tag:blogger.com,1999:blog-66730915149103831622024-02-22T22:54:17.950+02:00WinoblogWelcome to the Winobloggers webpage! Students and professors from different universities meet to discuss their findings on Winogradsky columns they constructed!
We learn how to formulate hypotheses, observe, comment, ask and reply to questions related to our scientific experiments.
Hera Karayannihttp://www.blogger.com/profile/03562209355698786356noreply@blogger.comBlogger512125tag:blogger.com,1999:blog-6673091514910383162.post-79099639349536293152020-03-05T23:44:00.002+02:002020-03-07T04:10:08.920+02:00Winogradsky Column - Sediment Separation<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Winogradsky Column - Sediment Separation</b><br />
<br />
Name: Petros Prapas<br />
Facility: University of Ioannina<br />
Department: Biological Applications and Technology<br />
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<b>Sampling site</b><br />
The sediment samples were collected at Kalodiki swamp on October 16th. During the mid-Autumn season most of the lake's surface is dried out, yet a small pool of water remains on the northern side providing the surrounding gravel with moisture. These conditions create an ideal environment to study the sedimental microbial diversity as the absence of surface water restricts the vertical oxygen flow through the mud resulting in more intensive zoning, more diverse conditions and higher microbial abundance. A big and diverse initial population is expected to boost the effectiveness of the experiments.<br />
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<b>Hypothesis</b><br />
The periodic fluctuation in climate have a direct effect on the aquatic ecosystem. The microbes adapt swiftly on the new conditions but their dependence on specific factors results in different populations thriving during the hot Summers or the Spring floods. Even the day-night consecution could work as a restricting factor for some species regulating the whole ecosystem. In order to prove or disprove this hypothesis we need to compare a stable to an unstable ecosystem concerning the temporal variations in daylight, temperature and other factors as climate conditions. When examining the more stable experiment we expect to observe less and more distinct microbial marks.<br />
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<b>Methods and materials</b><br />
Containers: 2 plastic bottles<br />
C source: Paper<br />
S source: 3 Pre-boiled chicken eggs (yolks and whites)<br />
<br />
<b></b><br />
Media: Muddy sediment enough to fill the bottles<br />
Lake water<br />
<br />
The filling materials were evenly mixed.<br />
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The bottles were filled up and let to rest for 5 days before they were put in their spots.<br />
Bottle 1 was placed outdoors in a spot that has about 8 hours of direct sunlight daily. Bottle 2 was placed in a handcrafted water bath with stable conditions of 20oC provided by a commercial aquarium heater and light all over the day by a daylight simulation lamp. The conditions were monitored daily.<br />
The bottles were settle to rest for approximately 3 months before they were observed and cleaned out.<br />
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<b>Results </b><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdIYWJnTuiL8z6intQDoVKA7klvjgg3knE7x7OB4xHnjt4IZ7pmgjtFv3GYeQI52HHQ2WUPMKaNLh-9DeXsa2KEEYZRhHxPgQh1YTGAKJRcxvQQfieH7J2V_LekjtbN51PjTdJIbkWPUo/s1600/IMG-3132.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdIYWJnTuiL8z6intQDoVKA7klvjgg3knE7x7OB4xHnjt4IZ7pmgjtFv3GYeQI52HHQ2WUPMKaNLh-9DeXsa2KEEYZRhHxPgQh1YTGAKJRcxvQQfieH7J2V_LekjtbN51PjTdJIbkWPUo/s320/IMG-3132.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sediment zoning under backlight</td></tr>
</tbody></table>
Regarding the microbial abundance, the results were minimum due to a major problem. Over the course of the experiment a seperation of the water phase was observed. Specifically, during the 3rd week 3 phases could be identified in both ocolumns: 1. fine clay mixed with water (bottom), 2. pure water with free particles (middle), 3. dense wet mud with distinct gas pockets. The inconsistency of the media seemed to cause the expected optical results to the bottles that did not show any substantial signs of microbial zoning. However, high microbial bacterial action was present on bottle 2 which was in need of air pressure relieve in a daily base throughout the course of the experiment. In bottle 1, high pressure developed over only the 2 first weeks. After that the conditions remained relatively stable.<br />
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During the incubation of bottle 2, an attempt was made to identify the rate of the lower phase formation. The upper phase seemed to consist of a solid network of mud clusters that was pushed up vertically by the trapped air pockets. The higher levels that lacked water had a more rigid texture. However the lower levels of the mud that met the water phase were less dense and resembled the clay on the bottom at the bottle. Small movement from the rising gases resulted in the precipitation of small particles ending up increasing the peak of the lower clay phase. A try to define the sedimentation rate by marking the peak of the lower phase showed that an upward movement of the clay was also happening. This lead to the temporary formation of a fourth phase of floating fine clay between the mud and the water phase. This phenomenon could not be explained but it is possible that it is linked to the cluster formation procedure caused by microbial activity.<br />
<br />
Bottle 2 showed a dark green formation in the water phase which is most likely green sulfur bacteria. This conclusion is drawn from the fact that even though there was a 24/7 light availability, there are little to no photosynthetic organisms on the top layer of the column which is guaranteed to have an adequate concentration of O2 and CO2. Furthermore, the probability of both photosynthetic and sulfur using organisms developing on the same area is rejected as the oxygen produced by the photosynthetic would cause the thriving of organisms who use O2 as an electron carrier.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgect6qcb2LBECy2KCXQgG8qjbOye2Y4KltHtxP5o34QbGN7BBVh7_XClUP8CXnxc5fcxXADHQwfRC5bg25sky4pDyDExZdJTQqkMIxA9rDJyzg4goP8iGrkghWYzpxB_zO4uSPBo77YaA/s1600/IMG-3142.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgect6qcb2LBECy2KCXQgG8qjbOye2Y4KltHtxP5o34QbGN7BBVh7_XClUP8CXnxc5fcxXADHQwfRC5bg25sky4pDyDExZdJTQqkMIxA9rDJyzg4goP8iGrkghWYzpxB_zO4uSPBo77YaA/s320/IMG-3142.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Handcrafted waterbath</td></tr>
</tbody></table>
In bottle 1 a small print of purple non-sulfur bacteria was observed in the expected position while no green marks were on the lower middle of the bottle. This proves that the O2 was finely graded vertically through the columns and the light had no effect in both cases.<br />
<br />
<b>Discussion - Conclusion</b><br />
This particular experiment raised more questions than provided answers. While the hypothesis was not able to either be proved or disproved, it would be interesting to investigate the reasons why the sediment zoning occurred. Is it a phenomenon that was caused exclusively on the home experiment or does it happen in the natural environment too? It is also possible that it can be a direct result of the microbial activity, as the first indications of sediment zoning came along with the first indications of bacterial development. A new experiment on<b> </b>sediment zoning is going to be conducted over the course of the upcoming months the results of which are going to be posted as a new thread on this post.<br />
<b> </b><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPvkgWih2XLZT61BgSYxkOKSx2Z_azG8vtZLHyaPLQ2xl5YUVkdl8WVChoSopGDuuwci3n9JqKiQnSaFG_0Wo58sD_oHxWzZBFrq5cy6EOce5JvJo4D5vTJMxCRQgNMAXkorCbcfs43Iw/s1600/IMG-3136.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPvkgWih2XLZT61BgSYxkOKSx2Z_azG8vtZLHyaPLQ2xl5YUVkdl8WVChoSopGDuuwci3n9JqKiQnSaFG_0Wo58sD_oHxWzZBFrq5cy6EOce5JvJo4D5vTJMxCRQgNMAXkorCbcfs43Iw/s320/IMG-3136.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Optical results </td></tr>
</tbody></table>
<br />
<br />
<br />
<br /></div>
Petros Prapashttp://www.blogger.com/profile/09579905655738839965noreply@blogger.com2tag:blogger.com,1999:blog-6673091514910383162.post-79257905513733765722020-03-05T12:08:00.001+02:002020-03-05T12:09:09.616+02:00Πείραμα Στήλης Winogradsky<div dir="ltr" style="text-align: left;" trbidi="on">
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<u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Εισαγωγή</span></u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"><o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Σκοπός του πειράματος ήταν η δημιουργία στήλης Winogradsky με
ίζημα και νερό από το έλος Καλοδικίου. Η δειγματοληψία πραγματοποιήθηκε στις
16/10/2019 ενώ οι φωτογραφίες με τα αποτελέσματα του πειράματος λήφθηκαν στις
15/1/2020.<o:p></o:p></span></div>
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<u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Υλικά/Μέθοδοι<o:p></o:p></span></u></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Δημιουργήθηκαν δύο στήλες </span><span lang="EN-US" style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Winogradsky</span><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">, σε μπουκάλες νερού των 1.5</span><span lang="EN-US" style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">L</span><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">, όπως φαίνεται παρακάτω:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"><span style="mso-list: Ignore;"> 1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Στήλη Α:<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Ως πηγή θείου
χρησιμοποιήθηκε ένα βρασμένο αυγό<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Ως πηγή άνθρακα
χρησιμοποιήθηκε εφημερίδα<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Πλήρη ανάμιξη υλικών
εμπλουτισμού με το ίζημα<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #222222; font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Το ίζημα καλύπτει
συνολικά τα<span style="mso-spacerun: yes;"> </span>2/3 του μπουκαλιού<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Το νερό καλύπτει
συνολικά το 1/3 του μπουκαλιού<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Η στήλη αναπτύχθηκε σε
συνθήκες περιβάλλοντος, σε εξωτερικό χώρο.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"><span style="mso-list: Ignore;"> 2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Στήλη Β:<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Ως πηγή θείου
χρησιμοποιήθηκε ένα βρασμένο αυγό<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Ως πηγή άνθρακα
χρησιμοποιήθηκε εφημερίδα<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Ανάμιξη υλικών
εμπλουτισμού με το 1/3 του ιζήματος<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #222222; font-family: "symbol"; font-size: 10.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Το ίζημα καλύπτει
συνολικά τα<span style="mso-spacerun: yes;"> </span>2/3 του μπουκαλιού<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Το νερό καλύπτει
συνολικά το 1/3 του μπουκαλιού<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Η στήλη αναπτύχθηκε σε
συνθήκες περιβάλλοντος, σε εξωτερικό χώρο.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"><o:p><br /></o:p></span></div>
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<u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Υπόθεση<o:p></o:p></span></u></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Η επιστημονική υπόθεση που έγινε στην αρχή του πειράματος,
χωρίζεται σε δύο σκέλη τα οποία είναι τα εξής: <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Αναμένεται να
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<!--[if !supportLists]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Η στρωμάτωση των
μεταβολικών ομάδων της στήλης Α αναμένεται να μην παρατηρηθεί στον ίδιο βαθμό και το ίδιο διακριτά όσο θα πραγματοποιηθεί στη στήλη Β, λόγω ανάμιξης του
θρεπτικού με όλο το σύνολο του ιζήματος. <o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Ο έλεγχος της ανάπτυξης διαφόρων μεταβολικών ομάδων
πραγματοποιήθηκε με οπτική παρατήρηση των χρωμάτων που εμφανίστηκαν στις
μπουκάλες και με όσφρηση της χαρακτηριστικής μυρωδιάς που εκλύεται κατά τις
εκτονώσεις των στηλών. Επιπλέον, ο έλεγχος της επιστημονικής υπόθεσης
πραγματοποιήθηκε οπτικά με παρατήρηση τόσο των χρωμάτων όσο και το εύρος
ανάπτυξης της κάθε μεταβολικής ομάδων οργανισμών.<o:p></o:p></span></div>
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<u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Αποτελέσματα</span></u></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkjWM4K8pUMgBkHu0aw4bIH23Qo15T40BevGC5RcldXuabD9YCeXQMS-JkN_9Yu0MX6i_5JeiFXX1U-_iWKbLjHDnlt_u8DhKFf9LeF8aqbe6vRX1E2jZRwI7M4wjuOBnZKW-sbE1Uup8/s1600/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CE%25B3%25CF%2581%25CE%25B1%25CF%2586%25CE%25AE.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="297" data-original-width="419" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkjWM4K8pUMgBkHu0aw4bIH23Qo15T40BevGC5RcldXuabD9YCeXQMS-JkN_9Yu0MX6i_5JeiFXX1U-_iWKbLjHDnlt_u8DhKFf9LeF8aqbe6vRX1E2jZRwI7M4wjuOBnZKW-sbE1Uup8/s400/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CE%25B3%25CF%2581%25CE%25B1%25CF%2586%25CE%25AE.PNG" width="400" /></a></div>
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<i style="mso-bidi-font-style: normal;"><u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Εικόνα
1:</span></u></i><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"> Τα αποτελέσματα των δύο στηλών </span><span lang="EN-US" style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Winogradsky</span><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"> μετά από τρεις μήνες
από τη δημιουργία τους, με κυκλωμένες σε κάθε φωτογραφία τις διάφορες
μεταβολικές ομάδες. Στα αριστερά βρίσκεται φωτογραφία από τη Στήλη Α, ενώ στα
δεξιά φωτογραφία από τη Στήλη Β.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Με βάση την Εικόνα 1, παρατηρούμε ανάπτυξη περισσότερων
μεταβολικών ομάδων στη Στήλη Β παρά στη Στήλη Α, εξετάζοντας την ποικιλία των
διαφορετικών χρωμάτων τους. Επιπλέον, η τελευταία εμφανίζει μία πιο ψηφιδωτή
κατανομή των ομάδων αυτών ενώ στην Στήλη Β οι ομάδες είναι στρωματοποιημένες
δημιουργώντας πιο διακεκριμένες ζωνώσεις.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Η εμφάνιση των χρωμάτων κόκκινο, κίτρινο και μαύρο (με τη σειρά
που είναι κυκλωμένες οι περιοχές αυτές από πάνω προς τα κάτω στο αριστερό μέρος
της Εικόνας 1 – Στήλη Α), πιθανόν αντιστοιχεί σε βακτήρια που οξειδώνουν ιόντα
σιδήρου, πορφυρά μη θειικά και πορφυρά θειικά βακτήρια αντίστοιχα. Από την άλλη
μεριά, στο δεξί μέρος της Εικόνας 1 - Στήλη Β, τα χρώματα που εμφανίζονται, με
σειρά από πάνω προς τα κάτω, ανήκουν στις εξής μεταβολικές ομάδες· Πράσινο-καφέ
(ετερότροφα βακτήρια), πορτοκαλί (βακτήρια που οξειδώνουν ιόντα σιδήρου),
κίτρινο (πορφυρά μη θειικά βακτήρια), πράσινο (πράσινα μη θειικά βακτήρια),
κόκκινο-μαύρο (πορφυρά θειικά βακτήρια).<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></div>
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<u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Συζήτηση</span></u><span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;"><o:p></o:p></span></div>
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<span style="color: #222222; font-family: "arial" , "sans-serif"; font-size: 10.0pt;">Η ανάπτυξη των διαφορετικών μεταβολικών ομάδων των οργανισμών
ήταν εντονότερη και οι ομάδες αυτές εμφάνισαν πιο διακεκριμένη στρωμάτωση στη
Στήλη Β, παρά στη Στήλη Α όπου αναπτύχθηκαν όχι μόνο λιγότερες ομάδες
οργανισμών αλλά και πιο διάσπαρτα στο σύνολο της στήλης. Επομένως, τα
αποτελέσματα είναι αυτά που αναμέναμε και υποθέσαμε κατά την έναρξη του
πειράματος, παράλληλα όμως τα αποτελέσματα αποτελούν ένδειξη, και όχι απόδειξη
της υπόθεσής μας, καθώς δεν ελέγχθηκε ούτε η επαναληψιμότητα ούτε η πιστότητα
του όλου πειράματος.<o:p></o:p></span></div>
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Christos Ladiashttp://www.blogger.com/profile/05622590145929037553noreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-45386693504902881192020-03-05T02:45:00.000+02:002020-03-05T02:45:03.332+02:00Πείραμα Στήλης Winogradsky<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;">Μιχέλης Θεόδωρος</span></div>
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<span style="background-color: white; color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;">Τμήμα </span><span style="background-color: white; color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;">Βιολογικών Εφαρμογών και Τεχνολογιών</span><br />
<span style="background-color: white; color: #222222; font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;">Πανεπιστήμιο Ιωαννίνων</span></div>
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<u>Εισαγωγή</u>:</div>
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<span style="color: black;">Στην συγκεκριμένη
μελέτη ελέγχθηκε η διαβάθμιση στην αφθονία των </span>φωτότροφων μικροοργανισμών
σε μια σκιασμένη κατά το ίμηση στήλη <span lang="EN-US" style="color: black;">Winogradsky</span><span style="color: black;">.<span style="mso-spacerun: yes;"> </span>Η
υπόθεση υποστήριζε ότι η αφθονία των φωτότροφων <span style="mso-spacerun: yes;"> </span>μικροοργανισμών θα εμφάνιζε μεγαλύτερες τιμές
στην «Φωτεινή» πλευρά ενώ οι τιμές θα μικραίνουν με τη μετάβαση στην «Σκοτεινή»
πλευρά.<o:p></o:p></span></div>
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<span style="color: black;"><u>Πειραματική
πορεία</u>: <o:p></o:p></span></div>
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<span style="color: black;">Λήψη λασπώδους ιζήματος
από την περιοχή έλος Καλοδικίου, πλήρης ανάμιξη του τελευταίου με υλικά εμπλουτισμού<o:p></o:p></span></div>
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<span style="color: black;">Υλικά εμπλουτισμού:
Εφημερίδα για πηγή άνθρακα<o:p></o:p></span></div>
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<span style="color: black;"><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Βραστό αυγό
για πηγή θείου<o:p></o:p></span></div>
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<span style="color: black;">Το ίζημα μετά την
παραπάνω ανάμιξη τοποθέτησέ σε πλαστικό μπουκάλι νερού 1.5 </span><span lang="EN-US" style="color: black;">lt</span><span lang="EN-US" style="color: black;"> </span><span style="color: black;">όπου κάλυπτε τα 2/3 περίπου της επιφάνειας. Στην συνέχεια προστέθηκε
νερό από τη λίμνη Παμβώτιδα και το μπουκάλι επωάστηκε σε συνθήκες εργαστήριου
για τρεις περίπου μήνες.<o:p></o:p></span></div>
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<span style="color: black;">Ο έλεγχος της υπόθεσης
έγινε με παρατήρηση της στήλης μια φορά για περίπου κάθε 30 ημέρες όπου πραγματοποιήθηκε
παρατήρηση του φαινομένου διαβάθμισης αφθονίας των φωτότροφων μικροοργανισμών μέσω
των χρωμάτων που τα χαρακτηρίζουν. Η ολοκλήρωση παρασκευής του δείγματος και το ξεκίνημα της επώασης ξεκίνηση στις 29/10/2019. </span><o:p></o:p>Ενώ οι υπόλοιπες παρατηρήσεις
στις 21/11/2019, 19/12/2019 και 14/1/2020 αντίστοιχα.</div>
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<u>Αποτελέσματα και Συζήτηση</u>:</div>
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Γενικότερα εξαιτίας
της ανάδευσης του νερού με το ίζημα που παρατηρήθηκε αλλά και της τοποθεσίας
του μπουκαλιού που δεν το έβλεπε αρκετός ήλιος στο κάτω μέρος δεν εμφανίστηκαν σημεία
ζωής στα κατωτέρα στρωματά<span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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1<sup>η</sup> παρατήρηση 21/11/19: Παρατηρήθηκε ανάδευση του
νερού με το ίζημα και μετατόπιση μεγάλου μέρους της μάζας νερού σε κατώτερο στρώμα.
Το φαινόμενο αυτό εικάζεται πως οφείλεται στο γεγονός ότι εμφανίστηκε μεγάλη δραστηριότητα
μικροοργανισμών κάτω από το σημείο μετατόπισης και μέσω της παραγωγής μεγάλης ποσότητας
φυσαλίδων μεθανίου δημιουργήθηκαν κενά στο ίζημα από όπου πέρασε το νερό και άλλαξε
επίπεδο. Έτσι φαίνεται η επιφάνεια στο μπουκάλι να μη περιέχει νερό αλλά αν αποτελείται
από λασπώδες ίζημα. Επίσης γίνονται διακριτοί οι πρώτοι οργανισμοί οι οποίοι βρίσκονται
προσκολλημένοι στα τοιχώματα του μπουκαλιού και πιθανώς αποτελούν άλγη ή κυανοβακτήρια.<o:p></o:p></div>
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2<sup>η</sup> παρατήρηση
19/12/19: Παρατηρήθηκε καφέ χρωματισμός στη στήλη για πρώτη φορά και αποτελεί
βιοδηλωτικό σημάδι και πιο συγκεκριμένα οξειδωμένο σίδηρο. Στην επιφάνεια φαίνεται
να έχει δημιουργηθεί ένα βιοφίλμ από κυανοβακτήρια και άλγη (πράσινο), μια καφέ
περιοχή που θα μπορούσαμε να την αποδώσουμε πάλι σαν οξειδωμένο σίδηρο ή ως πορφυρά
μη θεϊκά βακτήρια ή ακόμα και ως πορφυρά θειοβακτήρια αν δεχτούμε ότι μπορεί σε
αυτό το σημείο να δημιουργηθεί μικροενδιατημάτων σχεδόν ανοξικό.<o:p></o:p></div>
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3<sup>η</sup> παρατήρηση
14/1/20: Ξετύλιγμα αλουμινόχαρτου και εκτεταμένη εξέταση φωτεινής και σκοτεινής
πλευράς. Έγινε αντιληπτό πως σε όλη τη στήλη τα βιοδηλωτικό σημάδια δηλαδή ο οξειδωμένος
σίδηρος, οι φυσαλίδες μεθανίου εμφανίστηκαν σε μεγάλο βαθμό στην φωτεινή πλευρά
(A-14/1/2020) αλλά σε μηδαμινό σχεδόν βαθμό στη σκοτεινή πλευρά (B-14/1/2020) όπως
και είχε υποτεθεί. Στην επιφάνεια και στα τοιχώματα φαίνεται ξεκάθαρα (C-14/1/2020) η επίπτωση
που είχε η απουσία φωτός στα κυνοβακτήρια και την άλγη που μειώνονται σταδιακά καθώς μετακινούμαστε
προς τη σκοτεινή πλευρά ώσπου μετρά από ένα σημείο πάυουν να εμφανίζονται και
να κυριαρχεί </div>
<a name='more'></a>καφέ χρώμα το οποίο θα μπορούσε να χαρακτηρίζει τις καταστάσεις που
προαναφέρθηκαν στην 2<sup>η</sup> παρατήρηση. Επίσης παρατηρείτε στο πάνω μέρος
της φωτογραφίας C-14/1/2020 μια άσπρη περιοχή η οποία πιθανόν να χαρακτηρίζει λευκά
μη φωτοσυνθετικά θειοξειδοτικά βακτήρια ενώ περίπου κεντρικά εμφανίστηκαν δομές
που έμοιαζαν με λευκά στίγματα τα οποία θα μπορούσαν να είναι και αυτά τα παραπάνω
θειοξειδοτικά βακτήρια ή να υπάρχει μόλυνση από κάποιο μύκητα. Έτσι κρίνεται αναγκαία
η ανάπτυξη μοριακών αναλύσεων προκειμένου να διασαφηνιστούν τα παραπάνω ερωτήματα.
Ακόμα πάνω από το κέντρο της στήλης παρατηρούνται πορφυρά θειοβακτήρια σε μια μικρή
σειρά. <span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<tr><td class="tr-caption" style="text-align: center;">B-29/10/19</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_zZVcUEAH_-5Q2jFqhP4QC6ugXPZ_PTW5VIK2lNk_2Ewu0Wqa-eWE8tGVRdTWyR0At9iN9YJROAiJBpSArRKd20iUp6Zfjt7CiH6NyeKg9VStYYiqctlbgqieC7g8WujG6J-fqaFPOuE/s1600/83360710_2854309271299540_3328198079252791296_n.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_zZVcUEAH_-5Q2jFqhP4QC6ugXPZ_PTW5VIK2lNk_2Ewu0Wqa-eWE8tGVRdTWyR0At9iN9YJROAiJBpSArRKd20iUp6Zfjt7CiH6NyeKg9VStYYiqctlbgqieC7g8WujG6J-fqaFPOuE/s320/83360710_2854309271299540_3328198079252791296_n.jpg" title="0α" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A-29/10/19</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">B-21/11/19</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8jExejAkpx2g8KeqRMHuPOvFXz-BJc2VeCew8CusHT7bF-1xvVRrqwD7WS_RhC3To7vIbQkO3zZ6my_DQsCVsb2RZE5ruh3B_DEYCxFhK5bToS45_3FxD6af4cj_yhC3bm7UsuhHqRyA/s1600/82185816_518027685493603_8434800927319261184_n.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8jExejAkpx2g8KeqRMHuPOvFXz-BJc2VeCew8CusHT7bF-1xvVRrqwD7WS_RhC3To7vIbQkO3zZ6my_DQsCVsb2RZE5ruh3B_DEYCxFhK5bToS45_3FxD6af4cj_yhC3bm7UsuhHqRyA/s320/82185816_518027685493603_8434800927319261184_n.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A-21/11/19</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxTSZQJ3c1DhX51PyKeVOMECRNzxE8hEBJK_J_qK75LUM4i97rnl8oaSzlIvXv8IxmSa-vmB7QJUpjSPIgzCGyEu-TV2n3BhezzVqINz6JRYBCfFzYFAQHbO897N8vhQGl9UYRj6T-crY/s1600/82692638_2538769593064610_3246800803951804416_n.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxTSZQJ3c1DhX51PyKeVOMECRNzxE8hEBJK_J_qK75LUM4i97rnl8oaSzlIvXv8IxmSa-vmB7QJUpjSPIgzCGyEu-TV2n3BhezzVqINz6JRYBCfFzYFAQHbO897N8vhQGl9UYRj6T-crY/s320/82692638_2538769593064610_3246800803951804416_n.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A-19/12/19</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjieN0jd57ln9EF0lKNCld86iNRrZZS4gyvfxbeNzZoBFNC1WeEUEkh41J_GACSrikyDTdGZNS2LDnTQ6-SdOo0u2GWfQnqE0yIizHRHxsk7Qvxxl6UgBLf2IfC-4ZUmhfrOnh5F4P7Un0/s1600/82159530_2565757670362741_1686285558629793792_n.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1201" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjieN0jd57ln9EF0lKNCld86iNRrZZS4gyvfxbeNzZoBFNC1WeEUEkh41J_GACSrikyDTdGZNS2LDnTQ6-SdOo0u2GWfQnqE0yIizHRHxsk7Qvxxl6UgBLf2IfC-4ZUmhfrOnh5F4P7Un0/s320/82159530_2565757670362741_1686285558629793792_n.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">B-19/12/19</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">A-14/1/2020</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">B-14/1/2020</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">C-14/1/2020</td></tr>
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Θεόδωρος Μιχέληςhttp://www.blogger.com/profile/14347870358085634427noreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-12435814048515848212020-03-04T13:51:00.000+02:002020-03-04T13:51:16.917+02:00Πείραμα Στήλης Winogradsky<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #222222;"><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: large;">Πείραμα
Στήλη<span lang="el-GR">ς</span> Winogradsky</span></span></span></h3>
Γεωργαλής Χάρης<br />Τμήμα <span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">Βιολογικών Εφαρμογών και Τεχνολογιών</span><br />
<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">Πανεπιστήμιο Ιωαννίνων</span><div>
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<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">Κατά την πειραματική άσκηση αυτή δημιουργήθηκαν δύο στήλες οι οποίες προέρχονταν από διαφορετικά ενδιαιτήματα . Η πρώτη ήταν κατασκευασμένη με νερό και ίζημα από το έλος του Καλοδικίου (εικόνα 1) και η δεύτερη από την παραλία Βάλτος στην Πάργα (εικόνα 2).</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAc-ijXqLDk6PP6oqBgZEaYIGuOtb5BHLAVEw0ZqjoW5ZcKY9fPUkkp7YIiE7_8wwimp0kWQgrBvQRQrMpTP6bhH6x4BESxUMecPfphETMOqs1gPXkNdwJNK5eJCxdVkNBIxThmG5oNuV0/s1600/valtos-beach.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="319" data-original-width="550" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAc-ijXqLDk6PP6oqBgZEaYIGuOtb5BHLAVEw0ZqjoW5ZcKY9fPUkkp7YIiE7_8wwimp0kWQgrBvQRQrMpTP6bhH6x4BESxUMecPfphETMOqs1gPXkNdwJNK5eJCxdVkNBIxThmG5oNuV0/s320/valtos-beach.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">εικόνα 2. Παραλία Βάλτος</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxsyf8O8v_cq3DX5Gb_wUexuEPqzIDMQ7GHH5H598Uc1hKS98j_CyRqh8FYh08Ge0cSCxxnkXeuAQioFeaalojWG5NxVbE-kV5La85_NNYmJ0xrbdrLLib1XuSKfkgTXx4GA4XSetcDfSs/s1600/IMG_20191016_103013.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxsyf8O8v_cq3DX5Gb_wUexuEPqzIDMQ7GHH5H598Uc1hKS98j_CyRqh8FYh08Ge0cSCxxnkXeuAQioFeaalojWG5NxVbE-kV5La85_NNYmJ0xrbdrLLib1XuSKfkgTXx4GA4XSetcDfSs/s320/IMG_20191016_103013.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">(εικόνα 1)Έλος Καλοδικίου</td></tr>
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<br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></span><u style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;"><b>Υλικά/Μέθοδοι</b></u></div>
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<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;">Η διαδικασία για την δημιουργία της στήλης ήταν η τυπική μέθοδος με χρήση εφημερίδας για πηγή άνθρακα και ενός βραστού αυγού για πηγή θείου. Οι δύο στήλες διατηρήθηκαν σε εξωτερικό χώρο κάτω από τις ίδιες περιβαλλοντικές συνθήκες.</span></div>
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<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; text-align: justify;"><b><u>Υπόθεση</u></b></span></div>
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<span style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="background-color: white; font-size: 13.2px;">Στην προκειμένη περίπτωση η υπόθεση που έγινε ήταν ότι η μικροβιακή ανάπτυξη στη θαλάσσια στήλη </span></span><span style="font-size: 13.2px; text-align: left;"><span style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;">θα παρουσιάσει καθυστέρηση, κάτω από τις ίδιες περιβαλλοντικές συνθήκες, εξαιτίας της υψηλής αλατότητας, των ολιγοτροφικών συνθηκών που επικρατούν στο θαλασσινό νερό και του χονδρόκοκκου ιζήματος, συγκριτικά με την στήλη προερχόμενη από το έλος.<br />Ο έλεγχος της </span></span><span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">επιστημονικής υπόθεσης πραγματοποιήθηκε με οπτική παρατήρηση της θολερότητας του νερού, τον χρωμάτων στο νερό αλλά και στο ίζημα καθώς και με την οσμή.</span></div>
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<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;"><b><u>Αποτελέσματα</u></b></span></div>
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<b>Έλος</b></div>
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<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">Η Στήλη που προήλθε από το έλος είχε εξ αρχής αυξημένη θολερότητα στο νερό (ημέρα 1, εικόνα 3) και πολύ γρήγορα μέχρι την ημέρα 7 αυτή η θολερότητα αυξήθηκε και το πράσινο χρώμα έγινε πιο έντονο (εικόνα 4). Άλλη ιδιαίτερη αλλαγή δεν παρατηρήθηκε μέχρι την ημέρα 78 όπου το νερό απορροφήθηκε τελείως από το ίζημα και κατέβηκε κάτω από την στήλη χώματος (Εικόνα 5). Αυτό έγινε ενδεχομένως λόγο της υψηλής πίεσης που δημιουργήθηκε μέσα στην στήλη από την παραγωγή αερίων. Το πράσινο χρώμα στο νερό οφείλεται μάλλον από την ανάπτυξη κυανοβακτηρίων . Επιπλέον χρώματα δεν παρατηρήθηκαν.</span></div>
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<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;"><b>Θάλασσα</b></span></div>
<div style="text-align: justify;">
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<div style="text-align: justify;">
<span style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="background-color: white; font-size: 13.2px;">Αντίθετα στην στήλη από την θάλασσα η ανάπτυξη ήταν πολύ αργή. Το διαυγές νερό (εικόνα 6) της πρώτης ημέρας άργησε πολύ να θολώσει και να εμφανιστεί το πρώτο σημάδι πράσινου (εικόνα 7) την ημέρα 78. Το χρώμα δεν φαινόταν έντονα και έγινε χρήση του φλας της κάμερας για να εμφανίζεται καλύτερα.<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img border="0" data-original-height="677" data-original-width="379" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXYcFiMWfphliMDhHcfuG59hgQGyI9_493HyOgVAw8b1ocoKiKXJEHGZyAPmA6Wz5xi26zY91dcZp6fZHd3PlIn8cf4D4T7MzMDMxcxoLRC6LeaTtNVNlIlMe3l3voh1Zuyj_tbhYFcdQq/s320/20191017_123023.jpg" style="margin-left: auto; margin-right: auto;" width="179" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Εικόνα 3. έλος ημέρα 1</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkaU0ZbGo36tyAfRkto53MGALT93j_vo3Kp5rgTFQUeZHkvVaf5IYTwOXtU6aaJdRkxabcwaey5JbD36JE_YyD_xeNXlX_yLpf4dCJ7qKjoiGSZRw2w7o2XKCtmjR4Uh3imPlWT9HYZ7z3/s1600/20191026_123650.jpg" imageanchor="1" style="font-size: 13.2px; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="677" data-original-width="379" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkaU0ZbGo36tyAfRkto53MGALT93j_vo3Kp5rgTFQUeZHkvVaf5IYTwOXtU6aaJdRkxabcwaey5JbD36JE_YyD_xeNXlX_yLpf4dCJ7qKjoiGSZRw2w7o2XKCtmjR4Uh3imPlWT9HYZ7z3/s320/20191026_123650.jpg" width="179" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">εικόνα 4. έλος ημέρα 7</td></tr>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXYcFiMWfphliMDhHcfuG59hgQGyI9_493HyOgVAw8b1ocoKiKXJEHGZyAPmA6Wz5xi26zY91dcZp6fZHd3PlIn8cf4D4T7MzMDMxcxoLRC6LeaTtNVNlIlMe3l3voh1Zuyj_tbhYFcdQq/s1600/20191017_123023.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNmG1b3XGohUgHTIah7zMrL-ftGERjPxJ2johbZ0Z_6QP4iRKXMsub28xkBX5SF2yZ99EZQSXLb_xC5NvpwDke6p9-8CqprnABeCQ7i_nspWih8LdicS91FOR5Q_6tcEiOncKWKb5JMW8F/s1600/20200116_050124.jpg" imageanchor="1" style="clear: left; display: inline !important; font-size: 13.2px; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="1328" data-original-width="744" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNmG1b3XGohUgHTIah7zMrL-ftGERjPxJ2johbZ0Z_6QP4iRKXMsub28xkBX5SF2yZ99EZQSXLb_xC5NvpwDke6p9-8CqprnABeCQ7i_nspWih8LdicS91FOR5Q_6tcEiOncKWKb5JMW8F/s320/20200116_050124.jpg" width="179" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">εικόνα 5. έλος ημέρα 78</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHzwPEZRJNY2xvVaD_RDwrO1uvbiYu190c3GT-hKSIAFnOw1-9nd9oIRtHssWKuSAX-Z0K7xkHBtPIBudy4dz_4wR8E7j_Kgn3ufADgjxyHmJt1TabmPoDo75m1-cvphK-I1Knsu2wpTLS/s1600/20191022_141754.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="677" data-original-width="379" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHzwPEZRJNY2xvVaD_RDwrO1uvbiYu190c3GT-hKSIAFnOw1-9nd9oIRtHssWKuSAX-Z0K7xkHBtPIBudy4dz_4wR8E7j_Kgn3ufADgjxyHmJt1TabmPoDo75m1-cvphK-I1Knsu2wpTLS/s320/20191022_141754.jpg" width="179" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Εικόνα 6. θάλασσα ημέρα 1</td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipILVeiqlaKK3wMkHVEy2p3UZlCjN8bzLeUhmOv5fhqQ4nOAzrKSgA2CPWSptbKUE9UZzu6h1e1yKmdg7VHfAfaxYq2HnvZNY6l6SKcfTf99i6madKbB-zUFio48Wa5TVeEMgHM5mldm5g/s1600/20200116_050230+%25281%2529.jpg" imageanchor="1" style="font-size: 13.2px; margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="1328" data-original-width="744" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipILVeiqlaKK3wMkHVEy2p3UZlCjN8bzLeUhmOv5fhqQ4nOAzrKSgA2CPWSptbKUE9UZzu6h1e1yKmdg7VHfAfaxYq2HnvZNY6l6SKcfTf99i6madKbB-zUFio48Wa5TVeEMgHM5mldm5g/s320/20200116_050230+%25281%2529.jpg" width="179" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Εικόνα 7 . Θάλασσα ημέρα 78</td></tr>
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<br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><b><u>Συζήτηση</u></b><br />
<b><u><br /></u></b>
Η υπόθεση επαληθεύτηκε μόνο με την παρατήρηση της στήλης του νερού καθώς εμφανίστηκε έντονη μικροβιακή αύξηση από πολύ νωρίς η οποία συνεχίστηκε μέχρι την λήξη του πειράματος όπως καταλάβαμε από την παραγωγή αερίων, αν και δεν φάνηκε κάποια διαφοροποίηση στο χρώμα του ιζήματος. Η αλλαγή αυτή στην ταχύτητα παρόλα αυτά δεν φάνηκε να επηρεάζει τον τύπο των κυττάρων που αναπτύχθηκαν (κυανοβακτήρια).</span></span></div>
</div>
Χάρης Γεωργαλήςhttp://www.blogger.com/profile/15902053161937586908noreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-22091921520550239242020-02-18T15:13:00.000+02:002020-02-19T18:38:24.209+02:00Πείραμα με την Στήλη Winogradsky<div dir="ltr" style="text-align: left;" trbidi="on">
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<div style="margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed; word-break: normal;">
<span style="color: black; font-family: "calibri";">Χρήστος
Ασημακόπουλος </span></div>
Βιολογικών εφαρμογών και τεχνολογιών<br />
Πανεπιστήμιο Ιωαννίνων<br />
<u style="font-family: Calibri; font-size: x-large;"><br /></u>
<span style="font-family: "calibri"; font-size: medium;">Δημιουργήθηκαν δύο στήλες στα πλαίσια του πειράματος:</span><br />
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<ol style="text-align: left;">
<li><span style="font-family: "calibri"; font-size: large;"> </span><span style="font-family: "calibri";">Με
ίζημα από το Έλος Καλοδικίου με νερό από την ίδια περιοχή</span></li>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOTMqgPIekV4AviPMrVIDubR8SHpMLqAm_fLRMiC5NPDI6UxXpnSnes1bKAnjAKSabBJXBKqfVWyfQMBx95DDr_MoZtYEirktBvnJjizXoYC7JdeYslqKGI48MhDjrXelRxp1nY0yqxROd/s1600/IMG_20191016_103013.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOTMqgPIekV4AviPMrVIDubR8SHpMLqAm_fLRMiC5NPDI6UxXpnSnes1bKAnjAKSabBJXBKqfVWyfQMBx95DDr_MoZtYEirktBvnJjizXoYC7JdeYslqKGI48MhDjrXelRxp1nY0yqxROd/s320/IMG_20191016_103013.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "calibri"; font-size: small; text-align: left;"> Έλος Καλοδικίου</span></td></tr>
</tbody></table>
<li>Με ίζημα από την παραλία Αγίου
Βασιλείου (Πάτρα) με νερό από την ίδια περιοχή.</li>
</ol>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmMGmkI9vAORsRSaXdR9yAVAauY7hUWtsvv31yAPcF4GbhJF7kvUKy15uuzF_veMDBvGll4aIElKEMyNmDdQx7rcnO_bZmyxoM4DkrjxwYSZmjHp_XuNnAiKJ8c2A8ex2K0aX1X4prTJhJ/s1600/%25CE%25B1%25CE%25B3%25CE%25B9%25CE%25BF%25CF%2582+%25CE%25B2%25CE%25B1%25CF%2583%25CE%25AF%25CE%25BB%25CE%25B5%25CE%25B9%25CE%25BF%25CF%2582.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="451" data-original-width="604" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmMGmkI9vAORsRSaXdR9yAVAauY7hUWtsvv31yAPcF4GbhJF7kvUKy15uuzF_veMDBvGll4aIElKEMyNmDdQx7rcnO_bZmyxoM4DkrjxwYSZmjHp_XuNnAiKJ8c2A8ex2K0aX1X4prTJhJ/s320/%25CE%25B1%25CE%25B3%25CE%25B9%25CE%25BF%25CF%2582+%25CE%25B2%25CE%25B1%25CF%2583%25CE%25AF%25CE%25BB%25CE%25B5%25CE%25B9%25CE%25BF%25CF%2582.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Παραλία Αγίου Βασιλείου</td></tr>
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<u style="font-family: Calibri; font-size: x-large;"></u><br />
<u style="font-family: Calibri; font-size: x-large;"><u style="font-family: Calibri; font-size: x-large;"><br /></u></u>
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<u style="font-family: calibri;"><u><b><span style="font-size: large;">Υλικά/Μέθοδοι</span></b></u></u><br />
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<h3 style="text-align: left;">
<span style="font-weight: normal;">Υλικά <span style="font-family: "calibri"; text-indent: 0in;">εμπλουτισμού που χρησιμοποιήθηκαν:</span></span></h3>
<div>
<ul style="text-align: left;">
<li>Ως πηγή άνθρακα χρησιμοποιήθηκε<span style="font-family: "calibri"; font-weight: normal; text-indent: -0.38in;"> εφημερίδα</span><span style="font-family: "calibri"; font-size: 22pt; font-weight: normal; text-indent: -0.38in;"> </span></li>
<li>Ως πηγή θείου χρησιμοποιήθηκε βραστό αυγό</li>
</ul>
Επίσης έγινε: </div>
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<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
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<ul style="text-align: left;">
<li><span style="font-family: "calibri";">Πλήρης
ανάμιξη υλικών εμπλουτισμού με το </span><span style="font-family: "calibri";">ίζημα</span></li>
<li><span style="font-family: "calibri"; text-indent: -0.38in;">Οι
στήλες διατηρήθηκαν σε εξωτερικό περιβάλλον κατά την διάρκεια του πειράματος </span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtGXjY4RjspQJpw50WlDnWS36Ja2hzDgjo09aDfSCR9xBimaerKeIC0iDaS5Rtp-sjkzotaqnjkYYB-H1BZaOOMnDh5T_WZ97dJRjXGskcQYLEUag_S2jfl_JG7mL2eEx8MqfEETDP2r8F/s1600/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B15.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="564" data-original-width="1117" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtGXjY4RjspQJpw50WlDnWS36Ja2hzDgjo09aDfSCR9xBimaerKeIC0iDaS5Rtp-sjkzotaqnjkYYB-H1BZaOOMnDh5T_WZ97dJRjXGskcQYLEUag_S2jfl_JG7mL2eEx8MqfEETDP2r8F/s400/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B15.png" width="400" /></a></div>
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<h2>
<span style="font-family: "calibri";"><span style="font-size: large;"><u>Υπόθεση</u></span></span></h2>
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<div style="text-align: left;">
<span style="font-family: inherit;">Διαφορετική ανάπτυξη μικροοργανισμών που ανήκουν σε διαφορετικές μεταβολικές ομάδες σε κάθε στήλη λόγω διαφορετική πηγή ιζήματος για την κάθε στήλη.<br /><span style="background-color: white; text-align: justify;">Ο έλεγχος της επιστημονικής υπόθεσης έγινε με οπτική παρατήρηση των στηλών. Διαφορετικά χρώματα (όπως μαύρο, πράσινο, κόκκινο) αντιπροσωπεύουν διαφορετικές μεταβολικές ομάδες. </span></span></div>
<div>
<span style="background-color: white; text-align: justify;"><span style="font-family: "arial" , "tahoma" , "helvetica" , "freesans" , sans-serif;"><span style="font-size: 13.2px;"><br /></span></span></span></div>
<div>
<span style="font-family: "calibri"; font-size: large;"><u><b>Αποτελέσματα</b></u></span></div>
<div>
<br /></div>
<div>
<span style="font-family: inherit;">Και στις δύο στήλες παρατηρήθηε έντονη ανάπτυξη πορφυρών θειοβακτηρίων και θειικοαναγωγικών βακτηρίων μετά τις 66 ημέρες. <span style="text-indent: -0.38in;">Τα αποτελέσματα δεν επιβεβαιώνουν
την αρχική μας υπόθεση καθώς και στα δύο μπουκάλια φαίνεται να αναπτύχθηκαν οι
ίδιοι μικροοργανισμοί.</span></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAtnGHad4ADSvh3HIOl0MNy2V2WTijZOswWQkfr8eelKZTyMM4Zs6F5V1s2GeA-jVYlfqUYlOs-NIvbdmVHOF_BD7bhfRPc7xh5DgKk6oUpZiotNkaxVXMAaprNEXXma_9o2XtsvidCme2/s1600/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B11.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="742" data-original-width="557" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAtnGHad4ADSvh3HIOl0MNy2V2WTijZOswWQkfr8eelKZTyMM4Zs6F5V1s2GeA-jVYlfqUYlOs-NIvbdmVHOF_BD7bhfRPc7xh5DgKk6oUpZiotNkaxVXMAaprNEXXma_9o2XtsvidCme2/s320/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B11.png" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "calibri";"><span style="font-size: small;">Στήλη
από το Έλος Καλοδικίου , 66 ημέρες μετά.</span></span></td></tr>
</tbody></table>
<div>
<span style="font-family: "calibri"; font-size: large;"><u><b><br /></b></u></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Στήλη απο την θάλασσα Αγίου Βασιλείου, 40 ημέρες μετά</span></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Στήλη απο την θάλασσα Αγίου Βασιλείου, 66 ημέρες μετά.</span></td></tr>
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Chrishttp://www.blogger.com/profile/04867884841209031954noreply@blogger.com2tag:blogger.com,1999:blog-6673091514910383162.post-60347901517311292882020-02-14T15:09:00.001+02:002020-02-15T12:05:11.707+02:00Winogradsky Column Experiment<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>Winogradsky Column Experiment </b></div>
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Winogradsky Column Experiment is a simple way of cultivating diverse microorganisms and study how they interact with each other.</div>
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<b>Nutrients: Lentils </b>as source of Ferrum</div>
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<b>Two Eggs </b>as source of Sulfur</div>
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<b>Sugar </b>as source of Carbon</div>
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<b>Sampling Procedure: </b>On October 16th we went to the Kalodiki marsh (<b>Photo 1)</b> in order to collect mud and water and each student had to create at least one Winogradsky column. Bottles of 1.5lt volume were used as columns. The two-thirds of my column were filled with mud mixed with nutrients and the other one-third was filled with water. Firstly, I collected the mud and mixed it with all nutrients. Then, I filled with the enriched mud the two-thirds of my bottle and added the water which originated from the same marshland<b>. </b>The bottle was covered with a black plastic bag and was left to the hydrobiology lab to incubate in room temperature.</div>
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<b>Hypothesis: </b>The Ferrum would help the Photosynthetic microorganisms to grow but the black plastic bag would be an obstacle in this precdure. So I supposed that finally I would't see the green photosynthetic bacteria in the top of my column.</div>
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<b>Complications: </b>In October 18th I went to relieve the gas pressure in my bottle but it exploded . I suppose that the reason of this explosion was the production of large amounts of gases and especially of Ηydrogen Sulfide from the sulfur bacteria. </div>
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Due to this incident, I decided to create a new colum:</div>
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The two-thirds of the new column were filled with mud from the University campus and the rest was filled with water from the eutrophic lake of Ioannina, Pamvotis. The first one-third was filled with mud mixed with one egg as source of sulfur and shredded paper as source of carbon, the second one-third had mud without any nutrient and the last one-third had was filled with lake water. The bottle was left to incubate in the lab at room temperature.</div>
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<b>Results: </b>After almost two months of incubation, in the end of the semester I did not notice any sign of growth in my new column(<b>Photo 2)</b>. These results, compared to the ones of my fellow students that used mud from the marshland, may indicate that the mud from the University campus was not so rich in microorganisms as the one collected from Kalodiki wetland. </div>
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<img alt="" height="320" 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" 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" width="187" /> </div>
<div style="text-align: justify;">
<b>Photo 1: </b>The Kalodiki marsh <b>Photo 2: </b>The new column after</div>
<div style="text-align: justify;">
two months of incubation</div>
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</div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-6673091514910383162.post-79513547326438074202020-02-14T13:59:00.000+02:002020-02-14T14:52:06.132+02:00Winogradsky Column<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;">Vragkalis Georgios</span></div>
<div lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;">Department
of Biological Applications and Technology</span></div>
<div lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;">University
of Ioannina</span></div>
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<br /></div>
<div align="justify" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: medium;"><b>Hypothesis</b>:
We expect to notice green and purple sulfur bacteria in the mud and
cyanobacteria in the water.</span></span></div>
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<br /></div>
<div align="justify" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: medium;"><b>Sampling
Areas:</b> Mud was selected from Kalodiki wetland, while water was
selected from Pamvotis lake. Both systems are eutrophic. The weather
was sunny and warm without any rain for a long period of time, which caused the wetland to be dried up on some of its regions.</span></span></div>
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<br /></div>
<div align="justify" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: medium;"><b>The
Column: </b><span style="font-weight: normal;">Mud was selected from
the wetland. 2/3 of mud were used to fill the column (1,5L plastic
bottle). 1/3 of it was mixed with a whole egg and shredded paper and
put at the bottom of the column. Nothing was put on the rest of the
mud. Finally, the column was filled with 0,5L of water from Pamvotis
lake. The column was maintained in room temperature and exposed to
light.</span></span></span></div>
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<br /></div>
<div align="justify" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: medium;"><b>Results:
</b><span style="font-weight: normal;">After a week, cyanobacteria
were noticed in the mud and in the water. On
day 19, purple and green sulfur bacteria were noticed in the
anaerobic zone of the column and became more visible on day 26. On day 40, we can see some spots of
black pigment at the bottom of the column. Those are sedimentations
of iron sulfide II. Though we can’t see them macroscopically, we
could also say that sulfate reducing bacteria exist at the bottom of
the column.</span></span></span></div>
<div align="justify" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: medium;"><span style="font-weight: normal;"><br /></span></span></span></div>
<div align="justify" lang="en-US" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: medium;"><span style="font-weight: normal;">Below
you can see some pictures of the column:</span></span></span></div>
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<br />
<div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-sDLMy4WnhuKGrOFNFnvEsaXG6kuvsLeFyfXex3aj_f3Ub3udrqfQDzAXpLa-O1uaBAKB0XFUH7StRK_Ccpzqsf5cdKduTBKFkCY2RLSK0Bk9tZauzjRJ6uq9tKg5QZnHYDI0FdEx8nE/s1600/Winogradsky+Days+1-40.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1596" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-sDLMy4WnhuKGrOFNFnvEsaXG6kuvsLeFyfXex3aj_f3Ub3udrqfQDzAXpLa-O1uaBAKB0XFUH7StRK_Ccpzqsf5cdKduTBKFkCY2RLSK0Bk9tZauzjRJ6uq9tKg5QZnHYDI0FdEx8nE/s640/Winogradsky+Days+1-40.jpg" width="636" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY8ITo9GDU1MQJCCpoeRNY479SaXHrw0zTW0N_j7ecqQgnQ1xDUZBjgdChlUAX1H3ZYwQVXwVp5gCW-ST1gD4-Y_cwNuXLfkrpwbW7sRyrfWGdY_ACcdcWY8IoRbq8d_J_zTdsJJ7wQIQ/s1600/Winogradsky+Day+60.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1549" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY8ITo9GDU1MQJCCpoeRNY479SaXHrw0zTW0N_j7ecqQgnQ1xDUZBjgdChlUAX1H3ZYwQVXwVp5gCW-ST1gD4-Y_cwNuXLfkrpwbW7sRyrfWGdY_ACcdcWY8IoRbq8d_J_zTdsJJ7wQIQ/s640/Winogradsky+Day+60.png" width="618" /></a></div>
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Giorgos Vr.http://www.blogger.com/profile/01740752795004035228noreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-1722995128402473102020-01-16T22:24:00.000+02:002020-01-16T22:24:23.057+02:00Στήλη Winogradsky by Daphne Fessa<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<u>Εισαγωγή</u></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Σκοπός του πειράματος ήταν η δημιουργία στήλης Winogradsky με χώμα και νερό από το έλος Καλοδικίου. Στην τοποθεσία αυτή, την ημερομηνία άφιξης <b>(.....)</b> επικρατούσαν συνθήκες ξηρασίας. Το έλος ήταν αποξηραμένο και υπήρχαν τοπικές λίμνες σε σημεία στην έκτασή της. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<u>Υλικά/Μέθοδοι</u></div>
<div style="text-align: justify;">
<ul>
<li>Ως πηγή θείου χρησιμοποιήθηκε ορισμένη ποσότητα σκόρδου σε μορφή σκόνης (~2g)</li>
<li>Ως πηγή άνθρακα χρησιμοποιήθηκε εφημερίδα</li>
<li>Ακολουθήθηκε ως έχει η υπόλοιπη πειραματική πορεία</li>
<li>Η στήλη αναπτύχθηκε σε εξωτερικό περιβάλλον, παρουσία φωτός στα Ιωάννινα</li>
</ul>
Πραγματοποιήθηκε ολική ανάδευση λόγω πτώσης του μπουκαλιού την τρίτη ημέρα μετά τη δημιουργία της στήλης.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Η επιστημονική υπόθεση που έγινε στην αρχή του πειράματος ήταν η εξής: </div>
<div style="text-align: justify;">
<ol>
<li>Αναμένεται γρηγορότερη ανάπτυξη των βακτηρίων που έχουν απαίτηση σε θείο στην περίπτωση που η περιεκτικότητα θείου στο σκόρδο είναι μεγαλύτερη από αυτή των κρόκων αυγών.</li>
<li>Αναμένεται καθυστερημένη ανάπτυξη βακτηρίων που έχουν απαίτηση σε θείο, εφόσον η περιεκτικότητα θείου στο σκόρδο είναι μικρότερη από αυτή των κρόκων αυγών.</li>
<li>Κανονική ανάπτυξη αερόβιων οργανισμών.</li>
</ol>
<div>
Ο έλεγχος της επιστημονικής υπόθεσης πραγματοποιήθηκε με οπτική παρατήρηση των διάφορων χρωμάτων (πράσινο, κόκκινο) που αντιπροσωπεύουν την ανάπτυξη των αντίστοιχων οργανισμών.</div>
</div>
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<br /></div>
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<u>Αποτελέσματα</u></div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv2mTCkItUGpE17h8jkLslAT_zS3m2KS56-Bb7YqbIHQx0ev_gZ9aFlUrZhip21RKAm8Xm8RWXQMngul8wjrPjLZG58Y2mImWyD5VeZ4pX6KiV-NPTUXxzVbhsRgD6ILAPuZWO0rH9qBYR/s1600/20200110_215244.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1348" data-original-width="1348" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv2mTCkItUGpE17h8jkLslAT_zS3m2KS56-Bb7YqbIHQx0ev_gZ9aFlUrZhip21RKAm8Xm8RWXQMngul8wjrPjLZG58Y2mImWyD5VeZ4pX6KiV-NPTUXxzVbhsRgD6ILAPuZWO0rH9qBYR/s320/20200110_215244.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtNk11zmIvojfjVeiFWQtU5KFtMPn4IB4qXybNm1O-71mavar2yDzA4p5hNWcz7A5xHLAT_5fmdQriWe9XhU1gLm1P_rk7VaY0J779G7YKKlV_f2muA3sSsjKxn4wtGPFUbHJjzonOJ9on/s1600/20200110_215310.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtNk11zmIvojfjVeiFWQtU5KFtMPn4IB4qXybNm1O-71mavar2yDzA4p5hNWcz7A5xHLAT_5fmdQriWe9XhU1gLm1P_rk7VaY0J779G7YKKlV_f2muA3sSsjKxn4wtGPFUbHJjzonOJ9on/s320/20200110_215310.jpg" width="88" /></a></div>
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Παρατηρήθηκε έντονη ανάπτυξη κυανοβακτήρια και φυτοπλαγκτού, δηλαδή των αερόβιων φωτοσυνθετικών οργανισμών, επομένως η υπόθεση υπ' αριθμό "3" επιβεβαιώθηκε. Το ίζημα της στήλης παρέμεινε καφέ, δεν εμφάνισε αποχρώσεις πράσινου ή κόκκινου. Το γεγονός αυτό δείχνει ότι τα βακτήρια που εξαρτώνται από θείο, τα πορφυρά και πράσινα θειοαναγωγικά και θειοοξειδωτικά δεν αναπτύχθηκαν και συνεπώς πιθανόν ισχύει η υπόθεση "2" έναντι της "1", ενώ η λάσπη κατά βάση αποτελείται από θειικά και ανθρακικά άλατα σε συνδυασμό με κυτταρίνη ή άλλα οργανικά.</div>
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<div style="text-align: justify;">
Η στήλη παρουσίασε αντίθετα αποτελέσματα, όσον αφορά την ανταλλαγή αερίων με το περιβάλλον. Αναμενόμενη ήταν η εκτόνωση αερίων από το εσωτερικό της στήλης, ωστόσο το μπουκάλι αντλούσε αέρια και συμπιέστηκε αρκετές φορές, ως αποτέλεσμα της μεγάλης ανάγκης που είχε το εσωτερικό του.</div>
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<u>Συζήτηση</u></div>
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Η ανάπτυξη των αερόβιων μικροοργανισμών (κυανοβακτηρίων και φυτοπλαγκτό) ήταν τόσο έντονη με αποτέλεσμα τη δημιουργία bloom στη στήλη. Από την άλλη, η περιεκτικότητα του σκόρδου σε θείο δεν φάνηκε ικανοποιητική, προκειμένου να αποδώσει την ανάπτυξη και άρα τα χρώματα των θειοοξειδωτικών και αναγωγικών βακτηρίων.</div>
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Daphne Fessahttp://www.blogger.com/profile/02094795844701332381noreply@blogger.com2tag:blogger.com,1999:blog-6673091514910383162.post-79526500368148090212019-01-17T22:56:00.000+02:002019-01-17T22:56:18.946+02:00 Winogradsky column-Too many added nutrients<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Collected
mud and lake water from lake Pamvotis, Ioannina, were mixed with a whole egg
(70gr), confectioner’s sugar (15gr), shredded paper (5gr). The first bottle was
filled with the mixture and then lake water, while the second one had the mixture on
the bottom and then just mud and lake water. Hypothetically, the
first bottle was supposed to grow and develop the zones faster than the bottle 2.
The bottles (1,5L each) were kept for 70 days outside on indirect sunlight. </span><br />
<span lang="EN-US" style="mso-ansi-language: EN-US;">The first 5
days the temperature was high, and the nutrients too many, so the bottles
needed decontamination every day. In bottle 1 especially, there was a gas overproduction by bacteria, so all the water was removed, so the bottle could deflate. After that, the experiment continued with the bottle 2, wich was not opened again. No changes were found in the mud of
bottle 2. The bottle, from day 2, had trapped gases throughout the mud that was
produced by bacteria. The trapped gases possibly created a non-friendly
environment, so bacteria couldn’t grow further. The only change found, was a
discolouration of the water. It turned brown-red because some cyanobacteria
that produce those photosynthetic pigments developed successfully in there. They even developed
some darker colonies on t</span>he top of the water. Photos are from days 2, 14, 29,
50 of the experiment.<br />
<br /><span lang="EN-US" style="mso-ansi-language: EN-US;"></span>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0LiCs8GX0OQDBWQsE8Qgv93DFyJqo04w4FGhYlDp7xVVX-a4UrDiarlvonGOTAaSDuAnWkmsLQAS1hsTCI6prEnZ7bp3kBMLdyfCafd26_m20CHC5Qzgtp7LcMCoFW6czDFlQsApxVs_9/s1600/4.11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0LiCs8GX0OQDBWQsE8Qgv93DFyJqo04w4FGhYlDp7xVVX-a4UrDiarlvonGOTAaSDuAnWkmsLQAS1hsTCI6prEnZ7bp3kBMLdyfCafd26_m20CHC5Qzgtp7LcMCoFW6czDFlQsApxVs_9/s320/4.11.jpg" width="240" /></a></span></div>
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ster_bouhttp://www.blogger.com/profile/00642715236513349795noreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-29153787984076725152019-01-17T15:01:00.000+02:002019-01-17T15:47:09.061+02:00How does a blue transparent bottle affect the growth of micro-organisms? <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; color: #222222;">Hi everyone,</span><br style="background-color: white; color: #222222;" /><br style="background-color: white; color: #222222;" /><span style="background-color: white; color: #222222;">This is my final report about my Winogradsky Columns.</span></span><br />
<span style="font-family: Times, Times New Roman, serif;"><span style="background-color: white; color: #222222;"><span style="font-family: "times" , "times new roman" , serif;"><b><br /></b></span></span>
<span style="color: #222222; font-family: "times" , "times new roman" , serif;"><span style="background-color: white;"><u><b>Materials</b></u></span></span></span><br />
<span style="font-family: Times, Times New Roman, serif;"><br /></span>
<ol style="text-align: left;">
<li><span style="font-family: Times, Times New Roman, serif;">Transparent plastic bottle (1.5 L)</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Mud from Lake Pamvotis (2/3 of the bottle)</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Water from Lake Pamvotis (1/3 of the bottle)</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Carbon source (5 g newspaper in small pieces )</span></li>
<li><span style="font-family: Times, Times New Roman, serif;">Source of sulfur (1 whole boiled egg 70g)</span></li>
</ol>
<div>
<u><span style="font-family: Times, Times New Roman, serif;"><b>Hypothesis</b></span></u><br />
<span style="font-family: Times, Times New Roman, serif;"><u><span style="font-family: "times" , "times new roman" , serif;"><b><br /></b></span></u>
</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeA4tct1XKR0Yz58SOC0-SX4lLkoI9drmybTDisuOCb2KqT2-aJdSdGclVenZnIqAxkXJCkq8ibJh23pI8xpxJoZFF9sUhQ7gg2xB_8YVQ7zCXtUvQECeqa3WaMEA2gP4EGLriJoQmFo8/s1600/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B13.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Times, Times New Roman, serif;"><img border="0" data-original-height="316" data-original-width="1477" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeA4tct1XKR0Yz58SOC0-SX4lLkoI9drmybTDisuOCb2KqT2-aJdSdGclVenZnIqAxkXJCkq8ibJh23pI8xpxJoZFF9sUhQ7gg2xB_8YVQ7zCXtUvQECeqa3WaMEA2gP4EGLriJoQmFo8/s640/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B13.png" width="640" /></span></a></div>
<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="font-family: Times, Times New Roman, serif;">Since bottle (2) contained 1/3 of the nutritions compared to bottle (1), it would have a slower growth rate (of the organisms it contained) as its metabolic processes would be slowed down .</span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIzfkCTUz7YyuSX7NFcUVqvzbcPCgQmFhy6nEjnb_S-4LWdBupx2tOsi6hKT9Oejp2Y9wW0T23oi21KCwY3q-_i38BxiGZBTQ_4qPf8OOhwqSYHsD-jw69oagRjUeY3hH7N2yWDvrzpn4/s1600/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CE%25B3%25CF%2581%25CE%25B1%25CF%2586%25CE%25AE.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="color: black; font-family: Times, Times New Roman, serif;"><img border="0" data-original-height="490" data-original-width="691" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIzfkCTUz7YyuSX7NFcUVqvzbcPCgQmFhy6nEjnb_S-4LWdBupx2tOsi6hKT9Oejp2Y9wW0T23oi21KCwY3q-_i38BxiGZBTQ_4qPf8OOhwqSYHsD-jw69oagRjUeY3hH7N2yWDvrzpn4/s400/%25CE%259A%25CE%25B1%25CF%2584%25CE%25B1%25CE%25B3%25CF%2581%25CE%25B1%25CF%2586%25CE%25AE.PNG" width="400" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Times, Times New Roman, serif; font-size: small;"><i>Bottle (1) Bottle(2) <br />After 60 days </i></span></td></tr>
</tbody></table>
<span style="font-family: Times, Times New Roman, serif;"><span style="text-align: center;"></span><br /></span>
<div style="text-align: center;">
<span style="text-align: center;"><u><span style="background-color: white; font-family: Times, Times New Roman, serif;"><b>Summary of Results</b></span></u></span></div>
<span style="font-family: Times, Times New Roman, serif;"><span style="text-align: center;">
</span>
</span><br />
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<span style="font-family: Times, Times New Roman, serif;"><u>The experimental hypothesis was not confirmed</u> as bottle (2) with limited enrichment materials contained greater abundance of microorganisms than bottle (1) with evenly distributed enrichment materials throughout.</span></div>
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<span style="font-family: Times, Times New Roman, serif;">It is possible that the color of bottle (1) (transparent blue) affected the light that penetrated it and thus the growth of photosynthetic organisms.</span></div>
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<span style="font-family: Times, Times New Roman, serif;">In fact, visible light consists of wavelengths of 400-700 nm. Blue light corresponds to wavelength (λ)= 450 nm, and therefore this λ could not be absorbed by the micro-organisms as it is reflected by the bottle.</span></div>
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<span style="font-family: Times, Times New Roman, serif;">In the diagram below you can see the absorption spectra of three basic dyes in photosynthesis:chlorophyll a, chlorophyll b, β-carotene.</span></div>
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<span style="font-family: Times, Times New Roman, serif;">All three pigments show a peak for λ ~ 450 nm</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpL3ff0AD7A-jD6hLnpTZd-lmCCVTqjoFrOK30ZvoucmgYY-Pta1mT9tyR8DqJ4EaCBCms658zYihmMi1Oi_Vzf1cq_RjplcYpoUuJyH8xn_va4p_0cdTss8jvpilPVGnQWXM4gWo2J7I/s1600/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B11.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: Times, Times New Roman, serif;"><img border="0" data-original-height="493" data-original-width="483" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpL3ff0AD7A-jD6hLnpTZd-lmCCVTqjoFrOK30ZvoucmgYY-Pta1mT9tyR8DqJ4EaCBCms658zYihmMi1Oi_Vzf1cq_RjplcYpoUuJyH8xn_va4p_0cdTss8jvpilPVGnQWXM4gWo2J7I/s320/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B11.png" width="312" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i><span style="font-family: Times, Times New Roman, serif;">Source: khanacademy.org</span></i></td></tr>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="font-family: Times, Times New Roman, serif;">In particular, all micro-organisms that could be cultured in Winogradsky colums show a peak in their absorption of wavelength λ ~ 450 nm through their pigments.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiz8THq0ZTu8kvIhqmsiluau0T_AjQqJleSmcIkWPhFYh2_WiBAvX2-HmSnlSGrIg8r0lJJBAAEhRfZe2tk3z-5eGDEO0InqOoYs-kfvWymwU8mv9mEed-yNnGTLe3xrcRDGuzQMaiCo0/s1600/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B12.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: Times, Times New Roman, serif;"><img border="0" data-original-height="448" data-original-width="713" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiz8THq0ZTu8kvIhqmsiluau0T_AjQqJleSmcIkWPhFYh2_WiBAvX2-HmSnlSGrIg8r0lJJBAAEhRfZe2tk3z-5eGDEO0InqOoYs-kfvWymwU8mv9mEed-yNnGTLe3xrcRDGuzQMaiCo0/s400/%25CE%2595%25CE%25B9%25CE%25BA%25CF%258C%25CE%25BD%25CE%25B12.png" width="400" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Times, Times New Roman, serif;">Source:</span><br />
<div style="background-color: white; color: #222222; letter-spacing: 0.17px; line-height: 1.4; margin-bottom: 14px; padding: 0px; text-align: start;">
<span style="font-family: Times, Times New Roman, serif; font-size: x-small;"><i>Colorful niches of phototrophic microorganisms shaped by vibrations of the water molecule</i></span></div>
<div style="background-color: white; color: #222222; letter-spacing: 0.17px; line-height: 1.4; margin-bottom: 14px; padding: 0px; text-align: center;">
<span style="font-family: Times, Times New Roman, serif; font-size: x-small;"><i style="letter-spacing: 0.17px;">The ISME Journal 1 p.271-282 (2007) - M. Stomp et. al.</i></span></div>
<span style="font-family: "times" , "times new roman" , serif;"><span style="background-color: white; color: #222222; font-size: 14px; font-weight: bolder; letter-spacing: 0.17px;"><span class="visually-hidden" style="clip: rect(1px, 1px, 1px, 1px); font-family: Times, Times New Roman, serif; height: 1px; position: absolute !important; text-align: center; width: 1px;">volum<span style="font-weight: bolder; letter-spacing: 0.17px;">1</span><span style="letter-spacing: 0.17px;">, </span></span></span></span><span class="visually-hidden" style="background-color: white; clip: rect(1px , 1px , 1px , 1px); color: #222222; font-size: 14px; height: 1px; letter-spacing: 0.17px; position: absolute; text-align: center; width: 1px;"><span style="font-family: Times, Times New Roman, serif;"><span style="font-family: "times" , "times new roman" , serif;">page</span><span style="background-color: transparent; font-size: 12.8px;">M. Stomp et. </span></span></span></td></tr>
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<span style="font-family: Times, Times New Roman, serif;">Especially, purple sulfur bacteria,acorrding to a study <i><span style="font-size: x-small;">(<span style="background-color: white;">Photosynthetic development of purple sulfur bacteria during illumination with green light-</span></span></i><span style="font-family: "times" , "times new roman" , serif;"><i><span style="font-size: x-small;"><span style="background-color: white; border-bottom-color: initial; border-bottom-style: initial;">Osnitskaia LK</span><span style="background-color: white;">, </span></span></i><span style="background-color: white; border-bottom-color: initial; border-bottom-style: initial;"><i><span style="font-size: x-small;">Chudina VI-1977),</span></i>use</span> short wavelengths of natural light, blue and green, for </span><span style="font-family: "times" , "times new roman" , serif;">CO2 assimilation and bios</span><span style="font-family: "times" , "times new roman" , serif;">ynthesis of biomass, proteins, and pigments.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
<div>
<span style="font-family: Times, Times New Roman, serif;">Which means that the photosynthetic ability of the micro-organisms in bottle (1) was lowered because their pigments didn't absorb wavelength λ ~ 450 nm. That way, the growth of photosynthetic organisms in bottle (1) was slowed down and in the course of the same time showed lower abundance of micro-organisms than bottle (2).</span></div>
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<i><span style="font-family: Times, Times New Roman, serif;"><br /></span></i></div>
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<i><span style="font-family: Times, Times New Roman, serif;">Christina Diamantopoulou</span></i></div>
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<i><span style="font-family: Times, Times New Roman, serif;">Department of Biological Applications and Technologies</span></i></div>
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<i><span style="font-family: Times, Times New Roman, serif;">University of Ioannina-January 2019</span></i></div>
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Christina_Dhttp://www.blogger.com/profile/14176023643875132854noreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-44311568015638616402018-06-09T20:44:00.000+03:002018-06-09T20:44:25.386+03:00UCA_A1, A2: results<br />
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Our column
was saturated with a lot of nutrients that may have done a bad effect on some
microorganisms. We have thought the hypothesis that these microorganism can´t
grow because of this saturation that have made microorganisms produce second
metabolites which have changed pH's environment and maybe that is the reason
why some microorganisms died. Also, de high concentration of glucose inhibited
some reactions that could be necessary to the microorganisms. On the other
hand, microorganisms that were able to live in this condition are the ones
which we mentioned in the last post. These are anaerobe microorganisms who
produce sulfhydryl acid which precipitates as iron sulphide II (black) and the
acid mentioned is the bubble we see on the top.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqth9Rh4gADsmiuBlRfwOMuuNOCLZoJFFYU9DIRHuxx2AvvvxPet3X4PQxWzkQ-cRB2XJ8PwfrS7ek4dDYiJTdP8edfZNyyTC3zEglV2n4f1_gS7yKaO2bIOBKE53z88nWNaGOT33mWo0/s1600/WhatsApp+Image+2018-04-29+at+14.18.38.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqth9Rh4gADsmiuBlRfwOMuuNOCLZoJFFYU9DIRHuxx2AvvvxPet3X4PQxWzkQ-cRB2XJ8PwfrS7ek4dDYiJTdP8edfZNyyTC3zEglV2n4f1_gS7yKaO2bIOBKE53z88nWNaGOT33mWo0/s320/WhatsApp+Image+2018-04-29+at+14.18.38.jpeg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMy1TIY9PezhFR-ZgIZoCrbtdZsqYd2X-6AMp9pBZIypValDv-vI5Vbw9q5a_x-MPWK_FpWzt5NNpeJ5dfFuKgFbs52_FF1qkCtrXzLEJ1pAzf6refrsu7oRU4tPL8KgLHDyIcpLjeXPs/s1600/WhatsApp+Image+2018-03-14+at+19.28.08.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMy1TIY9PezhFR-ZgIZoCrbtdZsqYd2X-6AMp9pBZIypValDv-vI5Vbw9q5a_x-MPWK_FpWzt5NNpeJ5dfFuKgFbs52_FF1qkCtrXzLEJ1pAzf6refrsu7oRU4tPL8KgLHDyIcpLjeXPs/s320/WhatsApp+Image+2018-03-14+at+19.28.08.jpeg" width="240" /></a></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">On the
other hand, the column A1 presents the variety of microorganism that we expect.
We have to differentiate two zones, the anaerobic and the aerobic:<o:p></o:p></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In the aerobic
zone we can see many different types of colonies. These microorganisms usually inhabit
in aquatic zone as we can relate in the photos. If they are phototroph they
should have a Green coloration, that´s because they have chlorophyll pigments
in their chloroplasts. As we can relate in the picture our Winograd sky column
also present purple/Brown colonies of phototrophic bacteria’s, they have that colour
because they don´t present any chlorophyll pigments.<o:p></o:p></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In the
anaerobic zone we discover the presence of sulphate reductors, that kind of
microorganism have black pigmentation and are named chemotrophic. We can´t see
any other relevant colonies, our theory is that the capacity of reproduction in
that organism is better than the others one.<o:p></o:p></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In conclusion
the theories that we propose on the first days of class, was not confirmed. We
talk about the presence of lactic oxidators but instead we can only observe the
most habitual microorganism.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7bPGxFdpspiEudHApwtFZHyPj8VY36PKziIYSsiYw0_JHnabve0VEZrhcyMvL1e9v75sEOfAuTYfsI8LO7qF3jYWHkuIix8SXka4cg1tf4I7fq_04aImWT1uzkNzUKkKDZuchxK7jfRI/s1600/WhatsApp+Image+2018-05-04+at+13.39.01.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7bPGxFdpspiEudHApwtFZHyPj8VY36PKziIYSsiYw0_JHnabve0VEZrhcyMvL1e9v75sEOfAuTYfsI8LO7qF3jYWHkuIix8SXka4cg1tf4I7fq_04aImWT1uzkNzUKkKDZuchxK7jfRI/s320/WhatsApp+Image+2018-05-04+at+13.39.01.jpeg" width="240" /></a></div>
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Apart from that we we´re observing the increase of
many microorganism likewise we also see the difference between the strata that
appears in the column and how they distribute making a microecosystem.</div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-18040820063654281252018-06-09T00:17:00.000+03:002018-06-11T19:25:34.574+03:00UCA_C3,C4_day90<span style="font-family: "arial" , "helvetica" , sans-serif;">Few changes have been observed.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">-C4</span><br />
<span style="background-color: white; color: #222222; font-size: 12.8px;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Under strictly anaerobic conditions after a few weeks, and using the load of cellulose provided by the remains of paper incorporated in the sediment as the primary source for its metabolism, appear the bacteria of the genus Clostridium,and that's why an orange color is appreciated.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">C3</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">-Sulfur-reducing bacteria are displayed as a deep black layer and are represented by Desulfovibrio, using sulfate to produce SH2, which will react with any iron present in the sediment, producing ferrous sulfide, which gives color Black. </span>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-80648523082703415962018-06-08T21:04:00.002+03:002018-06-08T21:04:55.078+03:00UCA_7B,8B_1: Day 89<h2 style="text-align: center;">
<span style="font-family: "georgia" , "times new roman" , serif;">Winogradsky column- Day 89</span></h2>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: x-small;">Group 7B (Lucas Garín Ortega and Alba Mejías Gallardo)</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: x-small;">Group 8B (Laura Lucena del Amo and Noelia Moares Fernández)</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: x-small;"><br /></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: xx-small;"></span><br />
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: xx-small;"><span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;">The last time we visited
our columns, the one made by group 8B, wich was kept in the light, had the
following microorganisms:<o:p></o:p></span></span></div>
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<br /></div>
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<span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;"></span></div>
<div class="MsoListParagraph" style="font-size: small; margin-left: 46.35pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 14.0pt; line-height: 107%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;">At the bottom of
the column, there was a black layer wich means that there are anaerobic
microorganisms that breath with sulphate. The bubbles in thar área, are from H<sub>2</sub>S,
and they are dur to thet breathing.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="font-size: small; margin-left: 46.35pt; text-indent: -18pt;">
<span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;"></span></div>
<div class="MsoListParagraph" style="font-size: small; margin-left: 46.35pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: "symbol"; font-size: 14.0pt; line-height: 107%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;">Also, there was a
few orange layers wich means that photoeterooganotrophs had been proliferated.<o:p></o:p></span></div>
<div class="MsoListParagraph" style="margin-left: 46.35pt; text-indent: -18pt;">
<br /></div>
<div class="MsoListParagraph" style="font-size: small; margin-left: 46.35pt; text-indent: -18pt;">
<span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;"></span></div>
<div class="MsoNormal">
<div style="font-size: small;">
<span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;">The main diference
between the last time we visited our column and this is that there are more
orange layers and they are bigger.<o:p></o:p></span></div>
<div style="font-size: small;">
<span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
<div class="separator" style="clear: both; font-size: small; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKRyDRvdZdwhoPMHBQJ_kyKo3Uo9d6DbMIsIVB-TVZd_9-tI-CyHc6PX8SQk-oMJpPvpZy3IU9P9yLUy0LM35PLyz6nOqh2oHHUURROY__lqbfxmdTdl0L7no-HTd_o4Nai9-DvR-2CE/s1600/n.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKRyDRvdZdwhoPMHBQJ_kyKo3Uo9d6DbMIsIVB-TVZd_9-tI-CyHc6PX8SQk-oMJpPvpZy3IU9P9yLUy0LM35PLyz6nOqh2oHHUURROY__lqbfxmdTdl0L7no-HTd_o4Nai9-DvR-2CE/s320/n.jpeg" width="240" /></a></div>
<div style="font-size: small;">
<span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;"><br /></span></div>
<div style="font-size: small;">
<span style="font-family: "times new roman" , serif; font-size: 14.0pt; line-height: 107%;"></span></div>
<div class="MsoNormal" style="background: white; font-size: small; line-height: normal; margin-bottom: 0.0001pt;">
<span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">After a few weeks we visited our column, the one made
by group 7B, for the last time and observed the following:<o:p></o:p></span></div>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #212121; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;">The water that remains on the surface is still clear, so aerobic microorganisms</span></pre>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;"> have not proliferated</span><span style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt;"><o:p></o:p></span></pre>
<pre style="background: white; margin-left: 53.45pt; text-indent: -18pt;">
</pre>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #212121; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;">The clear layer previously found in the middle of our column has decreased.</span></pre>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;"> The bottom of the column has become a lighter color, and around this change,</span></pre>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;"> numerous cracks are found due to gases. These are due to the respiration of the</span></pre>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;"> microorganisms that are proliferating.</span><span style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt;"><o:p></o:p></span></pre>
<pre style="background: white; margin-left: 53.45pt; text-indent: -18pt;">
</pre>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: #212121; font-family: Symbol; font-size: 14.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;">Finally, the orange layer appreciated on the surface has increased.</span><span style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt;"><o:p></o:p></span></pre>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnSwZpH1KmU9PvB5rFpK3xhzzOmna5tIkJUimLJNdoVsnUfjRNr9yg6dNQ-pCCKFSE72QNuuf0jVKd8pNcDO2St5bu_JCg0gHybs2zoxCAPAsv8ZYPOuVQKJGhvukgC6oM_FdpBD-nmMo/s1600/nm.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnSwZpH1KmU9PvB5rFpK3xhzzOmna5tIkJUimLJNdoVsnUfjRNr9yg6dNQ-pCCKFSE72QNuuf0jVKd8pNcDO2St5bu_JCg0gHybs2zoxCAPAsv8ZYPOuVQKJGhvukgC6oM_FdpBD-nmMo/s320/nm.jpeg" width="180" /></a></div>
<pre style="background: white; font-size: small; margin-left: 53.45pt; text-indent: -18pt;"><span lang="EN" style="color: #212121; font-family: "Times New Roman",serif; font-size: 14.0pt; mso-ansi-language: EN;">
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-1565117363363857982018-06-07T22:19:00.005+03:002018-06-07T22:19:45.874+03:00UCA_A4_A3_day85<b>-COLUMN THAT WAS IN THE DARK:</b><br />
We can see that all the column is darker, this is because have increased the number of anaerobic microorganisms, since they have carried out a respiration with sulphate, releasing H2S, which precipitates with iron, producing a black FeS compound.<br />
Also, previously we had a gas bubble in the middle of the column, and now we haven´t it, this may be due to the weight of the land has elevated it to the top of the column. •<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNBR0TQP8H9miXnlrOgctW_ge8Cz6v8GIrlfcFLcmX39fJMr7xE20_MLMj3dk7QHwk5mpLzrNzB7675-xsd6Ynl4wuSZ4gFmYFOWwUso2RYrKK-DaM11wMUCsnUAjL2RT-NzUokBDIKes/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="238" data-original-width="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNBR0TQP8H9miXnlrOgctW_ge8Cz6v8GIrlfcFLcmX39fJMr7xE20_MLMj3dk7QHwk5mpLzrNzB7675-xsd6Ynl4wuSZ4gFmYFOWwUso2RYrKK-DaM11wMUCsnUAjL2RT-NzUokBDIKes/s1600/1.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<b>-COLUMN THAT WAS IN THE LIGHT:</b><br />
<div class="separator" style="clear: both;">
In this case, the column has more than one colour, the column has more than one colour, we can see that there are areas that predominate the black colour by the same phenomenon that we explained before, due to the precipitation of FeS produced by the anaerobic respiration of some microorganisms. </div>
<div class="separator" style="clear: both;">
There are small areas of the column that have an orange colour, produced by photoheteroorganotrophic microorganisms such as Rhodospirillum. </div>
<div class="separator" style="clear: both;">
Finally, comment that there is a small gas bubble, this can be methane, carbon dioxide or even sulfuric acid. </div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1pZeJ5mmG7ubUFLUn535rZE297vrYXkdOnU4l1FW3eIz5eMS0PSqZo6nYs7en2LtM4KVSDjY409giZbh4elXET8JGr33DN-Ksr8yCgADLhrlo9vKIfkXXySWC1Yh06S8jsbmGWrUUFQQ/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="286" data-original-width="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1pZeJ5mmG7ubUFLUn535rZE297vrYXkdOnU4l1FW3eIz5eMS0PSqZo6nYs7en2LtM4KVSDjY409giZbh4elXET8JGr33DN-Ksr8yCgADLhrlo9vKIfkXXySWC1Yh06S8jsbmGWrUUFQQ/s1600/2.png" /></a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-51066052497758102462018-06-07T18:50:00.001+03:002018-06-07T18:51:39.823+03:00UCA_C5_C6_C7 day 90<br />
<br />
<div class="MsoNormal">
C6: Ana Valdivia Aceituno, Curro Polo Castellano y Sergio
Valiente Vélez.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
C5: David Ruiz Romero y Carlos Pinto Perea.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
C7: Noemí Toro Barrios, Nerea Rojas Sanz, Jose Manuel Pozo
Suárez.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Hi everyone!<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Here we are
going to compare de progress of our Winogradsky columns from the day 44 till
the day 94 after beginning this experiment. As we can see, the columns have
suffered too many changes. The matter that we agree at the beginning has
already been consumed.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVaLx_i2a5ucFER4YFXiul87l1_exgN0MG1kMnQA9T2IMnh-seagA9hBt42To5Hm86B1F4KCp3TMX5tOQLwuLaXdkK3JGseYf7wFaxsoWuwKWRi5MlEP7kq_DcsYyFgy30STOrElUmuHc/s1600/c62.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="677" data-original-width="508" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVaLx_i2a5ucFER4YFXiul87l1_exgN0MG1kMnQA9T2IMnh-seagA9hBt42To5Hm86B1F4KCp3TMX5tOQLwuLaXdkK3JGseYf7wFaxsoWuwKWRi5MlEP7kq_DcsYyFgy30STOrElUmuHc/s200/c62.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="MsoCaption">
Figures 2: 90 days<span lang="EN-GB"><o:p></o:p></span></div>
</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWqR4AUjkXGrRyZhksgsYb6AAldlDboxAwgHix8Xd4jBzfYdr58nLAdEutPxQN6J5-ZMVTuXFk5du4YXRS6g7sQGs3N9lxaHujdCZgEm3zJ2DOVlVrb_UCCzT9dp5QLr58XGVQSRQ2U9k/s1600/c6.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="676" data-original-width="507" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWqR4AUjkXGrRyZhksgsYb6AAldlDboxAwgHix8Xd4jBzfYdr58nLAdEutPxQN6J5-ZMVTuXFk5du4YXRS6g7sQGs3N9lxaHujdCZgEm3zJ2DOVlVrb_UCCzT9dp5QLr58XGVQSRQ2U9k/s200/c6.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="MsoCaption">
<span lang="EN-GB">Figures </span><!--[if supportFields]><span
style='mso-element:field-begin'></span><span lang=EN-GB style='mso-ansi-language:
EN-GB'><span style='mso-spacerun:yes'> </span>SEQ Ilustración \* ARABIC </span><span
style='mso-element:field-separator'></span><![endif]--><span lang="EN-GB">1</span><!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--><span lang="EN-GB">: 40 days<o:p></o:p></span></div>
</td></tr>
</tbody></table>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">C6: 0,25 g
paper +0,25g CaSO4 + Sun light</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">C6 column
has experimented a differentiation of the organization of microorganism with
the pass of the time:</span></div>
<div class="MsoNormal">
<span style="text-indent: 35.4pt;"><br /></span></div>
<div class="MsoNormal">
<span style="text-indent: 35.4pt;">On top, from 40 days till today: we can find a
green colour that indicates the presence of cyanobacteria; they need to be in
the surface to catch gasses like O</span><sub style="text-indent: 35.4pt;">2</sub><span style="text-indent: 35.4pt;"> because they perform oxygenic photosynthesis.
This colour can also indicate the presence of algae.</span></div>
<div class="MsoNormal">
<span style="text-indent: 35.4pt;"><br /></span></div>
<div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Bellow this, we can see an orange colour that
indicates the presence of photoheteroorganotrophs organisms (for example:
Rhodospirillum). They use sunlight as a principal source of energy and organic
matter from outside as a source of carbon. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">This
organic matter should come from cyanobacteria of above because they produce
secondary metabolites that are sent out when they don’t need them anymore. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Below the orange area of the column, a dark
region is placed. Its black and grey colours are due to the existence of
anaerobial breath which produces a precipitate of FeS or Fe.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">There are
also some gas bubbles whose composition can be methane, carbon dioxide or
hydrogen sulphide.<o:p></o:p></span></div>
</div>
<br />
<div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">The pink region of the column, which is placed
under the grey and black one, is probably where Chromatium are placed. As we
can compare, this region is bigger whit the time.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Finally, in the very bottom of the column there
is a dark green region associated to Chlorobium as they are green bacteria
which are anaerobial and phototrophs.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Now, let’s
talk about C5 column: The column is still dark on the 20 of April.<o:p></o:p></span></div>
</div>
<div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisFmSsdXSUc56C8-k_kA4Inb3r919p1uCk85D4l1ks5tsPClVoO9xVeLSgNJRjsd5zibicqTyIftwDT8lSDYyKb1ca42WsaE_gJhJ11Xmbb2Fzpz1EyfvNvYtrdkWf1IX8FXMEDXQn7ps/s1600/c5.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="660" data-original-width="495" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisFmSsdXSUc56C8-k_kA4Inb3r919p1uCk85D4l1ks5tsPClVoO9xVeLSgNJRjsd5zibicqTyIftwDT8lSDYyKb1ca42WsaE_gJhJ11Xmbb2Fzpz1EyfvNvYtrdkWf1IX8FXMEDXQn7ps/s200/c5.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="MsoCaption">
Figure <!--[if supportFields]><span style='mso-no-proof:
yes'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>SEQ Figure \* ARABIC <span style='mso-element:
field-separator'></span></span><![endif]-->1<!--[if supportFields]><span
style='mso-no-proof:yes'><span style='mso-element:field-end'></span></span><![endif]-->:40
days<o:p></o:p></div>
</td></tr>
</tbody></table>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">On the one
hand, one face of the column is less dark than the other face because it has
been exposed to the sun.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">On the
other hand, in the centre we can see a brown spot that maybe due to pollution. Eventually,
there is water in the top.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Along the
column it can be observe the presence of purple sulphur bacteria, anaerobic
photoautotroph anoxygenic organisms that live at the bottom of the column.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">It can also
remake the fact that all the initial glucose has been converted to hydrogen
sulphide.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Then, on
June 1 our Winogradsky column hasn’t changed.<o:p></o:p></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh74f41_CwsyKLiDKzD-dDj43gQYXw_ZBX-gryZe4C2E-mVZcwPfT4M_cev0BmBktNrg9ySMGqZuyAoH7CKSAE2A58Msek9M3HCAuUyKyUxSwr89BQihA-pk40xneZwgLWIjYZJetVKfxw/s1600/c52.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="653" data-original-width="490" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh74f41_CwsyKLiDKzD-dDj43gQYXw_ZBX-gryZe4C2E-mVZcwPfT4M_cev0BmBktNrg9ySMGqZuyAoH7CKSAE2A58Msek9M3HCAuUyKyUxSwr89BQihA-pk40xneZwgLWIjYZJetVKfxw/s200/c52.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="MsoCaption">
Figure 2:90 days<o:p></o:p></div>
</td></tr>
</tbody></table>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">The dark
area covers practically the entire column. This black zone is compound of anaerobic
respiration with sulphate, producing hydrogen sulphide which precipitates iron
with abiotic form as black iron sulphide.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">One side of
the column is less dark than the other because it has been exposed to the sun.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Continuing
with the observation, in the centre we can see brown spots that may be due to contamination.
Sometimes, there is water in the upper part of the column and dry remains of gases
that have emanated from the surface liquid (methane, hydrogen sulphide, carbon
dioxide ...).<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Throughout the column, the presence of purple
sulphur bacteria can be observed; anoxygenic photoautotrophic organisms (of the
Chromatium type) that live in the lower part of the column. It may also be
because all the initial glucose has been converted to hydrogen sulphide.</span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB">By the end,
the column C7 has been changing a lot throughout these days:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9B8ahNnemeFbt1LbftRfyKDKZIhYIG9gImJgJazdNSrRQYirPj6pH6snaWqnyXjlDcVwc6AbiOIGlOHoHn6mYXrgcovOUG-FOL2ssJtblKbkGcz-2UQQWi5BCij9XtccCh0LJZVa1PrM/s1600/c7.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="563" data-original-width="422" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9B8ahNnemeFbt1LbftRfyKDKZIhYIG9gImJgJazdNSrRQYirPj6pH6snaWqnyXjlDcVwc6AbiOIGlOHoHn6mYXrgcovOUG-FOL2ssJtblKbkGcz-2UQQWi5BCij9XtccCh0LJZVa1PrM/s200/c7.jpg" width="149" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="MsoCaption">
<span lang="EN-GB">Figure 1</span><span lang="EN-GB">: 40 days<o:p></o:p></span></div>
</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb1u_2JeJr5xgtCHlzt6QsVBfs4bytLsdZB-VrvWGXHqbfadxPHRfdy6eGY2A1irbRHxv5TVY1iqk1dueJBGhKPWcJKkEWaKmtwaVFkwo9au3hJTT4CXpsQToJPKVcnynAQlEE_9ScDVU/s1600/c72.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="566" data-original-width="424" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb1u_2JeJr5xgtCHlzt6QsVBfs4bytLsdZB-VrvWGXHqbfadxPHRfdy6eGY2A1irbRHxv5TVY1iqk1dueJBGhKPWcJKkEWaKmtwaVFkwo9au3hJTT4CXpsQToJPKVcnynAQlEE_9ScDVU/s200/c72.jpg" width="149" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="MsoCaption">
Figure <!--[if supportFields]><span style='mso-no-proof:
yes'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>SEQ Figure \* ARABIC <span style='mso-element:
field-separator'></span></span><![endif]-->2<!--[if supportFields]><span
style='mso-no-proof:yes'><span style='mso-element:field-end'></span></span><![endif]-->:
90 days<o:p></o:p></div>
</td></tr>
</tbody></table>
First; it
shows a brown colour. Some crevices can be seen in the sediment, as well as,
dark grey spots. These crevices may show up because of gas production such as
CO2, CH4, H2S... Furthermore, orange spots can be seen too, which indicate the
presence of photoautotrophic organisms.<br />
<br />
<div class="MsoNormal">
<span lang="EN-GB">It has
divided in two parts: a lighter one and a darker one. It must be because the
sunlight only lights up in the lighter one. So, we think that in the lighter
one there will be more photoautotrophic organisms while in the other will be
more chemoautotrophic organisms. The darker one should be formed by organisms
that reduces sulphur because the colour black indicates us that it contains
sulphur.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-indent: 35.4pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-34948603803971159052018-06-07T13:59:00.004+03:002018-06-07T13:59:56.956+03:00UCA_5A_6A_7A: Day 88 Finishing the projectHi everyone,<br />
<br />
This should be our last report about our Winogradsky Columns. As you will see now, the three columns have remarkable changes since we put our last entry.<br />
<br />
<div style="text-align: center;">
Evolution of Winogradsky Columns</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
Group 5A: The red part that was observed in our second entry has moved, and now, it takes a place in the solid part. Now, we found two different zones with two different colors. In the red zone, we can find bacterias that affix nitrogen and in the black zone, bacterias that affix sulfur. Both are anaerobic, however, for those bacterias who affix nitrogen, the toxicity that is caused by O2 is less dangerous. All in all, we conclude what we already thought before, our entire column is anaerobic, but there are two tonalities, which is not what we used to think, since our conclusion was that there would only be one color.</div>
<div style="text-align: center;">
Winogradsky Column 5A group:</div>
<div style="text-align: center;">
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Group 6A: After three months we see that the column has change a lot, being almost black except in the lower part, that is due to the precipitation of elemental sulfur as a result of the metabolism of the sulfur bacteria that oxidize the H2S to S. Also there are many points which are bubbles of H2S. The black zone is produced by anaerobic breath with sulfate, that produce H2S which precipitate with Fe producing FeS.</div>
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Winogradsky Column 6A group:</div>
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Group 7A: Our column has changed a lot during this time. First of all, we have seen the appearance of algae and cyanobacteria. This match with our column, because we left it in a light environment. Also, we have noticed that the orange colour in the middle part has increased, this is produced by photoheteroorganotrophic bacteria. We had black colour in the bottom of our column, but in this case it has extended through the column, but it stops in the middle part. This colour is produced because anaerobic respiration with sulfate was produced. Anaerobic bacteria produce hydrogen sulfide (H2S), that with the Fe, they precipitate in a abiotic way creating FeS. This compound makes the black colour in the column. Finally, we still have gas bubbles through the column, probably CO2 and H2S.<br />
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<div style="text-align: center;">
Winogradsky Column 7A group:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXpAiZvGrG6cCr-LZB6csMKXqohLAZiQ7rEg7Hl_Ep2XEO3d2hES-6aW0m_Y7z2rz4R8gIjaLbWIsZRjA-mXTgakp-5l0pY_EIUfW3kXvNdr0J1EAy7JT6ceCLRgqSLoIzgAlT8wEz0QWt/s1600/Columna+Grupo+A7+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="899" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXpAiZvGrG6cCr-LZB6csMKXqohLAZiQ7rEg7Hl_Ep2XEO3d2hES-6aW0m_Y7z2rz4R8gIjaLbWIsZRjA-mXTgakp-5l0pY_EIUfW3kXvNdr0J1EAy7JT6ceCLRgqSLoIzgAlT8wEz0QWt/s320/Columna+Grupo+A7+%25281%2529.jpg" width="179" /></a></div>
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After all, we have seen the evolution that a Winogradsky Column may have through a period of time. However, it may increase or appear other organism through the column during this time.</div>
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I hope everyone enjoy our entry as we enjoyed doing it. </div>
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Thanks everyone and keep follow the activity of this amazing blog.</div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-26145881378032175462018-06-07T12:39:00.000+03:002018-06-09T18:49:45.452+03:00UCA_5B, 6B_1: day 86<span style="font-family: inherit;">After having spent roughly one month in the light, our two columns present highly different characteristics, due to the dissimilar microorganisms that have grown in each one. In order to comprehend the transition from two months of darkness (in both columns) to the light, we'll try to cover their evolution from the very beginning.</span><br />
<span style="font-family: inherit;"><br /></span>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8-fn84tFm20v1o9L7sBueMuZ3TWjF_wbBQmE8XGVvUaqPoyUkPDfS9JMmLMsJi5XPxfRmIq_aCXU4HgcxjWffNGJWyB87fLcXDGzyyAVP-_INWSgLTq0tkI4Xi1bWuz2zGSYXglOxubw/s1600/1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8-fn84tFm20v1o9L7sBueMuZ3TWjF_wbBQmE8XGVvUaqPoyUkPDfS9JMmLMsJi5XPxfRmIq_aCXU4HgcxjWffNGJWyB87fLcXDGzyyAVP-_INWSgLTq0tkI4Xi1bWuz2zGSYXglOxubw/s320/1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="margin: 0px 0px 10.66px;">
<span lang="EN-US" style="color: black; font-size: 9.5pt; line-height: 107%; margin: 0px;"><span style="font-family: inherit;">4 g sugar column's evolution. The
transition from dark to light happened in the last photo.</span></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZPbQm8fvvi2mg6cqZEzXHovxwVtUvWd8EETFjWcZan32sjXE9sNq_jiSCLhHmaNUEeiirVxDmGzzkT2lro0UafWewWCYJKdt4ymfzUU1CjNb3_Jc11QLrqe-2CEViUm4QGAxQu2qKPWU/s1600/2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1563" data-original-width="1600" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZPbQm8fvvi2mg6cqZEzXHovxwVtUvWd8EETFjWcZan32sjXE9sNq_jiSCLhHmaNUEeiirVxDmGzzkT2lro0UafWewWCYJKdt4ymfzUU1CjNb3_Jc11QLrqe-2CEViUm4QGAxQu2qKPWU/s320/2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;">Control <span style="background-color: transparent; color: black; display: inline; float: none; font-size: 12.8px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; text-align: center; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">column's evolution. The transition from dark to light happened in the last photo.</span></span></td></tr>
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<span style="font-family: inherit;">At first, in the column containing 4 grams of sugar (and considering it was kept in the dark), chemoheterotrophic were extremely favoured (at first glance, one might think that the osmotic shock would make it impossible for any microorganisms to survive; however, this doesn't seem to be the case, since the last time we checked our column white-yellowish elementary sulfur had appeared, so there had to be some kind of bacteria producing it; we’ll come back to that later).</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0AQlkr72t0-l9_BCgO3x5TdHvlNyqlQxVm_8O2pUqBgHsOkPHbMEkjDFdR3rDgsffiODWa_9z916OfkhgRn3ftpxNQxEhxjbosPumfP2VE1yZnkgayfjWNZ8JyEJNWcg2pNNGDa7Dd0/s1600/def1.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="508" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0AQlkr72t0-l9_BCgO3x5TdHvlNyqlQxVm_8O2pUqBgHsOkPHbMEkjDFdR3rDgsffiODWa_9z916OfkhgRn3ftpxNQxEhxjbosPumfP2VE1yZnkgayfjWNZ8JyEJNWcg2pNNGDa7Dd0/s640/def1.png" width="202" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">What the light did to our sugar column.</td></tr>
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Despite not being able to see a colour change in the sugar column (owing to the lack of pigments in this kind of microorganisms), we know for a fact that they, indeed, were able to grow: there were huge emissions of gases (be it CO<span style="font-size: xx-small;">2</span>, H<span style="font-size: xx-small;">2</span>S or CH<span style="font-size: xx-small;">4</span>), and this pushed the contents out of the column (along with the water). This could be the action of <b>anaerobic and facultative anaerobic microorganisms</b> (and definitely also organisms performing both aerobic and anaerobic respiration), so it's reasonable to think they could have grown all over the column (perhaps a bit more towards the bottom-center, where the column has been fractured likely due to the gas emission, so considering the oxygen gradient, this was probably the action of facultative anaerobic bacteria). Also, because of fermentation processes, organic acids must have been produced; and it's a possibility that these were used by our next group of anaerobic chemoheterotrophic bacteria (and they might have used the sugar as well).<br /><br /><br />We could also find FeS precipitates, indicating the presence of <b>sulfate-reducing bacteria</b> that reduce the SO<span style="font-size: xx-small;">4</span>(2-) (that was obtained from the sulfur source, CaSO<span style="font-size: xx-small;">4</span> in our case) to H<span style="font-size: xx-small;">2</span>S, which then reacted with the iron present in the sediment thus forming iron (II) sulfide. The fact that black sediments could also be seen at the top of the column (and at the bottom, too) seems to reinforce the idea that large quantities of gasses have pushed the column to the top). This didn't happen in our control column, where a black colour was observed only at the bottom, as one would expect due to the anaerobic nature of these microorganisms.</span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdJ5k0Q3b3rmU_v6D4_lTU9h3jbDPYFW0oeWizl_Q5jW7nhQzlA1QuR3JwNJBkRP-bqOsMkbvZ0EhAX_54L4djhN7-PXleRbbUekycFutOHfEX9fZdTQDJytULYXDz3_tCCkpAVeSwVas/s1600/4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="626" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdJ5k0Q3b3rmU_v6D4_lTU9h3jbDPYFW0oeWizl_Q5jW7nhQzlA1QuR3JwNJBkRP-bqOsMkbvZ0EhAX_54L4djhN7-PXleRbbUekycFutOHfEX9fZdTQDJytULYXDz3_tCCkpAVeSwVas/s400/4.jpg" width="156" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Side by side comparison after 1 month of light.</td></tr>
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<span style="font-family: inherit;">After we placed both columns in the light, we noticed a very interesting difference between the control and the sugar columns: large quantities of elemental sulfur (which has a yellowish, white tone) were found in the sugar one. We know there are two kinds of sulfur bacteria that can use H<span style="font-size: xx-small;">2</span>S as a electron donor during anoxygenic photosynthesis: purple bacteria (think Chromatium) and green bacteria (for instance, Chlorobium). Nevertheless, the first one oxidizes H<span style="font-size: xx-small;">2</span>S to S intracellularly (storing it in cell structures); while the other one produces extracellular sulfur, which is the one which's colour we can observe. Our problem here is that no green hue was to be found (it could have been masked? Maybe the bacteria died after producing sulfur? In theory, it should have been easier for photosynthetic organisms to grow in the sugar column, as the gas emissions produced by chemotrophs would have been used by them). Despite this, it makes sense that the elemental sulfur appeared at the bottom, as this is where H<span style="font-size: xx-small;">2</span>S concentration is the highest. Yet, we still found something that might have been seen out of place at first: a crystal-like substance at the very top of the column. We think this is none other than sulfur that has made its way out of the column from the bottom propelled by gas emissions.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIeSxD9FLcl6MXqZDyOs2K-ld0O2xX9x8AyviDwPBjwPBGDGi203GA8YRwQpv7YOHWCzMFw_o1fSyyrOER-aQOSJ0XsgEQx53CvQK9dtThjWsRmiPKsXvusvdSHNvaki-I2knc4-MQ6so/s1600/3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1550" data-original-width="1544" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIeSxD9FLcl6MXqZDyOs2K-ld0O2xX9x8AyviDwPBjwPBGDGi203GA8YRwQpv7YOHWCzMFw_o1fSyyrOER-aQOSJ0XsgEQx53CvQK9dtThjWsRmiPKsXvusvdSHNvaki-I2knc4-MQ6so/s200/3.jpg" width="198" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sulfur microcrystals?</td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHMQv_fzuHIYN_dGCqqfFC9lCXEM3BBrNFifLQ9WI-4PbiJHrs9eq3s5sDJPYw8ojtNT-TfddB3ztabR0DvhwhHV4yIa2j0RkyhIcgjIad2Ct9MZEZXV6pWj6Ou81C7OcPaJBQkdcqojQ/s1600/d1.jpg" imageanchor="1" style="-webkit-text-stroke-width: 0px; background-color: transparent; clear: left; color: #0066cc; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 16px; margin-left: auto; margin-right: auto; orphans: 2; text-align: center; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><img border="0" data-original-height="1600" data-original-width="597" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHMQv_fzuHIYN_dGCqqfFC9lCXEM3BBrNFifLQ9WI-4PbiJHrs9eq3s5sDJPYw8ojtNT-TfddB3ztabR0DvhwhHV4yIa2j0RkyhIcgjIad2Ct9MZEZXV6pWj6Ou81C7OcPaJBQkdcqojQ/s640/d1.jpg" width="238" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">What happened to the control column the time it spent in the light?</td></tr>
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Moreover, we couldn't find cyanobacteria in either column; this makes sense, especially considering that there was no water left in the sugar column (and almost none in the control one), a very important compound for this oxygenic autotrophic bacterium to grow (it's used as an electron donor during light-dependent reactions).<br />
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Lastly, <b>photoheterotrophic bacteria</b> (like Rhodospirillum) were found in both columns near the top, judging by the orange colour we observed. It seems they were able to grow more in the control column.<br />
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To conclude, if the white compound we found is indeed sulfur, this would support our last hypothesis (photosynthetic bacteria would find it easier to grow in the sugar column), as it indicates the presence of phototrophic bacteria that oxidize H<span style="font-size: xx-small;">2</span>S.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ5xFOKPA1aH2hSDn9K5yHVH6kZCgudU2GKC-ggloAfnz6yjFN4PlWR-e9n27zjBNR7LL07smTFz_Mqvn_PiZkfgkdvrzjRPUrJow9OtEoqFnOcCIYn9dyf8apmf0_jGqnQs8BDl7xQKM/s1600/4.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a></div>
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<br />Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-6673091514910383162.post-79596874646686644632018-06-05T19:57:00.002+03:002018-06-05T19:57:31.660+03:00<b><u>Day 45. UCA. Rio San Pedro sedimentWinogradsky columns C2 and C3.</u></b><br />
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Today, 5th of June many different types of mycroorganisms can be seen inside the columns. Those mycroorganism has been living and multiplying since March in two different life conditions:<br />
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-In an illuminated environment, we can see many dark stains with a colour between blue and grey in the bottom of the column. Those stains are formed by anaerobic bacteria that breathe with H2S.<br />
In the middle of the column, an orange stain can be seen. This stain is formed by Rhodospirillum, photohertroorganotrophic organisms.<br />
Finally on the surface of the column we can see many green stains, that are cianobacteria and algae.<br />
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- In a dark environment, we can see in almost all the column a really big stain with a dark colour between grey and blue. This stain is formed by anaerobic bacteria that breathe with H2S bacteria. On this stain, we can see some orange stains, that are formed by Rhodospirillum, photohertroorganotrophic organisms bacteria.<br />
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According with those results, we can declare that in those different life conditions, we can see the same type of mycrooorganisms in both colums, except, that we cannot see photoautotrophic mycroorganism in the dark enviroment, because those mycroorganisms need light energy to live.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4WpxQ5wkBiwbjx0czT2WS-sMr2j_HlU1aYkgP0_o8-898-MOJNckXooJL9zIi5b-fpJIb1rT_nV4sRvsqvcNmJ73I1pHJNF7ifYEw077v5nGYrnXEqsAlIF99CMLIMiTPqM09aFE3CgU/s1600/IMG_20180523_175107.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4WpxQ5wkBiwbjx0czT2WS-sMr2j_HlU1aYkgP0_o8-898-MOJNckXooJL9zIi5b-fpJIb1rT_nV4sRvsqvcNmJ73I1pHJNF7ifYEw077v5nGYrnXEqsAlIF99CMLIMiTPqM09aFE3CgU/s200/IMG_20180523_175107.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Light environment</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjB5MVKytkHILHXrpgr3Xf7jDeYNmEfP_vT1oGHPBuTjRThjFyVTap7zFceiW9KI0LROolHxKuQI1sCblw4Q9WAihwtNv9DT3dI_sUjVZTmvvrw-aqHfC3uoPa5_7VBwviqSEC9eQbAy6U/s1600/IMG-20180531-WA0008.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjB5MVKytkHILHXrpgr3Xf7jDeYNmEfP_vT1oGHPBuTjRThjFyVTap7zFceiW9KI0LROolHxKuQI1sCblw4Q9WAihwtNv9DT3dI_sUjVZTmvvrw-aqHfC3uoPa5_7VBwviqSEC9eQbAy6U/s200/IMG-20180531-WA0008.jpg" width="150" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Dark environment</td></tr>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-13717402898014096032018-06-05T01:19:00.003+03:002018-06-05T01:20:21.361+03:00Winogradsky Column. Day 45. UCA B1-B2<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">After almost 50 days since the last time we checked the columns we can see several changes in their composition. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">We´ll be talking about the column B1 because the other column got lost at some point along these days.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">as we can appreciate, the changes are noticiables:</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">there are plenty of places with orange coloration (due to photoheterotrophic microorganism)</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">darker areas mainly at the bottom part (because of the action of sulfate anaerobic breathers)</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline; white-space: pre;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">olive green zones due to anoxigenic microorganism.</span></div>
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<span id="docs-internal-guid-ee4e3786-cce0-f34e-be56-5217b5744cef"><br /><span id="docs-internal-guid-73eadbfc-cce1-2516-fb08-5e0b80a88be1"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"></span></span></span>
<span id="docs-internal-guid-fd94f0cd-cce1-b619-06f1-d3d2cc44e86d"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><img height="269" src="https://lh4.googleusercontent.com/Px969l0bh943MRKeJgmdi-it5xevAaifVm5TH3FdkOT9FBDdhpzvcRvChno37mAvnhlDiHqmYdJJZZ-rEnvSNtWMRUE7yHXXHrr37-D7aGByUs7KtzxhNWgRRuS2UGv5x13yElH6" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="202" /> </span></span><img height="262" src="https://lh4.googleusercontent.com/-fhqDojAM-Uurus9WNhZtfxT_HOrocGBZsEeAPuxr_TGkPTSR2FI7MNXUXfEpRAiFzTvsePHeqI7P1Oe0Fp8tfeQ-Sbsu-8KKtGw3EXzKCaPsgK5cNRajtJ6oxo0UlpfLXilKdFo" style="border: none; font-family: Arial; font-size: 11pt; transform: rotate(0rad); white-space: pre-wrap;" width="196" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-20927944074167970162018-05-24T19:42:00.001+03:002018-05-24T19:42:03.570+03:00<h3 class="post-title entry-title" itemprop="name" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 22px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; position: relative;">
<span style="color: black;"><span style="color: black; text-decoration-line: none;">UCA_4B_3B_day</span>85 </span></h3>
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<span lang="EN-US" style="margin: 0px;">San Pedro's River sediment + 0.3 g paper + 0.1 g CaSO4</span></h2>
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<span lang="EN-US" style="margin: 0px;">Group 3B: Alvaro Lucero Garófano and José Luis Hernández Fernández.</span></div>
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<span lang="EN-US" style="margin: 0px;">Group 4B: Paula Gilabert Prieto and Pilar Grosso Rodríguez.</span></div>
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<span style="font-size: 13.2px;">We have bad news for you, today is our last post.... :(</span></div>
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Our column has been changing during these days since the last time we saw them and we posted it.</div>
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The changes produced are:</div>
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Column in contact with light:</div>
<div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">
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<div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px;">
We can appreciate a change of color from brown to orange. That color manifestate the appearance of the bacteria <span style="font-family: "arial" , sans-serif; font-size: 12.8px;">Rhodospirillum which is photosynthetic</span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12.8px;">On the other side, we can see some green spots which we think they are algae. Also in this part we can appreciate some black spots at the bottom, which means that are anaerobic organisms.</span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12.8px;"><br /></span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12.8px;">Column without light contact: </span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12.8px;">The only change that we can see, is that the difference bettween anaerobic and aerobic is more defined.</span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: 12.8px;"><br /></span></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-58301130062201160002018-05-20T17:46:00.000+03:002018-05-20T17:46:43.274+03:00UCA_7B,8B_1: Day 44<h2 style="text-align: center;">
<span style="font-family: Georgia, Times New Roman, serif;">Winogradsky column- Day 44</span></h2>
<div>
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;">Group 7B (Lucas Garín Ortega and Alba Mejías Gallardo)</span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;">Group 8B (Laura Lucena del Amo and Noelia Moares Fernández)</span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><br /></span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif;">After 44 days, we have checked our columns and we have observed a few changes.</span></div>
<div>
<span style="font-family: Georgia, Times New Roman, serif;">The column made by group 8B, the one exposed to sunlight, didn't have a lot of changes. We could see that the layer of lighter color previously seen was bigger than before, that means that there were more photoautrophic microorganisms. Also, we could appreciate that there were more bubbles, formed by the sugar fermentation of microorganisms chemoheterotrophs.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
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<i>Group 8B column</i></div>
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<i><br /></i></div>
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The column made by group 7B, the one kept in the dark, has suffered the following changes. We could appreciate that the column was darker due to the H2S breathing of bacteria. The water on the surface has cleared and an orange layer has formed on the surface. This could be because of the proliferation of photoorganoheterotroph microorganisms. Last but not least, a lighter spot has been formed from a bubble generated by microorganisms breathing.</div>
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<i>Group 7B column</i></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-7039021960840199472018-05-20T17:00:00.001+03:002018-05-20T17:00:30.664+03:00UCA_C3-C4_day44<br />
<div style="line-height: 108%; margin-bottom: 0.28cm;">
A few weeks after
the preparation of the column, we observed both of them, and we
noticed some changes.</div>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
The C3 group’s
column presents the following characteristics:</div>
<ul>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
<a href="https://www.blogger.com/null" name="_GoBack"></a>
The orange spots are photoheterotrophic microorganisms, which use as
power source the solar energy, and reduced iron.</div>
</li>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
At the
surface, we could find green algae and cyanobacteria, since they
need oxygen to perform the cellular respiration and sunlight to make
the photosynthesis.</div>
</li>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
Along the
column, we could find tiny white spots, which can be elementary
sulfate.</div>
</li>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
We could
also see small bubbles, which can be due to the fermentation of the
chemoheterotrophic micoorganisms.</div>
</li>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
We can
appreaciate along the column some black spots, which are more
intense at the bottom of it. They are due to the anaerobic
microorganisms, being stronger as the oxygen gradient decreases.</div>
</li>
</ul>
<div>
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<div style="line-height: 108%; margin-bottom: 0.28cm; margin-left: 0.64cm;">
The C4 group’s column differs from the C3’s in the following
characteristics. The rest of the microorganisms are the same as the
other one.</div>
<ul>
<li><div style="line-height: 108%; margin-bottom: 0.28cm;">
We can
find along the coloumn oxidizing bacteria.</div>
</li>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
The
photoheterotrophic microorganisms of the column use as carbon source
the cellulose of paper, and as power source the sunlight.</div>
</li>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
It doesn’t
present white spots since it didn’t contain sulfate.</div>
</li>
<li>
<div style="line-height: 108%; margin-bottom: 0.28cm;">
The orange
spots are bigger, because of the cellulose that the paper provided.</div>
</li>
</ul>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6673091514910383162.post-18803990408384823392018-05-16T19:24:00.002+03:002018-05-16T19:24:23.159+03:00UCA_A1, A2: Day 44<br />
<div class="MsoNormal">
<span lang="IT">In our Winogradsky Column we can see a lot of
colours that correspond to very different kind of microrganisms. On the top we
can see a big green stripe, that corresponds to algas and heterotrophic
bacteria. Under this stripe there is a little orange bubble and we suppose that
corresponds to an iron oxidizing bacteria. Under that we can see<span style="mso-spacerun: yes;"> </span>amounts of scattered red purple colour, a
part localized just under this bubble and another part almost in the bottom of
the column. The part wich is localized just under the bubble corresponds to
non-sulfure bacteria and the other part corresponds to sulfure bacteria.</span></div>
<div class="MsoNormal">
<span lang="IT"><br /></span></div>
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<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="IT"><br /></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT">Alga obtains energy and carbon by doing
photosyntesis<span style="mso-spacerun: yes;"> </span>using the light energy and
the water. Iron oxidizing bacterias use Fe<sup>2+</sup> and CO<sub>2</sub>.<span style="mso-spacerun: yes;"> </span>Non-sulfure bacterias use organic carbon and
light energy. Sulfure bacterias use H<sub>2</sub>S, light energy and CO<sub>2</sub>
that produced from the CaCO<sub>3</sub>. The CaCO<sub>3</sub> and the water
were introduced in the column and the iron can be contained in the mud. We also
must remember that microorganisms that grow on the top have more oxygen and
less sulfure and the microorganisms which are in the bottom have less oxygen
and more sulfure.<o:p></o:p></span></div>
<br />Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-21631541376225203122018-05-10T15:44:00.001+03:002018-06-07T12:17:24.906+03:00UCA_5B, 6B_1: Day 44<span style="font-family: inherit;"><span style="font-family: inherit;">44 days have passed since we last checked our Winogradsky columns. In the column without sugar we can observe that some black sediments have appeared. That indicates the presence of anaerobic microorganisms (as </span><span style="background-color: white; color: #222222;">sulfate-reducing bacteria)</span> which produce <span style="background-color: white; color: #222222;">H</span><sub style="caret-color: rgb(34, 34, 34); color: #222222;">2</sub><span style="background-color: white; color: #222222;">S</span> from <span style="background-color: white; color: #222222;">CaSO</span><sub style="caret-color: rgb(34, 34, 34); color: #222222;">4 </sub>(that served its purpose as a sulfur source). This compound finally reacts with the iron present in the sediment of Rio San Pedro, producing FeS, known for its black color. What's more, there's still some water remaining in this column. </span><br />
<span style="font-family: inherit;"><br /></span>
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<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">As the columns were placed in the dark we can’t notice the presence of photosynthetic microorganisms in neither of them.</span><br />
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKYf1u2hAyLL9NmZNNSW0TGnA8RmqZzxJi2J2wSZy7yxtfLIDzwUUBa6UVFcyfMGFwrNbDe_kAAYq9I1VTHCpiOsZD5m93NWea4iIwab2fGYIYpgVlpu-CAByxOdPG-pT9rxOeVV1xaqo/s1600/inCollage_20180510_133246394.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="1600" data-original-width="1600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKYf1u2hAyLL9NmZNNSW0TGnA8RmqZzxJi2J2wSZy7yxtfLIDzwUUBa6UVFcyfMGFwrNbDe_kAAYq9I1VTHCpiOsZD5m93NWea4iIwab2fGYIYpgVlpu-CAByxOdPG-pT9rxOeVV1xaqo/s320/inCollage_20180510_133246394.jpg" width="320" /></span></a></div>
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<span style="font-family: inherit;">On the other hand, in the column with sugar we observe that the same anaerobic microorganisms that appeared in the column without sugar have appeared in this one too. </span><br />
<span style="font-family: inherit;"><span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Furthermore, we can see that some type of fermentation has happened (due to the fact that the water we found in the previous column has been pushed out, likely because of an excessive emission of gasses, such as CO</span><span style="background-color: white; color: #222222; font-size: xx-small;">2</span></span><span style="font-family: inherit;">), and we could in theory be able to determine its kind. In order to distinguish between lactic and alcoholic fermentation, we should have conducted some analytical experiments that we couldn't afford to do. Despite not knowing exactly what kind of fermentation it was, <b>we can definitely confirm our hypothesis: if there are yeasts in Rio San Pedro (which has been proven to be right), in presence of sugar they'll undergo fermentative processes. </b></span><br />
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<span style="font-family: inherit;"><b>Thus, we can conclude the experiment was successful and our hypothesis was accurate too.</b></span></span><br />
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We've already tested and confirmed our initial hypothesis, so for now on the columns will be placed in the light for further observations. We expect to find some photosynthetic microorganisms that may (or may not) benefit from the increased growth rate found in the column where we placed 4 g of sugar (no more, no less). Considering the enormous emissions of CO<span style="font-size: xx-small;">2</span> (coming from either fermentation or cellular respiration) in the sugar column, we believe this could help photosynthetic microorganisms proliferate, which capture and reduce CO<span style="font-size: xx-small;">2</span> in order to grow, as shown in the following animation.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg35jw72TtNIm2_FpIIC6B_R0j7bz2dkvrZn-duE03bJUVyC94rYFNqIcskXEep3axhHHaBNUPZj3ldnEAKsYwZkuYi0YQ2R7f3tMiiVyUob3TtvosdeCMZkuaROCwYCKkCwh9ZDIUgA5Q/s1600/inCollage_20180510_123939667.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><b></b><i></i><sub></sub><sup></sup><strike></strike><span style="font-family: inherit;"></span><span style="font-family: "arial" , "helvetica" , sans-serif;"></span><span style="font-family: inherit;"></span><br /></a><span style="clear: right; float: right; font-family: inherit; margin-bottom: 1em; margin-left: 1em;"><br /></span><span style="font-family: inherit; margin-left: 1em; margin-right: 1em; text-align: center;"></span><br />
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Hence, we estimate a greater growth rate of photosynthetic organisms in the sugar column, compared to the control one (that has no sugar at all).<br />
<span style="font-family: inherit;"><br /></span>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6673091514910383162.post-26505591232369625282018-04-27T22:26:00.004+03:002018-04-27T22:26:43.393+03:00UCA_A4_A3_day45Tube in darkness<br />
We can see that there's air due to the fact that there was too much sustrat and microorganisms have produced CH4 .<br />
In this column all is dark, it has anaerobic bacteriums.<br />
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Tube in light<br />
We can see that in the surface, the tube has turned to light brown due to the presence of aerobic bacteriums.<br />
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When we compared both columns, we can see that only in the light column has appeared an extract light brown. Therefore, we deduce that the microorganisms that have grown there, are photosyntetic.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH6RZqetVRNaY_AC8eRiaiUxarSLn6i7i1xzZDUSXpranLCmvLTM72_RIIgpSwVp3mGMZ9lvqfofOzDTDEZoYsHagA1AFX4RQuv7DNOKAiUHi6CkW_hdvwH1eiCRw1mKJR_xQACdFOK54/s1600/WhatsApp+Image+2018-04-27+at+21.25.19.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="898" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH6RZqetVRNaY_AC8eRiaiUxarSLn6i7i1xzZDUSXpranLCmvLTM72_RIIgpSwVp3mGMZ9lvqfofOzDTDEZoYsHagA1AFX4RQuv7DNOKAiUHi6CkW_hdvwH1eiCRw1mKJR_xQACdFOK54/s320/WhatsApp+Image+2018-04-27+at+21.25.19.jpeg" style="cursor: move;" width="179" /></a><br />
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<br />Unknownnoreply@blogger.com1