tag:blogger.com,1999:blog-78647890442678124702024-03-27T07:36:40.620-07:00Academicum CatholicumAnitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.comBlogger53125tag:blogger.com,1999:blog-7864789044267812470.post-65936830448372493802024-03-27T07:35:00.000-07:002024-03-27T07:35:58.876-07:00Huhtikuun ohjelma ja vuosikokous<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzF-yjE6zb2Fo_eFKI8IEGla_zxhX6FinzSAzgPsR9V45i5rcnVeL3WQIxfKtwAqwGg5z-NtCJqId8Qdysio2x0Vtby7A5K6mgXg76F70nlwOSn1xGK-pr2bR9sMUW2s_w3Nh-hLHDKHUkX_14ZkMOIp9jZxBq2kXG_nTGwu13KDlCjbT_dFLbGJt3eFE/s1121/AC%20huhtikuu%202024.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1121" data-original-width="793" height="842" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzF-yjE6zb2Fo_eFKI8IEGla_zxhX6FinzSAzgPsR9V45i5rcnVeL3WQIxfKtwAqwGg5z-NtCJqId8Qdysio2x0Vtby7A5K6mgXg76F70nlwOSn1xGK-pr2bR9sMUW2s_w3Nh-hLHDKHUkX_14ZkMOIp9jZxBq2kXG_nTGwu13KDlCjbT_dFLbGJt3eFE/w597-h842/AC%20huhtikuu%202024.png" width="597" /></a></div><p></p><h2 style="margin-bottom: 0cm; text-align: left;"><span style="font-family: arial; font-size: small;"><b><span lang="EN-US" style="line-height: 107%;">ACADEMICUM
CATHOLICUM </span></b><b><span lang="EN-US" style="line-height: 107%;">& </span></b><b><span lang="EN-US" style="line-height: 107%;">STUDIUM
CATHOLICUM</span></b></span></h2><h2 style="text-align: left;"><span style="font-family: arial;"><b><span lang="EN-US" style="line-height: 107%;"><span style="font-size: small;">esittävät:</span><br /></span></b></span><span style="font-size: small;"><b style="font-family: arial;"><span style="line-height: 107%;">YKSIN JUMALA<br /></span></b><b style="font-family: arial;"><span style="line-height: 107%;">TO 18.4. klo.
19:00</span></b></span></h2><div class="separator" style="clear: both;"><div style="text-align: left;"><span style="font-family: arial;">”Yksin
Jumala” (O: Satu Väätäinen, T: Road Movies) on vuonna 2009 julkaistu dokumenttielokuva
Espoon vuonna 2021 suljetusta karmeliittaluostarista ja sen nunnista. Dokumentti
esitetään Studium Catholicumin Angelicum-salissa, Ritarikatu 3 (2. krs.). Aihetta
on alustamassa ja kommentoimassa Heidi Tuorila-Kahanpää.</span></div><span style="font-family: arial;"><div style="text-align: left;">Ohjelman jälkeen on luvassa pieni
kahvitarjoilu.</div></span><p></p>
<p class="MsoNormal" style="line-height: normal;"><br /></p><h1 style="line-height: normal;"><div style="text-align: left;"><b><span lang="EN-GB"><span style="font-family: arial; font-size: small;">ACADEMICUM CATHOLICUM RY.</span></span></b></div><div style="text-align: left;"><b><span lang="EN-GB"><span style="font-family: arial; font-size: small;">VUOSIKOKOUS / ÅRSMÖTE</span></span></b></div><div style="text-align: left;"><b><span lang="EN-GB"><span style="font-family: arial; font-size: small;">TO 18.4. klo 18:00</span></span></b></div></h1>
<p class="MsoNormal" style="line-height: normal;"><span lang="EN-GB" style="font-size: 5.0pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; text-align: left;"><span style="font-family: arial;">Ennen huhtikuun ohjelmaa pidetään AC:n vuosikokous klo
18:00 Angelicumin ruokasalissa (Helsinki, Ritarikatu 3, 2 krs.).
Vuosikokouksessa käsitellään sääntömääräisten asioiden lisäksi Wilfrid von
Christiersonin Muistorahaston sääntöuudistus. Vuosikokoukseen saavat osallistua
AC:n jäsenet ja kokouksessa äänioikeus on vuoden 2023 loppuun mennessä jäsenmaksunsa
maksaneilla jäsenillä.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: left;"><i><span lang="SV"><span style="font-family: arial;">Före aprils programmet hålls AC:s
årsmöte i Angelicumsalens matsal kl 18:00 (Helsingfors, Riddaregatan 3, 2
vån.). Utöver de stadgeenliga ärendena behandlar årsmötet förändringar i
Wilfrid von Christiersons Minnesfonds stadgarna. AC:s medlemmar kan delta i
årsmötet och rösträtt har medlemmar som betalat sina medlemsavgifter före
utgången av 2023.</span><span style="font-size: 13pt;"><o:p></o:p></span></span></i></p>
<p class="MsoNormal" style="line-height: normal;"><br /></p><p class="MsoNormal" style="line-height: normal;"><br /></p>
<p style="text-align: left;"><span style="font-family: arial;">Academicum Catholicum on tieteestä ja kulttuurista kiinnostuneille katolilaisille tarkoitettu yhdistys. AC:n jäseneksi voi liittyä Suomessa asuva katolilainen, joka hyväksyy yhdistyksen tarkoituksen ja säännöt. Vuosittainen jäsenmaksu (10 euroa) maksetaan AC:n tilille FI6120012000513060.</span></p></div><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-51514952981725339942024-01-09T08:11:00.000-08:002024-01-09T08:11:40.129-08:00AC:n lukupiiri keväällä 2024<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgysc51AnncF8IDQ9xs4ANfHF57RP67RChQSzRykPRg9Thva_WfddTKzptENYFuUljnoOEDCE8oeKrRCjFb7rqmCkMp6WGmgZJ_HdMFruBvlucF0OMaJC6CaEjINj0kf1kWT4V3moZEaR2u47vyng46ZU-pk9adyls51grCW3M-MRND95EwxO99PKwboh6u/s1280/Lukupiiri.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgysc51AnncF8IDQ9xs4ANfHF57RP67RChQSzRykPRg9Thva_WfddTKzptENYFuUljnoOEDCE8oeKrRCjFb7rqmCkMp6WGmgZJ_HdMFruBvlucF0OMaJC6CaEjINj0kf1kWT4V3moZEaR2u47vyng46ZU-pk9adyls51grCW3M-MRND95EwxO99PKwboh6u/w499-h280/Lukupiiri.png" width="499" /></a></div><p>AC:n teologinen lukupiiri jatkaa kokoontumisiaan keväällä 2024 Studium Catholicumin kirjastossa seuraavasti:</p><div>to 1.2. klo 19</div><div>to 22.2. klo 19</div><div>to 4.4. klo 19</div><div>to 25.4. klo 19</div><div>to 16.5. klo 19</div><div><br /></div><div>Ensimmäisellä kerralla torstaina 1.2. keskustelemme lukupiirissä AC:n tammikuun luentokerran (Alpo Penttinen: "Iltahämärästä aamuruskoon: näkökulma postsekulaariin katolisuuteen", 18.1. klo 19:00 Studiumin Angelicum-salissa) aiheista tarkastelemalla jesuiittateologi Michel de Certeaun ajattelua. Tämän jälkeen lukupiirissä jatketaan Fergus Kerrin kirjaa Twentieth Century Catholic Theologians.</div><div><br /></div><div>Lukupiirin tapaamiset alkavat vesperillä Studium Catholicumin kappelissa.</div><div><br /></div><div>Jos kiinnostuit lukupiiriin osallistumisesta, olethan yhteydessä osoitteeseen <a href="mailto:academicumcatholicum1936@gmail.com">academicumcatholicum1936@gmail.com</a> saadaksesi tarkemmat tiedot kullekin kerralle luettavista materiaaleista.</div><div style="font-weight: bold;"><br /></div>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-67229214681394053372023-12-21T07:47:00.000-08:002023-12-21T07:47:27.589-08:00AC: kevät 2024 / våren 2024<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPRoeLAuq_fHk9G2HefAjdAT0F_9aSuvxKc2RIRT7puF6iqrHH9YhLi83JHbXbEirnpuiipnXhUTWPbMFtLk1LXecZsp8lIuTd9qtCgk9oYVmH2DDAHDjDoXI6BIXNudsIcyCEEDY-A158dEB3DCo2m-oHaeD3A-RPITfM4rBFhaS4GsARXzHkgFWC4JZk/s1754/AC%20kev%C3%A4%C3%A4n%20ohjelma%202024_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1754" data-original-width="1240" height="790" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPRoeLAuq_fHk9G2HefAjdAT0F_9aSuvxKc2RIRT7puF6iqrHH9YhLi83JHbXbEirnpuiipnXhUTWPbMFtLk1LXecZsp8lIuTd9qtCgk9oYVmH2DDAHDjDoXI6BIXNudsIcyCEEDY-A158dEB3DCo2m-oHaeD3A-RPITfM4rBFhaS4GsARXzHkgFWC4JZk/w558-h790/AC%20kev%C3%A4%C3%A4n%20ohjelma%202024_1.jpg" width="558" /></a></div><p></p><p><b>ACADEMICUM CATHOLICUM</b></p><p><b>KEVÄT / VÅREN 2024</b></p><p><u>Torstai 18.1. klo 18:00 & 19:00</u></p><p>klo 18:00: Tuomas Akvinolaisen messu Studium Catholicumin kappelissa</p><p>klo 19:00: <b>Alpo Penttinen</b> (TT): “Iltahämärästä aamuruskoon: näkökulma postsekulaariin katolisuuteen”</p><p><u>Torstai 15.2. klo 19:00</u></p><p><b>Dos. Jan-Peter Paul</b>: ”Själen i den katolska tron”</p><p><u>Torstai 21.3. klo 19:00</u></p><p><b>Piispa Raimo Goyarrola</b> (TT, LL): ”Hengellinen ulottuvuus palliatiivisessa hoidossa”</p><p><u>Torstai 18.4. klo 19:00</u></p><p>(Ilmoitetaan myöhemmin)</p><p><u>Lisäksi <b>AC:n kevätretki</b> järjestetään tänä vuonna <b>lauantaina 25.5.2024</b>.</u></p><p>Myös lukupiiri jatkaa säännöllistä kokoontumistaan.</p><p>Luennot pidetään Studium Catholicumin Angelicum-salissa, Ritarikatu 3 (2 krs.), Helsinki. Ovet avautuvat klo 18:30 (soita tarvittaessa ovisummeria). Luentojen jälkeen on pieni kahvitarjoilu. Luennot ovat kaikille avoimia, lämpimästi tervetuloa! / <i>Föreläsninar hålls på Studium Catholicum (Riddaregatan 3, 2. vån, Helsingfors). Dörrarna öppnas kl 18:30. Efteråt bjuds det på kaffe. Föreläsningarna är öppna för alla, varmt välkomna!</i></p><p>Academicum Catholicum on tieteestä ja kulttuurista kiinnostuneille katolilaisille tarkoitettu yhdistys. Jäsenmaksun 10 euroa voi maksaa AC:n tilille FI6120012000513060. /<i> Academicum Catholicum är en förening för katoliker med intresse för vetenskap och kultur. Medlemavgiften 10 e kan betalas på ACs konto FI6120012000513060.</i></p>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-42025111023955030662023-08-25T04:16:00.010-07:002023-09-04T08:46:40.466-07:00AC: syksy 2023 / hösten 2023<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicWOnlxHu6j6-X69ftARuTt9I1981xXg8sy0mTpTgN67AKJ49YDI4PnqPU2QSUPw1JaqxYGabjLQYSoEq7jiPy2hGeEaa1m9PT4cQb8D2G7ogZwi6xvsytFGAZTTuoyN8Jh-E-Hl3g27PcnTDAurP1UgxAXS2_lpcrZe-wRGEuOjtupjPpAofdtgIHokjv/s1754/AC%20syksyn%20ohjelma%202023_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1754" data-original-width="1241" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicWOnlxHu6j6-X69ftARuTt9I1981xXg8sy0mTpTgN67AKJ49YDI4PnqPU2QSUPw1JaqxYGabjLQYSoEq7jiPy2hGeEaa1m9PT4cQb8D2G7ogZwi6xvsytFGAZTTuoyN8Jh-E-Hl3g27PcnTDAurP1UgxAXS2_lpcrZe-wRGEuOjtupjPpAofdtgIHokjv/w452-h640/AC%20syksyn%20ohjelma%202023_1.jpg" width="452" /></a></div><p></p><p><b>ACADEMICUM CATHOLICUM</b></p><b>SYKSY / HÖSTEN 2023</b><br /><br /><u>Torstai 21.9. klo 19:00</u><div><u><br /></u></div><div><b>Eva Kisdi</b>: “Missale Aboense 535” (englanniksi)<br /><br /><i>The Missale Aboense, now 535 years old, has a special place as the first book printed for Finland. This talk opens its cover: What is inside?<br /></i><br /><u>Torstai 19.10. klo 19:00</u></div><div><u><br /></u></div><div><b>Eetu Manninen</b> (TT): ”Sisäisempi kuin sieluni sisin: Sisäisyys Augustinuksen teologian keskeisenä periaatteena”<br /><br /><u>Torstai 16.11. klo 18:00 & 19:00 </u></div><div><br /></div><div>klo 18:00: Messu AC:n vainajien puolesta Studium Catholicumin kappelissa</div><div> <br />klo 19:00: <b>Viktor Torres Airava</b>: ”En seminarists upplevelse på mission i Brasilien”<br /><br /><u>Torstai 14.12. klo 19:00 </u></div><div><br /></div><div><b>Rami Niemi</b> (TM): ”Miten näkemykset uskonnonvapaudesta ovat näkyneet Suomen uskonto- ja katsomuskasvatuspolitiikassa?”<br /><br /><div style="text-align: center;">* * *</div><br />Luennot pidetään Studium Catholicumin Angelicum-salissa, Ritarikatu 3 (2 krs.), Helsinki. Ovet avautuvat klo 18:30 (soita tarvittaessa ovisummeria). Luentojen jälkeen on pieni kahvitarjoilu. Luennot ovat kaikille avoimia, lämpimästi tervetuloa! / Föreläsninar hålls på Studium Catholicum (Riddaregatan 3, 2. vån, Helsingfors). Dörrarna öppnas kl 18:30. Efteråt bjuds det på kaffe. Föreläsningarna är öppna för alla, varmt välkomna!<br /><br /><div><i>Academicum Catholicum on tieteestä ja kulttuurista kiinnostuneille katolilaisille tarkoitettu yhdistys. Jäsenmaksun 10 euroa voi maksaa AC:n tilille FI6120012000513060. / Academicum Catholicum är en förening för katoliker med intresse för vetenskap och kultur. Medlemavgiften 10 e kan betalas på ACs konto FI6120012000513060.</i></div><div style="background: rgb(231, 230, 230); border: 1pt solid rgb(118, 113, 113); margin-left: 7.1pt; margin-right: 8.45pt; mso-background-themecolor: background2; mso-border-alt: solid #767171 .5pt; mso-border-themecolor: background2; mso-border-themeshade: 128; mso-element: para-border-div; padding: 1pt 4pt;">
</div></div>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-55478790425475240962023-05-08T11:32:00.012-07:002023-05-11T00:22:22.200-07:00Kevätretki Kotkaan 27.5.2023<div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHjEKJ08cc6gcbvJu6UKVTBk13UwTNLLShtHKT7VPCIdFVBHY9ESVcg6VfFLDMyJ_CWGvM4DkqUAL3GYk-mizJSOOgbuv2lm8gmedSVUNouBWixa5tjnCkHFcAFaeunUh4D1G3M3NyUqxELc0RStmZHgHroT1D_ekZOJs1LfDE9OuZFXt5b10CMAIxGA/s1280/Kev%C3%A4tretki.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHjEKJ08cc6gcbvJu6UKVTBk13UwTNLLShtHKT7VPCIdFVBHY9ESVcg6VfFLDMyJ_CWGvM4DkqUAL3GYk-mizJSOOgbuv2lm8gmedSVUNouBWixa5tjnCkHFcAFaeunUh4D1G3M3NyUqxELc0RStmZHgHroT1D_ekZOJs1LfDE9OuZFXt5b10CMAIxGA/w520-h293/Kev%C3%A4tretki.jpg" width="520" /></a></div><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Tänä vuonna, kolmen vuoden tauon jälkeen, voimme taas tehdä perinteisen AC:n kevätretken </span><span style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: 700; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">lauantaina 27.5. 2023</span><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">. Lähdemme Pyhän Henrikin aukiolta klo 9.00 ja palaamme n. klo 20.00 Retkemme suuntautuu Kotkaan, jossa kohteenamme on Merikeskus Vellamo (missä opastus </span><span style="color: #444444; font-family: inherit; font-size: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;"><i><a href="https://www.merikeskusvellamo.fi/223830/" target="_blank">Pako Pompejista</a></i></span><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;"> -näyttelyyn) ja Langinkosken keisarillinen kalastusmaja. Paluumatkalla saamme osallistua messuun Pyhtään Pyhän Henrikin keskiaikaisessa kirkossa Pyhän Ursulan seurakuntalaisten kanssa.</span></div><div><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;"><br /></span></div><div><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Matkan hintaan sisältyvät kuljetukset omalla bussilla, pääsyliput ja opastukset kohteissa sekä brunssilounas. Retken hinta on 45€ jäseniltä ja 55€ muilta. Mukaan mahtuu bussillinen nopeinta ilmoittautujaa.</span></div><div><span style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: 700; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span></div><div><span style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: 700; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Sitovat ilmoittautumiset 15.5. mennessä osoitteeseen </span><span style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: 700; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a href="mailto:studiokarppanen@gmail.com" style="border: 0px; box-sizing: border-box; color: rgba(0, 0, 0, 0.75); font: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-line: none; vertical-align: baseline; word-break: break-word;">studiokarppanen@gmail.com</a> / jälki-ilmoittautuminen viim. 17.5. osoitteeseen lea.mecklin@gmail.com</span><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">. Mainitse sähköpostiviestissä kaikkien ilmoittautuvien osallistujien nimet. Saat viestin paikastasi sähköpostiisi, jonka jälkeen maksamalla matkan kolmen päivän sisällä varmistat paikkasi. Maksu AC:n tilille FI61 20012000513060. Viestikenttään: AC:n kevätretki ja nimi/nimet. Ilmoittautuneille lähetetään tarkempi ohjelma sähköpostitse.</span></div><div><em style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></em></div><div><em style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Det här året, efter tre års paus, kommer vi att kunna fara på AC:s traditionella vårutflykt lördagen 25.5 2023. Vi åker från S:t Henriks platsen kl. 9:00 och återvänder kring kl. 20:00. Utflykten tar oss till Kotka, där vårt mål är Maritimcentret Vellamo och Langinkoski kejserliga fiskestuga. På tillbakavägen deltar vi i mässan i Pyttis medeltida kyrka S:t Henrik tillsammans med S:ta Ursulas församlingsbor. </em><br /><em style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></em></div><div><em style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">I resans pris ingår transporter med egen buss, biljetter och guidningar vid resemålen samt brunch. </em><em style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Utflyktens pris är 45€ för medlemmar och 55€ för andra. Med ryms en bussmängd av de snabbaste anmälarna.</em></div><div><em style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></em></div><div><span style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: 700; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><em style="border: 0px; box-sizing: border-box; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Bindande anmälan ska skickas senast 15.5 med e-post till <a href="mailto:studiokarppanen@gmail.com" style="border: 0px; box-sizing: border-box; color: rgba(0, 0, 0, 0.75); font: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-line: none; vertical-align: baseline; word-break: break-word;">studiokarppanen@gmail.com</a> / senast 17.5. till lea.mecklin@gmail.com</em></span><em style="border: 0px; box-sizing: border-box; color: #444444; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">. Inkludera alla deltagares namn. Du får ett meddelande om din plats till din e-post, varefter du konfirmerar din plats med att betala in om tre dagar. Betalningen sker på AC:s konto FI6120012000513060. I meddelanderutan: AC:s vårutflykt och namn på deltagarna. Till de anmälda ges noggrannare program per e-post.</em></div><div><span style="color: #444444;"><i><br /></i></span><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Tervetuloa retkellemme</span><br /><span style="color: #444444; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Academicum Catholicum </span></div><div><span style="color: #444444;"><br /></span></div><div><span face=""Open Sans", sans-serif" style="font-size: 14px;">Academicum Catholicum on tieteestä ja kulttuurista kiinnostuneille katolilaisille tar-koitettu yhdistys. Jäsenmaksun 10 euroa voi maksaa AC:n tilille FI6120012000513060. / </span><em style="border: 0px; box-sizing: border-box; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Academicum Catholicum är en förening för katoliker med intresse för vetenskap och kultur. Medlemavgiften 10 e kan betalas på ACs konto FI6120012000513060. </em><span face=""Open Sans", sans-serif" style="font-size: 14px;">Lisätietoja / </span><em style="border: 0px; box-sizing: border-box; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Mer information:</em><span face=""Open Sans", sans-serif" style="font-size: 14px;"> </span><span style="border: 0px; box-sizing: border-box; font-family: inherit; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: 700; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a href="http://academicumcatholicum.blogspot.com/" style="border: 0px; box-sizing: border-box; color: rgba(0, 0, 0, 0.75); font: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-decoration-line: none; vertical-align: baseline; word-break: break-word;">academicumcatholicum.blogspot.com</a></span></div>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-70374046200045307492023-03-24T02:11:00.002-07:002023-04-05T02:41:50.273-07:00AC:n vuosikokous ja kevään viimeinen luentoilta 20.4.<h2 style="text-align: left;"><span style="font-family: inherit;">2</span><span style="font-family: inherit;">0.4. klo 18:00 –
AC:n vuosikokous / A</span><i style="font-family: inherit;">C:s årsmöte</i></h2><p></p><p><span style="font-family: inherit;">Ennen huhtikuun
luentoa pidetään AC:n vuosikokous klo 18:00 Angelicumin ruokasalissa (Helsinki,
Ritarikatu 3, 2 krs.). Vuosikokouksessa käsitellään sääntömääräisten asioiden
lisäksi sääntöuudistus. Vuosikokoukseen saavat osallistua AC:n jäsenehdot
(Suomessa asuva katolilainen) täyttävät, jäsenmaksunsa maksaneet AC:n jäsenet.</span></p><p><i style="font-family: inherit;"><span lang="SV">Före april föreläsningen hålls AC:s årsmöte i Angelicumsalens matsal kl
18:00 (Helsingfors, Riddaregatan 3, 2 vån.). Utöver de stadgeenliga ärenden
behandlar årsmötet förändringar i stadgarna. AC:s medlemmar som uppfyller
medlemskraven (katoliker bosatta i Finland) och som har betalat sin
medlemsavgift kan delta i årsmötet.</span></i></p>
<h2 style="text-align: left;"><span class="spellingerror"><span lang="SV" style="line-height: 107%;"><span style="font-family: inherit;">20.4. klo 19:00 – Luento /
Föreläsning</span></span></span></h2>
<p class="MsoNormal"><span style="font-family: inherit;"><span class="spellingerror"><b><span lang="SV" style="line-height: 107%;"></span></b></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTfRd7cyuEu9h6s-HBS2m5hYtLVDFwb5dSEmyS2H4OGJz5DCQdiu7A0PIi4rGqUh_5YWH6i-JHDT_InJKCL5kRlhH_OT9237Qxzp-9bXyqYIPdX7-zgxKc989QMW1K3xyQm2Yr-A8hTJ3as_QgS2AAskFX8A0x4HVXqlnBiXztjVWZ_G34Cr3i5E5IdA/s124/Finnila.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="122" data-original-width="124" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTfRd7cyuEu9h6s-HBS2m5hYtLVDFwb5dSEmyS2H4OGJz5DCQdiu7A0PIi4rGqUh_5YWH6i-JHDT_InJKCL5kRlhH_OT9237Qxzp-9bXyqYIPdX7-zgxKc989QMW1K3xyQm2Yr-A8hTJ3as_QgS2AAskFX8A0x4HVXqlnBiXztjVWZ_G34Cr3i5E5IdA/s1600/Finnila.png" width="124" /></a></b></span></div><h3 style="text-align: left;"><span style="font-family: inherit;">Katarina Finnilä (PsT):<br /> </span><span style="font-family: inherit;">
”Psykologiska synvinklar på församlingsgemenskap och Jesu uppmaning att älska
varandra”</span></h3><p style="text-align: left;">Luento pidetään <b style="font-family: inherit;">Studium Catholicumin Angelicum-salissa
(Helsinki, Ritarikatu 3, 2. krs)</b><span style="font-family: inherit;">. Ovet avautuvat klo 18:30 (soita
tarvittaessa ovisummeria). Luentojen jälkeen on pieni kahvitarjoilu. Luennot
ovat kaikille avoimia, lämpimästi tervetuloa! </span></p><p style="text-align: left;"><i style="font-family: inherit;">Föreläsningen hålls på Studium
Catholicum (Riddaregatan 3, 2. vån, Helsingfors). Dörrarna öppnas kl 18:30.
Efteråt bjuds det på kaffe. Föreläsningarna är öppna för alla, varmt välkomna!</i></p><p>Luento striimataan aiempaan tapaan AC:n YouTube-sivulle / <i>Föreläsningen kommer att streamas till AC:s YouTube-sida</i>: <a href="https://www.youtube.com/@academicumcatholicum5022/streams">https://www.youtube.com/@academicumcatholicum5022/streams</a></p><p><span style="background-color: #fff2cc;">Academicum Catholicum on tieteestä ja kulttuurista kiinnostuneille katolilaisille tarkoitettu yhdistys. AC:n jäseneksi voi liittyä Suomessa asuva katolilainen, joka hyväksyy yhdistyksen tarkoituksen ja säännöt. Vuosittaisen jäsenmaksun 10 euroa voi maksaa AC:n tilille FI6120012000513060. /</span><span style="background-color: #fff2cc;"><span> </span><i>Alla katoliker boende i Finland som godkänner föreningens regler och ändamål kan bli medlemar i AC. Den årliga medlemsavgiften på 10€ kan betalas till AC:s konto </i><i>FI6120012000513060</i><i>.</i></span></p><div><br /></div>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-73114773927522770812023-03-17T02:12:00.008-07:002023-03-27T00:55:11.544-07:00AC:n lukupiiri käynnistyy to 23.3.2023 klo 19<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAE5fcR0aWTGlqCVESTArn1lLa9y4e19sZQ-5VbqMyiuNoT8s6ghaqiRochU0OTxW7k_f8l7Sst-5p9rGfvH-wXReObsgqC-l9lc4K4DxEFpUp3sLwzBGsd6E7mV3sYSTaks_79wh_KZUl593eAM3wgl4UWxHKH18RJbk_pJ1qr_bN0uT8skqI2mBgjA/s1280/Lukupiiri.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAE5fcR0aWTGlqCVESTArn1lLa9y4e19sZQ-5VbqMyiuNoT8s6ghaqiRochU0OTxW7k_f8l7Sst-5p9rGfvH-wXReObsgqC-l9lc4K4DxEFpUp3sLwzBGsd6E7mV3sYSTaks_79wh_KZUl593eAM3wgl4UWxHKH18RJbk_pJ1qr_bN0uT8skqI2mBgjA/w400-h225/Lukupiiri.png" width="400" /></a></div><div><br /></div><div>Academicum Catholicumin teologinen lukupiiri käynnistyy torstaina 23.3. klo 19 Studium Catholicumin kirjastossa (3. krs.). Piirin tarkoituksena on perehtyä moderniin katoliseen teologiaan akateemisen kirjallisuuden valossa ja näin herättää keskustelua kirkon ja teologian nykykehityksistä.</div><div><br /></div><div>Ensimmäisellä tapaamiskerralla 23.3. sovimme käsiteltävästä kirjasta ja sen käsittelytavasta. Ensimmäisen tapaamiskerran pohjustuksena toimi Pauli Annalan 16.2. luento "Nouvelle Théologie ja Vatikaanin II:n kirkolliskokouksen tausta", joka on katsottavissa AC:n Youtube-sivuilta (<a href="https://www.youtube.com/watch?v=q0aeFlRKsuA&t=2s">https://www.youtube.com/watch?v=q0aeFlRKsuA&t=2s</a>).</div><div><br /></div><div>Suosittelemme lukupiiriin osallistujia tutustumaan ja kertaamaan yllä linkatun luennon sisällöt ennen lukupiirin tapaamista.</div><div><br /></div><div>Lukupiirin tapaaminen on kaikille avoin - lämpimästi tervetuloa!</div><div><br /></div><div style="text-align: center;">* * *</div><div><br /></div><div>AC:n lukupiiri kokoontuu kerran kuukaudessa Studium Catholicumin kirjastossa. Lisätietoja ja lukumateriaalit saat olemalla yhteydessä: <b>academicumcatholicum1936@gmail.com</b></div><p></p>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-54475954028848420452023-01-04T03:30:00.009-08:002023-02-06T07:54:57.995-08:00AC: Kevät / våren 2023<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ2_btWFxoKMJE32lS0hcFgjQGE7qFL4qTF8ImlJcuy6UXDjGr9cYZpTy7K1wok_m820bhY3t4ezRZq7PlsZJnactcuaRrk1yhBJj9wKD24hcpDrxyvrmOhRBaIq5UpNgZlJSn--fiZc-jMo81J3JyPxpvNZcB5KM1mNNF1yOBcUNdb1E_d87GNZVZWg/s805/AC%20kev%C3%A4%C3%A4n%20ohjelma%202023%20pieni.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="805" data-original-width="569" height="727" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ2_btWFxoKMJE32lS0hcFgjQGE7qFL4qTF8ImlJcuy6UXDjGr9cYZpTy7K1wok_m820bhY3t4ezRZq7PlsZJnactcuaRrk1yhBJj9wKD24hcpDrxyvrmOhRBaIq5UpNgZlJSn--fiZc-jMo81J3JyPxpvNZcB5KM1mNNF1yOBcUNdb1E_d87GNZVZWg/w514-h727/AC%20kev%C3%A4%C3%A4n%20ohjelma%202023%20pieni.tif" width="514" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><p>ACADEMICUM CATHOLICUM</p><p>KEVÄT / VÅREN 2023 OHJELMA</p><p><u>Torstai 19.1. klo 18 & 19</u></p><p>klo 18:00 – Tuomas Akvinolaisen messu Studium Catholicumin kappelissa </p><p>klo 19:00 – <b>Risto Nordell</b> (MuM): ”Kyrie Eleison - kirkkomusiikkia Euroopan katedraaleista”</p><p><u>Torstai 16.2. klo 19:00 </u></p><p>Dos. <b>Pauli Annala</b>: ”Nouvelle Théologie ja Vatikaanin II:n kirkolliskokouksen tausta” </p><p><u>Torstai 16.3. klo 19:00 </u></p><p>Prof. em. <b>Kaarlo Arffman</b> esittelee uuden kirjansa Mistä tiedämme, mitä on oikea kristinusko? (Väyläkirjat 2022)</p><p><u>Torstai 20.4. klo 19:00 </u></p><p><b>Katarina Finnilä</b> (PsT): ”Psykologiska synvinklar på församlingsgemenskap och Jesu uppmaning att älska varandra”</p><p><br /></p><p><b>Luennot pidetään Studium Catholicumin Angelicum-salissa</b>, Ritarikatu 3 (2 krs.), Helsinki. Ovet avautuvat klo 18:30 (soita tarvittaessa ovisummeria). Luentojen jälkeen on pieni kahvitarjoilu. Luennot ovat kaikille avoimia, lämpimästi tervetuloa!</p><p><i>Föreläsninar hålls på Studium Catholicum (Riddaregatan 3, 2. vån, Helsingfors). Dörrarna öppnas kl 18:30. Efteråt bjuds det på kaffe. Föreläsningarna är öppna för alla, varmt välkomna!</i></p><p><span style="background-color: #fff2cc;">Academicum Catholicum on tieteestä ja kulttuurista kiinnostuneille katolilaisille tarkoitettu yhdistys. AC:n jäseneksi voi liittyä Suomessa asuva katolilainen, joka hyväksyy yhdistyksen tarkoituksen ja säännöt. Vuosittaisen jäsenmaksun 10 euroa voi maksaa AC:n tilille FI6120012000513060. /</span><span style="background-color: #fff2cc;"><span> </span><i>Alla katoliker boende i Finland som godkänner föreningens regler och ändamål kan bli medlemar i AC. Den årliga medlemsavgiften på 10€ kan betalas till AC:s konto </i><i>FI6120012000513060</i><i>.</i></span></p><div><br /></div>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-1745430452203229352022-08-31T06:53:00.002-07:002022-10-19T08:21:10.459-07:00AC: syksy 2022 / hösten 2022<p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><p style="text-align: left;"></p><div style="clear: both; text-align: left;"><div class="separator" style="clear: both; font-weight: bold; text-align: left;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjRqJRj7k1pZDq0PN38y5-8qVnuBnXyO8ecHdDVQmws5dk9Y2Ck9WoqTXWbgXs_vRHNRMqqJ_gLyJkTh94PVg6ml9-UNoCivArhZvBBGU2oFarGzEt6_0OTk4w15yM5qdUlWJd02bFY8HAy7C3wugPbl9KTmcZaY0dePRUgX6h9zZroPAZNEcJkrOsMNQ" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img data-original-height="293" data-original-width="285" height="113" src="https://blogger.googleusercontent.com/img/a/AVvXsEjRqJRj7k1pZDq0PN38y5-8qVnuBnXyO8ecHdDVQmws5dk9Y2Ck9WoqTXWbgXs_vRHNRMqqJ_gLyJkTh94PVg6ml9-UNoCivArhZvBBGU2oFarGzEt6_0OTk4w15yM5qdUlWJd02bFY8HAy7C3wugPbl9KTmcZaY0dePRUgX6h9zZroPAZNEcJkrOsMNQ=w108-h113" width="108" /></a></div><b>Lauantai 17.9. - AC osallistuu Hattulan pyhiinvaellukseen<br /><br /></b>Kutsumme AC:n jäsenet ja kaikki muut kiinnostuneet osallistumaan Hattulan pyhiinvaellukselle, jossa vietetään Pyhän ristin ylentämisen hartaus 17.9. Lähtö bussilla Pyhän Henrikin katedraalin edestä klo 10:30. Maksu <b>30 € </b>maksetaan bussissa. <b>Ilmoittautuminen Pyhän Henrikin pappilaan 09-637853 tai henrik@katolinen.fi.</b></div><div style="clear: both; text-align: left;"><br /></div><p style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhRoSiw2mW29Mw5dFQ6nPBd5ugz3vCwy0P-kM-sdtQFb7fK9M1YKT7mdyJtB9X27b8rrADuOj0qoeWkPjRHzJZU6488Z_340sbgje0bmh59Odj05YIRS_n7jS_Mz8xvU6n7S1wxkpLuIK3cbYbHEIwZBh6je7-XloqJMEqvd79c22ui8zuaCU8UhK0k4Q" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="132" data-original-width="124" height="114" src="https://blogger.googleusercontent.com/img/a/AVvXsEhRoSiw2mW29Mw5dFQ6nPBd5ugz3vCwy0P-kM-sdtQFb7fK9M1YKT7mdyJtB9X27b8rrADuOj0qoeWkPjRHzJZU6488Z_340sbgje0bmh59Odj05YIRS_n7jS_Mz8xvU6n7S1wxkpLuIK3cbYbHEIwZBh6je7-XloqJMEqvd79c22ui8zuaCU8UhK0k4Q=w106-h114" width="106" /></a><b>Torstai 13.10. klo 19:00 - Prof. Christian Krötzl: </b><i><b>Rooma, Santiago, Hattula ... Pyhiinvaellus keskiajalla<br /></b></i><b><i><br /></i></b>Professori Christian Krötzl Tampereen yliopistosta kertoo suomalaisista pyhiinvaeltajista keskiajan Euroopassa historiallisten lähteiden valossa.</p><div style="text-align: left;"><b style="font-weight: bold;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4UOpjyNKXl71J48LNyMopIufniX_p6L7G7eLz7JXe6ws7kvHQmW3Bdm6-Z7M0hFxaQ1I8zwwfK70DiuK40iumGcFi5M0wq_hqyVnOiaNVJCc1IwSN-FHtkCdX8y9yO8zsmqqopDTSkeSOsklOYmIo6i2I6wwJpdTpUV-LHtMxjKzYHWdR3mhLrCI-Ng/s285/Anders.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="285" data-original-width="285" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4UOpjyNKXl71J48LNyMopIufniX_p6L7G7eLz7JXe6ws7kvHQmW3Bdm6-Z7M0hFxaQ1I8zwwfK70DiuK40iumGcFi5M0wq_hqyVnOiaNVJCc1IwSN-FHtkCdX8y9yO8zsmqqopDTSkeSOsklOYmIo6i2I6wwJpdTpUV-LHtMxjKzYHWdR3mhLrCI-Ng/w103-h103/Anders.jpg" width="103" /></a></div>Torstai 17.11. klo 19:00 - isä Anders Hamberg: </b><span style="text-align: center;"><b><i>Mässans utveckling i den latinska riten</i></b></span></div><p></p><p style="text-align: left;">Ennen marraskuun esitelmätilaisuutta 17.11. klo 18:00 vietetään messu AC:n vainajien puolesta Studium Catholicumin kappelissa (3. krs).</p><div style="text-align: left;"><b><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglNhiRmXRvQWPs3QQIMIe6z3JthXu16y-fL07OU2AB6XKJDt3HSqd-j02ebpxpByJD0w0xFwvov28Cc-3dzY-H4g9LnnsoKdrujY59LZwoA_jCGrs4GPJAK_XeLwyBp1EDlf3sdJz8xY8-3d6ikMPoIJDx3hbUOZnGvOJrcCKHjF7jZYBxKH2thwvrtQ/s246/langinvainio.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="242" data-original-width="246" height="102" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglNhiRmXRvQWPs3QQIMIe6z3JthXu16y-fL07OU2AB6XKJDt3HSqd-j02ebpxpByJD0w0xFwvov28Cc-3dzY-H4g9LnnsoKdrujY59LZwoA_jCGrs4GPJAK_XeLwyBp1EDlf3sdJz8xY8-3d6ikMPoIJDx3hbUOZnGvOJrcCKHjF7jZYBxKH2thwvrtQ/w103-h102/langinvainio.PNG" width="103" /></a></div><div style="text-align: left;"><b><br /></b></div>Torstai 15.12. klo 19:00 - Heimo Langinvainio: <i>Kristillisestä </i></b></div><div style="text-align: left;"><b><i>meditaatiosta ja kontemplaatiosta: hyvinvoinnin </i></b></div><div style="text-align: left;"><b><i>näkökulmia </i></b></div><div style="text-align: left;"><b><br /></b></div><div style="text-align: left;"><b><br /></b></div><div style="text-align: left;"><span style="background-color: #fff2cc;"><br /></span></div><div style="text-align: left;"><span style="background-color: #fff2cc;">Kaikki luennot pidetään Studium Catholicumin Angelicum-salissa, Ritarikatu 3 (2 krs.), Helsinki. Ovet avautuvat klo 18:30. Luentojen jälkeen on pieni kahvitarjoilu. Luennot ovat kaikille avoimia, lämpimästi tervetuloa! </span></div><p style="text-align: left;"><i style="background-color: #fff2cc;">Föreläsninar hålls på Studium Catholicum (Riddaregatan 3, 2. vån, Helsingfors). Dörrarna öppnas kl 18:30. Efteråt bjuds det på kaffe. Föreläsningarna är öppna för alla, varmt välkomna! </i></p><div style="text-align: left;"><br /></div></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHFu1IYDm22q7_gbq_d9MkML9XIcUxZIcbB467zd98xvSp_Ql_KL8qDhsnASAsIvfGS9USQDmimh5XIjRTzmp-69D6qZL8wwAuqH1QqcoP9ATvOP9Q-UGPvavJ6YURMalXfO3sKzy1yjNm_VRtopL_s-ipluJ8DWXZj9fDb-7hIAjmYUAUPW7gPShPWg/s1650/AC%20syksyn%20ohjelma%204.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1650" data-original-width="1275" height="807" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHFu1IYDm22q7_gbq_d9MkML9XIcUxZIcbB467zd98xvSp_Ql_KL8qDhsnASAsIvfGS9USQDmimh5XIjRTzmp-69D6qZL8wwAuqH1QqcoP9ATvOP9Q-UGPvavJ6YURMalXfO3sKzy1yjNm_VRtopL_s-ipluJ8DWXZj9fDb-7hIAjmYUAUPW7gPShPWg/w624-h807/AC%20syksyn%20ohjelma%204.png" width="624" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"></td></tr></tbody></table><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div></div><p></p>Anitahttp://www.blogger.com/profile/15330795752897896166noreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-17351051033362796662022-01-19T10:59:00.002-08:002022-01-19T10:59:30.986-08:00AC: Kevät / våren 2022<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjt68lfvRFeBXwTSKKvTuMBD7E7r3t6YGHVm8iCFasyBe26XKcJLv2h58RZ0g_MfDsl-sEWdZVmwb_PUc4tA-MK5J4-dP7Ne1YZArwXqCHZijFbswUL5EqKzhR8L4TS-naWh6BU04IDONtE4u-RjgkiLUJb6zwleVRbOH4RkOKUKTy8bx7Nnu0AdCl_Ew=s723" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="723" data-original-width="569" src="https://blogger.googleusercontent.com/img/a/AVvXsEjt68lfvRFeBXwTSKKvTuMBD7E7r3t6YGHVm8iCFasyBe26XKcJLv2h58RZ0g_MfDsl-sEWdZVmwb_PUc4tA-MK5J4-dP7Ne1YZArwXqCHZijFbswUL5EqKzhR8L4TS-naWh6BU04IDONtE4u-RjgkiLUJb6zwleVRbOH4RkOKUKTy8bx7Nnu0AdCl_Ew=s16000" /></a></div><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-91132328008451415122022-01-01T07:52:00.000-08:002022-01-01T07:52:06.847-08:00Tammikuu: Tieteiden yö 20.1.<p> </p><p>Hyvää uutta vuotta 2022! </p><p>Tammikuussa AC ei järjestä erikseen omaa luentoa, vaan suosittelemme seuraamaan AC:n perinteisenä luentopäivänä eli kuun kolmantena torstaina 20.1. järjestettävää Tieteiden yö -tapahtumaa, jossa Studium Catholicum on mukana omalla <a href="https://www.tieteidenyo.fi/fi/ohjelma/kristityt-roomasta-ktesifoniin-paavi-persia-ja-antiikin-kiistat">ohjelmakokonaisuudellaan</a>. </p><p style="border: 0px; box-sizing: border-box; color: #333333; font-family: Roboto; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px 0px 15px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc; border: 0px; box-sizing: border-box; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Studium Catholicumissa uppoudutaan antiikin maailmaan paaviuden ja Persian kristillisyyden merkeissä. Lisäksi antiikin maailmankuvaa tarkastellaan huomioiden antiikin kristillisyyden merkitys nykyajalle. Puhujina ovat ekumeniikan professori <strong style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Risto Saarinen</strong>, teologian tohtori<strong style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> Emil Anton</strong> sekä kirjailija, historioitsija <strong style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Jaro Karkinen</strong>. Kolmannen kerroksen kirjastossa on illan aikana virvoketarjoilu.</span></p><h2 style="border: 0px; box-sizing: border-box; font-family: Vollkorn; font-size: 30px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 30px; margin: 0px 0px 15px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Ohjelma-aikataulu</span></h2><h3 style="border: 0px; box-sizing: border-box; font-family: Vollkorn; font-size: 22px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 19pt; margin: 0px 0px 8px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Klo 18.00: Antiikin maailmankuva ja kristillinen teologia</span></h3><p style="border: 0px; box-sizing: border-box; color: #333333; font-family: Roboto; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px 0px 15px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Ekumeniikan professori <strong style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Risto Saarinen</strong> (Helsingin yliopisto)</span></p><h3 style="border: 0px; box-sizing: border-box; font-family: Vollkorn; font-size: 22px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 19pt; margin: 0px 0px 8px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Klo 18.45: Paavi ja Persia: Miten Rooman piispaan suhtauduttiin Mesopotamiassa?</span></h3><p style="border: 0px; box-sizing: border-box; color: #333333; font-family: Roboto; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px 0px 15px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Teologian tohtori <strong style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Emil Anton</strong></span></p><h3 style="border: 0px; box-sizing: border-box; font-family: Vollkorn; font-size: 22px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: 19pt; margin: 0px 0px 8px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Klo 19.30: Paavi: vainotusta valtakunnan viimeiseksi perilliseksi</span></h3><p style="border: 0px; box-sizing: border-box; color: #333333; font-family: Roboto; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px 0px 15px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Filosofian maisteri <strong style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Jaro Karkinen</strong></span></p><p style="border: 0px; box-sizing: border-box; color: #333333; font-family: Roboto; font-size: 18px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px 0px 15px; padding: 0px; vertical-align: baseline;"><span style="background-color: #fff2cc;">Tapahtuman tallenne on nähtävissä <strong style="border: 0px; box-sizing: border-box; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a href="https://events.liveto.io/events/tieteiden-yo-2012022" style="border: 0px; box-sizing: border-box; color: #523b00; font: inherit; margin: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">verkkotapahtuma-alustalla</a></strong> 20.-31.1.2022.</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-54936158108885604982021-11-24T10:43:00.005-08:002021-11-24T10:43:54.741-08:00AC 9.12.2021 kl 19: Om nåd<p> </p><p class="xmsonormal" style="background: white; margin: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 18.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;">Academicum Catholicums föreläsning på <o:p></o:p></span></b></p>
<p class="xmsonormal" style="background: white; margin: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 18.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;">Studium Catholicum (Riddaregatan 3, 2. vån.)</span></b></p><p class="xmsonormal" style="background: white; margin: 0cm; vertical-align: baseline;"><b style="color: #201f1e; font-family: Calibri, sans-serif; font-size: 18pt;"><span lang="SV-FI" style="border: 1pt none windowtext; font-size: 18pt; padding: 0cm;">på torsdagen den 9 december 2021 kl. 19</span></b></p><p class="xmsonormal" style="background: white; margin-bottom: 0cm; margin-left: 65.2pt; margin-right: 0cm; margin-top: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 18.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;"><o:p></o:p></span></b></p>
<p class="xmsonormal" style="background: white; margin: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 11.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;"><o:p> </o:p></span></b></p><p class="xmsonormal" style="background: white; margin: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 16.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;">Mikael Paul (EM, FK, TK):</span></b></p><p class="xmsonormal" style="background: white; margin: 0cm; vertical-align: baseline;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ow7MwHfCBC-admdcSCQ7ztRI9F0wG0YquUUROepYICrq4CJK8XXI5qfjV38kjWqyZGVf2K0AZ0eqbzkOgXE_x7J6COxgt3YSUjHDLz-AySYSeZROB5JRaRcQ-Gh5z3XjkWh5IwQP28F_/" style="clear: left; float: left; font-family: Calibri, sans-serif; font-size: 24px; font-weight: 700; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img alt="" data-original-height="505" data-original-width="378" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ow7MwHfCBC-admdcSCQ7ztRI9F0wG0YquUUROepYICrq4CJK8XXI5qfjV38kjWqyZGVf2K0AZ0eqbzkOgXE_x7J6COxgt3YSUjHDLz-AySYSeZROB5JRaRcQ-Gh5z3XjkWh5IwQP28F_/" width="180" /></a></p>
<p class="xmsonormal" style="background: white; margin-bottom: 0cm; margin-left: 65.2pt; margin-right: 0cm; margin-top: 0cm; text-indent: 65.2pt; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 14.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;"><o:p> </o:p></span></b></p>
<p class="xmsonormal" style="background: white; margin-bottom: 0cm; margin-left: 65.2pt; margin-right: 0cm; margin-top: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 14.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;">”Om nåd – särskilt om Jungfru Maria som nådens
Mediatrix”<o:p></o:p></span></b></p>
<p class="xmsonormal" style="background: white; margin-bottom: 0cm; margin-left: 65.2pt; margin-right: 0cm; margin-top: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 14.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;"><o:p> </o:p></span></b></p>
<p class="xmsonormal" style="background: white; margin-bottom: 0cm; margin-left: 65.2pt; margin-right: 0cm; margin-top: 0cm; vertical-align: baseline;"><b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 14.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;">Dörrarna öppnas kl. 18.30. Efteråt bjuds det på
julglögg. Välkomna!</span></b><span lang="SV-FI" style="border: none windowtext 1.0pt; color: #201f1e; font-family: "Calibri",sans-serif; font-size: 14.0pt; mso-ansi-language: SV-FI; mso-border-alt: none windowtext 0cm; padding: 0cm;"><o:p></o:p></span></p>
<p class="MsoNormal"><span lang="SV-FI" style="mso-ansi-language: SV-FI;"><o:p> </o:p></span></p>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7864789044267812470.post-59451756613755142252021-11-05T09:27:00.000-07:002021-11-05T09:27:09.733-07:0018.11. klo 18.30: TT Ilmari Karimies: "Luther: Fransiskaanisempi kuin luulit" <p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzYjTxUsD4LhfMoHwLzYtHkIlknHj7Yw-71VhX_46XDR1WEjyPRbJXJKQAo618URjyqJrFDNfr0RXK4NyOyMMx6E_lyXeyoLYLAem6JVkH601ukjlQ3SKRbyINPTeYkZrlIG1jmoplaQ0k/s879/ilmari.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="726" data-original-width="879" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzYjTxUsD4LhfMoHwLzYtHkIlknHj7Yw-71VhX_46XDR1WEjyPRbJXJKQAo618URjyqJrFDNfr0RXK4NyOyMMx6E_lyXeyoLYLAem6JVkH601ukjlQ3SKRbyINPTeYkZrlIG1jmoplaQ0k/w400-h330/ilmari.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-23922044700819248192021-09-20T11:12:00.001-07:002021-09-20T11:12:23.269-07:00AC:n luento 21.10.2021<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgG1U0AGxWQTXd0dpwh4lQ889gWfgVL9c_aZFVV71tjBBVObDcvvMZk-gFlSx8R8lojy3qQIWpcUOJ8xyQONKyHUIy9kKlzAEWqtkLTm8XmvUeCaWMVI19Yzy1W5rim3ALszA9ZhQM3MDi/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="126" data-original-width="135" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgG1U0AGxWQTXd0dpwh4lQ889gWfgVL9c_aZFVV71tjBBVObDcvvMZk-gFlSx8R8lojy3qQIWpcUOJ8xyQONKyHUIy9kKlzAEWqtkLTm8XmvUeCaWMVI19Yzy1W5rim3ALszA9ZhQM3MDi/w121-h113/image.png" width="121" /></a></div><b>Academicum Catholicumin luentoilta</b><p></p><p class="MsoNormal"><b><span lang="EN-US">To 21.10. klo 19<o:p></o:p></span></b></p><p class="MsoNormal"><b><span lang="EN-US">Studium Catholicumin Angelicum-salissa<o:p></o:p></span></b></p><p class="MsoNormal"><b>(Ritarikatu 3, Helsinki, 2. krs)</b></p><p class="MsoNormal"><b><span lang="EN-US" style="font-size: 12.0pt; line-height: 107%; mso-ansi-language: EN-US;"><br /></span></b></p><p class="MsoNormal"><b><span lang="EN-US" style="font-size: 12.0pt; line-height: 107%; mso-ansi-language: EN-US;">FT Miia Ijäs-Idrobo:</span></b></p>
<p class="MsoNormal"><b><span style="font-size: 14.0pt; line-height: 107%;">Katariina
ja Anna Jagellonica: Ruotsi, Suomi ja Puolan katoliset prinsessat<o:p></o:p></span></b></p>
<p class="MsoNormal"><b><o:p> </o:p></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTPdCrJILckvfE97SVXCeNTrXKQpcAyr3LFh7r_O16mLR2AUAAPwMytA8lw-vUyO0NYLEq4QILJxhq284U9H4M_6_TYyz_2DZgc_vUGbuZO1qBHToA-4bXoh8Kxq4_x3QAys97iDSeiRLP/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="260" data-original-width="390" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTPdCrJILckvfE97SVXCeNTrXKQpcAyr3LFh7r_O16mLR2AUAAPwMytA8lw-vUyO0NYLEq4QILJxhq284U9H4M_6_TYyz_2DZgc_vUGbuZO1qBHToA-4bXoh8Kxq4_x3QAys97iDSeiRLP/" width="320" /></a></b></div><b><br /></b><p></p>
<p class="MsoNormal">Ovet avautuvat 18.30, luennon jälkeen pieni tarjoilu. Kaikki ovat tervetulleita! </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-35731340890563352932021-09-02T00:22:00.002-07:002021-09-02T00:22:29.465-07:00AC:n luento syyskuussa 2021<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpB8eVdHPkc1TJmmO5IgzM4Bk3zKTbTCsTgYa0KaERW7gncE_nwd_cX_WvSyklRfUvvG-8KiboS__1VY6AiysGjXH9fc7JioH8URzwSSypEjckHtQeJjS8WM0oW9lVd63RU3sG9d1beZz9/s1333/Pale+1+isokuva.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1333" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpB8eVdHPkc1TJmmO5IgzM4Bk3zKTbTCsTgYa0KaERW7gncE_nwd_cX_WvSyklRfUvvG-8KiboS__1VY6AiysGjXH9fc7JioH8URzwSSypEjckHtQeJjS8WM0oW9lVd63RU3sG9d1beZz9/s320/Pale+1+isokuva.jpg" width="240" /></a></div><p align="center" class="MsoNormal" style="line-height: 150%; margin-left: 195.6pt; text-align: center;"><span style="font-size: 16.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Luento 16.9.2021 klo 19.00<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 195.6pt;"><b><span style="font-size: 16.0pt; line-height: 150%;">TT Pauli Annala</span></b><span style="font-size: 16.0pt; line-height: 150%;">: <i>Naiset kirkon opettajina</i><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 195.6pt;"><span style="font-size: 16.0pt; line-height: 150%;"><br />Osa 2: Katariina Sienalainen ja
Avilan Teresa<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 195.6pt;"><span style="font-size: 16.0pt; line-height: 150%;">Luento pidetään Studium Catholicumin
Angelicum-salissa (Ritarikatu 3, Helsinki) <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 195.6pt;"><span style="font-size: 16.0pt; line-height: 150%;">Ovet avautuvat klo 18.30. Tervetuloa!
<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 195.6pt;"><span style="font-size: 12.0pt; line-height: 150%;">Luento pyritään myös striimaamaan
AC:n Youtube-sivulle. AC:n jäsenmaksun 10e voi maksaa AC:n tilille
FI6120012000513060. Luennot ovat kaikille avoimia Covid-19-rajoitusten puitteissa. <o:p></o:p></span></p><br /><p></p>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7864789044267812470.post-75974858914524531372021-04-01T06:42:00.002-07:002021-04-01T06:42:23.773-07:00Huhtikuun luento to 22.4 klo 18.: Anna-Riina Hakala, ”Bernhard Clairvauxlainen ja toisiaan täydentävät sukupuolet”<div class="separator"><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img class="WACImage SCXW219438624 BCX0" src="data:image/png;base64,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style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; font-family: "Segoe UI", Tahoma, Verdana, sans-serif; font-size: 8px; height: auto; margin: 0px; padding: 0px; user-select: text; vertical-align: baseline; width: auto;" unselectable="on" /></p></div><p><br /></p><p>Tervetuloa AC:n huhtikuun 2021 Zoom-etäluennolle aiheesta ”Bernhard Clairvauxlainen ja toisiaan täydentävät sukupuolet”!</p><p></p><p></p><p>Luennoitsijana teologian tohtorikoulutettava </p><p><b>Anna-Riina Hakala </b>(Helsingin yliopisto)</p><p></p><p><b><u>HUOM.! Luento alkaa klo 18.00 (ei siis 19.00!)</u></b></p><p>Ilmoittaudu 20.4. mennessä sähköpostilla: academicumcatholicum1936@gmail.com.</p><p>Saat osallistumislinkin sähköpostiisi</p><p>ennen luentoa! </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-50981388500788723502021-04-01T06:38:00.000-07:002021-04-01T06:38:07.336-07:00Vuosikokous 2021<p>VUOSIKOKOUS</p><p></p><p>Tervetuloa Academicum Catholicum ry:n vuosikokoukseen</p><p>torstaina 22.4.2021 klo. 17.00 alkaen.</p><p>Osallistua voivat kaikki jäsenmaksunsa maksaneet yhdistyksen jäsenet.</p><p>Kokous pidetään etäyhteydellä Zoom-alustalla.</p><p>Mikäli haluat osallistua kokoukseen, lähetä sähköpostiviesti osoitteeseen academicumcatholicum1936@gmail.com.</p><p>Saat osallistumislinkin sähköpostiisi ennen kokousta.</p><p>Kokouksessa käsitellään sääntömääräiset asiat.</p><p></p><p>Tervetuloa!</p><p>HALLITUS</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-24982975421018452622021-03-03T06:19:00.002-08:002021-03-03T06:19:44.173-08:00Maaliskuun luento 18.3. <p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUDqujOo_hCbEnegNalQ3dOzBpsSvr2SJH5MzRwmgXkoyFSa_zBVVBuRAw9vgX_tfGDqmcZ7i5CJz_NmgL99J6c_MLKh2dAIfRjMh-GJ2k3KTgd57cKpCrQcuFACzNe_zbcODyXZgfB363/s839/serafim.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="745" data-original-width="839" height="568" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUDqujOo_hCbEnegNalQ3dOzBpsSvr2SJH5MzRwmgXkoyFSa_zBVVBuRAw9vgX_tfGDqmcZ7i5CJz_NmgL99J6c_MLKh2dAIfRjMh-GJ2k3KTgd57cKpCrQcuFACzNe_zbcODyXZgfB363/w640-h568/serafim.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-69431363229523769472021-02-01T01:46:00.000-08:002021-02-01T01:46:18.261-08:00Helmikuun luento 2021<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsHVk0J9vojbRuSPyF9C8donjQoWZDUHP2UHxTZeQBnwHyCDjv0YaWGS87O8tmIySDThyphenhyphenYwAw3haSZcFL9V702D-3K5KWEHbajhH2vUtWRTtxroW45lrXOEfZ4CEidkgIwGBr6cOHNo_64/s883/vera.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="695" data-original-width="883" height="504" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsHVk0J9vojbRuSPyF9C8donjQoWZDUHP2UHxTZeQBnwHyCDjv0YaWGS87O8tmIySDThyphenhyphenYwAw3haSZcFL9V702D-3K5KWEHbajhH2vUtWRTtxroW45lrXOEfZ4CEidkgIwGBr6cOHNo_64/w640-h504/vera.jpg" width="640" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-863624322687137922021-01-21T10:58:00.006-08:002021-01-21T11:00:57.897-08:00Adris Hanna: Vad är den syrianska katolska kyrkan? <p>Den 21. januari 2021 hade vi en gäst från Sverige, eller egentligen från Irak, fader Adris Hanna, som berättade om den syrianska katolska kyrkan. Se föreläsningen på vår <a href="https://fb.watch/39wnQxvZex/">Facebook-sida.</a></p><p><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-51943674347311556852021-01-21T06:35:00.000-08:002021-01-21T06:35:01.843-08:00Pauli Annala: Naiset kirkon opettajina (1): Maria<p> Pauli Annalan AC:lle syksyllä 2020 pitämä luento on katsottavissa <a href="https://photos.app.goo.gl/4o4vtktsvrtrDCAH7" target="_blank">tästä linkistä</a>. </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-82862476829097460842021-01-11T09:00:00.002-08:002021-01-11T09:00:59.687-08:0021.1.2021: F. Adris Hanna: Vad är den syrianska katolska kyrkan? <p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikFpu8-t6oo6LMWqJxb2lMr78NXT8t6GXCAgvB1q0Js-_BRZRWi-ofoQfnahfodgTik33BDEwvBK4bagGM7cLlX-TN6uj_44EWrb-SjgWrR_QD9tGa-0ubTXsL6tRENT4Z1rdwFNXJUYbL/s671/adris.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="671" data-original-width="647" height="509" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikFpu8-t6oo6LMWqJxb2lMr78NXT8t6GXCAgvB1q0Js-_BRZRWi-ofoQfnahfodgTik33BDEwvBK4bagGM7cLlX-TN6uj_44EWrb-SjgWrR_QD9tGa-0ubTXsL6tRENT4Z1rdwFNXJUYbL/w492-h509/adris.jpg" width="492" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-57541530966532754182020-11-12T01:39:00.000-08:002020-11-12T01:39:02.761-08:00Etäluento 3.12.<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqtHsx209h5SuaYmj2mYnyO2vLC6vUyphCLK9FMUq-w0ANHqXggnzAtv8xpeAw-AFLBTcbm6PIAQ16-EtLT5rY0Hb8jCAYKZtqcKY8-8Ie2cox84qVjWlD92rGBdXPdkO57AJ7DTNt05jh/s821/actomi.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="707" data-original-width="821" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqtHsx209h5SuaYmj2mYnyO2vLC6vUyphCLK9FMUq-w0ANHqXggnzAtv8xpeAw-AFLBTcbm6PIAQ16-EtLT5rY0Hb8jCAYKZtqcKY8-8Ie2cox84qVjWlD92rGBdXPdkO57AJ7DTNt05jh/w427-h368/actomi.png" width="427" /></a></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-57939519223100911712020-09-08T05:58:00.003-07:002020-09-08T08:31:23.170-07:00Vuosikokous ja luennot: AC:n syksy 2020<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPZjhW5geL4SAYFw3pg-5ur5mMYHYateKwYlErywry5tyCfqJPKicdrWKMM4hy_aEMlG2Ez3ZTwJz5LOsw4SXQxYKBxp3rBYka2glY_ByWHBocQXQLBejnS16lNoZrrN7R5h8UaldKOYup/s1753/AC+luennot+syksy+2020.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1753" data-original-width="1240" height="781" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPZjhW5geL4SAYFw3pg-5ur5mMYHYateKwYlErywry5tyCfqJPKicdrWKMM4hy_aEMlG2Ez3ZTwJz5LOsw4SXQxYKBxp3rBYka2glY_ByWHBocQXQLBejnS16lNoZrrN7R5h8UaldKOYup/w554-h781/AC+luennot+syksy+2020.png" width="554" /></a></div>Mukaan mahtuu 20 henkeä. Ilmoittautuminen academicumcatholicum1936@gmail.com! <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7864789044267812470.post-17063421630468295932020-03-16T04:28:00.004-07:002020-03-16T04:28:36.078-07:00Kokoukset ja luennot toistaiseksi peruttuAcademicum Catholicumin kokoukset ja luennot on peruttu toistaiseksi koronaviruksen takia.Unknownnoreply@blogger.com0