[Challenge] Motto-Challenge 2018 - Challengeseite

10 Dezember 2017




Jetzt bin ich schon im zweiten Jahr bei dieser Challenge von Weltenwanderer dabei. Ist es dann nicht logisch, auch ein drittes Mal mitzumachen.

Die Regeln haben sich zwar ein wenig verändert, aber das nimmt niemanden den Spaß.

Die Regeln:
keine Rezensionspflicht
es gelten keine Manga, Comics oder Kochbücher

Hier könnt ihr noch einmal alles ausführlicher lesen.

Die Challenge geht vom 01.01.2018 bis zum 31.01.2018

Die Monatsthemen


Januar:



[Challenge] Ran an den SuB mit Ava - Challengeseite

https://3.bp.blogspot.com/-WBINk4YJM-E/WhqvK9hefDI/AAAAAAAACJw/CdUIQf_ed4EbkDmjWOqvvaKRX5MbtUFMQCLcBGAs/s640/SuBch.png



Bei Ava Reed habe ich diese Challenge entdeckt und werde mich ihr natürlich stellen. Wie der Titel schon sagt, soll man senem SuB an den Kragen gehen.

Die Regeln in kurz:
  • Jeden Monat wird ein Thema genannt
  • Suche 3-8 Bücher zum Thema aus
  • Teile sie unter #ranandenSuBmitAva

Hier findet ihr alles noch einmal ausführlicher.

Die Challenge geht vom 01.01.2018 bis 31.12.2018
Anmelden könnt ihr euch noch bis zum 10.01.2018

Die Monatsthemen:


Januar:
ausgewählt:
gelesen:







[Veranstaltung] Musikalische Lesung - Im Glashaus gefangen zwischen Welten

03 Dezember 2017

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Gestern erreichte mich eine E-Mail von Deva Manick, dem Autor von Im Glashaus gefangen zwischen Welten. Vor einiger Zeit hat er mir sein Buch geschickt, damit ich es lesen kann. Eine Rezension habe ich auch geschrieben, die könnt ihr hier nachlesen.

Klappentext (amazon)
Das Glashaus bietet einen Einblick in das Leben von Migranten, die ihre Heimat verlassen haben, um im Exil einen neuen Lebensabschnitt zu beginnen. Am Beispiel der Jugend der in Deutschland lebenden Exil-Tamilen, zu denen er selbst gehörte, beschreibt der Autor Probleme und Hindernisse, die mögliche Gründe für eine verfehlte Integration sind. Von der einen Kultur in die andere gestoßen und in ihren Gefühlen verletzt, wissen sie oft nicht, wie ihr weiterer Weg verlaufen soll. Der Blick hinter die Kulissen ermöglicht betroffenen Migranten eine andere Sichtweise auf die Dinge und zeigt mögliche Wege auf.

Nun lädt er zur Lesung seines Buches ein.

Wo? 
Domsaal Kuckelkorn
Zeughausstr.28-38
Köln

Wann?
13.12.2017
19:00

Und der Eintritt ist sogar frei.
Ich selbst werde der Lesung auf jeden Fall beiwohnen. Und vielleicht hat der ein, oder andere von euch auch Lust zu kommen.

[ReziEx] QualityLand - Marc-Uwe Kling

02 Dezember 2017


Bevor ich zur Rezension komme, eine kurze Geschichte zu dem Buch. Während ich auf der Frankfurter Buchmesse war, habe ich mir das Hörbuch zu QualityLand angehört. Einige Tage später, wo ich bereits zu Hause war erreichte mich ein Bücherpaket. Hervor kam das neue Buch von Marc-Uwe Kling: QualityLand.
Da ich die Geschichte schon kenne, gehe ich in meiner Rezension auch auf das Hörbuch ein und sende trotzdem meinen liebsten Dank an den ullsteinverlag ♥



 
Peter Arbeitsloser sollte eigentlich glücklich sein. Er lebt in der berfekten Welt. Alles ist super: Arbeit, Freizeit, Beziehungen. Alles wird von Algorithmen gebau berechnet und optimiert. Und trotzdem glaubt Peter nicht an diese wunderbare Welt. 
Wenn dieses System so perfekt ist, wie es vorgibt, warum gibt es dann zum Beispiel Drohnen, die an Flugangst leiden?


Mit QualityLand schafft Marc-Uwe Kling eine perfekte Welt. Alles ist perfekt, egal ob es der Job ist, der Partner oder die Hobbys. Das System schneidert einem alles auf den Leib. Nur Peter allein scheint zu wissen, dass QualityLand gar nicht so perfekt ist.
Er macht sich auf den Weg um der Welt zu zeigen, dass auch eine durchsichtige Scheibe einen Sprung haben kann. Schnell stellt sich die Frage, ob es sich bei dieser Utopie nicht um eine Dystopie handelt.

Auch wenn ich das Hörbuch gehört habe, möchte ich doch auf die Gestaltung des Buches eingehen.
Wie einige sicher bemerkt haben, ist QualityLand in zwei Versionen erschienen. Die dunkle und die helle Version. In der Geschichte selbst unterscheiden sie sich nicht. Nur die Werbeslogans zwischen den Kapiteln sind anders.
Richtig, Werbung. Zwischen den einzelnen Kapiteln ertönt ein Gong und man kann sich bei der Werbung etwas entspannen.

Wie auch seine Vorgänger Die Känguru-Trilogie, liest Kling selbst. Er haucht den Charakteren das Leben ein, dass er für sie vorgesehen hat und mach sie dadurch authentisch und lebendiger. Gerade die kleinen Überraschungen des Buches kommen so noch beser rüber.

Das Hörbuch hat mich wirklich gut unterhalten und trotzdem gibt es etwas, was mich nicht gänzlich überzeugt hat. Und hier liegt mein Problem. Ich kann nicht sagen, was es ist. Die Idee hinter QualityLand ist etwas neues, anderes. Doch es scheint an manchen Stellen, dass Marc-Uwe Kling gewollt lustig sein wollte.
Die Idee im Gesamten hat mir wirklich gut gefallen, doch die Umsetzung an manchen Stellen war mir etwas zu schwach.


Zurück aus der Pause

01 Dezember 2017

Die gute Nachricht: Ich bin wieder da und es geht endlich weiter mit dem Blog. Die schlechte Nachricht: Es wird keinen Monatsrückblick geben, da ich diesen Monat nur ein einziges Buch gelesen habe.
Den Grund dafür kennen sicher einige zu genüge. Trotzdem muss ich sagen, dass mir diese kleine Auszeit doch ziemlich gut getan hat.

Den NaNoWriMo! Gewonnen habe ich ihn zwar nicht, aber ich bin doch mächtig stolz auf jedes einzelne Wort, dass ich während des Monats geschrieben habe. Gleichzeitig geht ein großes

Bildergebnis für congratulations png

geht an alle Gewinner und natürlich auch die Teilnehmer.

Neben dem NaNo ist auch noch ein bisschen mehr bei mir passiert.
Wir haben endlich ein Datum für unsere Hochzeit beim Standesamt. Am 04. Mai ist es endlich so weit.
Und die Pandafamilie hat Zuwachs bekommen (Nein, nicht was ihr meint)

Ich habe einen neuen Blog eröffnet. Wenn ihr auch so gerne backt wie ich, dann schaut doch mal bei
Pandas kleiner Backstube vorbei. Würde mich auf jeden Fall freuen.

Diesen Monat kommen wieder Blogeinträge in gewohnter Art und Weise.


Ein kleines Lebenszeichen

22 November 2017

Keine Sorgen, meine Lieben.
Ich lebe  noch und habe auch die Lust am Bloggen und Lesen nicht verloren. Der Grund, warum ich nichts poste, liegt am NaNo, der noch bis Ende diesen Monats läuft.

Danach werde ich mich wieder voll und ganz dem Bloggerleben widmen.



Lesemonat Oktober

02 November 2017


Der Oktober gehört wohl zu meinen Leseschwächsten Monaten. Auch wenn diesen Monat die Buchmesse war und ich dort wunderbare Menschen getroffen habe, kam ich einfach nicht zum Lesen.


Ein paar kurze Worte zur Buchmesse. Ich war allein dort und hatte erst ein wenig Bammel, dass ich mich langweilen könnte oder so. Aber dem war nicht so. Ich habe interessanten Vorträgen gelauscht und bin Abends müde ins Bett gefallen.


Am Freitag ging es dann zur Happy Hour vom Bloggerportal. Ich habe schon einige Geschichten gehört, dass man letzes Jahr wirklich enttäuscht davon war. Jetzt verstehe ich warum.


Man fühlte sich wirklich fehl am Platz. Angegeben war ein schöner Ausklang mit Branchenmitarbeiter und Autoren. Beides war nicht gegeben. Und wenn doch, dann haben wir nichts davon bemerkt.
Dafür konnte ich aber drei tolle Menschen kennen lernen.
Larissa von Bücherliebe hoch zwei, Petra von LiteraturReich und Sara von FoxyBooks. Schaut auf jeden Fall mal bei ihnen vorbei.



Kommen wir jetzt aber zu meinen gelesenen Büchern. Wie gesagt, waren es gerade mal 2 Bücher und ein Hörbuch, die mich durch den Monat begleitet haben.


Das macht insgesamt 845 Seiten, also 27, 26 Seiten am Tag. Das Hörbuch dauerte 8 Stunden und 26 Minuten.


Gelesen habe ich:
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 https://images-na.ssl-images-amazon.com/images/I/61QaC0CseAL._SX258_BO1,204,203,200_.jpg



Dafür habe ich aber, dank der Buchmesse, ein paar tolle Neuzugänge in meinem Regal stehen. Mein Dank geht natürlich an alle Verlage, die mir die Bücher haben zukommen lassen.


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TCeQF5BjIDHBx0yK6OZRm77CKEtt9n8OMrDa7bZJOOhJHH4cCpPDqhrFh/00Pv2FWNWiM2kTgZd2K/Ioyx+Yf8A66h8PxsliUnVomEjZ3AjPA5qb3ptvv3DqaXlj1/lSbB7fmKfsiz9+l2Q5+/+tZpX7feFyLAHUZ/Gue1YD+3RxlSY8rjOTxXUCOI4+b9a5zXIbhdXZ4IpWQBCrqhYZA/xrenGSepN0bDQ5PyogHpgULEQ44VRnkrxxWQNR1bAJgkI9fs/WpYNQ1NriNZLZhEzgEmEggHr9Kapy8gujZzEOgJ/GjdH2Rv++qlMcYzgAqOmDQEj/u8/WtFGXkRdDV2H+HH1asfxQVWG024By5zyccCtrCj+D9axvFMMskVp9mhkkIL7gi7sdOtaRv1FoQ3FsJ/DsM4yz28auCOpUjn+h/Cs+AyX9zbWryfLGu0Ff4VGScenofwrotIGLCJJEz+5VWQjGOOQRUcOkwWE7NZxMC67SS+7A9KE3YRk+IHK3iYICtEAF7t8x4+nH6V1Fo22E+u7p+ArnPElvLNe2/kxSPGkOGdVJAOTx/n1rdt2zEcc81VxFmRwMjIGeKKjyD3/AFoq0SyA/eb60AkHIOKVvvH60leBL4mdq2AkmQOTk+9SeYD1Az9M1BPPDbIHuZVjU9Mnk/Qd6rLrGnMwX7SEycAspAP41pCVXpqhNI0d65zgfgtINgfed5P0pQuAD1BGQwPBFOBNdMFKSu9PkQ2kJ5if3D+VHnAdEP5U7JpSeBzz3rXln3/Am67DPMJ6K34GmSB3UBQwwc8nNS7hmql1qllZS+VdTeXJt3Y2k8fhS9m5aOX5Be3Qf5L45bH4UnkMR94flUC69pjZ23JP1jb/AAqe3vbS7YrbTLI68lMYbH0NJ01FD5myRfkjCHPA65o385/rRjj7tIV9Rj8aylKfRjSXUNxJyev1pd7AEZOD15ph60c5rL2su5XKgRAmcE89c07J7cVBHdwSSeUj5kyVxtI5HUVLWqqSW4nFDirshX+E9eaYsbxghQcZ55qOW5igbbK+1iMgYPNPLMfpWyqLd3I5WOBbcATxkUUxf9YuR3FFdNGXMmZVFYe33z9aRnWKN5X+7GpY/hSt94/Wq+pHGl3ZP/PJv5V4zV528zr6HP20dxrd7I8z7Ao3O+M7B2Vf89jV+bw9FJCRayOJAOBJgq3t7Uzw4pWC6yBksoyO/H/163U424rqrVpU5WjsiUrowPD97LBM1oxzGQSsZ/gYdQP1rpFYFQVPXpXM2u3/AISFx3818D8DnFdBESFIHTPSrqVeR37k8tyfcB/9YUhZfQ/lSCVh0Wgyueq1LrRfX8A5WG4f3SfwrmfEY36suBwY0GD25NdIWJ6qK57XhnUweh8tOB9TVUqt5Wv+A+UunRbMHASQgccvVDUNPNi0U9vIypnjJ5Qjng/56VeXX7YAkwSnJ74z/Oql5dy6q6wwQ7QPupnn/eY9h/jRD2vN72wWRt204uraKYgKzqCwA70847VFaRCKNYozuEaBcnvUu0+o/OuafM9loUrCUUpGKSsNijI1WF4LuO7t8Bn7HpvGOfy/rWnBPHPAs+fkK7ifT1pLq3W8tZIGwCwypP8AC3Y1za6jNDaTW0igEvke2Oo/MD9a64R9tC3VEvRmtbKbq7eaXBCNu2nnaew/z6e9X13Nkk1BaW5t7ZI3H71vmk92P+Aq1jAx6VnUlroCEX/WL9RRSr99frRXfgXeLMK26Fb7zfWoL8btOugenlN/Kp2+8frSg46jIPUHvXlt2nfzOhbGF4dcOlyo4HysoPccg/rj863owSQK5u80650yf7TZ72iXOxk5Kj0YelNOsX10vkbScjaRFGQzfX0rrqUvbPng9CU7D7F1m13zUI2l5CPUjBrooFLKSORmsnStPazVpZ/9fIMBQc7B6fXp+VaijavPJqa0483cEmSlGHQD8cUnzD+6PwpvHoKKwlNdCku4uTnqPyrnteOdTUHnMa/zNdBXP6+rHUkIRiCi8gHHU1rh5Nz1EzXbS4LiORILeKJjwrqoBU9qydFuWiu3s5zs8w7eR91x1B/X8q30ZkLYPesHxDbtHdLdwqxE2CxUfdcd/wAePyrWnOMvce4tToRBs43c96PL/wBqorC9F5YxTMSjkYZcdCKmLL/e/Shwo9V+P/BJvIbs/wBo/lSFff8ASlLegJpC5IwKyl7JLQpcwg61zl4sf/CUBSBlpEYjHB4HX8a6IVh3cbjxAHCkq7oSQp9AKMO7SfoORtLyxJpaanf606sHuUCn51z0yKKRf9YvpkUV6eB+FnNX3Q5vvH60UN94/WivMn8TOhbCg4OQaCd3Xj6UyWWKCPfPIsa9ix61Xh1SxuHMcdwAwOMMCv8AOhRk1dINC0FAOR19aKUgg4NJU7jClpKjubmC0iEtzJ5cZO0HBPP4UJNuyAloydpUHGaCMUlIAVdoxSgkZx3oHNQx3UE1xJbxvmaL764xj/GnZvUCQLht2c0tFKBk8UXuAlFRwXMN0jPbOJFU7SQOhqTNN3WjASlJJUrng013WPG84zwKaJoz0b36UWYDlXaMDmlpizRPja+c9Kkod+oCKfnX6iigY3qcZORRXqYH4Wc1fdCt94/WlXGeelNY/M31NDH92/8Aun+VebJe8zoWxlW0K6jcy3t3+8RW2xRE/Ko65Iq7Jp9tPHskgjUdiowRVXQsHTY8dC7fzqze6lb2EiJcCTc43DaM8VvNz5+WPQWglgk9rGYLjDIh/dsDnI/pVuqlpqNrfyNHDv3oNx3jHHr+tW6xqJ31VmNBWdfWyanfC1kZlhgjLMV/vt0/StEFVyznCqMk+gqhphaS3kuXBD3EhfBPQdAKdO8byXQGP0uVns0STiSImJvqvA/TFXKzx/o2tSR9EuYw6/7w6/1rQzmiotbrqCFHUVzU8/2PxBJP/B5mH91PX/H8K6UdRWPDBHdajqkUoB3YVSRynuKug1FtvsDNf9cVU1W5+zWDkHDy/IvOMZ6n8qj0eZpLQRS586A+U4Pt0/w/CkAW91hy6h4bNdgB5Bc9ePYUow5Z67ILkOhjFpJgY/eemOwrWrK0bPkTf9dj06VqGitrNgtitqJHkxgkDMgHzdKlEY52qoGemKg1NitshGM7xwe/tUf9pOhINhcflQoycFYOpc8oDoFH4U5RtBzzVa2vmuJCj2ssAxnc44+lWc8VElJaMAUZkQ8ZB5opEGHQjjkZFFelgfhZz1t0Kx+dvqaANwZf7wIpjt+8bH9404H061wSXvM3WxmeHz/oLR9HilKsvp/nn8q1lyflHc1l3mnyrdm+02UQzt/rEb7r+9NLazcKY3MFsp4aReuO+Ov9K0nFVHzJiTsFofN16/mTa0aII9w7nj/A1qg8CqlnaxWlusEA+Ucsx6sfU1bqKrTeg0UdbmMWnGJcmS5YRKF6nPX/AA/Goop9SgijiGmKRGoUfvhzgYqW4tpJtVt7hwPs1up2c8lz3x+X5VcXkZPeqTjGCVri6mJqdxfkQXc1iIFtX3bg4bOccVuIyuoZDlWAZT6g9KZNDHPbywP92RSpPp71W0yOe2s47e6x5keVyDnI7f4USanDTSwbMvDrWTYsf7Z1MEngitUcHms63tZYNRvZ5AojnIMeD/MdqmnZKVxsh1GZ9K1D7bEoZLmPawJ4Djof8+9XNOgMFrFGwIkf55CepY8nNWWVXQK6qw6gMM4PrRGNr7mOabneNuoWM7SmzFP2HmnAHbpWkaoWMMtvG6TqqsXyoXpirxoqWcgRQ1oj7NAM4PmjHvxV/wC8TnPWqeqWz3dsiRgMUcNycVCZtXHRLY89f8mmo80EkxX1NIqDwc0vb6VmibV8jMdsVzzg/wD160NwbO3OKiUGtx3FH+sQg4+YfjRSKR5qDPORxRXoYP4Wc9bdCN/rH/3jQKRwPMf/AHjRXDLdm62HCjaPSgU6oGAHHA4pcHpVKYkXFz8wB8r5BzuztP3e1NPmJb4+ZZAz5RSTs/dnAB7jPP1PatOTzFcvYz1GaAOOBxVKYT+esLPIAEAE6fxAunJ7bgM5/wDr02ZpWmxMFj2uoYtny2+VuRjsePxo9n5hzF/FIVB5IqkfM+0XTHeqkMIyCfnOwce2Oo9eamh81biKOUswWNiJOz8rjP8AtDn+dJwt1C5YwcUFc/eFVN2yRJGJZhKyrESckFvvL9P5elTWqBUkXBwZH6k9M/4UnGyuFyQ/L1IAHrS4qlEqLHCLnIg2cbicF887vwxjPvR8u5PtDTCLa/lHLbyMjHTknrjPOKrkC5bIBOSMmjBqqHk8m4SY4uNqkqPXaM4/HPSnqY98nmk/acvtBJzjnGB6Yx/+ulyBcnx1zSbR6VXh8/zrbzipXyG+7nr8v3s9+v61apNWGtRuF9KBxwBilpM0gGIA0qk/KQ4we5op6jMiHPIYfzor0cHsznrboH/1j/7xoApWH7xvqacK82b95nQthMUuKWis7lBzijmilouIT2oyRS0UXGNyaO3XinVH5QwRnr6fj/jTTXUQ7mjr3pvlejD8qURYIJPQk9Kd13FqOzRk0tFTcY3J/KjnFOxRRcBtFLRRzANpD7U7FIapMBE/1i/UUUqj51+oor08F8LOatugbPmN9TS5zTWx5jf7xpQ3rXmTXvM6VsOooBB6GisxhS0lFAC0UlI4JUgdTQgHUVH5ZyDnp29Oe1L5fTdz6+5qrR7iux9HXoaj2Nxkgnuc/pQysPu8nt7e9HKu4XZJiimeWwLZbIJ/OnAYXBpNJbMAJwM0UUUhhnp70GkIBxkdORS0wCkPNFIaaAEzvXI7iimqD5qntuFFepgvhZzVt0Eh/eNz3NIT71d2Ieqr+VHlp/cX8q5nR1epop6FKlDke/41c8tP7i/lR5af3F/Kl7DzHzlXcKNwq15af3F/Kjy0/uL+VL2HmHOUiMsfnYfSjBH/AC1arvloOiL+VHlp/cX8qr2T7/gLmXYpkcf6xsUmw8/vG5q7s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