3KM/dPzAhsKVb56+Gvxp8X/sy+Gv2yfGutjTPEPjjSfENhbma1t5Esp7qTdCkzR7typ84dlDDnIBxg19ofHr9kXwn8fPFOgeKrrXPFHgrxhokT21r4j8G6mLC/8AIcNuhaQo+Uy7HgA/MwzgkHJ8CfsJfCvwJ4S+IfhdLXVdc8PeOngl1ix1q/a43SRA/vElAEodnJkLFyd5ypUAAAHzj+yr+0R+0brHxr8IaT4r0z4geLfBWvQSLqeoeKfhzF4fg0lxEZI5ILi3d1lRmG0mXbkFdoy3H0t+2x4z+K3gX4Nx6h8I9NvL7W5NTt4L+40vSl1W/srFt3mT21ozBZpA2wbWyMMxOAN61/gz+xX4e+DfijR9aX4gfEXxmuiQtDpGl+LPERu7DTcxmLfBAkaKrCJmjGcgKxwM4I9A+OHwP0z46eHNP0y+17xH4Vu9OvVv7HWvCmomx1C1lEbxsY5drABo5JEIIOQx6daAPjK6/bM8b2f7N+ixeF/iTpHxB8b+JPG0Hg+x8W3OgnTZtM8+JXLXmnlQizxOXRQoeNlCsSx3LXb/ABv+JHx6/ZZ+E6aXqfj3Q/iL4u8XeIrHw/4a8T3ehppv9nvcK4la4gizERGUUxn5slmLqwUKfQ4/+Ce/wqf4Qav4Cvn8Qau+q6oddu/FOoamZdak1H5tt39o2hfMUMVHybTklgxLE2H/AGDPAGsfDPxB4P8AFeveMvHr6xcQ3T+IfFGuvd6raywq627QTbQqeV5spUbCD5jBgwOKAPPtB+IPxq/Z9/aj+Gvw5+InxIsfi34e+INvdrFd/wDCPwaTdaZPbRs5Krbkh0bcgJfPfG3ad3ifwf8AixqPwh/Ym8X6jovi+XwZrN98TdQsLO7stCXWr64d3U+Ra2rssbzPtwPMYKBu5Dba+vPg/wDsV+EfhP8AEb/hPbzxR40+I3jCG0+w2Or+OtaOozafAd+9ICEQKG3nO4Njnbt3Nuy7z9gD4bX/AMIbn4fS6h4kWzbxJJ4rtNYhvo4tS0+/dgS8EiRBQAMqAyNgNnO4KwAPn/8AZt/at+MOral8b/CvjTVNfvL/AMO+EJfEOkah4t8JW3h7VLaVYyAHs42eMxliGUsWzt9DgVNP8efG7xf+wP4x+MXjv4gaL4hsdS8MsLDwu3hWykt45EuUj+1TtIhWV2CSbojGYwXBAGAB9I/Dv9hPwX8OtV8Yasninxr4j1rxboMvh/V9U8Rasl7dXETk/vjI0WfNVNkYP3Asa/ITknqLf9lLwlb/ALMR+BS6jrR8ImwbT/tpnh+3+W0plJ3+V5e7cf8AnnjHbvQB8R/Gjwv8QfF37SP7JM2h/EaHwre634ZZtHlt/DlpLHoci6fE1wyxfKkqy5wEIVYwPlFXP2qv2hPif4q+O+p/Czw7B4jv7TwDbWN1Ne+GvhpZ+Kbi81RokkW6liuJAloqk/u2iGQS/XjH118WP2L/AAd8WtC+HllPr3irwzqngOAW2i+IfDWopZ6lHH5KxMrS+Ww+YIhJVVORwQCQaXxK/Yd8IfELxrb+MbDxh488A+LvsEem32u+DteNjd6pCioqfanKPvYCNfmAUn+LOFwAdZ+yb8QvHXxQ+BPh3XviT4ZufCfjOQSwX9hd2clm7GORkWXyZAGTeoDYPHJxxiuE/bw+Lnjn4BeA/CfxD8KaiYdC0fxBap4n042sUwvNOlYIw3OhZCG2gFCp/ec5xWZ42/ZTvNS8afAbwrocN7F8P/AOozeKNQ8RahqQuL28vlfdHC25vMeSaWSWWRyoTGQMEha+hPil8N9F+MHw78Q+C/EMckmja5ZyWVx5JUSIGHDoWBAdThlJBwyg4NAHx54i/ao8X6n4m/aR8TWHxAtfC/wv8FafY6Vo2oTaRFfImpTCMyzxqEEk0i5KrGzGPdIhPy5rk/2S/wBqb4xav+09oPgLxxq/izXvD3iLRbm9t5PG3ga18MXMUkSl1kt1t5JBNGQu0szY+bgDGT9GeEv2C/hd4S/Zv1z4JpHqmpeFNYuHvLq7vbmP7cbglCkwkjjRQ0Zij2/Jj5AGDAkGD4U/sI+EPhX8TtC+IA8Z+PPF3ijR7Wext7zxXrS32baSPYIDmIbUjy7IE24MjZ3DAAB4f+zL8Rvjt8cPhd45+IXir4k6bN4S0Ia5pi+G18OWjyam0cEhSS4lKgIIy8YCqhDqmHBySeaj/aG8X+Gf2Mf2f/8AhGvGFx4R8WeJRd7NM8E+A7PVb/URHLIClrYDybaONd25yArE7doPz5+yvhH+zH4W+DPwp8RfD/RL/WLrRtcuL25uZ7+aJ7hGukCyBGSNVAAHy5U475rg9a/4J/fD7Vvhv8OfCltr/i/QbvwCZhofijRdUS11eFJmZpUMqxbMMSOQgI2jBGW3AHytYfGv4s/H39jP9pLQ/FPia/0/WfBZcTX+s+GLfT9RvrBoJGks7mzVils7BMb0JZQ3UkZM2rP46+F//BOf4d6vq3i/TfGdvqeoeHm0mw1TwtYSRaRaOoH2cCVJFmYcYmZQ4xwRX1/8LP2KfAHwq8L/ABE8P293r3iLTvHsSx67/wAJBfi5luG8lo5JPNCK++QyPIzEn52yu0AAc9p//BP/AMGWfwZX4Y3Xjbx9rPhyLVLTVLQ6pq8M8tkbf/VwQZg2Rw5ySipznqKAOS8XfEX4yfHr9qrxz8Lvhr8QrL4TaB4CsLWW+1N9Ag1W81K5uVV1Xy5yFWJV3YZSCD137hs8k8Qfts/F/Tf2TPE+rtqelx/EjwV8QIvCF3q9vZI1pqsaMAzvGVKr5hyG8vaQOV2ZwPqX4vfsU+Efit8Rn8e2Xinxr8OfF9xaiyv9W8C60dOl1GFdoRJ8o4baEUDAXOBu3bVxVvv2DPhjP+z/AGHwgsv7Y0jw1bajDq0t5Z3SG+u7uMgmaaSSN1ZnIG4BQBgBQoAAAPOvAvxI+NXwp/bE8H/DT4jeP9O+Iei+NtDutSiW00KHTRpNxFvcxxFMtJGAm0NIxYggkAjLfRPx3+Kngf4DeCLr4jeNvs8MOixPHaTeSr3ckkuB9nt8875CiggEDC5YhVJEPiT9n3w74o+OXg74q3V7qkfiHwtY3Gn2VtDLGLSSOZWVzIpjLlgHONrqOnBrmP2m/wBkDwv+1TP4Vm8SeJPFWgSeG5pLmxbw3fRW2JnKEStvik+dfLG1lwRk0Afnp4u+DvjL4af8E+/jR8QNe03/AIRrUviZ4gsdVk0KFPLOn6e15vjRgMbdxl+5jKrtBwcge+ftTaXD4d/aK/ZHufCFvFa63Dp+pW0CWShT9kjso9iDGPkAaQAZxhjjrX0F4Y/Yw8Pab4U8W+GfFfjz4h/FPQPEtrHaXWn+OvELX8cAR96vBtRDG+7adwOcovpVf4H/ALDfgn4I+NLPxWviPxj451zTdPGl6TceMtXF8NJtcEGK1VY0WNSp24wcDhduWyAfCtnpOkXX/BFzVdQvIYTqj6y18bhlHmve/wBqrHvJ67/Kyueu3jpX0z+198StO8O/s76f8M9O0SLxF8ZPirpFrptvo9vbxvc3MhhSN7u5bGAIwCFdz95Rj5Udk6yL/gmr8KYfFZvk1PxevhM6t/bf/CvxrJ/4R37WFwJPs2zd1G77/wDs/c+Sr/xL/YB8LfEj40ap8UU+I3xJ8I+KtQhjtmm8La5FZLDCsap5UZ8hnVDsBK7yCSTQBQ8F+JJ/2FPgT8M/h7d/D74gfEu+h0+T7VdeAdBOpQ283meZIshMi7QWmYJ/eCE8dKyP26vivoWnfCC5+H/h7wz/AGp8Vfi5ax2Wn+HBZIt6+9FQ3F2DwnkoNoZzwycfLG7L9KfCX4a/8Kn8FW3hz/hKfE3jLyZJJP7W8W6j9uv5N7FtrS7Vyq5wBjgCvEfiZ+wD4X+JXxp1X4pL8R/iV4R8V6hDHbNN4X1yKyWGFY1Tyoz5DOqHYGK7yCSTQB873Hwdu/gn8cv2H/hnrcsOpWejQarPM2MwPqOzzmKgnko7LtPXgHjoPQ/gf4R0XWv2/v2p9Am0qz1Twnf2GkSanpl1bpNaTXLwo58yJgVYljKeQeST1r1rxR+w74S8b/DXw54W8QeMvHms6v4cv31LSPG15ru/xBZSu4Ztl15eNvyqoBQ4CqRhgCNTwD+x54V+Gfw38XeF9B8TeMLbVvFcpuNX8bNrGfEFxLuysn2rZhWUEqCE6Ek5JJIB5P8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/> | Faits saillants=

Le trois quart des emplois sont occupé par des personnes détenant une scolarité de niveau postsecondaire, le quart par des personnes ayant un diplôme universitaire. À l’inverse, une personne en emploi sur dix ne possède aucun diplôme.
Depuis 2002, le nombre d’emploi occupé par des personnes ayant un diplôme universitaire a augmenté de 46 %, alors qu’il diminuait de 27 % pour les emplois détenus par des personnes sans aucun diplôme.

| Défis=

Répondre aux besoins de qualification des personnes sans diplôme d’études secondaires, population à risque d’exclusion du marché du travail, en rendant les mesures de formation accessibles à l’ensemble des travailleuses et des travailleurs (Recommandation # 12 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec).

| Source des données=Institut de la statistique du Québec.(2013). État du marché du travail au Québec. Bilan de l'année 2012 . Tableau 3. Québec : Institut de la statistique du Québec. [[http://www.stat.gouv.qc.ca/statistiques/travail-remuneration/bulletins/etat-marche-travail-2012.pdf"> http://www.stat.gouv.qc.ca/statistiques/travail-remuneration/bulletins/etat-marche-travail-2012.pdf </a> }}

TEST

Situation de la diplomation à l’âge de 20 ans

À retenir

À l’âge de 20 ans, le tiers des jeunes est sans diplôme d’études secondaires

État de la situation

Défis

Source(s)

Notes

Taux d’accès à la formation générale des adultes avant l’âge de 20 ans sans avoir obtenu de diplôme du secondaire

À retenir

Les jeunes sont nombreux à poursuivre leurs études secondaires à l’éducation des adultes

État de la situation

Défis

Source(s)

Notes

Les jeunes adultes constituent la moitié des étudiants dans les centres d’éducation des adultes

À retenir

{{{Résumé}}}

État de la situation

Défis

Source(s)

Notes