<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4229579117874183920</id><updated>2024-12-19T04:26:03.375+01:00</updated><category term="Melanochromis"/><category term="Altolamprologus"/><category term="Lamprologus"/><category term="Cyphotilapia frontosa"/><category term="afrikai sügerek szaporodása"/><category term="artemia"/><category term="artémia"/><category term="cyphotilapia"/><category term="frontosa"/><category term="sórák"/><category term="táplálkozás"/><category term="vadászsügér"/><category term="Altolamprologus fasciatus"/><category term="Aristochromis"/><category term="Aristochromis crhristyi"/><category term="Burundi"/><category term="Coptodon"/><category term="Cyphotilapia gibberosa"/><category term="Cyphotilapia gibberosa Tanzania Blue &#39;Kipili&#39;"/><category term="Cyphotilapia gibberosa Tanzania Blue &#39;Kipili&#39; csapat 14 hónaposan"/><category term="Etetés"/><category term="Kigoma"/><category term="Krokodil vadászsügér"/><category term="Labidochromis I."/><category term="Labidochromis II."/><category term="Labidochromis III."/><category term="Lake Malawi cichlids"/><category term="Lake Tanganyika"/><category term="Lamprologus ocellatus"/><category term="Malawi I."/><category term="Malawi II."/><category term="Malawi természetfilm"/><category term="Malawi-tó sügerei"/><category term="Maylandia-Metriaclima"/><category term="Maylandia-Metriaclima II."/><category term="Melanochromis baliodigma"/><category term="Melanochromis chipokae"/><category term="Melanochromis labrosus"/><category term="Melanochromis lepidiadaptes"/><category term="Melanochromis melanopterus"/><category term="Melanochromis robustus"/><category term="Melanochromis sp. &quot;northern blue&quot;"/><category term="Nagyorrú rablósügér"/><category term="Neolamprologus cylindricus"/><category term="Nimbochromis livingstonii"/><category term="Ocellatus gold"/><category term="Tanganyika 1."/><category term="Tanganyika 2."/><category term="Tanganyika 3."/><category term="Tanganyika-tó"/><category term="Tanzania blue"/><category term="Zaire blue"/><category term="Zambia blue"/><category term="a jó víz"/><category term="afrikai sügeres blog"/><category term="akvárium indítása"/><category term="artémia keltetés"/><category term="astatotilapia aenocolor"/><category term="berendezés"/><category term="bulldog csigasügér"/><category term="búvárkodás"/><category term="ceruzasügér"/><category term="compressiceps"/><category term="cylindricus"/><category term="dialeptos"/><category term="diving"/><category term="film of the Lake Malawi"/><category term="gibberosa"/><category term="heterochromis"/><category term="johannii"/><category term="kungweenzis"/><category term="leopárdsügér"/><category term="livingstonii"/><category term="maingano"/><category term="meleagris"/><category term="mozi"/><category term="nagytestű malawi ragadozó"/><category term="nimbochromis"/><category term="ocellatus"/><category term="ornatipinnis"/><category term="perileucos"/><category term="rézsügér"/><category term="signatus"/><category term="simulans"/><category term="speciosus"/><category term="szivacsok"/><category term="szájköltők"/><category term="szűréstechnika"/><category term="szűrőanyagok"/><category term="sügerek"/><category term="vadászsügérek szaporodása"/><category term="yellow belly"/><category term="új lakók"/><title type='text'>Afrikai Sügeres Blog</title><subtitle type='html'>Ez az oldal az afrikai sügerekkel foglalkozik, különös tekintettel a Tanganyika-tó sügérfaunájára, természetesen nem mellőzve a Malawi-tó és a Viktória-tó sügereit sem, megemlítendő egyéb afrikai élőhelyeket is.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>49</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-1891832463146020638</id><published>2015-01-31T20:11:00.000+01:00</published><updated>2015-02-01T08:13:37.433+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Coptodon"/><title type='text'>Coptodon</title><content type='html'>&lt;br /&gt;
A Coptodon nemzetség tagjai egy faj kivételével, mely a Közel-keleten is honos, Afrika őslakói. A Tilapiafélék közé sorolták őket 2013-ig, amikor is Dunz fejlődéstörténeti rendszertani vizsgálatai rámutattak, hogy a küllemi egyezőségek, hasonlóságok ellenére ez nem maradhat így.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjViTKpseHwe5dCcyVzpuyqmgfV5rC7evI6sCru1Vp0_nrdnqRxIKK27U-V6orVTvN_UX0MOlTFYgLtthXycCekp16epyRSbaG8R3FqM1RgI79Vb1k628zU1zgupjIqrTRcxISQehUAwVw/s1600/Coptodon+camerunensis.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjViTKpseHwe5dCcyVzpuyqmgfV5rC7evI6sCru1Vp0_nrdnqRxIKK27U-V6orVTvN_UX0MOlTFYgLtthXycCekp16epyRSbaG8R3FqM1RgI79Vb1k628zU1zgupjIqrTRcxISQehUAwVw/s1600/Coptodon+camerunensis.jpeg&quot; height=&quot;250&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://static.wixstatic.com/media/a98a19_0fd6a08e2ecd4bfe9ae2b3ed984eefd8.jpg_srz_p_1020_638_75_22_0.50_1.20_0.00_jpg_srz&quot; target=&quot;_blank&quot;&gt;C. camerunensis&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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A kutatások eredményeként (elég sokan kutatják az afrikai élőhelyek sügereit, genetikai szempontból is nagyon komoly kihívás) a nemzetség jelenleg 31 fajt számlál, de várhatóan ez a szám még nőni fog az elkövetkező években.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlDCTctLVnnXj9AMO-CI3Ucnf1h9JNTmi-bYSgcbR7naN3pqbt4bKbIoRPHNCraBDJUJlWYmyWFs4M6tH_rfZlsGF-XmawP80MpIU2XSBU-5ABsJMPdPQ_mH18ZtmvZDBeG5xr2DFyJuQ/s1600/Coptodon+sp.+mamf%C3%A9.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlDCTctLVnnXj9AMO-CI3Ucnf1h9JNTmi-bYSgcbR7naN3pqbt4bKbIoRPHNCraBDJUJlWYmyWFs4M6tH_rfZlsGF-XmawP80MpIU2XSBU-5ABsJMPdPQ_mH18ZtmvZDBeG5xr2DFyJuQ/s1600/Coptodon+sp.+mamf%C3%A9.jpeg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://static.wixstatic.com/media/a98a19_0ab9dbf37dd34e02a4a9ba8517994e84.jpg_srz_p_1020_679_75_22_0.50_1.20_0.00_jpg_srz&quot; target=&quot;_blank&quot;&gt;Coptodon sp. mamfé&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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Miért különösen érdekesek ezek a halak? Azért, mert legtöbbjük elterjedtsége szűkebb élőhelyekre korlátozódik, kisebb folyókra, tavakra.&lt;br /&gt;
Ráadásul több olyan faj is van, amelyik csak és kizárólagosan egy adott vízben található meg. Ekkor jön még az is, hogy az adott vidéken élő emberek legtöbbjének az állati eredetű táplálékhoz való hozzájutás jórészt ezen vizek halállományának halászatából lehetséges.&lt;br /&gt;
Lehetséges ennél még rosszabb is, az esetleges környezetszennyező tevékenység könnyen a végét jelentheti ezeknek a kis kiterjedésű élőhelyeknek.&lt;br /&gt;
Ami pedig az egyik lehető legrosszabb, ha olyan, emberi tevékenységtől és akarattól független, kiszámíthatatlan dolog veszélyezteti fajok fennmaradását, mint például a vulkáni tevékenység.&lt;br /&gt;
Mert ilyenről is beszámolhatunk, Kamerunban nem is egyedi esetként. Az egyik legkisebb, legveszélyeztetettebb élőhely, a Bermin-tó esetében is pont erről van szó. Ez a tó egy krátertó Kamerun délnyugati részén, ahol az ember környezetszennyezése, az eutrofizálódás és a szedimentáció mellett maga a vulkáni utóműködés is jelentősen ront a helyzeten. Folyamatosan szén-dioxid gáz oldódik be a tófenékből, ami komoly mértékben savasítja a vizet.&lt;br /&gt;
Kilenc endemikus Coptodon faj él ebben a vízben, ez a tó kicsiny volta miatt egyedülállóan ritka, különleges helyzet. A kilenc faj: (&lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_bakossiorum&quot; title=&quot;Coptodon bakossiorum&quot;&gt;C. bakossiorum&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_bemini&quot; title=&quot;Coptodon bemini&quot;&gt;C. bemini&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_bythobates&quot; title=&quot;Coptodon bythobates&quot;&gt;C. bythobates&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_flava&quot; title=&quot;Coptodon flava&quot;&gt;C. flava&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_gutturosa&quot; title=&quot;Coptodon gutturosa&quot;&gt;C. gutturosa&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_imbriferna&quot; title=&quot;Coptodon imbriferna&quot;&gt;C. imbriferna&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_snyderae&quot; title=&quot;Coptodon snyderae&quot;&gt;C. snyderae&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_spongotroktis&quot; title=&quot;Coptodon spongotroktis&quot;&gt;C. spongotroktis&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_thysi&quot; title=&quot;Coptodon thysi&quot;&gt;C. thysi&lt;/a&gt;&lt;/i&gt;)&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju8rPOmZkCjva4D_UzzsNq4UcNMZSlKyS4F3DG1V4eGzcMx4UN0a73HTrZoo7ei3rcjaxC1OIMdwbvSVRY-6l-GtdcOfpEf0ZE3Xi2Le1D8zImGINCBfZTEQhixINFZCohHHsZPi7k030/s1600/C.+thysi.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju8rPOmZkCjva4D_UzzsNq4UcNMZSlKyS4F3DG1V4eGzcMx4UN0a73HTrZoo7ei3rcjaxC1OIMdwbvSVRY-6l-GtdcOfpEf0ZE3Xi2Le1D8zImGINCBfZTEQhixINFZCohHHsZPi7k030/s1600/C.+thysi.jpeg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://static.wixstatic.com/media/a98a19_3832e317e6ac4debbaef86191fa76169.jpg_srz_p_1020_680_75_22_0.50_1.20_0.00_jpg_srz&quot; target=&quot;_blank&quot;&gt;Coptodon thysi&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLTlr8Ons9uOyLQ0adGSNa_3Ycxb9HrphqQ-vL0XAHES1hoOtF4p7BsCvYND0mlQU0fTUcm1Jab-rqJjXKW417OhcFZv_CrhH0VbF8BzhU80Nx9iGEPVRWHiEHFQZCioLpPFF6APcN4_4/s1600/C.bakossorium.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLTlr8Ons9uOyLQ0adGSNa_3Ycxb9HrphqQ-vL0XAHES1hoOtF4p7BsCvYND0mlQU0fTUcm1Jab-rqJjXKW417OhcFZv_CrhH0VbF8BzhU80Nx9iGEPVRWHiEHFQZCioLpPFF6APcN4_4/s1600/C.bakossorium.jpeg&quot; height=&quot;257&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://static.wixstatic.com/media/a98a19_45126f62ec434db1b67bca97ccc34d97.jpg_srz_p_1020_658_75_22_0.50_1.20_0.00_jpg_srz&quot; target=&quot;_blank&quot;&gt;Coptodon bakossorium&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTsOnDpZmRL9doKfaclMSahHbPJD-5Yc06Dtniyh9Ttc1S5lwSOi8A6wQ69B8rThuhlIlmD3FXpShSAwkKTt1JKeVpN7hawh0JYFDqoiK6CpGIyTTbAhdm6uC4KHOKKtoADXOCoeaBivo/s1600/C.gutturosa.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTsOnDpZmRL9doKfaclMSahHbPJD-5Yc06Dtniyh9Ttc1S5lwSOi8A6wQ69B8rThuhlIlmD3FXpShSAwkKTt1JKeVpN7hawh0JYFDqoiK6CpGIyTTbAhdm6uC4KHOKKtoADXOCoeaBivo/s1600/C.gutturosa.jpeg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://static.wixstatic.com/media/a98a19_dc40119f1114433fb6375d25a34109c1.jpg_srz_p_1020_680_75_22_0.50_1.20_0.00_jpg_srz&quot; target=&quot;_blank&quot;&gt;Coptodon gutturosa&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC3PDnQIu-OOSRUMyFesUPOUl-9tAD_FqiUkElrli0576MQ3yO5aPnIzCDoWiY1ipjvRRi1N4Mm-UZNYr1E9JKEiGHFE-5YPt-AZLyFw158vroEnuy-39QHj8-DObInD2lNjGRLa9XaCI/s1600/C.snyderae.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC3PDnQIu-OOSRUMyFesUPOUl-9tAD_FqiUkElrli0576MQ3yO5aPnIzCDoWiY1ipjvRRi1N4Mm-UZNYr1E9JKEiGHFE-5YPt-AZLyFw158vroEnuy-39QHj8-DObInD2lNjGRLa9XaCI/s1600/C.snyderae.jpeg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://static.wixstatic.com/media/a98a19_4fb640532deb4c0eaf2e38390c8d88f8.jpg_srz_p_1020_680_75_22_0.50_1.20_0.00_jpg_srz&quot; target=&quot;_blank&quot;&gt;Coptodon snyderae&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVFnFBBUsvGPXBfrQPHYRRwIoG1vzbuFq1nI_n8JzC2wBmaJjGL6ZtvjzzuflLI80UlRZjO5mZTV5Evd55ybg1q-vbPoELy3NLZAs8uprtNxO4gXi-WAYL9kCcFOWweFsMTzuA5nw-1e8/s1600/C.flava.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVFnFBBUsvGPXBfrQPHYRRwIoG1vzbuFq1nI_n8JzC2wBmaJjGL6ZtvjzzuflLI80UlRZjO5mZTV5Evd55ybg1q-vbPoELy3NLZAs8uprtNxO4gXi-WAYL9kCcFOWweFsMTzuA5nw-1e8/s1600/C.flava.jpeg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://static.wixstatic.com/media/a98a19_6a4ae4b440644c368f6c7dfcfb809c59.jpg_srz_p_1020_682_75_22_0.50_1.20_0.00_jpg_srz&quot; target=&quot;_blank&quot;&gt;Coptodon flava&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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Pont ilyen helyzetben van a Barombi Koto tó is, az itt élő halfajok közül csak egy tartozik a Coptodon nemzetségbe, a &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_kottae&quot; title=&quot;Coptodon kottae&quot;&gt;Coptodon kottae.&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;
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&amp;nbsp;Szintén elmondható ez az Ejagham-tóról, az ott élő Coptodonok a következőek: &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_deckerti&quot; title=&quot;Coptodon deckerti&quot;&gt;Coptodon deckerti&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_ejagham&quot; title=&quot;Coptodon ejagham&quot;&gt;C. ejagham&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_fusiforme&quot; title=&quot;Coptodon fusiforme&quot;&gt;C. fusiforme&lt;/a&gt;&lt;/i&gt;, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coptodon_nigrans&quot; title=&quot;Coptodon nigrans&quot;&gt;C. nigrans&lt;/a&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
Élőhelyeiken a víz lágyabb, mint az eddig megismert afrikai élőhelyeken, GH-4 ,pH-ja 7-7.5 körüli. A vízhőmérséklet 24-28 °C között alakul.&lt;i&gt; &lt;/i&gt;Táplálkozásukat tekintve elsősorban rovarevők, alacsonyabb rendű rákokat, rovarokat, állati planktont fogyasztanak.&lt;br /&gt;
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Szaporodásuk a legtöbb Tilápiaféléhez hasonlóan zajlik. Ikráikat bármilyen szilárdabb felületre lerakják, amit előtte gondosan áttakarítanak. Az ikrákat a pár együtt őrzi, az ivadékokat sokáig együtt terelgeti.&lt;br /&gt;
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&lt;iframe allowfullscreen=&quot;&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://ytimg.googleusercontent.com/vi/z3eB-_-K7xQ/0.jpg&quot; frameborder=&quot;0&quot; height=&quot;266&quot; src=&quot;http://www.youtube.com/embed/z3eB-_-K7xQ?feature=player_embedded&quot; width=&quot;320&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
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A kutatók, a helyi emberek és a kormányok között tárgyalások folynak fajmentő programok létrehozásáról, ezek nyilván nem egyszerűek a helyzet ismeretében. Sajnos nem egy példa van arra, hogy egy faj végképp eltűnik a természetből. Ami egy kisebb testű hal esetében biztató lehet, hogy a világ akváriumaiban rengeteg liter víz lehet a megsegítésükre. Lelkes tenyésztők százai, ezrei vehetnek részt világszerte fajok megmentésében, bízva abban, hogy előbb-utóbb sor kerülhet a természetes élőhelyük rehabilitációjára és visszakerülhetnek eredeti, jól megérdemelt közegükbe.&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/1891832463146020638/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2015/01/coptodon.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/1891832463146020638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/1891832463146020638'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2015/01/coptodon.html' title='Coptodon'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjViTKpseHwe5dCcyVzpuyqmgfV5rC7evI6sCru1Vp0_nrdnqRxIKK27U-V6orVTvN_UX0MOlTFYgLtthXycCekp16epyRSbaG8R3FqM1RgI79Vb1k628zU1zgupjIqrTRcxISQehUAwVw/s72-c/Coptodon+camerunensis.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-8259032817441983826</id><published>2014-12-13T20:41:00.000+01:00</published><updated>2014-12-13T20:41:11.912+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kungweenzis"/><category scheme="http://www.blogger.com/atom/ns#" term="Lamprologus"/><category scheme="http://www.blogger.com/atom/ns#" term="meleagris"/><category scheme="http://www.blogger.com/atom/ns#" term="ornatipinnis"/><category scheme="http://www.blogger.com/atom/ns#" term="signatus"/><category scheme="http://www.blogger.com/atom/ns#" term="speciosus"/><title type='text'>Ritkán tartott Lamprologusok II.</title><content type='html'>A most bemutatásra kerülő fajok mind kis termetűek, kezdőknek is nyugodt szívvel ajánlhatóak, tartásuk egyszerű, helyigényük kicsi, mégis sok érdekes dolgot csinálnak.&lt;br /&gt;
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Akit érdekel a halak viselkedése és nem csak egy céltalanul fel-alá úszkáló, az akváriumhoz közelítő emberalakra az etetőhelynél tolongó egyszerűbb gondolkodású lényt akar, hanem egy olyan társaságot, amelyik bizonyos mértékig maga rendezi a terepet, amelyik egészségesen rivalizál, rangsort alakít ki, lakóhelyet foglal és takarít, szerelmesen udvarol, őrizgeti a porontyait és nem ássa ki feltétlenül a növényeket, annak itt van egy egyszerű felsorolás, amiből választva biztosan nem éri majd csalódás.&lt;br /&gt;
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Ezeknek a halaknak nem kell több száz literes terrárium, megelégednek a 60-100 liter közötti méretekkel. Magas akváriumban ne gondolkozzunk, nem is feltétlenül a gyári szabványokra lesz szükségünk, inkább az alapterület mérete legyen a fontos. 60x45x35 centis akvárium már megfelelő a tartásukra abban az esetben, ha csak magukban tartjuk őket. Kiválóan társíthatók egyéb kis testű, nyugodt halakkal, például az Altolamprologus compressiceps sp. shell jó választás lehet. Általánosságban jól meg tudják magukat védeni nagyobb halakkal szemben is, végső esetben csigaházukba menekülnek, de ha azt akarjuk, hogy teljes mértékben kibontakozzanak, akkor ne tegyük ki őket felesleges tortúráknak. A most következő fajokat sem érdemes keverni, hiszen életmódjuk nagyjából azonos, ugyanazokért a dolgokért versengenek, előbb-utóbb valamelyik faj vesztésre fog állni és kiszorul.&lt;br /&gt;
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Akváriumuk berendezésekor a finom szemcseméretű homok, a sok csigaház elszórt kövekkel, sziklákkal a lényeges, de mint említésre került, nagyobb termetű növényeket is nyugodtan ültethetünk hozzájuk. A Vallisneriák, mint strapabíró fajok jó választás lehetnek. &lt;br /&gt;
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Halaink táplálását fagyasztott artémiával, mysissel, fehér- és fekete szúnyoglárvával, alkalmanként kis mennyiségben vörös szúnyoglárvával és jó minőségű száraz eledelekkel oldjuk meg, vizüket a megfelelő hatékonyságú szűrésen kívül heti rendszerességgel 10-15 %-kal frissítsük, tartsuk 22-24 °C hőmérsékleten. &lt;br /&gt;
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Amennyiben minden feltétel megfelel, szaporodásukra is számíthatunk. Nagy ivadékszám nem jellemző rájuk, ennek megfelelően a szülői gondoskodás viszonylag fejlett. Általában a nőstény a védelmező, a hím inkább a területre figyel, a betolakodók távoltartásában segít be.&lt;br /&gt;
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Halainknak nem csak kicsi a helyigényük, de érdekes viselkedésükkel, szép színezetükkel, mintázatukkal is díszére válhatnak otthonunknak. Mindenkinek szívesen ajánlom tartásukat.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFKrYOUv7VggA9hoeFRJnLRhNlSBALIuFuWCcfaaSeq13Eld6_kj2jC_i0mqFUliJ3BFD7nP-wBNtDOtwNNo-Rb-GsYwcatEgBjkTg1wAF37O0RI2g9yKxTngqW2ODaxiCt6jPKHd1Z6U/s1600/Lamprologus-signatus-pereche.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFKrYOUv7VggA9hoeFRJnLRhNlSBALIuFuWCcfaaSeq13Eld6_kj2jC_i0mqFUliJ3BFD7nP-wBNtDOtwNNo-Rb-GsYwcatEgBjkTg1wAF37O0RI2g9yKxTngqW2ODaxiCt6jPKHd1Z6U/s1600/Lamprologus-signatus-pereche.jpg&quot; height=&quot;275&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.web.forumacvarist.ro/lamprologus-signatus/&quot; target=&quot;_blank&quot;&gt;Lamprologus signatus&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggelbrXKtRT59mgUj4AM0SCwyVhPkbpPpCUu5ylSBDNU7HW2O4zBUEb_YJGKL0XoeY-az_nH9fAXr7fBAu42XnfxbgNoDNWf2H9To0OAJjKEk2lZyTFCH_R5oFGrQecOa67xLLCAwwnE4/s1600/neolamprologus_kungveenzis.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggelbrXKtRT59mgUj4AM0SCwyVhPkbpPpCUu5ylSBDNU7HW2O4zBUEb_YJGKL0XoeY-az_nH9fAXr7fBAu42XnfxbgNoDNWf2H9To0OAJjKEk2lZyTFCH_R5oFGrQecOa67xLLCAwwnE4/s1600/neolamprologus_kungveenzis.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://ribkiakvariumnie.ru/?start=737&quot; target=&quot;_blank&quot;&gt;Lamprologus kungweenzis&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI7Saua6P1fr0MhuMs0zqWjNUAp2UAPGHm6Lm1mTIrKTZY6nomwRMxr8eiNdSOWeuAMCeTK6qCDAmx7abnYiz0n0SmoRLi7XoN0EoIh4XWPqDlpKXj7ttSoLP4gT08_jbOKDZrQZ4_XMc/s1600/ornatipinnis.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI7Saua6P1fr0MhuMs0zqWjNUAp2UAPGHm6Lm1mTIrKTZY6nomwRMxr8eiNdSOWeuAMCeTK6qCDAmx7abnYiz0n0SmoRLi7XoN0EoIh4XWPqDlpKXj7ttSoLP4gT08_jbOKDZrQZ4_XMc/s1600/ornatipinnis.jpg&quot; height=&quot;260&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.suephoto.com/index.php/galeria/index/5/125/9&quot; target=&quot;_blank&quot;&gt;Lamprologus ornatipinnis&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNu52uSGQ26psVjcJ_LWeKO2lBt_FYaFGhLw0DmqwL_8n80ZmjoBaJYt9q7h4Ni6a8328oI1iUzQpXbERgb0LOqri04uW68mORindNzhSv51Njqs7fWyYdi-_uoQXhNa7gD-Mz0x712_4/s1600/speciosus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNu52uSGQ26psVjcJ_LWeKO2lBt_FYaFGhLw0DmqwL_8n80ZmjoBaJYt9q7h4Ni6a8328oI1iUzQpXbERgb0LOqri04uW68mORindNzhSv51Njqs7fWyYdi-_uoQXhNa7gD-Mz0x712_4/s1600/speciosus.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.suephoto.com/index.php/galeria/index/5/126&quot; target=&quot;_blank&quot;&gt;Lamprologus speciosus&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfMt4z9Xw3ig7GfSWQy3zMvkUtDRevFs3zt8iOXzuTYY6VNDHyizrh_nFxcrHhhSYmLoWOm6wUD05RzTQ0FO6OtnZq8iWwZqtzpfVxdMF6iMEBJSvY_JPgJ7ISuPGA4Qjmg7v2l5xoc64/s1600/meleagris.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfMt4z9Xw3ig7GfSWQy3zMvkUtDRevFs3zt8iOXzuTYY6VNDHyizrh_nFxcrHhhSYmLoWOm6wUD05RzTQ0FO6OtnZq8iWwZqtzpfVxdMF6iMEBJSvY_JPgJ7ISuPGA4Qjmg7v2l5xoc64/s1600/meleagris.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.suephoto.com/index.php/galeria/index/5/123&quot; target=&quot;_blank&quot;&gt;Lamprologus meleagris&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/8259032817441983826/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/12/ritkan-tartott-lamprologusok-ii.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8259032817441983826'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8259032817441983826'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/12/ritkan-tartott-lamprologusok-ii.html' title='Ritkán tartott Lamprologusok II.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFKrYOUv7VggA9hoeFRJnLRhNlSBALIuFuWCcfaaSeq13Eld6_kj2jC_i0mqFUliJ3BFD7nP-wBNtDOtwNNo-Rb-GsYwcatEgBjkTg1wAF37O0RI2g9yKxTngqW2ODaxiCt6jPKHd1Z6U/s72-c/Lamprologus-signatus-pereche.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-1533598603158798216</id><published>2014-11-30T21:08:00.000+01:00</published><updated>2014-11-30T21:08:15.529+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Lamprologus"/><title type='text'>Ritkán tartott Lamprologusok</title><content type='html'>A most következő fajokat kevesen tartják akváriumban, kevesen is ismerik őket sajnos. Ennek oka többféle is lehet, vagy ritkaságuk, beszerezhetetlenségük, vagy bonyolult tartásuk, magasabb felszereltség-igényük, magasabb fokú agresszivitásuk, vagy csak nem elég színesek, érdekesek. Vagy az összes egyben.&lt;br /&gt;
A lista nem teljes. Lesz még egy bejegyzés, ami velük foglalkozik, a kisebb testű fajaikkal.&lt;br /&gt;
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A Lamprologus callipterus a legnagyobb termetű fajok egyike, mely csigaházba ikrázik, már ami a hímjeit illeti. A hímek úgy szereznek maguknak háremet, hogy ellopják, vagy elrabolják a nőstényeket más, óvatlanabb vagy gyengébb hímektől, tehát elég nagynak kell lenniük hozzá, hogy szájukban el bírják vinni a csigaházat a nősténnyel együtt. A nőstényeknek viszont elég kicsinek kell lenniük ahhoz, hogy beférjenek a csigaházba, ezért 5-6 centiméteresre nőnek, a hímek viszont nagyjából ennek a háromszorosát érik el kifejlett korukban. A természetben a görgetegzóna és a nyílt mederszakaszok határán élnek, a hímek a vagy természetes mélyedésekbe gyűjtik a csigaházakat a nőstényekkel, vagy maguk hordják el a homokot.&lt;br /&gt;
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Akváriumuknak nagynak kell lennie, 500-600 literesnek, nagy alapterületűnek, sziklákkal tagoltnak, hogy esetleg több hím is elférjen benne egymás zavarása nélkül. Lehet ennél kisebb medencében is gondolkodnunk, de akkor egy hím öt-hat nősténnyel a megfelelő felállás. Ami még fontos, hogy megfelelő méretű csigaházat kapjanak. Érdekes megfigyelés, hogy az alacsonyabb rendű hímek is részt vesznek a szaporodásban. Ez kétféle módon lehetséges. Egyik hogy a domináns hím akár pár másodpercnyi távollétében a közelben lesben álló hím villámgyorsan beúszik és a csigaházakba engedi a hímivarsejtjeit. Ami érdekesebb, hogy vannak törpe termetű, a nőstények színezetét felöltő, csigaházakban élő hímek, amik olyannyira megtévesztőek, hogy a hím viszi be saját konkurensét a háremébe.&lt;br /&gt;
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A faj ragadozó természetű, fiatal hímjeik bandában járva fosztogatják a többi sügér ivadékait. Akváriumban ragadozó sügéreknek gyártott tápokkal, fagyasztott eleségekkel etessük őket.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3VHbqxUDZc3Qt92yfMcQzURaV2mtObeLdHZ31NW_-mKDGN6RS40oFAFzIcW5o9GpkQnLcBjRozJsli9k-WEfZG5lgVVaH3_FrVHEVkBRFhuMFGcXwYWsdr99Djj5Wyb4Pj_d3u0wJm8Y/s1600/callipterus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3VHbqxUDZc3Qt92yfMcQzURaV2mtObeLdHZ31NW_-mKDGN6RS40oFAFzIcW5o9GpkQnLcBjRozJsli9k-WEfZG5lgVVaH3_FrVHEVkBRFhuMFGcXwYWsdr99Djj5Wyb4Pj_d3u0wJm8Y/s1600/callipterus.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.suephoto.com/index.php/galeria/index/5/292/9&quot; target=&quot;_blank&quot;&gt;Lamprologus callipterus&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
A Lamprologus congoensis a Kongó-folyó vad, gyors folyású, zúgókkal teli felső szakaszán honos halfaj. Ennek megfelelően alakult testfelépítése is, megnagyobbodott, erős sugarú mellúszói elvékonyodott teste, nagy farokúszója mind segíti haladását az erős áramlásban. Jót teszünk vele, ha akváriumát is igazítjuk élőhelyéhez. Durvább szemcseméretű, kavicsos aljzatot terítsünk, sziklákból épített barlangokat alakítsunk ki, kifejezetten erős áramlással. Érdemes nagy alapterületű, hosszú medencét készíttetni nekik, hogy mindenkinek meglehessen a helye. Nehézkes társítani, elég kemény területvédő magatartása, viszonylag nagy testméretei (hímek 14-15, nőstények 8-10 cm) és az erős áramlás miatt. Sügérfélékkel semmiképp nem éri meg kísérletezni a tapasztalatok szerint. A Kongó-folyóban élő harcsa- és márnafajok jó választásnak tűnnek.&lt;br /&gt;
Táplálkozását tekintve nem válogatós, fagyasztott és száraz eleségeket tekintve is bátran etethetjük.&lt;br /&gt;
A sziklák alkotta üregekbe, barlangokba ívnak, a lamprologusoktól megszokott módon a nőstény az ikrákat, majd az ivadékokat, a hím a nőstényt és a területet felügyeli.&lt;br /&gt;
Érdekes halak, de ne várjunk tőlük túl sok tevékenykedést. Leginkább az aljzaton fekszenek, ha mégis közlekedésre adják fejüket, akkor inkább &quot;szökdécselnek&quot; mint úsznak.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeY-wWK2oPi2kffUOz6ONjaMe0tDcQZ0NrvT_nskC-BkTiIymTvY0pbzuDpv15SMxSoNKNNjyQf9iprd1e9hMwH8y0QkoQ5HIo5QcW_8vtPJkGY2QaRANvUUthChXoVcZD3qMxpgUjIUo/s1600/lamprologus_congoensis_3502.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeY-wWK2oPi2kffUOz6ONjaMe0tDcQZ0NrvT_nskC-BkTiIymTvY0pbzuDpv15SMxSoNKNNjyQf9iprd1e9hMwH8y0QkoQ5HIo5QcW_8vtPJkGY2QaRANvUUthChXoVcZD3qMxpgUjIUo/s1600/lamprologus_congoensis_3502.jpg&quot; height=&quot;251&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.ciklider.se/v_afrika/lamprologus_congoensis.shtml&quot; target=&quot;_blank&quot;&gt;Lamprologus congoensis&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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A Lamprologus lemairii nagytestű, ragadozó halfaj. 25 centisre nő, a természetben halakat eszik. Fogságban szaporodásáról nincs információnk, tartására hasonló nagytestű halakkal ritka példa előfordul. Gibberosákkal, Frontosákkal, Bentochromisokkal társíthatók, etetésük is megegyező. A természetben üregekbe ikráznak, a nemek között nincs nincs szemmel látható különbség.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05jqCdRObGq973tKzEkhDCB0AkmN0R-28juu9G4x552Emoy6DA48ZeH-c-n32aMBiOx0FNGNGIbrGFcPhA6AweekD43swemW8WFGicojGToilAQ1H8clXyzRkE8Gdm7fHHo0cId6zpZ4/s1600/lemairii.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj05jqCdRObGq973tKzEkhDCB0AkmN0R-28juu9G4x552Emoy6DA48ZeH-c-n32aMBiOx0FNGNGIbrGFcPhA6AweekD43swemW8WFGicojGToilAQ1H8clXyzRkE8Gdm7fHHo0cId6zpZ4/s1600/lemairii.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.suephoto.com/index.php/galeria/index/5/280&quot; target=&quot;_blank&quot;&gt;Lamprologus lemairii&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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A Kongó a világ legmélyebb vizű folyója, egyes szakaszain 230 méter mély szurdokban hömpölyög. Ezeknek a mély szakaszoknak a lakója a Lamprologus lethops. Pigmentáció nélküli, szeme erőteljesen visszafejlődött, csak fényérzékelésre képes. Ezekről a szakaszokról más harcsa- és angolnafajokat is gyűjtöttek be, melyek ugyanígy alkalmazkodtak az extrém körülményekhez. Első élő példányát 2011-ben sikerült felhozni a mély, sötét vízből. Akváriumi tartásáról nem találtam hiteles adatot.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtZaTgaUnvthZItkhQSaRXU3FhsbggytMnjvRnyQlUJJTx0jPTU5ujHB5tBbAtcm7ENpSFqf4G2495iDSi27wXDdUFhf261FU3DH9_I7_z_RWCLLd2i87VV_RSC7TKxi0GSGJ9aGDPsVs/s1600/lethops.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtZaTgaUnvthZItkhQSaRXU3FhsbggytMnjvRnyQlUJJTx0jPTU5ujHB5tBbAtcm7ENpSFqf4G2495iDSi27wXDdUFhf261FU3DH9_I7_z_RWCLLd2i87VV_RSC7TKxi0GSGJ9aGDPsVs/s1600/lethops.jpg&quot; height=&quot;210&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.aquazone.gr/forums/topic/94890-c-iiiaaeeeth-oooeeth-eeessaea-oio-euoiio-lamprologus-lethops/&quot; target=&quot;_blank&quot;&gt;Lamprologus lethops&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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A Lamprologus mocquardi és a Lamprologus tigripictilis szintén a Kongó lakója, széles elterjedésű faj. Tartásuk, életmódjuk nagyban hasonló a L. congoensiséhez, a jelentős különbség a L mocquardi táplálkozása, mert kifejezetten ragadozó. Mindkét faj 12-15 centiméteresre nő és sziklaüregekbe ívva szaporodik.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIG9AU2YL4DBwq7srYSjs2IcNSgdSCbWmjAuGkuM4Wv_wfTzgsfv__sf3EQiStjOY3LfEucLPR4tsxjb9zsxWzo1ZikJEGBOyZ0wESbOL3sDjC4pqurg3F1uMjVl9jvMLomxODxuU9gJI/s1600/l_mocquardi02-anton_lamboj.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIG9AU2YL4DBwq7srYSjs2IcNSgdSCbWmjAuGkuM4Wv_wfTzgsfv__sf3EQiStjOY3LfEucLPR4tsxjb9zsxWzo1ZikJEGBOyZ0wESbOL3sDjC4pqurg3F1uMjVl9jvMLomxODxuU9gJI/s1600/l_mocquardi02-anton_lamboj.jpg&quot; height=&quot;216&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.ciklid.org/artregister/artreg_visa_art.php?ID=981&quot; target=&quot;_blank&quot;&gt;Lamprologus mocquardi&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF0C8_juET5Lar7OkCeyV4Yy25d7Z-MgxWxkkbX5ffIXrpPpdBPaajQJqYqEPge8kk_ftMBiXKdbdlAlhu2SEdp6zaOUyXFAU13VNAZ9OhlN9hwy9V204QkD1nL2ozhUNfK29xHEKa6ww/s1600/tigripictilis.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF0C8_juET5Lar7OkCeyV4Yy25d7Z-MgxWxkkbX5ffIXrpPpdBPaajQJqYqEPge8kk_ftMBiXKdbdlAlhu2SEdp6zaOUyXFAU13VNAZ9OhlN9hwy9V204QkD1nL2ozhUNfK29xHEKa6ww/s1600/tigripictilis.jpg&quot; height=&quot;260&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://fiches-cichlidae.francecichlid.com/picture.php?/626&quot; target=&quot;_blank&quot;&gt;Lamprologus tigripictilis&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/1533598603158798216/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/11/ritkan-tartott-lamprologusok.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/1533598603158798216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/1533598603158798216'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/11/ritkan-tartott-lamprologusok.html' title='Ritkán tartott Lamprologusok'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3VHbqxUDZc3Qt92yfMcQzURaV2mtObeLdHZ31NW_-mKDGN6RS40oFAFzIcW5o9GpkQnLcBjRozJsli9k-WEfZG5lgVVaH3_FrVHEVkBRFhuMFGcXwYWsdr99Djj5Wyb4Pj_d3u0wJm8Y/s72-c/callipterus.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-4949283570962119024</id><published>2014-10-06T22:12:00.002+02:00</published><updated>2014-10-10T11:19:53.564+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis baliodigma"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis chipokae"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis labrosus"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis lepidiadaptes"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis sp. &quot;northern blue&quot;"/><title type='text'>Melanochromis IV.</title><content type='html'>A jelenlegi helyzetben a Melanochromis nembe sorolt fajok között találhatunk olyanokat, melyek kevésbé specializálódtak az eddig megismerteknél. Mindenevők, melyek jóval többet &quot;ragadoznak&quot;, mint &quot;legelésznek&quot;. Ha éppen a kövekről szedegetik az algákat, kevésbé végeznek tökéletes munkát, mint a növényevésre ráállt fajok, jelentős részét meghagyják. Képesek lennének csak algán is megélni, de a relatív egyszerűbb technikájuk miatt (ajkuk közé csípik és megpróbálják letépni) jórészt hátrahagyják az ügyesebbeknek.&lt;br /&gt;
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A Melanochromis chipokae csak Chipoka közelében a sekély görgetegzónában, Chidunga Rocks-nál megtalálható faj. Színezetében emlékeztet a M. parallelus-ra és a M. heterochromis-ra, de nőstényei jóval sárgábbak azokénál. A legnagyobb termetű faja nemének, akváriumban elérhetik a 16-17 centiméteres testhosszt is. A sügértartók körében népszerűnek mondható, nyugodt természetű faj, mely a természetben sem kötődik erősen a területéhez, a hímek csak akkor védelmezik területüket, ha potenciális anyát látnak egy a közelükben úszkáló beikrásodott nőstényben.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpwKmIgH7XV2FKbmkn8MLbGxz0dHdB25a58WMYIs0Jy47_0E5Bm2qFlzHRMciT5WOdxuQIrakTV3evSH4mA2oBCcHjFxO7jo5vMdZsqrWC7Og31zzyxba-l0EuZxcV6J9gI7AXa3yuHm8/s1600/chipokae+h%C3%ADm.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpwKmIgH7XV2FKbmkn8MLbGxz0dHdB25a58WMYIs0Jy47_0E5Bm2qFlzHRMciT5WOdxuQIrakTV3evSH4mA2oBCcHjFxO7jo5vMdZsqrWC7Og31zzyxba-l0EuZxcV6J9gI7AXa3yuHm8/s1600/chipokae+h%C3%ADm.jpg&quot; height=&quot;263&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.cichlids.com/pictures/pic/Chipokae-20.html&quot; target=&quot;_blank&quot;&gt;M. chipokae hím&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKjl_vO_on8g4hjjYvWGRnkwQwQ0n0i31jXtyHym03vKnzesa6bE2PsyOIKV8oxuHoNprm7WhaANwffmPrNun0W_jxr_b63OziyDuzNNczdzVzh1EeP5YnXdpPUlGtiftxhQiZdihQ_WU/s1600/chipokae+n%C5%91st%C3%A9ny.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKjl_vO_on8g4hjjYvWGRnkwQwQ0n0i31jXtyHym03vKnzesa6bE2PsyOIKV8oxuHoNprm7WhaANwffmPrNun0W_jxr_b63OziyDuzNNczdzVzh1EeP5YnXdpPUlGtiftxhQiZdihQ_WU/s1600/chipokae+n%C5%91st%C3%A9ny.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.cichlids.com/pictures/pic/Mel_chipokae_female.html&quot; target=&quot;_blank&quot;&gt;M. chipokae nőstény&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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A Tanzániához tartozó északkeleti partvidék mentén él egy nagytestű faj, hímjei teljesen kékek, hasonlítanak valamelyest a M. simulans-ra és a M. chipokae-ra is. A görgetegzóna középső részének lakója és a Melanochromis sp. &quot;northern blue&quot; névre hallgat. Nőstényeinek farokalatti úszója narancs-, vagy citromsárgás színezetű. Elég nagy termetűek, természetes élőhelyükön megfigyeltek 16 centis hímet is. Territorialitásuk elenyésző, nagy területeket úsznak be mbunaivadékokra vadászva.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgW1lhk_vFDvLcC6TgWlS0SR9VNOxEYjbMcT05775jhWlp31SOqpucMONk3SP53DUTkVyqKEdFNZzbx41s7ggqOE7p_XXq3Qpkg-iFNNDaPmr5q8IQ-n_P3e3k3A-TseqdPhR2yRHQuDE/s1600/northern+blue+h.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgW1lhk_vFDvLcC6TgWlS0SR9VNOxEYjbMcT05775jhWlp31SOqpucMONk3SP53DUTkVyqKEdFNZzbx41s7ggqOE7p_XXq3Qpkg-iFNNDaPmr5q8IQ-n_P3e3k3A-TseqdPhR2yRHQuDE/s1600/northern+blue+h.jpg&quot; height=&quot;237&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://lakemalawi.co.uk/viewtopic.php?f=82&amp;amp;t=4911&quot; target=&quot;_blank&quot;&gt;M. sp. &quot;northern blue&quot; hím&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDBiDFma9ro_6CUGnZZyasr2tMmOxOJyqLfA56hz95XI__ecwpwNB4wKTLHSe05gIZ1yqXaFlghnVjRxvKPGteBUajdOgVSgJSA3j0w4U9jVEYI6n3fTzKGJvE7F7EuKPuGK1VBIsJZQE/s1600/northern+blue+n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDBiDFma9ro_6CUGnZZyasr2tMmOxOJyqLfA56hz95XI__ecwpwNB4wKTLHSe05gIZ1yqXaFlghnVjRxvKPGteBUajdOgVSgJSA3j0w4U9jVEYI6n3fTzKGJvE7F7EuKPuGK1VBIsJZQE/s1600/northern+blue+n.jpg&quot; height=&quot;277&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://lakemalawi.co.uk/viewtopic.php?f=82&amp;amp;t=12655&quot; target=&quot;_blank&quot;&gt;M. sp. &quot;northern blue&quot; nőstény&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
A Melanochromis lepidiadaptes , melyet régebben M. sp. lepidiophage névvel illettek, a Malawi tó sekély régióiban él, Makanjila Point közelében elég közönségesnek mondható. A Ribbink által 1983-ban végzett kutatások szerint rendszeresen fogyasztják más, nem mbuna sügerek pikkelyeit. Akváriumi körülmények között két feljegyzés van, miszerint pikkelyt fogyasztottak volna fogságban, alapvetően ez nem okozhat gondot tatásukkor. Denis Beloy feltételezése szerint a természetben a nagyobb testű, lassabb mozgású halakat csapatban támadják meg. Az ő akváriumi megfigyelése egy Nimbochromis ellen indított támadásról szól, amit 5 perc alatt teljesen pikkelytelenítettek. Ad Konings béltartalom vizsgálatai hat példányra alapulnak, egyetlen egyed bélrendszerében talált három kisméretű pikkelyt, melyek valamilyen sügértől származtak. Öt példányban megtalálta viszont a Kampango harcsa (Bagrus meridionalis) ikráit és ivadékait.&lt;br /&gt;
Ad Konings elmélete szerint leginkább beteg, sérült halakat támadnak meg, vagy olyanokat, melyek a halászok hálóiba gabalyodva elpusztultak, tehát mindenképpen arra törekednek, hogy a lehető legkisebb energiabefektetésbe kerüljön a táplálék megszerzése. Az is lehetséges, hogy csak emberi hatás eredményeként alakult ki ez a fajta táplálékszerzési viselkedés.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO1SoPJYjRB-VXc8T8GtaApViMi4hsvjPXcynQHA5UGR9mV8Te8Hol9C2-f1EKM8qdrgCDuTomj1trzmeSV5DC1P6fcNSwr4HhITX3hTGYOtVg12os8k5CqXkMe6f0OFSvNUSxt7uhXZ8/s1600/lepidiadaptes.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO1SoPJYjRB-VXc8T8GtaApViMi4hsvjPXcynQHA5UGR9mV8Te8Hol9C2-f1EKM8qdrgCDuTomj1trzmeSV5DC1P6fcNSwr4HhITX3hTGYOtVg12os8k5CqXkMe6f0OFSvNUSxt7uhXZ8/s1600/lepidiadaptes.jpg&quot; height=&quot;265&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.perthcichlid.com.au/forum/index.php?showtopic=31036&quot; target=&quot;_blank&quot;&gt;M. lepidiadaptes&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
A Melanochromis sp. &quot;blotch&quot; nagy területen elterjedt lakója a Malawi-tónak, a keleti partvidék vizeiben szinte mindenhol előfordul. A faj populációinak színezetbeli eltérése miatt két új fajleírás is létrejött, az egyik, a partmenti változat M. baliodigmaként, a másik, a Chizumulu-szigetnél talált M. xanthodigmaként lehet ismerős. A két fajt Bowers és Stauffer írta le 1997-ben. A gyakorlatban a tiszta, biztos elkülönítéshez ezt a mintázatbeli eltérést a&amp;nbsp; téma kutatói közül többen nem tartják elegendőnek. A több faj elméletét pártolók a hímek ikrafoltjainak számában rendszerint jelentkező különbségére hivatkoztak, erre válaszul a populációs elkülönülési szint hívei egy átfogóbb vizsgálat alapján azt a következtetést tudták levonni, hogy mindenhol a négy, vagy több ikrafolt a jellemző. Ribbink 1983-as kutatásai szerint rendszeresen támadnak meg hálóba gabalyodott halakat és gyakran tevékenykednek a kampango harcsák búvóhelyei, ívóhelyei környékén.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0XIDT4AgzZzEv1Ehtzq8G3Mz2OzVx6pxr9pZtqh5w8uNk8_yQpLNqP5jOe8s5JCpbsqR1aBSIUGgAb1p8_TaJLDU8A0XnKERktrGKL-nKZzM8JVzUtpX_A53_DUW7IB6UnBpMSyR43Po/s1600/sp+blotch.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0XIDT4AgzZzEv1Ehtzq8G3Mz2OzVx6pxr9pZtqh5w8uNk8_yQpLNqP5jOe8s5JCpbsqR1aBSIUGgAb1p8_TaJLDU8A0XnKERktrGKL-nKZzM8JVzUtpX_A53_DUW7IB6UnBpMSyR43Po/s1600/sp+blotch.png&quot; height=&quot;320&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.malawi-dream.info/Melanochromis_baliodigma.htm&quot; target=&quot;_blank&quot;&gt;M. baliodigma&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
A végére egy érdekes, vitatott faj maradt, egy változatos megjelenésű sügér, mely alapvetően sötétbarna alapszínű mindkét nemben, de a hímek vöröses, nagyon ritkán sárgás mintájúak. Érdekes formájú, megnagyobbodott ajkaik vannak, melyekkel kiszippantják a sziklarepedésben megbúvó apróbb állatokat, mbuna ivadékokat és rákokat. Magas testfelépítésűek, nem is mozognak mindig könnyedén a görgetegkövek között. Hímjeik nem tartanak fenn saját területet, csak az ívás idején védelmezőek.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVNEh-2U2gJtCrflbMSr4L7PS-PlJKmROZ4Zjt6h7X-dw0Qkk6tQ86itzn95OZoewxx7dPvS9DE9-8xnC1jCDDINg1fWIQ1QdHjw1SN3vsMB3KWq4UGucv2x0s_CYONBPjMyxZoD90EQU/s1600/labrosus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVNEh-2U2gJtCrflbMSr4L7PS-PlJKmROZ4Zjt6h7X-dw0Qkk6tQ86itzn95OZoewxx7dPvS9DE9-8xnC1jCDDINg1fWIQ1QdHjw1SN3vsMB3KWq4UGucv2x0s_CYONBPjMyxZoD90EQU/s1600/labrosus.jpg&quot; height=&quot;256&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.malawi-cichlides.com/poissons/dossier_171_abactochromis+labrosus.html&quot; target=&quot;_blank&quot;&gt;M. labrosus&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/4949283570962119024/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/10/melanochromis-iv.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/4949283570962119024'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/4949283570962119024'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/10/melanochromis-iv.html' title='Melanochromis IV.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpwKmIgH7XV2FKbmkn8MLbGxz0dHdB25a58WMYIs0Jy47_0E5Bm2qFlzHRMciT5WOdxuQIrakTV3evSH4mA2oBCcHjFxO7jo5vMdZsqrWC7Og31zzyxba-l0EuZxcV6J9gI7AXa3yuHm8/s72-c/chipokae+h%C3%ADm.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-8207727915387511365</id><published>2014-06-27T19:46:00.002+02:00</published><updated>2014-06-27T19:47:38.362+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis melanopterus"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis robustus"/><title type='text'>Melanochromis III.</title><content type='html'>Az ebben a bejegyzésben tárgyalásra kerülő Melanochromisok színükben különböznek az eddigiektől, az eddig megszokott kék és fekete mellett barnás árnyalatokkal találkozhatunk, sárgásbarnával, zöldesbarnával. Ha emlékszünk a Melanochromisok általános bemutatására, akkor tudjuk, két nagy csoportra bontottuk őket. A melanopterus csoportba tartozó nagyobb testű, megnyúlt fejű, állkapcsú fajok bemutatása következik.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0wtWsVyZVwKJkIea0bVQLUmuD_xFiqtMT5obAOr3ROStBAEIqzbVxO1t8bnnTQlDQRVlJlLTXOo1rOq-8PzqKywrg6tv6baI0JoaSEmdvAF7EEoiyFViZlRjOJ-zTdqvl8fGTJ9j-ii0/s1600/Melanochromis+melanopterus+Undu+Reef+Ad+Konings.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0wtWsVyZVwKJkIea0bVQLUmuD_xFiqtMT5obAOr3ROStBAEIqzbVxO1t8bnnTQlDQRVlJlLTXOo1rOq-8PzqKywrg6tv6baI0JoaSEmdvAF7EEoiyFViZlRjOJ-zTdqvl8fGTJ9j-ii0/s1600/Melanochromis+melanopterus+Undu+Reef+Ad+Konings.jpg&quot; height=&quot;267&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. melanopterus Undu Reef hím&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Kezdjük a csoport névadó fajával. A Melanochromis melanopterus a Malawi-tó nagy részén előforduló faj, populációi között nagy a differencia, a teljesen kéktől a sötét olíva színűig, populációi megjelenésükben homogének. Két élőhely van a tó északnyugati részén, ahol kis eséllyel találkozhatunk velük, a Kande sziget és Mdoka környékén, ezeken a területeken más fajok töltik be szerepüket, melyek életmódja, táplálkozása nagyjából azonos a M. melanopteruséval. A keleti partvidék vizeiben Undu Pointnál északabbra szintén nem találhatóak meg, ezen a részen egy olyan sügér él, amelyik táplálkozás szempontjából nem specializálódott, algákat és az iszapban élő apró állatokat is eszi, halivadékot és planktont is fogyaszt. A M. melanopterus táplálkozásának alapja a természetes közegében a halivadék, de hasonlóan az előbb említett halhoz, mindenből kiveszi a részét. Amivel magyarázható, hogy a fajt egy másik hal helyettesítheti, pedig az, hogy a melanopterusokkal szemben nem territoriális az életmódja. Ez mind a szaporodásban, mind a táplálkozásban sikeresebbé teheti őket.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijncJ0Sue2wJHgUfQ6uLmpc-F7apQUUfjUyzchn2CLnl46S3aj7NWzpxaWYrrpxpg2ZuZSdLIrzNNAmwdERBjdS_VSecgygMWLHDJcsJuLcsFfwyN0O_jQiBJB52CgN-m_xw_N7kJu8X8/s1600/Melanochromis-melanopterus-Thumbi-East-Island-Male.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijncJ0Sue2wJHgUfQ6uLmpc-F7apQUUfjUyzchn2CLnl46S3aj7NWzpxaWYrrpxpg2ZuZSdLIrzNNAmwdERBjdS_VSecgygMWLHDJcsJuLcsFfwyN0O_jQiBJB52CgN-m_xw_N7kJu8X8/s1600/Melanochromis-melanopterus-Thumbi-East-Island-Male.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. melanopterus Thumbi Island hím&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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A melanopterusok 12-13 centisre nőnek a tóban, nőstényeik barnásak, hímjeik az említett kék-fekete-barnás színeket produkálják. A kifejlett állatok magányosan élnek, elfoglalnak egy barlangot, repedést, vagy egy sziklák közötti hézagot, ott állnak lesben, várva, hogy arra ússzon agy kisebb halakból álló raj (leginkább mbunák ivadékain élnek). Emellett alacsonyabb rendű rákokat, rovarokat és lárváikat fogyasztják. A fiatal állatok ivarérésükig kisebb csapatokban járnak, gyorsan haladnak át a területen, nagyjából mindent megpróbálnak megenni, ami ehetőnek tűnik. &lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwTWKPiwGFKWfBAiSlOHDsN1tXhQnX3H8Qso3Q1_mwYAL60Xf35evJitg1cNu_gBr6739tGesJaUhGrz9COJeJVpR_u0qgsISjOCybELVBKHdlSk1yTZiPYGnCGUZjiRB8_AiyyKlsDzc/s1600/melanochromis_melanopterus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwTWKPiwGFKWfBAiSlOHDsN1tXhQnX3H8Qso3Q1_mwYAL60Xf35evJitg1cNu_gBr6739tGesJaUhGrz9COJeJVpR_u0qgsISjOCybELVBKHdlSk1yTZiPYGnCGUZjiRB8_AiyyKlsDzc/s1600/melanochromis_melanopterus.jpg&quot; height=&quot;240&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. melanopterus Nakantenga Island hím&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Felépítésében nagyon hasonló fajként ismertethetjük a M. robustust, a témában kutató tudósok között erősen megoszlanak a vélemények, hogy lehet-e külön fajként említeni. Legtöbb esetben a M. melanopterusnál mélyebb , 20 méter körül találhatóak meg, alapszínükben jelentősen különböznek tőlük. A melanopterusokkal ellentétben, melyeknek a jellegzetes két vízszintes csíkjuk állandóan jelen van, a robustuson ezek nem lelhetőek fel, viszont bizonyos hangulatukban függőleges sávozottság figyelhető meg rajtuk, de kifejlett hímjeik az ikrafoltok kivételével világoskékek.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheWRk24MHVs308w-vesrApLKUgHAf2nW9hXwoBtTO-04YgzDDtDTBFRS890fs7d-5HegVQRl7EV53-ceGdBXp1mJTcyck_GgBKb09wjwOCJl7ihLdKcZjmOcR2G1cQfJ7JcjD2KOHmfI0/s1600/robustus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheWRk24MHVs308w-vesrApLKUgHAf2nW9hXwoBtTO-04YgzDDtDTBFRS890fs7d-5HegVQRl7EV53-ceGdBXp1mJTcyck_GgBKb09wjwOCJl7ihLdKcZjmOcR2G1cQfJ7JcjD2KOHmfI0/s1600/robustus.jpg&quot; height=&quot;150&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. robustus &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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Akváriumi tartásuknál vegyük figyelembe ragadozó természetüket, általánosságban erős territoriális viselkedésüket. Megfelelően &quot;zsúfoltan&quot; társítva, táplálkozásban egyező fajokkal együtt tartsuk, bőségesen biztosítunk számukra üregeket, barlangokat a személyes tér meglétéhez. Számoljunk azzal is, hogy mellettük nem marad meg más fajnak az ivadéka. </content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/8207727915387511365/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/06/melanochromis-iii.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8207727915387511365'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8207727915387511365'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/06/melanochromis-iii.html' title='Melanochromis III.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0wtWsVyZVwKJkIea0bVQLUmuD_xFiqtMT5obAOr3ROStBAEIqzbVxO1t8bnnTQlDQRVlJlLTXOo1rOq-8PzqKywrg6tv6baI0JoaSEmdvAF7EEoiyFViZlRjOJ-zTdqvl8fGTJ9j-ii0/s72-c/Melanochromis+melanopterus+Undu+Reef+Ad+Konings.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-2898786154541557398</id><published>2014-03-15T20:29:00.002+01:00</published><updated>2014-06-27T19:49:15.327+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="dialeptos"/><category scheme="http://www.blogger.com/atom/ns#" term="heterochromis"/><category scheme="http://www.blogger.com/atom/ns#" term="johannii"/><category scheme="http://www.blogger.com/atom/ns#" term="maingano"/><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis"/><category scheme="http://www.blogger.com/atom/ns#" term="perileucos"/><category scheme="http://www.blogger.com/atom/ns#" term="simulans"/><title type='text'>Melanochromis II. Mbunák csíkokkal</title><content type='html'>A Melanochromis nemzetség fajainak nagyobbik része az őket kutatók között egyértelmű a csoportba sorolás szempontjából, de többen közülük megosztják a tudósok véleményét. 1983-ban Anthony J. Ribbink a M. joanjohnsonae-t és a M. labrosust a genuson kívülre helyezte, Ad Konings szerint viszont egyértelműen a Melanochromisok között a helyük. A jelenleg a nemzetségbe sorolt fajok kétharmada, a Melanopterus fajcsoport tagjait is beleértve, az egykori definícióban szereplő jellegzetes színezetet mutatja, miszerint a nőstényeknek világos alapszínű testén két sötét vízszintes csík, a hímekén ezek a csíkok világoskékek vagy fehérek, testük sötétkék, vagy fekete. A többi Ad Konings alapján idesorolt faj azért kerül bele a felsorolásba, mert szerinte a Tawil által 2002-ben a Pseudotropheusokhoz történő átvezetés nem indokolt.&lt;br /&gt;
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A Melanochromis parallelus a görgetegzóna lakója, szexuál dichromatizmusuk kifejezett. Mindenevő táplálkozásúak, elsősorban algákat fogyasztanak, apró gerincteleneket, planktont. Van egy érdekes szokásuk, amit a Malawi-tóban sikerült megfigyelni. Az esős évszak után, ami sok fajnak kiemelkedő szaporodási időszaka, jelentősen megnő az ívási vetélkedések következtében a sebesülések száma. A harcokban legyengült, megsebesült halak úszóin, testén gombák, paraziták telepednek meg. A M. parallelus kifejlett hím egyedeit többször figyelték meg, hogy tisztogatja a nagyobb testű Haplochromisok testét, megszabadítják az élősködőktől őket. A nagyobb halak jellegzetes testtartást vesznek fel, amikor &quot;kérik&quot; a segítséget, nagyjából függőlegesen, fejjel felfelé helyezkednek el. A segítő nagyjából egy perc alatt végez, lecsipkedi a gombás úszóvégeket, kiszedik a parazitákat. Habár ez fájdalommal jár, mégsem esik bántódásuk, a szolgáltatás végén mindenki megy tovább a dolgára. Egyszer egy fiatal M. auratus hímet is sikerült ilyen tevékenység közben megfigyelni. Ami még érdekesebb, hogy a M. lepidiadaptes (béltartalom vizsgálata szerint rendszeresen fogyaszt pikkelyeket) tisztogatás közben szedi le a pikkelyeket a szolgáltatásra érkezőkről, külsőleg pedig a M. parallelust utánozza.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie5C-fiQs9JPGFhq1gmm7jgwLbImMX2bgvYQd4jUUvoyZdUswIhhEqrAxqZa20w7G8tyP5wt5IXL6gHWLCftX6yx9tMtuUZin7Mwhvj0-KGZ5eVPfQDEGiAPHUisdmLH5QQmW5_t7Eb1g/s1600/parallelus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie5C-fiQs9JPGFhq1gmm7jgwLbImMX2bgvYQd4jUUvoyZdUswIhhEqrAxqZa20w7G8tyP5wt5IXL6gHWLCftX6yx9tMtuUZin7Mwhvj0-KGZ5eVPfQDEGiAPHUisdmLH5QQmW5_t7Eb1g/s1600/parallelus.jpg&quot; height=&quot;240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. parallelus hím&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjib_h1Zftu6u-rb8WgUZO9xnWLldWqLfMz4A-lDTXc2GXre1hkBrqjEFUeGXBpgK2SaN2i06G4YlnGBwmcEdXtwxNrvT3GyexSJXwaJrrzNGEL92vaFujl1pWw3G0jmWLMz51dIfAxnwI/s1600/Melanochromis+parallelus+XL34+femelle2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjib_h1Zftu6u-rb8WgUZO9xnWLldWqLfMz4A-lDTXc2GXre1hkBrqjEFUeGXBpgK2SaN2i06G4YlnGBwmcEdXtwxNrvT3GyexSJXwaJrrzNGEL92vaFujl1pWw3G0jmWLMz51dIfAxnwI/s1600/Melanochromis+parallelus+XL34+femelle2.jpg&quot; height=&quot;194&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. parallelus nőstény&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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A M. heterochromis színezetében nagyon hasonlít a M. parallelusra, ezért feltételezhetnénk, hogy hímjeik között versenyhelyzet alakulhat ki, de szerencsére, habár élőhelyük nagyjából megegyezik, populációik sűrűsége nincs akkora, hogy ez gondot jelenthessen.&lt;br /&gt;
A mumbo-szigeti populáció nőstényeinek színezete annyiban eltér a megszokottól, hogy nem fehér, hanem sárgás alapszínűek. Lehetséges, hogy ez a táplálkozási szokásaik eredménye, de könnyen meglehet, hogy a faj sokféleségének eredménye, analóg a más mbunáknál előforduló OB változatokkal.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_ZQ14LBvDRjgCSCwrNgDqzf6s3qni_KjyPiupzACp0GI54YVE-HcPklsIPa4lYdtAbWjcTTEgafcumpkLH0yEbeO1OPOlylVb9pXZfy-Hh7WjWuZoq25gz8msnnb-QabZEyZwtuXxvZE/s1600/heterochromis.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_ZQ14LBvDRjgCSCwrNgDqzf6s3qni_KjyPiupzACp0GI54YVE-HcPklsIPa4lYdtAbWjcTTEgafcumpkLH0yEbeO1OPOlylVb9pXZfy-Hh7WjWuZoq25gz8msnnb-QabZEyZwtuXxvZE/s1600/heterochromis.jpg&quot; height=&quot;191&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M.Heterochromis hím&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUQoJhX4nhxKCwu2Ph5CYH7pjn7QjOgr4OXTNSujEcRkq2kpgTLltXQXwr4wfOzmpDD2UGbCSfyW0C6sc1ZJ31-ornfcZdKQLz9ABpFf1o0e6wg3dv7jkYqlXplt9OatnuQOZwCowOn2A/s1600/heterochromis1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUQoJhX4nhxKCwu2Ph5CYH7pjn7QjOgr4OXTNSujEcRkq2kpgTLltXQXwr4wfOzmpDD2UGbCSfyW0C6sc1ZJ31-ornfcZdKQLz9ABpFf1o0e6wg3dv7jkYqlXplt9OatnuQOZwCowOn2A/s1600/heterochromis1.jpg&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. heterochromis nőstény&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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A M. auratust sokan jól ismerjük, a legelső halak egyike, ami a tóból akváriumi tartásba került. Kevésbé ismert valamivel, hogy van egy alfajként nyilvántartott, szűkebb előfordulási területű, táplálkozási szempontból kevésbé specializálódott alfaj, a M. sp. &quot;auratus elongate&quot;.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLgIWKE_1-neqpE6wMXhbb9WB6EI4RGErgQh2dKMuOdhEIvTNCxYmOcUEtle3iPa-vQvwLbpMaYq730IDKMDWVtN7YomjRkFimKrY1aQMuYuDs8nb-zYMiLWc6LKMUn_IHS62jfH0p4Hg/s1600/auratus+elongate1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLgIWKE_1-neqpE6wMXhbb9WB6EI4RGErgQh2dKMuOdhEIvTNCxYmOcUEtle3iPa-vQvwLbpMaYq730IDKMDWVtN7YomjRkFimKrY1aQMuYuDs8nb-zYMiLWc6LKMUn_IHS62jfH0p4Hg/s1600/auratus+elongate1.jpg&quot; height=&quot;240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. sp. &quot;auratus elongate&quot; hím&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirZvmucbxbLvXbAv1ghAoOHoEsBIJkENA64jUKjQ9YP2pBfiimkI-2a-0LQKjHpMZvpoL0oI4hz7z1Aq7ISHcTSIlDxi1G70nPs-SpG03bLLnQ5KuYzYqcNuUFgSFHr6KyhWHWaf11Yds/s1600/auratus+elongate.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirZvmucbxbLvXbAv1ghAoOHoEsBIJkENA64jUKjQ9YP2pBfiimkI-2a-0LQKjHpMZvpoL0oI4hz7z1Aq7ISHcTSIlDxi1G70nPs-SpG03bLLnQ5KuYzYqcNuUFgSFHr6KyhWHWaf11Yds/s1600/auratus+elongate.jpg&quot; height=&quot;240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. sp. &quot;auratus elongate&quot; nőstény&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
A Melanochromis dialeptos egy ritkábban tartott faj, ami előfordulási területét tekintve átfedésben van a M. auratus-szal, a M. sp. &quot;auratus elongate&quot;-val, a M. heterochromis-szal és a M. simulans-szal egyaránt. Nagyon valószínű, hogy ez az öt &quot;halfaj&quot; a nem túl régi múltban a jelenleginél jóval kisebb differenciáltságot mutatott, az egymástó való eltávolodás oka a táplálékspecializálódás, ami egyértelműen meg is mutatkozik. Ha testalakjukban nem is, de fogaik és garatfogaik között már fellelhető az eltérés.A M. sp. &quot;auratus elongate&quot; és a M. simulans kifejezetten ragadozó életmódra látszik berendezkedni, míg a többiek vegyes táplálkozásúak, illetve növényevők túlnyomórészt.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigZLCOJQ-5pVqnWEZteSkiLh4GJjW_Bvna6vdDBjZMXeY06rmtqislmCswmqtTfC703tdEu13nLW8qWlVyABQo9EHdKyjcsKrgHiJvuV4wp2fQwYuYs36IQr8C8W8yppIHV5QaxeGRp_s/s1600/dialeptos.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigZLCOJQ-5pVqnWEZteSkiLh4GJjW_Bvna6vdDBjZMXeY06rmtqislmCswmqtTfC703tdEu13nLW8qWlVyABQo9EHdKyjcsKrgHiJvuV4wp2fQwYuYs36IQr8C8W8yppIHV5QaxeGRp_s/s1600/dialeptos.jpg&quot; height=&quot;272&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. dialeptos&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitgkhIYchFR74pACI66G2Ydm0uxeeuMBd4wW81QQW_tuvDJqTfEZ01So3ofhu1t2KeVUvEpr__0vPDMoAfvsm-2gU4b_2yZzY7Kz2sIjzXWFAoHYJqahgh0spe4aYjbI3kqjw9EaTC8l4/s1600/db_Melanochromis_dialeptos_Lumessi_81.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitgkhIYchFR74pACI66G2Ydm0uxeeuMBd4wW81QQW_tuvDJqTfEZ01So3ofhu1t2KeVUvEpr__0vPDMoAfvsm-2gU4b_2yZzY7Kz2sIjzXWFAoHYJqahgh0spe4aYjbI3kqjw9EaTC8l4/s1600/db_Melanochromis_dialeptos_Lumessi_81.jpg&quot; height=&quot;200&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. sp. &quot;dialeptos blue&quot; &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4CnJ0ACPbz_0QfDJRf72N_XJ7Q4l_gd6K6HVMUinVhlJ7kbI-9hugqxvvpt3O8EnRyq_cz73bIewYxJDiRNR40fvTINs0qBoM4fcbWaGqNH0E1YLzCO4sqyuNolhmXFfu_CQ0Zn5M1rU/s1600/Melanochromis+simulans+Chiofu+2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4CnJ0ACPbz_0QfDJRf72N_XJ7Q4l_gd6K6HVMUinVhlJ7kbI-9hugqxvvpt3O8EnRyq_cz73bIewYxJDiRNR40fvTINs0qBoM4fcbWaGqNH0E1YLzCO4sqyuNolhmXFfu_CQ0Zn5M1rU/s1600/Melanochromis+simulans+Chiofu+2.jpg&quot; height=&quot;263&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. simulans hím&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdbPa6tMOK1pG2cFK1Wi29Z79qSEgv6ND4o_frdIAu0uoZMhABS3LOqKVgcRPCIdDhkc0Bh0zJWyM-j2bGMhgD8YY6gZUrZE70Vm5czNiKpnWv357ysnS-FqBz1vezpF6SpZFh_uQOnzw/s1600/Melanochromis+simulans+Chiofu+32.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdbPa6tMOK1pG2cFK1Wi29Z79qSEgv6ND4o_frdIAu0uoZMhABS3LOqKVgcRPCIdDhkc0Bh0zJWyM-j2bGMhgD8YY6gZUrZE70Vm5czNiKpnWv357ysnS-FqBz1vezpF6SpZFh_uQOnzw/s1600/Melanochromis+simulans+Chiofu+32.jpg&quot; height=&quot;261&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. simulans nőstény&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Van egy másik hasonló, négy fajból álló csoport a nemzetségen belül, melyek valamelyes hasonlóságot mutatnak az auratus-csoport tagjaival, maradtak bizonyos mértékű anatómiai egyezéseik. Tudományosan is el vannak különítve egymástól. Nőstényeik az eddigi Melanochromisoktól eltérően egyszínű sárgák, a nagyon halvány citromsárgától az egészen narancsos árnyalatúakig változnak.&lt;br /&gt;
&lt;br /&gt;
A M. johannii-t keleti part egy szakaszán találhatjuk meg Makanjila Point és Chuanga között.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsEXntpJo8UwmOQh897_RnMdBs0QJDdHbccXgHJVD7beSy6UkQ-JF0V573FlUKRQH9-aGZVssammqGNcYpuzppldMCskJHMiyvFvE_fmwzYMWxQDOuhPUKijTjGCrQJgBzOtZ6gngom0Q/s1600/johannii.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsEXntpJo8UwmOQh897_RnMdBs0QJDdHbccXgHJVD7beSy6UkQ-JF0V573FlUKRQH9-aGZVssammqGNcYpuzppldMCskJHMiyvFvE_fmwzYMWxQDOuhPUKijTjGCrQJgBzOtZ6gngom0Q/s1600/johannii.jpg&quot; height=&quot;240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. johannii&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
A M. interruptus négy jól elkülönülő populációja ismert, a nőstények kifejezetten narancssárga színűek.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0hrZ5C_X5LfKspjDDx6PssNARmCpl_FoB85cFDTBhpMn2H3K6LomOr7gjaBb4x3LzQOk_7gc-XlDfCwKgytpfGp9u4foQhlWXpFQmzcNZdPrTV1JxKnje3WAAkDedVhKgMDSNOVa8EpA/s1600/interruptus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0hrZ5C_X5LfKspjDDx6PssNARmCpl_FoB85cFDTBhpMn2H3K6LomOr7gjaBb4x3LzQOk_7gc-XlDfCwKgytpfGp9u4foQhlWXpFQmzcNZdPrTV1JxKnje3WAAkDedVhKgMDSNOVa8EpA/s1600/interruptus.jpg&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
A jól ismert Maingano, a M. cyaneorhabdos, aminél a nemek közötti különbségeket első ránézésre lehetetlen felfedezni.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH1YKzsTv-7woyIZLOUPHxHaTVcqsvTNuHLV2-hk0-JSAOMv0RHi_N8w7qh8He7Jf2Oem3gMqDpZdW9NdwngujCmzDXP5fCE7aKMSr3HqZUj9IShxB6zCyhRBFUCkoBR0N1l5tRDtwvYg/s1600/melanochromis_cyaneorhabdos_01.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH1YKzsTv-7woyIZLOUPHxHaTVcqsvTNuHLV2-hk0-JSAOMv0RHi_N8w7qh8He7Jf2Oem3gMqDpZdW9NdwngujCmzDXP5fCE7aKMSr3HqZUj9IShxB6zCyhRBFUCkoBR0N1l5tRDtwvYg/s1600/melanochromis_cyaneorhabdos_01.jpg&quot; height=&quot;240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&quot;Maingano&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_RPVjCd0MJAPesJyjrVGe843dvF7DVO_8b9HE_ncYuXfM16InYXrs_lTpkfo7PzWoMvFENLDfNva7oAIOIYfjOkKtHaPIHbA437tUk2fDj8bdDw3GSk7M1Q2hGp8VKJjiPeZWgHAonuQ/s1600/Pseudotropheus+perileucos+male6+800.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_RPVjCd0MJAPesJyjrVGe843dvF7DVO_8b9HE_ncYuXfM16InYXrs_lTpkfo7PzWoMvFENLDfNva7oAIOIYfjOkKtHaPIHbA437tUk2fDj8bdDw3GSk7M1Q2hGp8VKJjiPeZWgHAonuQ/s1600/Pseudotropheus+perileucos+male6+800.jpg&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. perileucos&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/2898786154541557398/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/03/melanochromis-ii-mbunak-csikokkal.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/2898786154541557398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/2898786154541557398'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/03/melanochromis-ii-mbunak-csikokkal.html' title='Melanochromis II. Mbunák csíkokkal'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie5C-fiQs9JPGFhq1gmm7jgwLbImMX2bgvYQd4jUUvoyZdUswIhhEqrAxqZa20w7G8tyP5wt5IXL6gHWLCftX6yx9tMtuUZin7Mwhvj0-KGZ5eVPfQDEGiAPHUisdmLH5QQmW5_t7Eb1g/s72-c/parallelus.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-6655370202160636724</id><published>2014-02-14T17:57:00.002+01:00</published><updated>2014-02-16T12:23:20.568+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="búvárkodás"/><category scheme="http://www.blogger.com/atom/ns#" term="diving"/><category scheme="http://www.blogger.com/atom/ns#" term="Lake Tanganyika"/><category scheme="http://www.blogger.com/atom/ns#" term="Tanganyika-tó"/><title type='text'>Búvárkodás a Tanganyika-tóban</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;span id=&quot;goog_771606789&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_771606790&quot;&gt;&lt;/span&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/6655370202160636724/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/02/buvarkodas-tanganyika-toban.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/6655370202160636724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/6655370202160636724'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/02/buvarkodas-tanganyika-toban.html' title='Búvárkodás a Tanganyika-tóban'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-7289507568390973520</id><published>2014-01-28T09:20:00.000+01:00</published><updated>2014-01-28T09:39:05.064+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cyphotilapia gibberosa Tanzania Blue &#39;Kipili&#39; csapat 14 hónaposan"/><title type='text'>14 hónapos gibberosák</title><content type='html'>&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;br /&gt;
Bejegyzésem témája az ígérttel ellentétben nem a Melanochromis 
nemzetség további tárgyalása, bár arról sem feledkeztem el, de amilyen 
öröm ért, azt muszáj mindenkivel megosztanom.&lt;br /&gt;
&lt;br /&gt;
Egy 
kedves ismerős, aki az általam tartott vadon fogott Cyphotilapia 
gibberosák ivadékaiból egy boldog csapat tulajdonosa lett, rendszeresen 
megörvendeztet azzal, hogy párperceseket tölt fel róluk az egyik jól 
ismert videómegosztóra. Öröm látni, milyen ütemben fejlődnek nála a 
halak. Az akváriumban lévő legnagyobb Botia macracanta 21-22 cm-es 
testhosszú, ez jó viszonyítási alap lehet. A halak 14 hónapos korában 
készült a videó.</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/7289507568390973520/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/01/14-honapos-gibberosak.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7289507568390973520'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7289507568390973520'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/01/14-honapos-gibberosak.html' title='14 hónapos gibberosák'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-8058202892444677009</id><published>2014-01-26T20:54:00.001+01:00</published><updated>2014-01-27T09:02:08.803+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Melanochromis"/><title type='text'>Melanochromis</title><content type='html'>A Melanochromis nem tagjai közé egykoron 26 fajt soroltak. Mint ahogy általában lenni szokott, az új és még újabb kutatások eredményeként lettek, amiket máshova soroltak át, de közben addig nem ismerteket is felfedeztek a tudomány számára. Ad Konings összefoglalása szerint 19 fajt és 4 alfajt sorolhatunk ide.&lt;br /&gt;
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A legtöbbjük rendszeresen megfordul az akvaristák otthonában is, de találunk köztük Vörös Könyves fajt is, melyeket kifogójuknak vissza kell helyezni éltető elemébe. Ilyen a Melanochremis brevis is, melyet 1935-ben írt le Trewavas. A Malawi-tó déli partjai mentén élő, egykor sem jelentős méretű populációja nagyfokú fenyegetettségnek van kitéve a túlzott halászat miatt. A &lt;b&gt;&lt;/b&gt;fajt Pseudotropheusként is említik, azonban az elvégzett állkapocs- és garatfogvizsgálatok egyértelműsítik hovatartozását. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh565G9BhbI0B9eKmaKouUv2yQP_aHIX3gITX0ho726gus7ni2zZb2xNWJXEy2a3-VT_XlT9h-c7LM2PCNZJuUdzlgY5hSWE1MpdKe52Nh_9bLkAhcE4fzPpTV0uuOeyOfunnRxBujdezI/s1600/a080-01.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh565G9BhbI0B9eKmaKouUv2yQP_aHIX3gITX0ho726gus7ni2zZb2xNWJXEy2a3-VT_XlT9h-c7LM2PCNZJuUdzlgY5hSWE1MpdKe52Nh_9bLkAhcE4fzPpTV0uuOeyOfunnRxBujdezI/s1600/a080-01.gif&quot; height=&quot;183&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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A mellékelt ábrán két elülső fog stilizált rajza&lt;u&gt; &lt;/u&gt;látható, a bal oldali&lt;br /&gt;
a Melanochromisokra jellemző, míg a jobb oldali a Labidochromiok meghatározó bélyege lehet.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFpwQERFavLOMUU3nSOI8jlDjZw3TEWWiKLBMAdYMpZGq1vEEd72rEy4T4-AswtILdeSU-KyMsGlOUfs3tPW1sIDK0FtoM0IzQgnR0C1ROHBo3LEaZoWel-G2UiwQHzqfCQH328dwSuR8/s1600/a080-02.gif&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFpwQERFavLOMUU3nSOI8jlDjZw3TEWWiKLBMAdYMpZGq1vEEd72rEy4T4-AswtILdeSU-KyMsGlOUfs3tPW1sIDK0FtoM0IzQgnR0C1ROHBo3LEaZoWel-G2UiwQHzqfCQH328dwSuR8/s1600/a080-02.gif&quot; height=&quot;200&quot; width=&quot;77&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Ezen pedig a Melanochromisokra és a&lt;br /&gt;
Pseudotropheusokra&amp;nbsp; &lt;br /&gt;
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jellemző alsó garatfog példái láthatóak,&lt;/div&gt;
A: M. melanopterus,&amp;nbsp; &lt;br /&gt;
B: M. auratus,&lt;br /&gt;
C: P. zebra&lt;br /&gt;
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A nemet 1935-ben Dr. Ethelwyn Trewavas jegyezte le, az előző ábrákon feltüntetett különbségek alapján különítve el a Pseudotropheusoktól. A melanochromis fekete sügért jelent, ezzel is utalva a hímjeik sötét alapszínére. A leírás alapját a M. melanopterus és a M. vermivorous képezték, megnyúlt pofarészű, viszonylag zömök felépítésű halak, túlnyomórészt függőleges csíkozással. Nem csak ez a fajta színezet jellemző az idetartozó fajokra, legtöbbjüknek csak a háti részen vannak vízszintes csíkjai.&lt;br /&gt;
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A genust két nagyobb csoportra bontják a terület specialistái a koponyájuk felépítése és a táplálkozási szokásaik alapján. Az első csoportba tartozóak nagytestű mbunák megnyúlt, hegyes orral, széles szájjal. Állkapcsi fogaik száma lecsökkent, de szélesek és viszonylag szellősen elhelyezkedőek. Garatfogaik nagyméretűek, általában gerinctelen állatokkal táplálkoznak, alkalomadtán halakat is elfogyasztanak.&lt;br /&gt;
Ezt akváriumi megfigyelések is alátámasztják a M. melanopterus, M. simulans és M. chipokae fajoknál.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuJQIAgQ_LJl8CsHUb1bv2IoMdJFCYd0i22rpRQ-yvCMpQ-7z3yUQIPQd9wPrYIhNll080d8_ovYrMtZEHP7CFHe-CbEu5AXtx0wdAWldxBehZjEIUADvCvxM9L19fxQIDWJ2CIlgLpxY/s1600/melanochromis_melanopterus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuJQIAgQ_LJl8CsHUb1bv2IoMdJFCYd0i22rpRQ-yvCMpQ-7z3yUQIPQd9wPrYIhNll080d8_ovYrMtZEHP7CFHe-CbEu5AXtx0wdAWldxBehZjEIUADvCvxM9L19fxQIDWJ2CIlgLpxY/s1600/melanochromis_melanopterus.jpg&quot; height=&quot;192&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. melanopterus&lt;/td&gt;&lt;/tr&gt;
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A második csoportba&amp;nbsp; kis- és közepes termetű mbuna sügerek tartoznak rövid, legömbölyített orr-résszel, relatív keskenyebb szájjal. A benne elhelyezkedő fogaik nem nagyobbodtak meg jelentősen, sűrűbb elhelyezkedésűek, garatfogaik közül csak a hátsó mutat valamelyest nagyobb méretet. Táplálkozásukat tekintve tipikus legelészők, a sziklák algabevonatát rágják le, a benne élő gerinctelenek jelentik az állati fehérjebevitelt. Az akváriumokban széleskörűen elterjedt M. auratus hozható fel a csoport tipikus képviselőjeként.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPido68ynsocF96ZB3_ib4LfZiGhdnV3Iql1nL7V_-G_z4A8umcgUmnlr_qHJlGQtKC-59vnXrQFCDduH0JQX0utOJrLsAGI49NU07dx4UC4itW4M0G9ldqLd00r0i7XbUPplUBokXgnA/s1600/auratuss.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPido68ynsocF96ZB3_ib4LfZiGhdnV3Iql1nL7V_-G_z4A8umcgUmnlr_qHJlGQtKC-59vnXrQFCDduH0JQX0utOJrLsAGI49NU07dx4UC4itW4M0G9ldqLd00r0i7XbUPplUBokXgnA/s1600/auratuss.jpg&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. auratus&lt;/td&gt;&lt;/tr&gt;
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&amp;nbsp;Akváriumi tartásuk nem különbözik lényegesen a többi mbuna sügérétől, de sikeresen szaporodó csapataik fenntartásához nagyobb odafigyelés szükséges a magasabb fokú fajon belüli és fajok közötti agresszivitásuk miatt. A M. auratus kiváló példája ennek, nagyon sokan választják a kereskedésekben a fiatal korukban feltűnő, ragyogó sárga színezetű halakat. Az ivarérett hímek azonban, bármilyen csodálatosan is néznek ki, talán a legagresszívabbak a könnyebben elérhető fajok közül. A hím Melanochromisok általában nehezen tolerálják azonos nemű fajtársaik jelenlétét. Könnyen belátható, hogy kisméretű akváriumban az állandó zaklatás, kergetés, verekedés a gyengébb egyed elpusztulásához vezet. Legalább 400 literes akváriumot érdemes berendezni számukra, ami nagyobb méretű kövekkel térben jól fel van osztva, lehetőség szerint minél több halat tegyünk bele. Ez alól kivétel lehet a M. interruptus és a M. johannii, jóval kisebb termetük miatt elegendő lehet akár egy 200 literes akvárium is számukra.&lt;br /&gt;
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&amp;nbsp;Jó lehetőség arra, hogy a hímek közti agressziót a lehető legkisebb mértékűre csökkentsük, ha minél több hímet szerzünk be, hiszen ebben az esetben nem lesz egy egyed a zaklatás állandó célpontja. Másik lehetőség, hogy az akváriumunkban csak hímeket tartunk, ebben az esetben a legfőbb versengési okot küszöböljük ki, a szaporodást. Ha nincs nőstény, aminek a kegyeiért harcolni kell, meglepően békés, kiegyensúlyozott társaságot tudhatunk magunkénak. Csodálatos díszakváriumokat lehet így hosszú ideig fenntartani.&lt;br /&gt;
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Másik lehetőség, ha két fajt teszünk egy akváriumba. Itt azonban legyünk óvatosak, az ugyanabba a csoportba tartozó fajoknál fennállhat az összeívás veszélye, és a túlzott agresszió is előfordulhat. Inkább szerezzünk be a melanopterus csoportból és az auratus csoportból is egy-egy fajt, a két csoport hímjei nem látnak egymásban vetélytársat. Tény, hogy alapesetben a hím auratusok eltűrik a többi mbunát maguk körül, de ha valamelyik nősténye hajlandóságot mutat elfogadni az udvarlását, akkor az egyetlen kiszemelt kivételével semmilyen más halat nem hajlandó megtűrni a területén. Érthető, hogy a nagyméretű akváriumok ajánlottak tartásukhoz, hiszen egy auratus hím egy átlag 200 literes felét-kétharmadát is kisajátítja ívási területnek.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjwSvT40eId8QaY7w_PCyuXHVN5fH1Xs846VFo7EGi4WrvJbEAEZHuyu7YsoU_TxAmBPedhKOHqLUmw8sgE8nlXIXPjpjDnOPP0VbpEtdxKiVDjtjtZC7RzklStGJYHV2woRzKeyOC30o/s1600/Melanochromis.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjwSvT40eId8QaY7w_PCyuXHVN5fH1Xs846VFo7EGi4WrvJbEAEZHuyu7YsoU_TxAmBPedhKOHqLUmw8sgE8nlXIXPjpjDnOPP0VbpEtdxKiVDjtjtZC7RzklStGJYHV2woRzKeyOC30o/s1600/Melanochromis.jpg&quot; height=&quot;240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;M. auratus természetes élőhelyén&lt;/td&gt;&lt;/tr&gt;
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A Melanochromisok, mint az összes mbuna, poligám anyai szájköltők. A hímek ugyanolyan vehemenciával védik az aktuális hitvesüket, mint ahogyan a saját területüket. A nőstények sikerének titka abban rejlik, hogy az élettér, amit a faj elfoglal, a sok sziklának köszönhetően tele van búvóhelyekkel, nem utolsó sorban kiváló úszók is. A nőstények laza csapatokban, a hímek területén kóborolva élnek, így ők választhatják ki a&amp;nbsp; legjobb erőnlétben lévő, legélénkebb, legharciasabb, legnagyobb területet megvédeni képes, valószínűleg legjobb génállománnyal rendelkező apát az ivadékoknak.&lt;br /&gt;
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A természetben a párzás a hím területének közepén, egy általa készített gödörben zajlik, a megtermékenyítés a nőstény szájában történik meg. Ha az ívásnak vége, a nősténynek sürgősen odébb kell állnia, tudniillik a hím csak addig mutat szimpátiát, amíg érdeke is fűződik hozzá. Ha a pillanatnyi érdek megszűnik, igencsak harciassá válik az imént még szeretett asszony irányában, akinek viszont szüksége lesz az összes energiájára, hiszen az elkövetkező heteket az ikrák gondozásával fogja tölteni, táplálékot nem, vagy csak alig véve magához.&lt;br /&gt;
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Érdekes megfigyelés, hogy bizonyos fajok nőstényei koruk előrehaladtával besötétednek, a hímek színezetére hasonló ruhát öltenek, olyannyira, hogy szinte lehetetlen ránézésre megkülönböztetni a nemeket egymástól. Jellemző ez a M. auratusra, a M.&amp;nbsp; melanopterusra, de más mbuna fajoknál is megfigyelhető, mint a Pseudotropheus lombardoi-nál és a P. minutusnál is. Nagy valószínűséggel a petefészek csökkent működéséből eredeztethető hormonális viszonyok megváltozásának eredményeképpen létrejövő változás. Ami érdekes, hogy ez a jelenség teljesen hétköznapi a Melanochromisoknál, a Pseudochromisoknál alkalomszerű, a Labidochromisoknál viszont még nem írtak le hasonlót, holott a petefészkek működésének leállása mindhárom nemben ismert.&lt;br /&gt;
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Az összes mbunasügér jellegzetessége a szexuális dimorfizmus, ragyogó színű hímek, visszafogottabb színezetű nőstények. Érdekes lehet az az evolúciós tényező, amely oda vezethetett, hogy a szaporodásból kiesett nőstények a hímekéhez hasonlóvá váljanak, vajon mi lehetett az oka annak, hogy ezek a példányok sikeresebbek voltak?&lt;br /&gt;
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28-29 °C-on a nőstények 20-21 napig hordák szájukban az ivadékokat, példamutató anyák. Tartásukkor gondoskodjunk búvóhelyekről számukra, nyugodtabban vészelik át ezt az időszakot, ha nincsenek folyamatos zaklatásnak kitéve. A szájköltés időszakának utolsó napjaiban viszont kifejezetten agresszívvá válnak, fordul a kocka, ők üldöznek, kergetnek minden lakótársat. Az ivadékok kiengedésekor ez jól jöhet, hiszen a rangsorban feljebb lépkedőt az alárendeltebbek kerülik, nagyobb biztonságban vannak a kicsinyei, amikor éppen a közelében úszkálva táplálkoznak. Pár napig kísérgeti, óvja ivadékait, azután magukra hagyja őket. Nyilván akváriumban a nagy népsűrűségnek köszönhetően elég kicsi az esélye az apróságok megmaradásának, ha fel akarjuk nevelni a társaságot, közbe kell avatkoznunk, ki kell köptetni az anyával az ivadékokat, majd visszahelyezni a közös akváriumba.&lt;br /&gt;
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Jó minőségű tápokat, növényi és állati eredetű táplálékot biztosítva gyorsan fejlődnek. Az auratus csoportba tartozó fajok&amp;nbsp; 8 hetes korukban 3-4 centiméteresek, 3 hónapos korukban 5-6 centisek, a hímek elkezdik felölteni felnőttkorra jellemző színezetüket 6-9 hónapos koruk között. A melanopterus csoport tagjai viszont nem kezdenek el színesedni a 10. hónap előtt, de érdekes, hogy ez nem kötött az ivari éréshez, juvenilis színezetű hímek is képesek sikeres ívásra.&lt;br /&gt;
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Következő alkalommal a nemzetségbe tartozó fajok ismertetésére koncentrálunk.
&lt;!-- Blogger automated replacement: &quot;https://images-blogger-opensocial.googleusercontent.com/gadgets/proxy?url=http%3A%2F%2F4.bp.blogspot.com%2F-sZ9LC2TwDsg%2FUuFXgI-5J3I%2FAAAAAAAAARQ%2FMQNeaIJhMbw%2Fs1600%2Fa080-01.gif&amp;amp;container=blogger&amp;amp;gadget=a&amp;amp;rewriteMime=image%2F*&quot; with &quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh565G9BhbI0B9eKmaKouUv2yQP_aHIX3gITX0ho726gus7ni2zZb2xNWJXEy2a3-VT_XlT9h-c7LM2PCNZJuUdzlgY5hSWE1MpdKe52Nh_9bLkAhcE4fzPpTV0uuOeyOfunnRxBujdezI/s1600/a080-01.gif&quot; --&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/8058202892444677009/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/01/melanochromis.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8058202892444677009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8058202892444677009'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/01/melanochromis.html' title='Melanochromis'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8ur5S_KqTaz_2PdvWrEMdTWnqDuFMXhjJ9l_trt6P4Ghw7I_cqbVBdl-Mx-oPhxOgjtGhlQi2FIwrYhk57zUZWhDyy2mxKJdsJDlMQ5ChnDOBCfV5uevJOwy1R803YO7RQB9CSQUHqsU/s72-c/Melanochromis-brevis-Chinyankwazi-Island-Male.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-6570035848656874969</id><published>2014-01-11T21:44:00.001+01:00</published><updated>2014-01-13T21:21:19.515+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Malawi természetfilm"/><title type='text'>Malawi és a csillagok tava</title><content type='html'>&lt;br /&gt;
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A &quot;Malawi és a csillagok tava&quot; című filmet 2009-ben forgatták. Jó általános jellemzést ad az ottani emberek, állatok, a tó helyzetéről. Reméljük, a jelenlegi állapotot sikerül stabilizálni, hosszú távon fenntartani. Nagyszerű felvételek, csodás tájak, emberek.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/6570035848656874969/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2014/01/malawi-es-csillagok-tava.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/6570035848656874969'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/6570035848656874969'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2014/01/malawi-es-csillagok-tava.html' title='Malawi és a csillagok tava'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZi0UQYI-ESj9bkTlcoOq05IwHgJkYYEqgmpOBwma55EC9jNSAvWgWLyGYUODSsAsNGhheV46n0vm-0sg46pcW58tbHUyH7VY5WKOP-KDMsGzSVM2kr4bqh-WDwetNNKsc40If4dyZRDI/s72-c/teny%C3%A9r.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-8888297282021325956</id><published>2013-10-16T19:23:00.001+02:00</published><updated>2013-10-16T19:23:34.913+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="film of the Lake Malawi"/><category scheme="http://www.blogger.com/atom/ns#" term="Lake Malawi cichlids"/><category scheme="http://www.blogger.com/atom/ns#" term="Malawi-tó sügerei"/><title type='text'>Film a Malawi-tóról</title><content type='html'>Az alábbi filmrészleteket sajnos egyben nem találtam meg sehol, de így is mindenkinek ajánlom figyelmébe!&lt;br /&gt;
Nagyszerű képek, csodálatos halak, tájak. Angol nyelvtudás szükségeltetik. &lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/8888297282021325956/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/10/film-malawi-torol.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8888297282021325956'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8888297282021325956'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/10/film-malawi-torol.html' title='Film a Malawi-tóról'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-3772679762790487687</id><published>2013-09-03T17:03:00.000+02:00</published><updated>2013-09-06T19:39:07.667+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="astatotilapia aenocolor"/><category scheme="http://www.blogger.com/atom/ns#" term="rézsügér"/><category scheme="http://www.blogger.com/atom/ns#" term="yellow belly"/><title type='text'>Astatotilapia aenocolor</title><content type='html'>A bejegyzés főszereplője, eme csodás, színes halacska 1973-ban, Greenwood által lett a tudomány számára leírva. A kereskedelmi marketing kisebb zavart hozott létre besorolásában, többen a mai napig Haplochromis-ként emlegetik, és úgy említik, mint viktória-tavi endemikus fajt. Ez a kijelentés cseppet sem helytálló, ugyanis az Albert-tó, a George-tó, a Edward-tó és a Kazinga-csatorna partmenti vizeiben, náddal benőtt részein találhatóak meg. Nyílt vizű részeken eddig nem fogták be a fajt, annál inkább a papirusznádasok kisebb tavaiban, tisztás részein.&lt;br /&gt;
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Élőhelyük adottságaiból adódóan elsősorban az itt legnagyobb mennyiségben fellelhető táplálékféleségeket fogyasztják, a törmelékes iszapból válogatják ki az eledelnek még alkalmas növényi darabkákat, a rovarlárvákat vadásszák, természetesen előfordul, hogy halivadékokat is elkapnak. &lt;br /&gt;
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A feltűnően színes hímek kifejlett korukban 12 centiméteres testhosszt érhetnek el, egyszerűbb, ezüstös-szürkés ruházatú nőstényeik a nyolc centimétert ritkán haladják meg.&lt;br /&gt;
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Jól látható, hogy a két nem színezete erősen különbözik egymástól. Csapatban tartva a fiatalabb, kisebb termetű hímek nem mutatják ezt a látványos színezetet, az ikrafoltok megléte vagy nem léte nem túl biztos információ, ugyanis a nőstényeknek is vannak, inkább azok mérete, száma adhat némi segítséget az elkülönítéshez- a hímeknél nagyobb méretű és több is található belőlük. Hangulataik erősen befolyásolják színeik élénkségét, még a legdominánsabb hím is a másodperc töredéke alatt képes teljesen kifakulni, elszíntelenedni, ha teszem azt akváriumukba nyúlunk a hálóval. Ugyanakkor íváskor, vagy dominanciavita közben olyan színkavalkádot mutatnak be, amit nehéz leírni, ezt látni kell.&lt;/div&gt;
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Erősen megoszlanak a vélemények társíthatóságukról, sokan kifejezetten agresszív halként emlegetik őket, míg másoknál nem jelentkeznek az ebből eredő gondok. &lt;/div&gt;
Ebben a témában jobban körülnézve sokféle társítással találkozhatunk. Vannak, akik tanganyika-tavi csigasügérekkel, Lamprologusokkal, Alto- és Neolamprologusokkal , többen mbuna sügerekkel tartják együtt őket, de olyanról is hallani, hogy elevenszülők között éldegélnek. Ezek alapján azt mondhatjuk, hogy olyan nagy problémát azért nem jelenthet az elhelyezésük. Szó mi szó, hímjeik állandóan versengenek egymással, de hát melyik sügér ne lenne ilyen? Nyilván, ha az akvárium, amiben élnek, túl kicsi, esetleg nem megfelelően tagolt térben, abból adódhatnak náluk is komolyabb problémák, de ha ezek a korlátozó tényezők kiküszöbölhetőek, akkor egy-két beszakadt úszón kívül nagyobb gond nem történhet. &lt;br /&gt;
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Gyors mozgású, élénk halacskák, állandóan jönnek-mennek, tesznek-vesznek, nem állnak le egy percre sem. Szerelmi kalandjaikat is hasonló sebességgel bonyolítják le, annak ellenére, hogy viszonylag kis termetük ellenére nagy ikraszám várható tőlük. A hím az ívás ideje alatt minden más halat elkerget a választott helytől, aminek az előkészítését nem viszi különösebben túlzásba. Tulajdonképpen azon kívül nem sokat tesz, hogy csalogatja a nőstényt. Semmi hosszadalmas tisztogatás, vagy gödörásás. Egy 5-6 centis nőstény akár 30-40 ivadékot is sikeresen nevelget kibocsájtásukig, de utána is hősiesen védelmezi, sokáig visszaengedi&amp;nbsp; szájába azokat. Megfigyelések szerint a kifogott nőstény a szájából esetleg kihulló ikrákat újból összeszedi, anyai ösztönei kimagaslóak a szájköltők között.&amp;nbsp;&lt;/div&gt;
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Amennyiben szaporulatot szeretnénk, mégse hagyjuk a közös akváriumban megtörténni az ivadékok szabadon engedését, mert hímjeik és éppen nem forgató nőstényeik levadásszák azokat. Ivadékaik gyorsan nőnek, nem válogatnak az eleségben, nagyon komoly alkalmazkodóképességgel rendelkeznek.&amp;nbsp;&lt;/div&gt;
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Mindenféle eleséget azonnal, gondolkodás nélkül elfogadnak, a sok más fajnál ismerős hosszabb átállítási folyamatokat náluk nyugodtan kihagyhatjuk. &lt;/div&gt;
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Kitűnő kezdő halnak, izgalmas, élénk színfoltja a sügeres akvarisztikának. Tartásuk, megfigyelésük sok örömet szerezhet bárkinek, aki otthonában szeretné látni eme érdekes halacskákat.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/3772679762790487687/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/09/astatotilapia-aenocolor.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/3772679762790487687'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/3772679762790487687'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/09/astatotilapia-aenocolor.html' title='Astatotilapia aenocolor'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6iDQ_X_HOOSC9hwG7ms_E3tumKbQjS1DBNEzWgbjhpr4MiIPArJTPCsTevfp7oMjYbDWt833RNadrjab7UTjrl4iV8PLBQUN1pbc6Hus7WIpiRoWmbEPGnVYUtZRcQGh444YPaKZQGp4/s72-c/astatotilapia-aeneocolor.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-5914443032496596210</id><published>2013-05-28T23:31:00.000+02:00</published><updated>2013-05-29T15:03:35.364+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="leopárdsügér"/><category scheme="http://www.blogger.com/atom/ns#" term="livingstonii"/><category scheme="http://www.blogger.com/atom/ns#" term="nimbochromis"/><category scheme="http://www.blogger.com/atom/ns#" term="Nimbochromis livingstonii"/><title type='text'>Nimbochromis livingstonii</title><content type='html'>Ismerkedésünket az afrikai sügerek világával a Malawi-tó nagytestű ragadozóival folytatjuk, első körben a Nimbochromis nemmel. A Nimbochromis livingstonii-t nem csak különleges prédaszerző magatartása miatt érdemel figyelmet, egyéb tulajdonságai is indokolják, hogy előfordul a nagyobb ragadozók kedvelőinek akváriumaiban.&lt;br /&gt;
&amp;nbsp;A tó egész területén előfordul, legnagyobb egyedszámban a déli részeken úszkál. Kedvelt helyei a homokos-iszapos aljzatú, viszonylag sekélyebb részek.&lt;br /&gt;
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&amp;nbsp;Jellegzetes viselkedésére utal helyi elnevezése, a &quot;kaligono&quot;, melynek jelentése &quot;alvó&quot;. Mi is ez az érdekesség? Halunk színe a legtöbb malawi-tavi haltól eltérően fehér alapon sötétbarnás-feketés foltos, szabálytalan mintázatú. Ez nemtől függetlenül igaz, a hímek is csak az udvarlás idejére öltik fel ragyogó kék színüket. Ez a tény is arra utal, hogy mintázatuk nagy valószínűséggel fontos szerepet játszik sikerességükben. A foltos vagy csíkos test kontúrjai összemosódnak a háttérrel. A természetben az ilyesfajta megjelenésnek általában az az oka, hogy az öltözet viselője bujkál valaki vagy valami elől, észrevétlen akar maradni. Vagy azért, hogy ne egyék meg, vagy azért, hogy ő ne maradjon éhen.&lt;br /&gt;
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&amp;nbsp;A leopárdsügér azért akar &quot;láthatatlanná&quot; válni, mert éhes. A fiatal állatok laza csapatokban élnek, harminc méteres sugarú körben akár 25-30 hal is található belőlük. Az ivaréretteknek viszonylag nagy a zsákmányszerző területük, átlagosan 40 méteres partszakaszokat uralnak. Területüket védik a fajtársaktól, de ezek csak rövid villongások, mindenki megy a dolgára pár perc ártatlan erőfitogtatás után. Amikor megéheznek, a következő dolgot teszik: olyan közelségébe úsznak a területükön élő fiatal sügerekhez, amilyen közel csak lehetséges, majd az oldalukra fekszenek az, és mozdulatlanná dermednek. Néha kisebb-nagyobb mértékben beássák magukat az aljzatba, de nem ez a jellemző. Várnak két-három percet, majd kicsit odébb úsznak, ismét lefekszenek, amíg meg nem történik, amire várnak.&lt;br /&gt;
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&amp;nbsp;A cél a kisebb halak becsapása, amik a feltevések szerint azt hiszik, hogy a homokon heverő hal élettelen, ezért bátran odaúsznak kíváncsiskodni. Az egyik elmélet szerint a különleges színezetük célja a rejtőzködés, ennek erősen ellentmond a másik, ami szerint az elpusztult halakat próbálják &quot;élethűen&quot; utánozni. A természetben megfigyeltek alapján az utóbbi a helytálló, hiszen halunk nem marad észrevétlen, stratégiája bevált. Elég gyakran jár sikerrel ahhoz, hogy a faj a tó egész területén előfordulhasson. A hozzá megfelelő közelségbe jutó kishalakat hirtelen lerohanja, beszippantja. A kishal relatív, testméretükhöz képest nagy, akár hosszuk egyharmadát elérő halakat is bekebelezhetnek.&lt;br /&gt;
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A fehér szín és a feltűnő, világos árnyalatok általában könnyen felkeltik a halak érdeklődését. A &quot;lefekvés&quot; közben rángatózó mozdulatokat tesznek attól függetlenül, hogy beássák magukat vagy sem. Az ezáltal felkavarodó homok- és iszapszemcsék szintén felébresztik a közelben lévők kíváncsiságát.&amp;nbsp;&lt;/div&gt;
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&amp;nbsp;Nem ők az egyetlenek, akik élnek ezzel a technikával, rokon fajok közül a N. venustus és a N. polystigma esetében is megfigyelhető a viselkedés, a Tanganyika-tó lakói közül pedig a Lepidiolamprologus lemairei-nél írtak le hasonlót.&lt;/div&gt;
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Előfordulnak populációk, ahol a hímek kisebb csapatokat alkotva közös területen várják az arra járó nőstényeket, de alapvetően jóval ritkább, mint a magányos felállás. Sötét égkék színnel csalogatják a megfelelő partnert magukhoz, halványan látszik mintázatuk is, farok alatti úszójuk narancsos-vöröses színezetű. Amikor éppen nem udvarolnak, valamivel robusztusabb felépítésükön kívül ez a vörösesség ami támpontot adhat megkülönböztetésüknél, valamint a hímek megnyúlt, kihegyesedő hátúszója és farok alatti úszója.&lt;/div&gt;
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&amp;nbsp;Érdekes, fogságban végzett megfigyelés, hogy az ívásra való előkészületek között szerepel egyes nőstényeknél az aljzat tisztogatása. A nőstény megtisztít egy követ, amelyen majd az ívás végbemegy. Miért is érdekes ez? Azért, mert elvileg csak és kizárólagosan a kemény felületre ikrázó sügerek sajátja ez a viselkedés, halunk pedig anyai szájköltő. A természetben a görgetegzóna mezsgyéjén történik meg az ikrázás, ahol a hím egy gödröt kotor a homokba egy nagyobb kő tövében. Ebben a gödörben köröznek egymás mögött, egyik körben a nőstény kiereszt pár ikrát, a hím elúszik fölötte és megtermékenyíti&amp;nbsp; azokat. A következő körben a nőstény a már lerakott ikrákat veszi a szájába elsőnek, majd utána préseli ki a következő adagot. A következő nagyjából három hetet elvonulva tölti, majd kiengedi szájából a kész kishalakat, akiket még pár hétig felügyelete alatt tart, majd magukra hagyja őket. Ivadékaik száma egy ívásból meghaladhatja a százat, azonnal etethetőek cyclopssal, apró daphniával, artémiával.&lt;/div&gt;
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Akváriumi tartásukkor mindenképpen vegyük figyelembe nagy testméretüket, mozgékonyságukat. Nyilván nem tudjuk biztosítani azt a teret nekik, amit a természetben bejárnak, de egy ezer liter körüli térfogatú akváriumban már egész jó helyük lehet. Különösebben nem kell sok kő nekik, dekorációs céllal válasszuk ki a nekünk tetszőt. Társításakor mindenképpen legyünk körültekintőek a táplálkozásuk miatt. Kifejlett állatokat 15 centisnél kisebb halakkal ne eresszünk össze, ha megenni nem is, de megölni mindenképpen képesek azokat. Nagyon jól mutatnak rokon fajokkal, de összeívásuk elkerülhetetlen. Amennyiben ivadékokat szeretnénk nevelni tőlük, az említett akváriumméretben egy hímet négy-öt nősténnyel tartsunk együtt, a 18-20. napon elvehetjük a kicsiket az anyától.&lt;/div&gt;
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&amp;nbsp;Etetésük hal-, kagyló-, rákmixekkel, ragadozó sügéreknek gyártott tápokkal viszonylag egyszerű, bár az átlag halakénál valamivel költségesebb.&lt;/div&gt;
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&amp;nbsp;Sajnos tartásuk elég ritka, de ez általában elmondható a nagytestű ragadozókról. Mindenképpen üde színfolt, mind színezete, mind viselkedése miatt megérdemelt helye volna a nagyobb akváriumokban.&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/5914443032496596210/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/05/nimbochromis-livingstonii.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/5914443032496596210'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/5914443032496596210'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/05/nimbochromis-livingstonii.html' title='Nimbochromis livingstonii'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXe493VGYH0tpFxPjdtM6JmCnoHlQGlbbvUUJxzBWfnW6LuCeaSGjU01tDaipXSNC-Wm3WRstRfjeEAYEAR4a7HGSJQYb8VjS3V79WGcXDNsIpahUVrtWmJ1S-ljyHKXDjef4FHWocqu8/s72-c/Nimbochromis-livingstonii0.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-7434586043552025810</id><published>2013-04-15T23:45:00.001+02:00</published><updated>2013-04-16T00:07:40.999+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Burundi"/><category scheme="http://www.blogger.com/atom/ns#" term="Cyphotilapia frontosa"/><category scheme="http://www.blogger.com/atom/ns#" term="frontosa"/><category scheme="http://www.blogger.com/atom/ns#" term="Kigoma"/><title type='text'>Frontosa-gibberosa III.</title><content type='html'>A kérdéskör utolsó bejegyzéséhez értünk, lássuk hát a frontosákat!&lt;br /&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Cyphotilapia frontosa Karilani&lt;/td&gt;&lt;/tr&gt;
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&amp;nbsp;A frontosa Burundi- másképp említve sp. North variánsok- Zaire északi partjainál élnek. Testfelépítésük jellegzetes, nem olyan magasak, mint a gibberosák. Ezért a púp, amit idősebb korukra homlokukon növesztenek, jóval szembetűnőbb. &lt;br /&gt;
Maszkjuk nagyjából egyenes, nem hajlik, nem kanyarodik el, a szemen átfutva a fejtető, a homlok irányába halad tovább. Legtöbbjük nem kékes vagy lilás árnyalatú, mint azt a gibberosáknál láthattuk, hanem kimondottan zöldes vagy sárgás színezetűek úszóik. A Burundi partjainál foghatóak sötétek, kontrasztjaik gyengék, szürkés színezetűek. Délebbre haladva kifejezetten sárgás halakat találunk, mind testük, mind úszóik színét tekintve. A Karilani populációban kifejezetten kékes árnyalatú egyedek a jellemzőek, testük jóval kontrasztosabb a többi Burundi frontosánál.&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqfOR6Co-SUJM3006xFl76pP83IP0Yr6l18zEEhyphenhyphenkuN6nDNDKYEcVoatNnJIeAHrg1nDGJC_-wfFhgM-Vjc4QdUY3w2XwLcobBQDprrcMsWLQH4ue34lIhyphenhyphenAD2sdINigNivXfZRPrPVwQ/s1600/boulomboro.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqfOR6Co-SUJM3006xFl76pP83IP0Yr6l18zEEhyphenhyphenkuN6nDNDKYEcVoatNnJIeAHrg1nDGJC_-wfFhgM-Vjc4QdUY3w2XwLcobBQDprrcMsWLQH4ue34lIhyphenhyphenAD2sdINigNivXfZRPrPVwQ/s400/boulomboro.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Cyphotilapia frontosa Boulomboro&lt;/td&gt;&lt;/tr&gt;
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&amp;nbsp;A frontosa Kigoma változatánál a legszembetűnőbb különbség hét csíkjuk. Maszkjuk a szem alatt hangsúlyos, széles, sötét színezetű, szemük fölött alig észrevehető.Csíkjaik kontrasztosak, színezetük inkább kékesbe hajló, de ráeső fényben sárgás-zöldes csillogásúak.&lt;br /&gt;
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Tartásukkal kapcsolatban a legelső és legfontosabb dolog, amit meg kell állapítanunk, hogy akváriumuk méretének igazodnia kell hozzájuk. Egy hímet négy-öt nősténnyel már viszonylag nagyobb biztonságban tarthatunk 600-700 literes helyen. Ha igazán szép, látványos csapatra vágyunk, akkor bizony nagyobbra lesz szükség. Ha azt szeretnénk, hogy halaink ne legyenek ijedősek, merjék megmutatni színeiket, viselkedésüket, akkor mindenképpen legalább 14-16 állatban és a nekik elegendő 1200-1400 literes akváriumban gondolkodjunk! Három-négy hímet helyezzünk el egy csapatban, ha lehet, nagyjából egyforma méretű és erejű példányok legyenek, így kisebb az esély arra, hogy tönkretegyék, agyonverjék egymást.&lt;br /&gt;
Erősen megoszlanak a vélemények ezen a téren. Nagyon eltérően működhetnek a csapatok, egyesek szerint a gibberosák veszekedősebbek, mások tapasztalatai szerint pont a frontosák az agresszívabbak, verekedősebbek.&lt;br /&gt;
Tény, ha megfelelően tagoltan rendezzük be az akváriumot - esetükben inkább sziklákról, mint kövekről beszélünk - akkor megtalálja mindenki a helyét.&lt;br /&gt;
Nem érdemes újabb egyedeket a csapatba helyezni, a rangsor borulásakor nagyon csúnya dolgokat képesek egymás ellen elkövetni. Egy jól kiegyensúlyozott, összeszokott társaságban nincsenek gondok, kisebb csipkelődéseken, pár beszakadt úszón kívül nem fordulnak elő komolyabb sérülések. Érdekes dolog az, hogy nőstényeik sokkal békétlenkedőbb természetűek, jóval gyakrabb, hogy közöttük vannak megoldhatatlan ellentétek. &lt;br /&gt;
Tapasztalata többeknek, hogy a legtöbb komolyra forduló, vérre menő vita az ívás utáni egy-két napban történik, érdekes lehetne ezzel kapcsolatban a víz és a halak hormonszintjének vizsgálata.&lt;br /&gt;
Alapvetően nagyon nyugodt halak, bár méretükhöz képest szégyellősek, ijedősek. Képesek arcok felismerésére, számukra idegen emberek jelenlétében hajlamosak bujkálni, színeik ilyenkor besötétednek. Akit ismernek, attól kézből veszik el az eledelt, de ezt csak óvatosan... Nagyok, erősek, és vannak fogaik...&lt;br /&gt;
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Szaporodásukkal kapcsolatban annyit érdemes tudni, hogy anyai szájköltők. A frontosák legtöbbször nagyon megbízhatóan szaporodnak, nőstényeik végig kitűnően végzik a dolgukat. A gibberosákkal már más a helyzet. Ívnak, tele is van a szájuk az ikrákkal, de elég sokáig nem forgatnak végig, hanem legkésőbb a 6-7. napra lenyelik azokat. Vannak nőstények, amik soha nem lesznek ilyen szempontból jó anyák. Érdekes, hogy a legtöbb szaporodó gibberosa csapat vadon fogott egyedekből áll, a fogságban született nemzedékeknél nagyon elvétve hallani sikeres ívásokról.&lt;br /&gt;
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Betegségekre megfelelő körülmények között nem hajlamosak, immunrendszerük kiváló, sebeik nagyon gyorsan gyógyulnak. Amire érdemes figyelni, az az elsőosztályú, változatos táplálás, a stresszmentes környezet biztosítása. Sajnos előfordul, hogy a nem megfelelő minőségű eleségektől, vagy a gyakori stressz következményeként bélgyulladást kapnak. A gibberosáknál, különösen a vadon fogott egyedeknél előfordulnak úszóhólyag szabályzási problémák is. Ennek következtében a halak a felszín közelében lebegnek, vagy állandó, lefelé irányuló mozgással igyekeznek az aljzat felé. Ezt a stressz váltja ki belőlük, általában magától elmúlik pár hét alatt.&lt;br /&gt;
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Jó minőségű száraz eledelekkel, sórákkal, krillel, artémiával, húsmixekkel, tengeri hallal, kagylóval etessük őket. Nagy testméreteik miatt a koplalást is jól bírják, meglepően jól tolerálják a víz oxigénszintjének változásait is, hisz természetes élőhelyükön is a nagy mélységeknek alacsony az oldott gáztartalma.&lt;br /&gt;
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&amp;nbsp;Ha vigyázunk rájuk, jól tarjuk őket, hosszú éveken keresztül gyönyörködhetünk bennük. Higgye el mindenki, nagyon megéri!&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/7434586043552025810/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/04/frontosa-gibberosa-iii.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7434586043552025810'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7434586043552025810'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/04/frontosa-gibberosa-iii.html' title='Frontosa-gibberosa III.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGlV-oEVoCsgdr6uA9PgIima6UsTft5-ej9Org-FulMgHsjknfb7y8EK43ivOUEwyqMjqeyo4DKH2USKndyyTktNbJTj-fcpULwfP0Z5DJGVuAjgIHHOQDbXHSaec6mlpH5si1z3S2XNI/s72-c/Burundi1.0.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-8485482720580193113</id><published>2013-04-04T18:36:00.000+02:00</published><updated>2013-04-05T14:02:18.765+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cyphotilapia"/><category scheme="http://www.blogger.com/atom/ns#" term="Cyphotilapia frontosa"/><category scheme="http://www.blogger.com/atom/ns#" term="Cyphotilapia gibberosa"/><category scheme="http://www.blogger.com/atom/ns#" term="Tanzania blue"/><category scheme="http://www.blogger.com/atom/ns#" term="Zaire blue"/><category scheme="http://www.blogger.com/atom/ns#" term="Zambia blue"/><title type='text'>Frontosa-gibberosa II.</title><content type='html'>Ahogy ígértem, a legutóbb abbahagyott téma, a frontosa-gibberosa kérdés további taglalása következik.&lt;br /&gt;
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&amp;nbsp;Sokszor nem egyszerű kijelenteni, hogy milyen hallal van dolgunk. A begyűjtési helyük alapján azonos fantázianevekkel ellátott halak is erősen különbözhetnek egymástól. Kevés a szigetszerűen elhatárolható populáció, különösen a gibberosák esetében, akiknek méretükből, életmódjukból adódóan nem csak a nyílt vízszakaszok, de a nagy mélységek sem jelentenek akadályt. Vándorolnak, jönnek-mennek, állandó a keveredés, &quot;vérfrissítés&quot; a szomszédos populációk között. Sokszor fordul elő, hogy ugyanannak a befogóállomásnak az előzővel megegyező begyűjtési pontján, de eltérő időpontban befogott halai különböznek egymástól.&lt;br /&gt;
&amp;nbsp;A gibberosák nagytestű csapathalak, nincs túl sok természetes ellenségük. Nappal a nagyobb mélységekbe vonulnak vissza, ahol a homokot, iszapot rostálják eledel után kutatva, a hajnali és alkonyati időszakot pedig a sekélyebb területek halaira vadászva töltik el. Nincsenek különösebben helyhez kötve. Szaporodásukkal kapcsolatban ugyanezt állapíthatjuk meg, nem kell fészket őrizgetniük, ivadékaikat sem terelgetik hetekig, ezért is nagy területeket járhatnak be szabadon. Meg is teszik, érthető a populációk keveredése.&lt;br /&gt;
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&amp;nbsp;A gibberosák három nagy csoportjának elkülönítésében fontos szerepet játszik fejükön elhelyezkedő maszkjuk és színezetbeli eltéréseik összehasonlítása. Tanzánia partjainál befogott változataik maszkja oldalról nézve a kopoltyúfedő aljáról indul, nagyjából függőlegesen a szem irányába tartva. Itt a derékszöghöz közelítően elkanyarodva vízszintesen ér össze a túloldali sávval a hal homlokának alján. Színüket nem lehet általánosságban jól leírni. Ami mindenképpen jellemzi őket, az a homlokuk feltűnő, sokszor élénken csillogó színezete. Vannak köztük lilás, világoskék és egészen mély kék színezetűek is. &lt;br /&gt;
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Kitűnő példaként említhető közülük a hazánkban is jól ismert Mpimbwe változat.&lt;br /&gt;
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Egy másik, már kevésbé a köztudatban lévő, az előzőtől nagyjából csak színárnyalatában eltérő, viszonylag ritkán begyűjtött változat a Kipili.&lt;br /&gt;
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A gibberosák zambiai populációi kísértetiesen emlékeztetnek- maszkjukban, csíkjaik alakjában- a tanzániai változatokhoz, de a színeik valamivel mélyebbek, sötétebb tónusúak. Kontrasztosabbak, csakúgy, mint a zairei típusúak. Jó példájuk a Chaitika.&lt;br /&gt;
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Másik jellegzetes zambiai változat a Nangu:&lt;br /&gt;
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&amp;nbsp;A gibberosák zairei változatait nem véletlenül hagytam utoljára. Az ízlés nem képezheti vita alapját, ezzel mindenki egyetért, gondolom... Erőteljes kontrasztosságuk, mély színeik miatt talán a leglátványosabbak az összes Cyphotilapia közül, nem beszélve arról, hogy szaporodásuk is sok nyitott kérdést hagy maga után. Maszkjuk a szem alatt nem, vagy csak rövid ideig folytatódik, nem ér el semmiképpen a kopoltyúfedő aljáig. Szemüketet vastag, háromszög alakú sáv fedi, mintegy álarc-szerűen veszi körül. Egyes változatok torka sötét színű. Csíkjaik fekete, padlizsán-lila, sötétkék színűek, fémfényük visszafogott.&lt;br /&gt;
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Videó egy hazánkban lévő díszakváriumról, melyben két szépséges zairei változat, a Moba és a Kapamba példányai úszkálnak:&lt;br /&gt;
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Legközelebb kitérünk igényeikre, ideális tartási körülményeikre. Természetesen a frontosákra, a Kigoma és a Burundi változatok általános jellemzésére is.</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/8485482720580193113/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/04/frontosa-gibberosa-ii.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8485482720580193113'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8485482720580193113'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/04/frontosa-gibberosa-ii.html' title='Frontosa-gibberosa II.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLNIp2H9Gf0vglSkWwISfxLXbPm6Lrg4QEE10sndP-NxKuTyVokm2wGHhov9FpLWNyg6QMoh77fCumBdNKCLVzH0SvxhPwJTmMOvNGGdJitOhI4oIzoJH2NbNFwS61Faa5HKMMqR7xetw/s72-c/gibberosa+mpimbwe1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-5484560323893644928</id><published>2013-03-18T22:31:00.002+01:00</published><updated>2013-03-24T17:59:14.820+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cyphotilapia"/><category scheme="http://www.blogger.com/atom/ns#" term="frontosa"/><category scheme="http://www.blogger.com/atom/ns#" term="gibberosa"/><title type='text'>Frontosa-gibberosa</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8D8b7exO6e1WngiQ76Gj2UPpCmhjoDMm1FLsFVfwhfxKiRYGp-7BR8Z3YNsJnCUfccE4EltFU_lUFFAsuHwNaTMed7YghikVySyMJerO6aMb_wHxU_nodwqAZJWy7v2YBPDDXp_3PWsI/s1600/csajos.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;275&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8D8b7exO6e1WngiQ76Gj2UPpCmhjoDMm1FLsFVfwhfxKiRYGp-7BR8Z3YNsJnCUfccE4EltFU_lUFFAsuHwNaTMed7YghikVySyMJerO6aMb_wHxU_nodwqAZJWy7v2YBPDDXp_3PWsI/s400/csajos.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Frontosa vagy gibberosa? Elég régóta tisztázottnak mondható kérdés. Mégis, milyen sokan vágják rá bármilyen nagytestű, függőlegesen csíkozott, búbos fejű halra: &quot;frontóza&quot;... Biztosak lehetünk benne, hogy nem egy okra vezethető vissza ez a szomorú helyzet. Sügér téren bármikor lehet említeni a tájékozottság hiányát. Magyar nyelven inkább általános akvarisztikai könyvek az elérhetők, bár nagyszerű szerzőpárosunk, Sinkó Gábor és Lukács László méltán ismert és elismert könyve elengedhetetlen darabja könyvespolcunknak. Több kiadást megért már, folyamatosan bővülő információk tárháza.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkbOJUg0ezzUdrdTq9AdcW3RRQ0X8JPaaHVfmPK5_4KMCAXyA1wdDFlt-vpWzQMbQLIDiGpLshh9P65qweUDsIRRhZTlOGoJ0LpSiOl80fmk8Rhono80E-VeHzDFcKYt2Sro7WLhyrjEQ/s1600/Frontosa+Kigoma.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;265&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkbOJUg0ezzUdrdTq9AdcW3RRQ0X8JPaaHVfmPK5_4KMCAXyA1wdDFlt-vpWzQMbQLIDiGpLshh9P65qweUDsIRRhZTlOGoJ0LpSiOl80fmk8Rhono80E-VeHzDFcKYt2Sro7WLhyrjEQ/s400/Frontosa+Kigoma.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Alapvetően ebből a szempontból nehéz műfaj a sügerezés, de bármilyen halazás az. Folyamatosan tanulhat az, aki szeretne naprakész tudással bírni a témában. Újabb és újabb fajok, változatok sokaságát említhetnénk, minden egyes kutatóexpedíció addig le nem írt állatokkal találkozik, nem beszélve a változásokról, melyek összességét akár evolúcióként is aposztrofálhatnánk.&lt;br /&gt;
A környezethez való alkalmazkodás, a természetes kiválasztódás csodái történnek szemünk előtt, a legerősebbek, legéletrevalóbbak túléléséről. A térbeli elszigetelődés eredményeként a legtöbb faj populációkra tagolódott, ezek pedig kisebb-nagyobb mértékben különbözővé váltak/válnak egymástól.&lt;br /&gt;
Ennek a dolognak a helyi emberek életében nyilvánvalóan semmi jelentősége nincs, nekik aztán teljesen mindegy, hogy az &quot;asztalukra&quot; frontosa, vagy éppen gibberosa kerül-e; kék, vagy éppen piros színű életében az a hal, amit elfogyasztanak. Elvileg egészen addig az, amíg nem valamelyik élőhal-befogó cégnek dolgoznak.&lt;br /&gt;
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A nyilvánvaló, szemmel látható eltérések ellenére egészen sokáig nem tettek különbséget frontosa és gibberosa között, csak befogási hely alapján különítették el a halakat, minden egységesen frontosa volt. Az első hobbisták számára fogott halakat a hetvenes években az Egyesült Államokba szállították. Ehhez képest nagyjából harminc évnek kellett eltelnie, mire a témában történő kutatások odáig jutottak, hogy kimondhassák, itt bizony nem beszélhetünk egy fajról, itt már kettőt kell említenünk. &lt;br /&gt;
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A téma szakértőjével, Dr. Tetsumi Takahashi biológussal (a Tanganyika-tó egyes halcsaládjainak genetikai feltérképezésével foglalkozik)&amp;nbsp; készült riport 2010-ben jelent meg, ennek pár részletét szeretném most itt közölni.&lt;br /&gt;
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- Hány Cyphotilapia fajról beszélhetünk?&lt;br /&gt;
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-Jelen pillanatban kettő létezéséről indokolt beszélnünk, a C. gibberosa és a C. frontosa fajokról. Az utóbbi&amp;nbsp;&amp;nbsp; jellegzetes megkülönböztető bélyege, hogy a test csíkjait két pikkelysor választja el függőlegesen. A Tanganyika-tó északi részén élnek, megtalálhatunk közöttük hat- és hétcsíkos változatokat is. A hétcsíkos alakokat csak Kigománál találhatjuk meg, míg a hatcsíkosak minden élőhelyre jellemzőek.&lt;br /&gt;
A C. gibberosáknak a csíkjai között három pikkelysor húzódik, csak a tó déli oldalán találkozhatunk velük.&lt;br /&gt;
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-Elfogadta-e a tudomány a C. gibberosát önálló fajként?&lt;br /&gt;
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-A tudományos név alkalmazása nem feltétlenül jelenti azt, hogy tudományos értelemben is fajként beszélhetünk róluk. A Cyphotilapiák esetében senkiben sem merült fel az igény arra, hogy ellenőrizze a jogosultságát ennek a kérdésnek, de ez a legelfogadottabb különbségtétel jelen pillanatban, és bárhogy legyen is, mindenképpen úgy gondolom, hogy a két hal elkülönítése abszolút indokolt.&lt;br /&gt;
Például, ha a Tanganyika-tó biodiverzitásását próbáljuk jellemezni, mindenképpen jól jön, ha láthatóvá tehetjük az efféle különbségeket is.&lt;br /&gt;
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-Mit érdemes tudnunk a hat- és hétcsíkos C. frontosa változatokról?&lt;br /&gt;
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-Az egyedüli elkülönítési alap esetükben a csíkok száma, semmiféle egyéb morfológiai eltérést nem találtunk náluk.&lt;br /&gt;
Egyetértésben a tanganyika-tavi sügerek eddigi taxonómiájával, ezeket nem említhetjük másként, mint egy faj különböző színvariációit.&lt;br /&gt;
Mindennek ellenére természetesen támogatjuk azokat a viselkedésbeli, szaporodásbiológiai és genetikai kutatásokat, kísérleteket, melyek arra próbálnak rávilágítani, hogy ezek esetleg különböző &quot;fajok&quot; lehetnek.&lt;br /&gt;
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A fentebb leírtak a &quot;Practical Fishkeeping&quot; 2009. szeptemberi számában találhatóak. &lt;a href=&quot;http://www.practicalfishkeeping.co.uk/content.php?sid=84&quot;&gt;http://www.practicalfishkeeping.co.uk/content.php?sid=84&lt;/a&gt;&lt;br /&gt;
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Tehát viselkedésbeli és morfológiai különbségek egyaránt vannak. Mint említettem, a tó északi és déli oldala előfordulásuk szempontjából elkülöníti a két fajt. Ami még bonyolítja a helyzetet, az a további felosztásuk. A frontosákat kétfelé osztják: a Burundi, melyből 15 további változatot írtak le eddig, és a Kigoma, melynek két variánsa létezik.&lt;br /&gt;
A gibberosákat 3 csoportra osztják tovább: a Tanzania csoport 12 színváltozatot, a Zaire csoport 8 variánst, a Zambia csoport 9 változatot vonultat fel. Az adatok természetesen folyamatosan frissülnek, sok &quot;új&quot; elnevezés pusztán kereskedelmi fogás. Tény, hogy nem egyszerű fel- és megismerni az összes változatot, naprakésznek lenni pedig csak naprakész információk birtokában lehet.&lt;br /&gt;
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Részletesebben a következő bejegyzésben boncolgatjuk a kérdést, addig is egy térkép a változatok befogási pontjairól.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/5484560323893644928/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/03/frontosa-gibberosa.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/5484560323893644928'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/5484560323893644928'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/03/frontosa-gibberosa.html' title='Frontosa-gibberosa'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8D8b7exO6e1WngiQ76Gj2UPpCmhjoDMm1FLsFVfwhfxKiRYGp-7BR8Z3YNsJnCUfccE4EltFU_lUFFAsuHwNaTMed7YghikVySyMJerO6aMb_wHxU_nodwqAZJWy7v2YBPDDXp_3PWsI/s72-c/csajos.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-255669613688461402</id><published>2013-03-11T23:45:00.000+01:00</published><updated>2013-03-12T10:09:09.895+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Aristochromis"/><category scheme="http://www.blogger.com/atom/ns#" term="Aristochromis crhristyi"/><category scheme="http://www.blogger.com/atom/ns#" term="Nagyorrú rablósügér"/><category scheme="http://www.blogger.com/atom/ns#" term="nagytestű malawi ragadozó"/><title type='text'>Aristochromis christyi</title><content type='html'>&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguBZv9OeeEX1kgWTf5nPZxYvEDT7N7z8ZIoabM76sbhd8Q1zYJMVMPOtUzEkmicVLa4SMQ4piAdEP_KON2xOvv4olcbgHVNy51REw2TD-xjCS76LqK8kar_iiudpS179ZdVT1wTmQJkDw/s1600/aristo.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguBZv9OeeEX1kgWTf5nPZxYvEDT7N7z8ZIoabM76sbhd8Q1zYJMVMPOtUzEkmicVLa4SMQ4piAdEP_KON2xOvv4olcbgHVNy51REw2TD-xjCS76LqK8kar_iiudpS179ZdVT1wTmQJkDw/s400/aristo.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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A mai bejegyzés témáját adó hal sem megjelenésében, sem egyéb tulajdonságaiban nem nevezhető megszokottnak a Malawi-tó sziklás zónájában. Méretei impozánsak a hímek 27-28 centijével, a nőstények is csak minimálisan maradnak kisebbek náluk. Szájuk alakja, elrendezése különleges megjelenést kölcsönöz nekik. A faj leírója, névadója szerint külsejük &quot;arisztokratikus&quot; ettől a jellegzetességüktől.&lt;br /&gt;
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Hímjeik élénk kék fémszínűek, farok alatti úszójuk narancsszínű, nőstényeik ezüstösek, hátukon jellegzetes fekete csíkokkal, egyik szaggatottan a hát tetején, másik a faroknyéltől a tarkó felé húzódva folyamatosan. Fiataljaik a nősténnyel megegyező színűek, a hímeknek csak egy éves koruk után kezd el kialakulni felnőttkori ruházatuk.&lt;br /&gt;
Különösképpen nem beszélhetünk változatokról, populációkról, ennek oka vándorló természetükben keresendő. Jöhetnek-mehetnek szabadon, megtehetik nyugodtan, nem sokan vadásznak rájuk.&lt;br /&gt;
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A ragadozók közül nem a legjobb, legügyesebb, leggyorsabb, ezért vadászó magatartása elég jellegzetes. Csak egyik szemével veszi célba leendő áldozatát, azzal az oldalával fordul felé, úgy közelíti meg, lassan oldalazva cserkészi be, teste remeg, vergődik, mintha egy beteg hal lenne, ami a lesüllyedés ellen küzd. Ha bejön a csel, akkor addig ügyeskedik, amíg áldozata lőtávolba kerül, egy gyors fordulat, egy villanás, tágra nyitja hatalmas száját és az óvatlan préda máris nagyon biztos szorításban találja magát.&lt;br /&gt;
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Nagyméretű prédaállatokat is fogyaszt, olykor a saját testhosszának egyharmadát elérő halakat is. Ezt nem nagyon tudja más malawi ragadozó utánuk csinálni, ennek oka nem csak tágulékony garatnyílásuk és gyomruk, hanem szájuk alakulása is. Állkapcsuk alsó és felső része nem &quot;ízesül&quot; közvetlenül, ezért nem csak függőleges, hanem vízszintes irányban is képes tágulni.&lt;br /&gt;
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A tóban a hímek magányos életet élnek, nagy területet járnak be, felkeresik a nőstények csapatait, udvarolnak a potenciális, beikrásodott egyedeknek, akik ha valóban készen állnak, elvonulnak vele a csapattól. Nem csinálnak túl nagy ügyet az ívóhely kiválasztásakor: a hím egy szikla aljánál tessék-lássék elsepri a homokot. A nőstényt odacsalja, viszonylag rövid idő alatt megtörténik az ívás, mindenki megy a maga dolgára, a nőstény akár 80-100 ikrával a szájában. 22-28 nappal az ívás után már kész kishalak vannak a szájában, akiket biztonságos helyre elvonulva napjában többször is kienged táplálkozni. Ebben az időszakban még planktont fogyasztanak, csak jóval később térnek át a halevésre. Hetek telnek el, mire egyre messzebbre merészkedve egyszer csak nem térnek vissza anyjuk oltalmába.&lt;br /&gt;
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Akváriumi tartásuknál nem árt, ha jól meggondoljuk előre a döntést, akarunk-e Aristochromisokat. 800 liter alatti akváriumméretben ne is gondolkozzunk! Társításukkor nem jöhetnek számításba 15 centi alatti halak, mindenképpen hasonló méretű, táplálkozású halakat válasszunk, mint a Tyrannochromisok, Nimbochromisok, Fossorochromisok; arról nem is beszélve, hogy etetésük nem mindennapi feladatot ad. Emésztésük gyors, étvágyuk kimondottan nagy- minőségi, állati eredetű fehérjét igényelnek. Mindenképpen érdemes lehet a nagyobb méretű fagyasztott eleségeken kívül &lt;a href=&quot;http://afrikai-suger.blogspot.hu/2012/05/etetesi-praktikak.html&quot; target=&quot;_blank&quot;&gt;mixekben&lt;/a&gt; is gondolkodni.&lt;br /&gt;
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Természetükből adódik, hogy ivadékaikat nem hagyhatjuk náluk, ha fel is akarunk közülük nevelni, semmi esélyük nem lenne az életben maradásra. Készülhetünk egy legalább 200 literes ivadéknevelővel is.&lt;br /&gt;
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Különleges viselkedésű, impozáns faj. Üde színfoltjai lehetnének a sügeres akvarisztikának, beláthatóak elterjedtségük korlátai, bár az azért elgondolkodtató, miért váltak ennyire ritkává, miért lehet olyan nagyon elvétve hallani róluk?</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/255669613688461402/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/03/aristochromis-crhristyi.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/255669613688461402'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/255669613688461402'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/03/aristochromis-crhristyi.html' title='Aristochromis christyi'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguBZv9OeeEX1kgWTf5nPZxYvEDT7N7z8ZIoabM76sbhd8Q1zYJMVMPOtUzEkmicVLa4SMQ4piAdEP_KON2xOvv4olcbgHVNy51REw2TD-xjCS76LqK8kar_iiudpS179ZdVT1wTmQJkDw/s72-c/aristo.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-7382234708018645422</id><published>2013-03-03T12:37:00.001+01:00</published><updated>2013-03-03T12:44:51.211+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="mozi"/><title type='text'>Mozi vasárnapra</title><content type='html'>&lt;span class=&quot;userContent&quot;&gt;A mai poszt egy nagyszerű, pihentető, szemet gyönyörködtető film. A National Geographic filmje a 
Tanganyika-tóról. Nem az átlagos megközelítés, nem az átlagos 
felvételekkel, ahogyan azt már megszokhattuk tőlük. Jó szórakozást, 
kellemes vasárnap délutánt mindenkinek!&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;http://www.dailymotion.com/video/xqy4p7_national-geographic-s-lake-tanganyika-jewel-of-the-rift_animals#.UTMtOjddFIU&quot; target=&quot;_blank&quot;&gt;http://www.dailymotion.com/video/xqy4p7_national-geographic-s-lake-tanganyika-jewel-of-the-rift_animals#.UTMtOjddFIU&lt;/a&gt;&lt;br /&gt;
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Aki Youtube-on szeretné megtekinteni, annak a következő videót kell megnyitnia:&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/9nrPdnzW6eo?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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A videó csak a film eleje, ha a Youtube-ra átlépve folytatjuk a megtekintését, darabolva ugyan, de sorban játssza le a részeket. Ha mégsem úgy lenne, akkor az alábbi likre kattintva biztosan a lejátszási listához jutunk: &lt;a href=&quot;https://www.youtube.com/watch?v=9nrPdnzW6eo&amp;amp;list=PL61A7A68F1B314FF3&quot; target=&quot;_blank&quot;&gt;https://www.youtube.com/watch?v=9nrPdnzW6eo&amp;amp;list=PL61A7A68F1B314FF3&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/7382234708018645422/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/03/mozi-vasarnapra.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7382234708018645422'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7382234708018645422'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/03/mozi-vasarnapra.html' title='Mozi vasárnapra'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-517931396700355299</id><published>2013-02-26T20:15:00.000+01:00</published><updated>2013-03-12T10:07:45.583+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bulldog csigasügér"/><category scheme="http://www.blogger.com/atom/ns#" term="Lamprologus"/><category scheme="http://www.blogger.com/atom/ns#" term="Lamprologus ocellatus"/><category scheme="http://www.blogger.com/atom/ns#" term="ocellatus"/><category scheme="http://www.blogger.com/atom/ns#" term="Ocellatus gold"/><title type='text'>Lamprologus ocellatus</title><content type='html'>Lamprologus ocellatus, Oci, Buldog csigasügér. Bármelyiket nevet hallhattuk már, ismerősen csenghet. De vajon miért nem látjuk a kereskedésekben? Amikor nagy ritkán feltűnnek, általában hamar elfogynak. De utána vajon hova lesznek? Miért nem lehet hallani arról, hogy valakinek volna, valaki sikeresen tenyésztené? Miért nincs benne a köztudatban?&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfDyQxwW88RniTS3gz4VEXiS7tjaXP3BS1lgvhqaDhSLP3G01zPTiZ7e07PFY4C-qzyRY0ujEk9scSXBCpJvI8hAwYa9j64C08EM2RR43O2mczC8LjdJQBCFvT0NEZEHAkIF05c8_1VnQ/s1600/K%C3%A9p+166.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;267&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfDyQxwW88RniTS3gz4VEXiS7tjaXP3BS1lgvhqaDhSLP3G01zPTiZ7e07PFY4C-qzyRY0ujEk9scSXBCpJvI8hAwYa9j64C08EM2RR43O2mczC8LjdJQBCFvT0NEZEHAkIF05c8_1VnQ/s400/K%C3%A9p+166.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Ezeknél az apróságoknál nehéz lenne ideálisabb kezdő sügeresnek, vagy akár kezdő akvaristának való halakat találni. Nem kell azonnal nagy méretekben, több száz literben gondolkozni, nem kell nagy beruházást bevállalni, nem kell a lakást átrendezni, csak kell találni egy sarkot, ahol elfér egy 60x40 centiméter alapterületű kis akvárium.&lt;br /&gt;
Kellenek abba az akváriumba kövek, homok ízlés szerint. Leginkább akkor boldogak, ha az a homok illetve a kövek se nem túl világosak, se nem túl sötétek. Valós színeiket csak akkor mutatják meg nekünk, bár viselkedésüket ez nem befolyásolja különösebben. Ami még kell, csigaház. 5-6 centi átmérőjűek az ideálisak, ne bánjunk szűkmarkúan velük, mert ők viszont pazarlóak a felhasználásukkor. Egy 5-6 főből álló állományhoz nyugodtan tegyünk be akár 30-40 házat is.&lt;br /&gt;
Igénylik a személyes tér meglétét, nemüktől függetlenül szeretik tartani a 15-20 centis távolságot egymás &quot;lakásától&quot;. Emiatt a csigaházakat is csoportokban, kupacokban célszerű elhelyezni, de akár megtehetjük azt is, hogy az egész aljzatot beborítjuk velük. Sügereink majd úgy rendezik, csoportosítják, ahogy nekik tetszik, a felesleget meg nemes egyszerűséggel be fogják temetni.&lt;br /&gt;
&amp;nbsp;Méretükhöz képest nagyon bátrak, életre valóak. Nem ijedeznek a nagyobb halaktól, bátran szembeszállnak velük, nekik mennek csigaházuk, területük védelmének érdekében. Csak komoly fenyegetettség, végszükség esetén vonulnak házuk védelmébe. Azt nem állíthatjuk, hogy kimondottan nagytestű ragadozókkal lehetséges volna társításuk, de Lamprologusok, Neolamprologusok, Altolamprologusok, Julidochromisok között megállják a helyüket.&lt;br /&gt;
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A hímek 6-7 centisre, a nőstények 4-5 centisre nőnek. A hímek hátúszója nagyobb, felső széle világos sárga.&lt;br /&gt;
Oldaluk szürkéskék fémfényű, a méltán népszerű gold változat esetében aranyos-ibolyás színben csillog. &lt;br /&gt;
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Elhelyezésük lehetséges csak a számukra berendezett akváriumban, erre tökéletes a fentebb említett alapterület. Ebben 7-8 halacskát helyezhetünk el úgy, hogy mindegyikük megtalálhatja a saját területét, komolyabb torzsalkodások nélkül éldegélhetnek benne. A vízoszlopnak nem kell magasnak lennie, halaink a vízfenék közelében élik mindennapjaikat, elegendő a 30-35 centis magasság.&lt;br /&gt;
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Egy szép példa a csigasügeres akváriumra, habár nem ocellatusok lakják:&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/EXXcpPWBl1I?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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Amire kimondottan oda kell figyelni tartásukkor, az a vízminőség. Ez az egyetlen gyengéjük, nem hanyagolhatjuk el a rendszeres vízcseréket, mert a felhalmozódó bomlástermékek jelenlétére legalább annyira érzékenyek, mint a vadászsügerek. Egy elkésett vízcserével könnyen elveszthetjük egész állományunkat.&lt;br /&gt;
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Táplálkozásukat tekintve nem válogatósak. A természetben rovarokat, apró rákokat, planktont fogyasztanak leginkább, ha akváriumunkban mysis-sel, artémiával, különböző szúnyoglárvákkal, és jó minőségű granulált eleségekkel etetjük őket, meg fogják hálálni a gondoskodást.&lt;br /&gt;
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Szaporodásuk hasonló életvitelükhöz, a beikrásodott nőstény addig erőszakoskodik a hímmel annak házánál, amíg az kötélnek nem áll. A csigaház belsejébe lerakja az ikrákat, a hím megtermékenyíti azokat, majd továbbáll, a nőstényre hagyva otthonát és keres egy új házat magának, ami megfelelő távolságra helyezkedik el a többiekétől.&lt;br /&gt;
A nőstények jó anyák, kitartóan legyezgetik és tisztogatják az ikrákat, ráfekszenek a ház bejáratára, elüldöznek minden arra tévedő halat. A 10-14.&amp;nbsp; nap környékén várhatjuk az ivadékok kikelését, erre 5-7 nappal el is úsznak. Érthetjük ezt szó szerint, mindenki arra indul el, amerre a feje áll, amikor elhagyja a csigaházat.&lt;br /&gt;
Azonnal önállósodnak, megkeresik a maguk kis búvóhelyét. Egy ívásból 25-30, maximum 40 körüli ivadékra lehet számítani. Felnevelésük viszonylag egyszerű, ha rendelkezésünkre áll frissen keltetett artémia, a későbbiekben osztályozott plankton, fagyasztva, vagy élő formában. Egy éves korukra elérhetik a 4-5 centis méretet. </content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/517931396700355299/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/02/lamprologus-ocellatus.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/517931396700355299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/517931396700355299'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/02/lamprologus-ocellatus.html' title='Lamprologus ocellatus'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfDyQxwW88RniTS3gz4VEXiS7tjaXP3BS1lgvhqaDhSLP3G01zPTiZ7e07PFY4C-qzyRY0ujEk9scSXBCpJvI8hAwYa9j64C08EM2RR43O2mczC8LjdJQBCFvT0NEZEHAkIF05c8_1VnQ/s72-c/K%C3%A9p+166.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-5869089680294514803</id><published>2013-02-07T13:53:00.001+01:00</published><updated>2013-02-07T16:54:11.361+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ceruzasügér"/><category scheme="http://www.blogger.com/atom/ns#" term="cylindricus"/><category scheme="http://www.blogger.com/atom/ns#" term="Neolamprologus cylindricus"/><title type='text'>Neolamprologus cylindricus</title><content type='html'>A tárgyalandó faj sokunk számára ismert lehet, bár sajnos elég ritka vendég a hazai akváriumokban. Pedig szépsége, jó társíthatósága, egyszerű tartása, fejlett ivadékgondozása mind mellette szólna.&lt;br /&gt;
&amp;nbsp;Agresszívnak tartják. Ez minden sügérre igaz. Minden sügér agresszívvé válik, ha nem megfelelően tartjuk. Alapszabályok. Már beszéltünk sokszor azokról, itt is betartandóak, ugyanúgy, mint bármelyik fajnál. Ne tegyük őket túl kicsi akváriumba, ha társas elhelyezésről van szó. Legyen meg a lehetőségük a mozgásra, húzhassák meg a vonalat, amin belül az övék minden.&lt;br /&gt;
&amp;nbsp;Alapvetően nem ragaszkodnak olyan szinten a saját helyükhöz, mint például a porcelánsügérek, bejárnak bármekkora akváriumot. Ha több hímünk van, akkor azért megvannak a villongások természetesen. Ha társas akváriumban helyezzük el őket, el tudnak vegyülni a gyengébbek a tömegben, nem lesznek állandó zaklatásnak kitéve. Személyes tapasztalataim alapján 680 literes akváriumban kifejlett gibberosák között 4 hím 6 nőstényes felállás hibátlanul, zökkenőmentesen működik hosszútávon, ugyanez a felállás működőképes volt 300 literben is, de ott nem gibberosákkal, hanem vadászsügérekkel, csigasügérekkel, leleupikkal voltak társítva. Az egyetlen dolog, ami beigazolódni látszott, az az volt, hogy a leleupik, bár méretben, korban ugyanakkorák voltak, ivarérésük elérkeztétől elnyomottá váltak.&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;230&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;Nem a legnyugodtabb halak, ez tény. Bármikor néz az ember az akváriumukra, mindig van közöttük, amelyik pózol, amelyik kergetőzik, de kárt nagyon elvétve tesznek egymásban, azok is &quot;8 napon belül gyógyuló&quot; úszószakadások, pikkelyhiányok.&lt;br /&gt;
&amp;nbsp;Jellegzetes eset, amikor két olyan hal akad össze, melyek ereje nagyjából megegyező. Ilyenkor előfordul, hogy nem elég egy kis feszítés. Ekkor az oldalmutogató helyzetet felcseréli a szemtől szembe felállás, aminek a célja olyasmi, mint az ujjszkander. El kell kapni a másik hal száját. Természetesen ez azt jelenti, hogy mindkét hal le van fogva a másik által. A szájukban lévő fogak tűhegyesek, ha eddig elmennek, akkor azért lifeg a bőr meg a hús mindkét fél pofáján, ajkain. Pont ezért ez nagyon ritkán fordul elő. Hiszen a természet törvényei alapján nem csak az a fontos, hogy a saját lehetőségeiket biztosítsák az egyedek, a faj túlélése ugyanannyira számít. Ez az oka annak, hogy annyiféle behódoló viselkedésforma alakult ki, nem lehet cél, hogy a kisebbet, a gyengébbet elpusztítsák, hiszen a fiatalabbak természetes, hogy gyengébbek. De belőlük lehetnek később a legerősebbek.&lt;br /&gt;
&amp;nbsp;Tehát, tarthatóak társas akváriumban, lehetnek mellettük náluk kisebb és náluk nagyobb halak is, csak elegen legyenek, elegendő tagoltsággal, kővel, sziklával, barlanggal. Ha kevés hal van az akváriumban, kifejezetten territoriálisokká, veszekedősekké válhatnak. Mindenképpen ajánlható, hogy hátteres akváriumuk legyen, teljes mértékben kihasználják annak üregeit, barlangjait. Színeiket sem mutatják, nem érvényesül szépségük anélkül. Amikor igazán jól érzik magukat, csíkjaik kontúrosak, a sötétek sötétebbé, a világos csíkok világosabbá válnak, találó a Zebra ceruzasügér elnevezés. Ha túl sötét a berendezés, ahhoz alkalmazkodva sötét szürkés étcsokoládé színűek lesznek, ha túl világos, csíkjaik kontúrjai elvesznek, kivilágosodnak. Ráeső fényben úszóik szélei ragyogó kékek, úszósugaraik mentén ugyanilyen kék pontsorok láthatóak.&lt;br /&gt;
&amp;nbsp;Csak nekik is nagyon szép akváriumot rendezhetünk be, ami még lényegesebb, hogy abban megcsodálhatjuk szaporodásukat, ivadékgondozásukat is. El is érkeztünk a másik okhoz, ami miatt ritka lehet ez a szépséges halacska. Sokak szerint a nőstények nehezen, vagy egyáltalán nem ikrásodnak be. Megfelelő etetés mellett ez eléggé megkérdőjelezhető állítás. Jó minőségű fagyasztott eleségeket alkalmazva (artémia, mysis, krill, szúnyoglárvák) kiegészítve a széles palettában megtalálható kiváló ragadozó sügereknek készült tápokkal, odafigyelve a jó vízminőségre, a nőstények 3-5 hetente beikrásodnak. Le is ívnak, ha nekik tetsző hímet találnak.&lt;br /&gt;
&amp;nbsp;Ez a része nem mindig teljesül a feltételeknek, de ha ez is rendben, akkor megtörténik a dolog. Ami igazán nehéz, az ezután következik. Kemény felületre ikrázó halakról beszélünk, akik a természetben nem mutogatják magukat, viszonylag rejtett életmódot folytatnak. Mi sem bizonyítja ezt jobban, hogy csak 1985-ben írták le a fajt.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
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width=&quot;400&quot; /&gt; &lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;Akváriumban is így szeretnék tenni a dolgukat, de ha nincs más lehetőség, elég lehetetlen helyekre is képesek lerakni ikráikat, ahol nincsenek védve a többi lakó elől. Ilyenkor van a baj. A legkisebb zavarásra is úgy reagál a nőstény, hogy elkezdi szó szerint befalni az ikrákat. Elég az, hogy bemegy az ember a helyiségbe, ahol akváriumuk áll, vagy csak felkapcsolja a világítást. Ez viszont egyáltalán nem jellemző, ha úgy tudjuk elhelyezni őket, hogy nincs mellettük más halfaj. Persze ilyenkor is kövekkel jól megrakott akváriumot rendezzünk be nekik, nagyon meghálálják.&lt;br /&gt;
&amp;nbsp;Lehetőség szerint azokat a halakat tegyük ide, amelyek már összeálltak a csapatból, vagy akár ívtak is. Egy hím több nősténnyel is ívik, a rendet fenntartja közöttük, nem engedi, hogy elfajuljanak köztük a dolgok, tehát érdemes tenyészcsapatot kihelyeznünk. Saját ivadékaikat bizonyos idő eltelte után elfogyaszthatják, ezért érdemes azokat időben elkülöníteni, de vannak olyan tapasztalatok is, hogy páros kihelyezés esetén több generáció úszott együtt.&lt;br /&gt;
&amp;nbsp;Ami lényeges, rejtett ívásuk miatt nem lehetünk biztosak annak megtörténtében. A hím nem különösebben foglalkozik a nőstényekkel ívás után, de a nőstények sem a jellemző módon állnak az ikrák, ivadékok védelméhez. Ugyanúgy jönnek-mennek, minimálisan csökkentik le mozgáskörzetüket. Ráadásul ivadékaikat sem strázsálják az elvárt módon, azok a szikzacskó felszívódása után azonnal szétszélednek, a nőstény nem terelgeti őket, nem is szállítja vissza az ikrázás helyére. Nevelésük egyszerű, gyorsan növekednek. &lt;br /&gt;
&amp;nbsp;Mindenképpen figyelemre méltó halacska, mindenkinek ajánlom figyelmébe!</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/5869089680294514803/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/02/neolamprologus-cylindricus.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/5869089680294514803'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/5869089680294514803'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/02/neolamprologus-cylindricus.html' title='Neolamprologus cylindricus'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-7151484327091633727</id><published>2013-01-30T00:12:00.002+01:00</published><updated>2013-01-30T07:59:36.598+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Altolamprologus"/><category scheme="http://www.blogger.com/atom/ns#" term="Altolamprologus fasciatus"/><category scheme="http://www.blogger.com/atom/ns#" term="Krokodil vadászsügér"/><category scheme="http://www.blogger.com/atom/ns#" term="vadászsügér"/><title type='text'>Altolamprologus fasciatus</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;245&quot; 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&quot; 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A most megvizsgálandó faj egy érdekes képviselője nemének, sok tekintetben tipikusnak mondható, de első ránézésre egyáltalán nem illik a többi Altolamprologus közé. Megnyúlt torpedó alakjuk, átlagos magasságú hátúszóik egyáltalán nem emlékeztetnek a többi vadászsügérre. Miért is alakulhatott ez ki, volt-e, lehetett-e célja, vagy csak a véletlen műve az egész?&lt;br /&gt;
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Nos, több feltevés, elmélet létezik, ezek közül az egyik az, hogy valamilyen közeli rokon fajjal, valószínűleg Lamprologussal találkozhatott a vadászsügérek egyik populációja, aminek eredménye egy kevert állomány lett, majd így szelektálódtak, valamiért &quot;hatékonyabb&quot; volt ez a megjelenési forma. Másik elképzelés szerint valamely Altolamprologus populációban véletlenszerűen megjelenő mutációs forma sikeresebbnek bizonyult az adott körülmények között.&lt;br /&gt;
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Mitől válhatott sikeresebbé ez az alak? Aki ismeri az Altolamprologus nem többi képviselőjét, az jól tudja, hogy alakjuk jellegzetes, semmi mással össze nem téveszthető. Nyilván, ez a forma a nemzedékek sokasága alatt a lehetséges prédahalakban rögzülhetett valamilyen formában, ha ez nem is feltétlenül kijelenthető, az ivadékok képesek összekapcsolni a veszélyt a kontúrral, különösen a jellegzetes lerohanó viselkedés látványával együttesen. De mire is emlékeztet a fasciatusunk formája, kontúrjai? Nem kell sokáig gondolkodnunk. Lamprologusokra, Neolamprologusokra. Akár leleupi, akár cylindricus, akár mustax, színükben nem feltétlenül, de alakjukban abszolút. Ezek a halak meg nem az apróhal-fogyasztási szokásaikról, vadászó viselkedésükről váltak híressé. Mimikri, álca, ez lehet a legkézenfekvőbb magyarázat. Nem olyan egyszerű különbséget tenni a vélt vagy valós veszedelem között, aztán mire felismerhető a baj, addigra más késő.&lt;br /&gt;
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A faj a Tanganyika-tó zambiai, kongói, tanzániai és burundi partszakaszon is megtalálható. A 2-15 méter mélységű szakaszokat részesítik előnyben, a sziklás területeket kedvelik, ennek ellenére gyakran találkozhatunk velük a nyílt vizű szakaszokon is, vándorlásaik során nem riadnak vissza a több kilométeres nyílt részek átvágásától sem. Gyors és kitartó úszók. Alapvetően magányosan élnek, az ikrázás és ivadékgondozás kivételével, a fiatalok önállósodásáig párban maradnak.&lt;br /&gt;
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Hímjeik 14 centisre nőnek, nőstényeik a nemzetségre jellemző módon jelentősen kisebbek maradnak, 9 ceti körül alakul végleges méretük. Ivari különbségeik a mérettől eltekintve nem szembeötlőek, a hímek páratlan úszói kihegyesedőek, a nőstényeké lekerekítettek. Párba álláskor a hím kisebb változáson megy keresztül. Fején, ajkain világos narancsszínű pontok jelennek meg, szájának belseje hasonló színűre változik, egész testének színe halvány narancsos fényűvé válik.&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
A nőstény, ha beikrásodott, a kiszemelt csigaházat, barlangot megtisztogatja, majd az arra járó hímet csalogatni kezdi. Majdnem függőleges testtartásban vele szemben állva himbálózik. Ha sikerül felkeltenie az érdeklődést, körbeúszkálva a hímet és a bölcsőnek kinézett helyet, előbb-utóbb teljesen odacsalogatja párját. A nőstény beúszik, a hím kívülről termékenyíti meg az ikrákat. Az ivadékok gondozása a hím részéről a minimálisra korlátozódik, inkább csak a területre, annak védelmére koncentrál. A nőstény a már ismert legyezgetést, az elhalt ikrák eltávolítását végzi. Nagyjából három hét múlva az ivadék elhagyja a bölcsőt, az ivadékgondozás befejezettnek tekinthető.&lt;br /&gt;
&lt;br /&gt;
150-200 ivadék várható ívásonként, növekedésük gyorsabb, mint a többi Altolamprologusé, de nagy szórás mutatkozik benne. A hímek jelentősen elhagyják a nőstényeket, erre figyeljünk oda, könnyen elfogyaszthatják őket. Nevelésükkor nem érdemes spórolni a keltetett artémián, apró élő eleségeken, nélküle nagyon elmaradhatnak a növekedésben.&lt;br /&gt;
Ivarérettségüket egy-másfél éves korukban érik el. Bármilyen fagyasztott, vagy élő eleséget, jó minőségű tápot szívesen fogadnak. &lt;br /&gt;
&lt;br /&gt;
Akváriumi tartásuknál lényeges szempont ragadozó életmódjuk, ezen kívül különösebb nehézségekről nem kell beszámolnunk. Elég jól társíthatóak, nem különösebben érdeklik őket a többiek. Ez csak addig igaz, amíg nem a saját fajtársaikról van szó. Hímjeik elég kemények versenytársaikkal, de nőstényeikkel is. Megfelelően &quot;zsúfolt&quot; elhelyezés, megfelelő nagyméretű, jól tagolt akvárium a megoldás, mint minden eddigi esetben. &lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/7151484327091633727/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/01/altolamprologus-fasciatus.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7151484327091633727'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/7151484327091633727'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/01/altolamprologus-fasciatus.html' title='Altolamprologus fasciatus'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-4815593027760638631</id><published>2013-01-23T07:26:00.001+01:00</published><updated>2013-01-23T07:29:39.316+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="artemia"/><category scheme="http://www.blogger.com/atom/ns#" term="artémia"/><category scheme="http://www.blogger.com/atom/ns#" term="artémia keltetés"/><category scheme="http://www.blogger.com/atom/ns#" term="sórák"/><title type='text'>Artémia II.</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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Az artémia akvarisztikai felhasználásának több módját ismerjük, megemlítettük már a peték keltetését, mint ivadéknevelő, indító élő eleséget, melyet minden zsenge halivadék azonnal szívesen fogyaszt. Ezen kívül egyre elterjedtebb a kitinburkától megfosztott peték etetése, ezek a termékek szépen lassan minden komolyabb cég kínálatában megtalálhatóak. Kezd általánossá válni akvarisztikai szaküzletekben az élő, kifejlett sórákok árusítása is, 1-2 dl-es kiszerelésekben előre csomagolva lehet hozzájuk jutni. Nagy tűrőképességüknek köszönhetően jól bírják a csomagolást, szállítást; napokat kibírnak ilyen körülmények között. A sórákot nem lehet igazán szárítva tartósítani, nem is igazán lenne túl sok értelme, tápértékéből rengeteget vesztene, de mivel kitinburka vékony, nem ad különösebb tartást az állatnak, nem alkalmas rá. Hogy mégis felhasználható legyen &quot;tartósított&quot; formában is, kézenfekvő megoldás volt a különböző száraz eledelekbe történő keverése, pelyhek, lemezes eledelek formájában találkozhatunk vele a kereskedések polcain.&lt;br /&gt;
A sórákra, tenyésztésére, feldolgozására egész iparág alapul. Az alábbi kép jól illusztrálja a tenyésztelepek elképesztő méreteit, a tavakban nevelt rákok hihetetlen mennyiségét.&lt;br /&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;266&quot; 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&quot; 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Térjünk is ki az artémia otthoni keltetésére, felhasználására. Adott a helyzet, halaink leívtak, ivadékaik elúszása csak idő kérdése, kertünkben- ha van egyáltalán- nincs egy jó planktonos tó, mely minden korosztálynak megfelelő méretű eleséget biztosítana. Ilyen esetben elmegyünk egy kereskedésbe és beszerezzük a keltetendő petéket. Jó esetben a csomagoláson kész &quot;recept&quot;, útmutató található a legjobb kelési eredmény eléréséhez, gyakorlatilag viszont pont ezek a kiszerelések a legkevésbé gazdaságosak. Amúgy sem a legolcsóbb mulatság, tehát ha van rá lehetőségünk, minél nagyobb csomagolásban igyekezzünk beszerezni, arányaiban töredékére jön ki egy adag, még ha egyszeri befektetésként jóval mélyebbre is kell nyúlnunk a pénztárcánkba. Itt 500 gramm körüli kiszerelésekben kell gondolkodnunk, nem feltétlenül található meg bármelyik kereskedésben, de megéri az utána járást. &lt;br /&gt;
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Ha szerencsénk van, kipróbált termékhez jutunk, ismert keltetési adatokkal. Érdemes tartani az előírásokat, a gyártók kikísérletezték laboratóriumaikban az optimális eredmény eléréséhez szükséges körülményeket. Ezek a peték, melyekhez hozzájutunk, előkezelésen vesznek részt, hogy megfelelő érettség állapotában legyen a bennük lévő embrió ahhoz, hogy a használati útmutató szerint eljárva a legjobb eredményeket érjük el felhasználásukkor. Mi is ez a kezelés? Só között tárolva -20- -25 °C közötti hőmérsékleten tárolják 1-2 hónapig, esetleg kezelték azokat aktivátorokkal. &lt;br /&gt;
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Az általános receptek szerint a petéket 28-30 °C hőmérsékletű, erősen áramoltatott, 7.5-8.5 pH-jú vízben érdemes keltetnünk, melyhez literenként 15-20 gramm sót keverünk. Ilyen körülmények között arra számíthatunk, hogy a megadott kelési aránynak megfelelő mennyiség 24 órán belül ki fog kelni,a fennmaradó peték nagy része erre az időre 12-24 órával szintén ki fog kelni, de ezt a legtöbben nem várják meg, hiszen nem kalkulálhatunk ezzel a mennyiséggel. Az áramoltatást levegő befújásával, légpumpával, kompresszorral oldhatjuk meg. A porlasztókövek, habár hatékonyan forgatja a több kicsi buborék a nagyobb összfelületének köszönhetően a vizet, ebben a sós közegben igen rövid életűnek bizonyulnak.&lt;br /&gt;
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Nem megfelelő körülmények között a kelés elhúzódó lehet, nem kel ki a várt mennyiség, elegendő áramoltatás híján vagy hideg vízben nagyon rossz eredményeket produkálhatunk. Érdekes tapasztalat, zárójeles megjegyzésként: recept szerint 30 °C-os vízben 36 órára 70-75 %-os aránnyal kelő peték 21 °C hőmérsékleten 72 órára 95 %-os arányban keltek, egyszerre, nem elhúzódóan. Ezért lehet érdemes kísérletezni, játszani a hőmérséklettel, sómennyiséggel. Persze csak akkor, ha van időnk, lehetőségünk, helyünk erre.&lt;br /&gt;
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A lárvákat úgy tudjuk felhasználni, hogy a víz keringését leállítjuk. Pár perc múlva a peteburkok a felszínre úsznak, a ki nem kelt peték pedig keltetőnk alján hevernek, fölöttük nyüzsög a sok frissen kelt sórák. Kisebb mesterséges fényforrás bevetésével tovább koncentrálhatjuk őket, mint az éjjeli rovarok, reflexük parancsa miatt a fény irányába mozognak. Leszívjuk, leszűrjük, átmossuk, majd beengedjük az ivadéknevelőbe, a kishalak nagy örömére. A szűrést osztályozószitával, de akár egy sűrű teaszűrővel is megoldhatjuk. A bekerülő peték, peteburkok miatt nem kell aggódnunk, a kitin nagyon lassú bomlása miatt nem fog észlelhető változást okozni vizünkben. &lt;br /&gt;
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Felkészült díszállat kereskedésekben beszerezhetünk keltető-szetteket, de mintájukon, elvükön elindulva egy pár üveg felhasználásával magunk is összerakhatjuk a nekünk megfelelőt. Nyilván mind a bolti, mind a házi készítésű keltetőknek megvannak a maguk korlátai, nagyobb tenyészeteknél ezek már nem kielégítőek.&lt;br /&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;320&quot; 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&quot; 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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/4815593027760638631/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/01/artemia-ii.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/4815593027760638631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/4815593027760638631'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/01/artemia-ii.html' title='Artémia II.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-138995647738771923</id><published>2013-01-09T23:16:00.003+01:00</published><updated>2013-01-09T23:33:41.354+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="artemia"/><category scheme="http://www.blogger.com/atom/ns#" term="artémia"/><category scheme="http://www.blogger.com/atom/ns#" term="sórák"/><title type='text'>Artémia </title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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ky1GCPY5BOeO2PyVTa59I+VxpIZY2mRxAe8H08bRjHBHPc9lS9IrHFolatpn4YyIizWEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQERfoBJwOSg/EWQyhrXsL2UdQ5o4JEZIC+orbcJSPLoal2emInc/yVvWfwjcMVFJSWG+RxebLZrjHHjdvdTPDce+SMYWIykqZGufFC+VrBlxjG4NH1x0Uesx8G4eC9fM2wGJnG85eff2H27//AKXkijaX3DIY5A7AcO4PQqyWG9QB3wVY6Z1JI4F+SNzMY5aezgB179NvtWF9RPLJA5uMg55aCP4FaY8k0nhE1iW67VqaTTPwEQjgrdzPOnc5m5pDjgE7mnAH2zzjI6q3f3YorzYam52UNi03dQG3C3GJzRRSEAmojPQ7COdpDXAAnBAzouy1fxlUIZ2ecWDcyan2xuiAGN3JAwO4I5Gee42n4Z3Wp0vVtqrZTRXCj3NbJIWBgIkHo3M5LRtcDjIBwQ05acelS8ZHPNfVqjU+lazTF2kor22RkDZnxR1dO0SslLWtd6eQDkPYevRwPPC8KMGipRPBNI5swyC4FhZGHYc4bScEn0g/+odV0fq236avFNb3V9vljpKkkCAQnzN7d3oLchzSHbgM9Acd1VaTwjo67Urqm2XS8VOm6ZgfLMKJ1NPBG3I2ua5u13qI9Y4yHekZGcZ8b1ndVoybjlrCjlq7e6SpidUwRVNO2eF7Q794xrml2Hlo3kFrm4I2ja4A4OD1r4C2aPW+grZc6yuqaavp97acxPMTHxCU7W5B5xtAyDjAb33LX7tOaTsdvZT09gFSyohdNFXSVDC9hPpe58u47emcNBGQOCchS39m+8ixTVlmljNPHWVm+iAkYWxyFoBY5zSch4DTv4bvBAWuvXiJVifbuEZ4/wDho6O8xUss1VV1ctM9lFVyOL5IywEubI7BL2dTn5hk4yPSdOxNo7PLcKO7UtUx9TkBscr44aeQbMvbsO2RrmPlG0NJDS0tdknHc1e6muMBlli9cZc3eY8vh3cHP0x1WkPFnw1hbT1Vwp6WSSlcHMh8vAdASwgOGMFwJJy0ElxJ+UnmI1b/AGnr/SreAWsYrRVTWWqNXEameR9LJLGBGdpwflzs3AtzuLh6W+rqXdD0Nxpro17KiLc12BK1xOD7bvx3XHU1rnsl2pwKuSkErTK0tm2sfH5hLNzDgZdtkOxo4PQLbvhnruodVCSnhdV0rsmOOZ7t3AHmeS8hxcf+B312k5VvXcfujbcJsZbMxtVN5jneuGUO8vygTwGvachpx3yM9gqXqrQ9j1bRzuqXVbHtkcJKujaGVDXB3/3YsbJh9cA8BbOtk9Df6FgicYW7CIyTneCM4B79j9vqDiDqgy2ltXVjyp2/u5ZBg+YO3B4zk9iMke6rW89STDlbUXhpd7Vfaq1RVkNRK9p8mpbH5MM7C7O7IOGOy0ektbyHAOIaSow6A1bCAJ7LUyCY+Yx0flT7m9pNrQ4u6gZHbnJ4XY9mptOXemlpX2+jdE558xrYgPV19sB3JP5KjNQaQtdxuRrC2scIYhA1kbQ1oZj5eO3Xvym67Ry5+0tY9X01FNT1kVZQWurgfS3N76sPcGt5jlMbnkiQeppc3HGTx0MjpvT7oqmeV89RX1jJRmrgnyQeMgseQ7GDnJ9/utwXxlLDXxvL5zXVO9sfxDmAAE5J2Z2uP+vsqbqPw1vdxnbX00scsjC7D3O8p5bg8ffk5HT6laVyVhWYlPWmanrZ4bc74t94LRK5ktM2Jzw3JG7aTnILjgEdsq9W22VsVvfDDGKcO9b4W/KHHOW4HQE/7Kk6GstztVedSX+NxrIIhAx+5pGwDAfxnkDDf48K2/t99VOx0JMUWS4kkEOOcD6k8fhc+W0zPC9f3Z1TUfs+gitFJH5IYOXsbycnJ5+pSGq3UbQXNz1x3HssG5VjJIvNleAPqcYVZvGoWR07oqdwb9Vx5M1ccbltWk26Zmpb7TU7RTvewuI5VTpZYqyrdIJTIWHJHt7KPdDV19Q47TIc8OIVrsenJY6Fz5Rt756LmjLbNPHS81inb8oWipk8uJuXDqPZTtHZGxOEkpDpODj/AE+y/LJSiGoDGMBbtODtPAA91OvjdJC9zc5BGTk8+xXVXDFWXvMq+2tkcc+WXgA7I3HIcRjjH5PKz6i0wTxxyup5IJgPU0DLQ7HIB6/xC+bkKeKvo4Y4GyTP/fO3vxtPIGQB0OD3HT25FU1bdque3Mqaaukpoy4RP8oeX6iHc56kEhvGeh7rqrj92Vr+q3sulJRg0TcCQgkvcOTjsP8Asviolo9QWKSGRjpISTA7LicjA4z7jIwfotGuq6xlZFWTVcjmxES75JcF7t+ABkjOOuOmB2ytk0t0q7LcJXMc00U7DK6ORpxgty0/jpx78racXpHCkX9p5a48b9Eftr4Ow09VLJWMdLUUlQ4F257mjc2UNb8pbGAH9QWgYwcjmu/WW6WKvdQ3aikpZ28hrsEOGSMtcOHDIIyCRwVf/GfxMrtVaga2hcaOlo3FsZidgucD82RzjjhbFv8APSeJHgLa6urpJDdqanqT8S1o2smp2F5wAcjexuDwASd3JC5r6z247dFYnHHPTmtERcbUREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAX3C5rJA5zA8Dsei+EQXqz+IVZZGRx0VO2QsxxI4GNv0awjaD9WgD6dzZI/7Quumwtg+HsT4hxtkoBJkfXcT/ALLUKLf+oyflT6dfw23UeL9zuBcW22xU0zhyYLZE3d06nAI/6iVK0GtP2lanP+CtjrzDIZZXS0gkkMIGct35I2lpzjHpK0gCR0OFmUlxmhwHfvGt6ZJDm/YjkLWnlTv7kTjjXDbNyvrqtkBrrbp24wPB3Ofbm7vfG8DcO+SCP5Lzr9E2GqkYKvSl8scj+Q6gk+IiPAOdsh3NHO48ngjsqLNdhepg6prI6So2ta15aGsec/rwBjtzyBzn3Vr0zrHUNmjFNVVLZonlrmCr2SRvA4IjkcS05DhkD79gt4tTJPPLPU1U3VulK7T9Vjzoq6he0vp62AHy5WggEc8hzSQC08j7cqIowDlrqI1Hf0lwcB+OP5LqO1Qaf1TFV1FFRsp3VjPLnt1SwhtWMbXnPGHD/wDI3lvG4dVr93gvJfLlPDZLlDQASGJvnuHkucATguyMHDHk4BbwcYAJGOTxZjmi8ZPiWsBOKa2Mofh4oTUyMnkYS/L2tLmhjuenJd1H6e6tNvskVuorddr5WOZRSZfDSiMid7ByxwacgHDxhxJwHY4JbnOu9nvOgaq5UAZBNXObFQur4YGVNHCzYNzhOA4B3QFoGQSe4woQGWQMnqYpZWPj8uF0sbnGWASgsy6TdhmIy0eXg7Q4ZIa7KtdEui/7LGsbZTUd0sMdNTOoYHxzRPmAqKlm7LC92Wta1uWsGACQTy3kk7c13a5NR0Ebzcnxy0zMQvMjZY3gknOSQQQMcE+/uVxdpu7V1ivEF0tMsdIaZznHbFu8xp27xI0OcAxwx/lzwBnaF05o/XNPf7aJIQ9keCXsc4OdCcjLXAZ3NGQAefY88LasTvcKTpp3XnhZFaqgVsVF5LnF5gDiGx1II4aQ70sdyBkehxc3O3ndD6KoayGruluqH7A1uxwyY2slbgPbHHGfUWnc3JaG7GB3suraqit1zt8fm0jHNYzbGWMBw0jHHH1PHf24Wpr3oRtJem1VDM6Jr2PhZJO4yRwn1BkTmtc3cz1E85I5x1INo1ZHMJXT2sa21VlPHPcm1DoWCmrIopxLMZGDlzQMiWLb7HdnGMjONnUdwsd/s7p45YKinmZvwxpbnng7XfUcY68Y6hc233R+pbPTltdR1M87Nvw9c2nLmPdtAD2FrjgnGOcHbk8dr14a3vM07asPbUtewOOS2OTDcF23o1xPBxwSM+xUzX2jfyROkvrPwqtl3nEFcyWSmDfOhqYWnfBkHeC3oWuxy1xPXIxjnX1F4fustZO2O90W6NxjgkfSPhkgjByBlp5zxj8hdLQ1VJWNZURS4ma0iMF2Mg9W/Y8KEl0yai5vrPJY1oIeYcnYeOoAGPYrOuXXZNPwhtDXGooaPzZamGoie3YcAjBHJ4I5+4H8M4VoqJaG80zGue1zXdgOOOeCFi1FmM1M9jiC084jwHHjt+OPwoOjtl4oag1EMDg0kYJfj09MkHHCrMxblPMcLHbrdS0UgAll3vLuh4cT3xwB+B7KN1DQ3Fz3Opp207gWkFpJHH0H091IU8NfPIx5aWeoZ47d8e/0WRcqa5NgLQzhw6AbhjrnI46H+uiz3MSnW4VakNdXXOMVtsjEbHOcx0keQ0Dphx5HOFY71VN2xx0sTTIY24DfUSevJ/h9FESO8t5xJl2fUCMN+ox/XK9HVNLAH1TgWO2n05wAlp+ZREfD3kmdBE7zWgM5Dg53zcY4VUuF0oLYzdC1pxzGB0H1Cr2stZhkgggZ5uTjrgD8dwqgKioudS6R9Q5zhw4DgD8ey8/P5euKOjHh3zZP3XUVbXStLHlsYPIafmXvaKKoqp2ukYS13Tuv3StidMWMEeWjHJGBlX630cMDPh6VrXv7uHJ9lz4vHvlnd2lsla8VfVotdPSta57Nz8DDWjKm4Yy4uww4AySO/wBAsCClq/jWxMiy0bTuJyOfc/y/ClZqmKjO2qlEYd0aRyM8ce69OlIpGoc1p3zLBc8MpYz5Qa13AGTyc/7KOdWV9HRTSzmIFjSWEAkE9PlPtlZVXUyMfF8PG2aFri5rwMgDscrBu7IP2BKHOa8PlxMWuGWu6np0PTj68rprWGcygIZal0tTUGonnqKjMTnkYO7PpDfYYIH0wsKtBrY5abMczpwXuDOem3PPXJ756E56L9ue8eQ+nkZ50jnGJwyN7sbmDHT5sDP1Kx9IXakk1XI6ocxrKqba4YLG5fnIGeOOoyem3OFv1yw74US7U81mri6VjoI4y4TMMYzggAbfpjHXPXvzi23agvB0VU2lkD5b5a6V5mp8iRzzt3CI4OS5pd5Z+vHB6fnipTmo05WRS0kocyUPbURs2/JnaSe49J4I43deVVb7qP8AZNFqLVbKjB/8S+mkkILppHuaxm4Eerc7DiDngOV43MTMpiI3EOaYqSqnrBSR08jqgv2eUGncHZxjH3W/Gmo8PfB51vukIp5xTzPe10eHvq6qIsZCCeuyMtkdg44GOfmoM/i9d6l7airsVlmrQ8SGo2SsL3gvIc4MkAJBkd9Pl49IVQ1Zqe86orY6q8Vfm+Szy6eFjAyKBn+VjG4DR9up5OTyvOremPc15l1zFrcShkRFzNBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBEWRSQxyn95Ixg+rwD/NTEbnQx0Vjhstkkjjc69Ssc75mtjieR/GVqm7JoSauphXxMY63vP7uevYaRrxu28Hec4Oc4DsYK0jDaelfaFBRbQi0JphkW65XhtM/J4pp3zg84HBhbjjn5un1WE7QNmq5i20aqpX5cGBlWx8BBIODuc3bjPBBx9CVafHvCPeql2+a4xDFI+VwcPUyKRwJH1DSCrTYLrLE41EsUtPShzIniWXzvPkPOHbwQDgOwQG9AOeSsW7+H+orPEyS52i6RNLMvMdKJGtducMBwdgjAB3DI5XmymgpaGlhkoahzZpKiIwyyeW8yOjYI3HpjDiCBz8pySCQr44tWeSdSmo76yR0lR8P8TOWZL3VJeInAOc4AH1BrGk4IPJ79l034cWC06psEcV+FVRapbuZNLgRyMp3HAO0ZaHOGRh2SME9S7PM2nKf4avlvV0hindb900jJC1kr6xoLY4/L+bbuA4c0ZOR0OVP+HmqrtZtQSX2lqA2WaZzqp0j8RuY7YRE/gMduaCPUQGuY45B4d1VvM8M5rHbpi/6StNIY2QWVgayJ0DnGAjMZB5BaMueMnqeee/K09q/wko4n09VDCKgVIc/4iCEU5eGnBaWkFpccuG3Dcgc9FubSWroL5Z6asMLYvOZvAhlL4z0yWuHXGWjpxkDKnLfcYLnH8N50crMkYc0Pbn6kf7qZmYjmNomPw47vNjrqHzhUhs4onE7Y4ntEDtrQ8iPGHEktJcA70tyS4gAZWk9WizXFtLAH1U4k8ujp4ZcSF7g07vNa/a0dAQAWu5B3YK6t1DoyjvJMskMdJV7THHUxsBIb14HtnA+y11UeG+nJ66Rkun2UNfCH+bLQyOhJBHq2bQW98Z2+4OUi0d1R/tJeHXiDNJUzUAFPVxxAea4Y3xuPdzGOLXNOD6mdP1Bq2lb201+pqiN9MIvMZ63Nw4Nd2cRnn2/J7HC0bFpOw2KVtLRyXKCT5mPdJHITx13ENAIxjsSCAcgADY+n5auyh5klqXuk59QaM+2MJkrExuOytvhcb/ZJnWYMp9sjWx7Q0jBBzwRj+HPYqt2zTErIfjayvlhc6Vx9EYJ65c0YGMZz7KbsWqKaolLJg5rWs3vO07mn8df/AIVjbX0kcXmbYW7hxgAZWPvaI1K2omdtf1Iko3yvjiqnwvcREXzgZI9gOMY6DIU3p6vpZJGRubNE8DcwibIJ9hnt9FLXOlhukXmyx8dCBx/p0UVPSuhLRDs2ZyzLS45yDyffjv8A/pNotCIiYlPUwpmVbphl7sA7ScM+mR2CwL7c5Hucydgc8HqRgH2du7cfb7L6tz275C6oZG5/LWMacn8H/RY12JE0kcrd0p9WR6hnpx/NZ9Sv8MeC5TU7mukpm+VkNyXnjJ/n91n3CvBp9joIjEDua4uxt474H8voqXfL1DQzkVEvnzOJcW5zk/nrzyqbqPXYiY+IYMrTgRA/L/6v6/gqZckUjclY2suptVQRv2sZGwtzmQOy5354GFRbhqWrr53RQktp8+/qd9T/ANlXq2rr7pUvmw94cem4lWTSGl7hVzMfUsFNTtOS5/V3fgLz7Zsmf7a9N4pWnMsel01JdJ2y7XOGcgnP8VdbNoulomtmn5ONx3HAz/WOFaLNT0lKzyqeEkRj5y3+C/Zop6sCenpXPBOHSEHH4XRh8SKfqZ3y76Q1fOKGkicxjg1ztoDcfjhTGkRWSRNqpGFjcYLXN9XUHn75UJ4nXilsFiM5poKiaeRrWwvPAwPp35/mqzS6r1ca62ROuFqo6C5QkQRkOdNC3kesHOSOmM4C7q45mvDD21PLYl+q6bMj4q2SJscRfvY0EcdOvucD/sqXeJZp3xQxVMFO+bgzzyFxmHq9Tt2OAGu4zxj6nOHcbtKGRvoA+J1Q7Z63NLC4uby7Jx3wBn39lCU7btHcjRUdJQzVrXsDn1Df3Ub39GMBOCeM4GT04AyunHj9VLW29bfWXm0QySVk0raR+HefE7MeA9wa7aOWtIPUjB4PQcW5slAzTM9VCKV7J5WzyOHobMXMwS5w5yQ3G76dVri96Vq6Wp+JfqKaeR7nOqW4NM0gABojkbvDByRhwHHvxixaW8p2jqiBlK2me2qjdUxtd5rXh28GQbsOGcYIPfkdSFe8cIqkY6eCGAxOa7ynNMkeX5cwZJ5PXg4eqRLBUWvUEs8TXGOSZ0kZyXhjiG5GemMgHGOjhzzlX+mNMwQS08crnQjZP5waWu5LcgZIAwevsFlVtuoqm1A00Mbwwb2ZPy5wOg6Dpz/8KkT+VZj8Iu5TQXHRFyqZ4aaerp4nu8gE/vGBwe4ZBBHIwMcctWi/G6uazww0xbRExjpquSUu9Jc4Rwx8nAyPVPJx91tvR9bu1d+znw4hqXCN5B3NHUdDjBxj8gdcLRfj58JSVNussdfS1VTRTVReIHbgyJ5j8sO/yv8AS/LTyOM9QqZ/txWhpijdolq9EReW6xERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREAclStFR0HliSsrqeMcen1Pd/Bo/3UUitW0V51tExtcbfddM0bSGW6GqfxzNBx/Dk/8AuVjpdX1zoGtt1NbaVrcc/saM/wDukcVq1jnMeHtOHA5BWYy61rZDL5p8wkHcHFvT7EBdNfJ41PH+mc41+mumpmvD318L6cEOLWUrG7gPcR/78K4X3U9guIbUWuBpka3/AOnqH5fG0NJDW8AYwCOPZvHOFpU3u4kYdUyO98nGfyOf5ryfcKiQ5kkyfd3J/jyf5q1fIis8E022BU6ip6e4Oead8b4nboYXPAYSCSN3HbgkcdVb9La8qwZmVlitlVRMbiomqacEQsHIBkAPo3e/Pr45Worfcqgx/vHUIp2+k+ec4z7NBLj7cce6m21UdPQxsZRUkocxj3iKnIdJ5m4FwHpyGt4A4yXk5wDjWuWJVmunQVHrDR9ypRRUdPPbhO4l7Jo8U8bhgkkA7G4JxkAH3ySrvpvSF+1hZ5aPU1fLFaIXObDb6Z4kY/H/AN128En9XHT1HseeS33KuqWtLKx1PR0ufKbA4ukccktLGjvjAOcYB91vjwr8SbrHs09Wulhmg3GnNSXmRzRgD0tGQGuD8n/gOQOVrvcahWI55TOovBSqitdJQ0lHZ5mea6tkkghazDhxG3AAceM9D+nv1WvL14T3+mg+FFhqo/K3Su+GqJCJ5HtAzsdkDaQPlPTOfZdDao19b6C8SRXVtPCwna0k7H7Q0AP2nqC7jjoThelr1Zpy6EMbcZaWQyGOPexzXvI/ytxkjAJHuMkKszaO4TqPiXMds03qq1XAV1se43JkrnMgkxBOS4DcQd20udkg/qAGAG4wLtYrxr+ninF20xcaWGpnDah9PEY53dCXelobsz2DgMAbc9TvCeyUN3eYH1Lah/klrZAwB7nZ+Ydxj+fKiKnSMjKWOiqN0hySXNeS4Y4AHIx04I7+6Rkr0jUvDTVXLCHVRqql7gGlrpI3M8xw6u2nofr36q7S1dvq4A10LYJHt5LuOq1/YbdcKSrnkqpLhJStja1kMhLiXZ4IJ9vSOMjnK97kLjO2oeyKaOKnAZG4g8kDnP07cZH1VLRFpTE6hYrhpenrq1tWyWJpG0uLADvwOhX7/dmGeOKnfXVDnMJw4Ac+wxxwq1p+5XDzY8D4iJ5/SdreO4z268/T6K62eV82J5ZQXPztj9mZ9uOqpPtHymNTCFksYpmOENVSucyUNLGtLXPJ/Vg8AdOMrOYxrKd4lkBLXYMROOR1+yz623unqQ+GB7Tj1OHIaAfmI79e6waOKpbIHSODonOLQ7JOcHrjqOyb2jWkzbn8b5DLsf3Bxnnpn8KOu1RRNc5ud8jSdsceeHdyfZTMNS2jt5lrdm4tLm7wSCMcEff/AHWt9Uanp6WklfSMp3FuS6SR4bGwnuc8nn2zlZzaIna3aZmvrIAZ55xGGgtjB4GevA6nr3/HdVfW2vqWlpIZ3SM9WYmsjPrdjkZP6RjutV3fVVZW1Mj6WR8zidrp3sOBng7G9vuefsoWkpay5zSws8yR+9p6Fxdzg/fquTL5HOqtaY/yzavUVxula7aTBASThjjkf8x5KyrHYqu6TNhpICW/qeT6f4lXHSHhtIYGPro/KbjcW9SVsGitdLbGBkEAJBGGgekD/dZ0wWyTuy03isahG6O0RTUdK187Gyu6kNb1Pt7qxSU5O2Knhz6tpa339vws2gcWSFh9W5ucgj0jGcE+/wD2WQyaGnAGYY+C1smWgA5PY9QuzHjrj6hla027R7WeS8l7nNjDXF4IAyAD/wBui8H351HQurTR1EzC+PEbXAOYMlg57Yz3XpqGM+QImN3GVmxzh06jHHYcqNpI301veKgkMh5dnktY0Y79Cc4+3K2rWJ7ZzP4VjXNsmv0JulSzZTsa50ZfluwHpwDyf91re4VNupo5jDXU1O6000UTKCSQPdgAOIaHclxLi4jP6iOeVafGLxAgtVqMjQ0Vk0UkdDC5jZQ0safW5ucBgJaPV398LUNpiirjc4HNDDWwfHwVMsrC93G71PPGXNY47Tg56DnnqpxwzmGxo7vPU0cN4dSwmlqInOZAS7YDjGWkdDk469se6h7ndaiKmp66F755aasbK2CXc6JmD6XY6Z5zkk5+reFlWC9zWyCG02WWlu9FXbN9HVgGOnlfjIPIc1+cdcdc49Qzhilp6ttxE0lbHbKwl0bBI1r4KrIxE5oxlrX7QDxjDSMrT4V0nI9VVrbkKSC0um3wFzoppdsMhzyGjGSByMkj+CkNM60rZ6A2ypsdtc+qG5vk0pY1jep3Y4JB4GemeriVAxSsqaqG4Xq70tfUHEdKKfl3q6taxnJDjxtAJ9Qzntlyujnjqq6lt07ZTI5z/KkDGkuxj3wAS0bccZP4iY32Rx02VDdbe3T7i6UNlztfuI5aeCB9ec+2cdVGX2arooYXZzHI1wfJG7JG0H1AccOBz15x2Kp3xFTWXGkEojtUNEA90tUWlowCC4OyG4wepLevuFk6h1lRMp/2bZqenrbi/wD8I+nL3ufJkZY5hZ09Wc7iOvIGFnrUrdpG33a301LPWPlpBcRD5cDZH8vLiGAAYJ3EtIBA43EHAXIOorbJaLxPQybjsIcwuGCWOAc0n64Iz9crobUFYwWOGCNk1PO17BJVRuDY/NYwbmOOTvfgA5z3I4Gc6P8AEyczasmje2MSU0MVPIWO3AuYwA+rvzkZ+iy8ysekT+6+HtWURF5rpEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERARfcEMtRPHBBE+WWRwYxjGlznOJwAAOpW4dCeAV/v0Dai7VzbUHMEggZA6aXbjOXYIazP1JPXjgq9aWt1CJnTVFtY17z5dEaqRo3EPcRGxvcuxjj6kgfdXNlg1JdmMdR2esqoxSteZaalw3dGHt/dvwBgbgcD6YzgLelq8G7DpNpMbf2lVRyxuilqoXZY8nAJBd5Q5IwcA89crZ2nNKfHROrdTz0dYaiExyNdVCTBZ8jmOPLSdoOQereOq7ceH1ru0s5tueHKtNou9wywCWmEHL/8Ql74iR8uQXO3elhGBwHuHPVS9q0XeGXOjp6WGcQPdEXeRTPIw4tcPnwAS7PJyORgNLeerhaqWlpaaj21joqcD1SSgukxggucAN3QfQ4C96eOjkDWtipoyHtOwNDhkAc8j+a19qx8K6loem09qGsvVRUXK70IM08znskp5Glu4kbWgRjjrwSR6iAGnlWyh04201TJ7jVMlkk/ePNNTSgDjgfM76844zyts1VFa7jVzUNRFG9shLy/zOdxwctwOAPoV4XbTFvqqcU8DPL9IjDo37XjnPXrz0/rKfX+EeqD0dJFLF8ZBNPkP8t75IyHE8HqSB0+gKsU18pIKkw1cvmkuwN0eG5/jx/8L0t+lWWi3fCU8h9QcSyNo+YjGSfxj+K8amz0Yo4mP89rMjJD/Uffrxng4VJmtpTzDJguQYz1NhZCBkOjfx9Ov3WO+oFUJGwxNfG7oC7JPHQAf1wommpqiKWSHZG+ma70mUerBPGex7HPH2U/Y4XReZkRDb0cCC4nvg54CpNdJ3tHx2yODFZU0sUTcbdrGAv5PUnt3/iVmwQtfXxyOjcBGNmGuyA3rxgdF7VsUzZQyWLhw6Oz6fx3+/1XgyaOi3SOkDXuy3a0ZJB6qN8CWkhp3U3mlxZvADGnOfY9O30VevlypqIhsske/GGtbjP4+iidQazZHE9kE7KeJvBL34DfyenT7rVWqNcOLJIaWMiodJ6Z2kAvb7AjJWFssUWiu1p1/q5xh+DNQYiQHOjB9ZHYYPQffstP3i5V93kdSsc5sRk9TR+o++T1UxarBeNT1JczcS7q9+QfuTj6rZOkfDy30EzJq+RlTKP/ALbRwP4f6LG1b5eZ6XiYqoGk9FXa5uIk3QUhwXyubz1B4Hc8La+lNNW6yUlQ2GFu/wAvJkeQXOORgk9h9ArZ8NFDCI4m7Y+xH+g/HssWUww0dVI9jm7mBrSecfQd+v5W2LDWitrzLKoC11GGhzQ8cHsR9V4zQMJbI15MZI9Qbkj3wPfusb4j4dksm/Ekm152joMYAx2yT0Ht9lm0VRJGI5XEua5vIA4Pv/X0WvrpTbFuJfTROjYWxucMgOdnDR9eM9v4FfVsh+JihldI17m8NAOQOpwP5/0V7ajhZPTOOHMa5hxjnP47Lw0cQC0N2tAD2uaT+sAYz/XdW/xR8sm6VUVLF6XhpIc12wZdkY4/mOPZQ2vLqy02SGaGlhqY6qpjhkEjtoB55z3AwfyQO6/dQUUxuDHDMoikdK8FwbtaQC8j7bc8qranp7dqnQNTdIWVczG0TqmiDt0bWyQGR+QCBkP5HXBAA4BK1x0jiVbS0Drq8RV2sKiq+Gh/Z5MlHHTuGY/JG9vml7RlpL9zw0Akuae3BhW3CGphNNU0cVqqW07asSzMLnSCKnaGRNAGAXuBkIx3GSQOY+m/atsmlgr5fIqoZMPjbMC4Sjlz8tOM8nBGepx9M213KKU0FNcfhqkiUOe5m3LyYnRsgcDg42gtJ+rT3WkTv9ka0t1prKHyX01FcZIxLDCaimkc2FwmDnAjGcvDWjduxw4gc9VMXcvldUW9z7bExwc0uqZXtayX1Ev2hmQeWccct7ZVKslvbU1jGRtf59dCzy5GjbFFI4kNLnOHIPpGQR6m8/TLprrXW2vdRvDY/OjPnmaMHADtpLZCwkMc3Gen6RzxnaJ45V1yuNkuL6eiDrU1sNRGNkvlU4kMsjR+7dvIHp9sfX34kP2hKaG4XCeqqa2rbCZPjN/lxtdua3bgctLTjjBz6eeQqnRR3SkfbZG18NLS3YObFPN62tY4taNrDnGHHaAcD88qxjQuoX6K1VUMuc9PcLU50dezy8ee5ojkaBnGDx7Akc9zlMwaeRu7prG60VbqWqldL51S2YHMcMLmudLDkcsewuPQFux2COVDVNBaIL3cL9RvudJSRVkW2rpoQ+IExkva3jAOXR8cjGRnopnU1xoL1DRQwPpqRxsUgimb63yTlpjbE3bk4ceOnXpjhQ72R0en/wBjWSujqaepbFU0UD3NdK5xaNwcGjA2yEdeT9s4iIJQbbq6zWxtRKyeagt0xqzvnDoZZ94ADWcYc7AyRzwSQdq0/cp5KqtmqpnB0s0jpHkDq5xyf5lXDxQrY6V405FLI6ohqZKm5OJ4M7ukfBwTGC4E4by5wxxk0cknGe3C8/ysu59I+G+Ouo2/ERFxtRERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB+sa57g1rS5xOAAMkqYprFIZGR1MgEz+GU0XrmJ7ZA4b+V6aatlwuBcaSD903h8r3GOMH2JHqcf+FvP0V00iyl01qSkulwjdVx00ofHTxsaHPdtBDmgHDOvB5dkdu3RjxRPMqTZeNA2eg0RSipp6Omdfi076mQNeaQEDhhJIL8Hkjgc9e/vedcXwUM0VHXkPimDHPf0JcSd7s9cbf1Z/9PTEbdL7bnUDKxlLOxk5OH1UoDHckEBrRuIJzjnPHQ9Dc/C3RlxlqG3S9UI8uR+aamlpWnyXZz5j2n0NeezP04B+cOXoR61jVWXM9qFRR329RPitrquuqoS6Kasc8tihdkcDcCd2A8Ybnk9sLamldO6tiEXmVElS0tcPJfGI2OYcHdw3c7/qHJOByttv09ZKAUlRLFD8U0Fw3SBzn/XGR98YHKyY5JJn584uPcNGGj8fxVJyp9VesWn61xd8VExskshLWOe4gAdHbs8E8e357SdVQPkpmBsZa7eQ4bSQS36+357qQrHxwx7WFm55BPJHAOff7pX3imdA2Grp42ta3LQXdCPtysptaU6hHxOqS50zopgAA0gcAOAwRn36cfdYde64U4hq3PcGue0FuRxz7dz/ANlM0N3p6mkfSxxMDQ0SQsH6zjnv9/uvKaB01G1zAxrAdpDgTn7f126puYnlGtsm1VtRPC9jpg17uWAnBAPblZNMHzsdC8Mlj37XBjch/wDWVBU4qmuMbpWRQteWtdlziWgdSD268Yx1Vmtc5p4oY3MJh2fOW45x3HfsomUsCW1llS6V8r9gALR2+wz2Cz4qmCGFmzbvb8xcMgDPb+CwL3doY3kf4jxw1rHAZ/jwtc6m1c+kqDFJzIMtdGx3y/c9h0WV8ta13aVq0mZ1C+6g1DRU0cj43uYz9UrzuI6f1ha2v2s45qosp4Z6rDvmkdsbx0wB2VZkkv19q97WzQM37Wx87SOD/Dp19la7XogyMY+qdtA9PBLv+24/yXL9S+WdV4hpNYr32pdwguF9uAbHBJKx7i5sQdkNHYcdldtNeHTXk1N0Yx7yOGA8gewyrPbbbTW0NhpImxuJwZHcud/8qctoYyUAvJL/APLlzief4LauCK8ypN9o6S2soo46a3wMZG1oHp4I46k/lekAbSxuAc10jjhoBB/+SpatY2WJzYIsOaB5eXgBw++MZULUmSjjkqfJDnNH6TuJ9yR26/c4W9etKSmGVrZY/ImcfMjAa5xxjPtj3AXpLSRzU1OJGtky5zzkdMDg/VVjT4dcLs6jMgfNITIXtd0HOD7EYx7qxwSRiqkIc90TGhrDtxjHH8CpmuiJ2pt+uohuoDYfOAl8nP1GMHjqOD/P6K32Z5fSOfKSGU7GxuAHX0hx/wBQqzcIqaqlP74RuaTIwNGMkkn1Hk9O3HUqw6clY60bY2PawyANBGTyOOfZWtH2orPKrXrU0Zne1pO+bZDHxwwnj1AkbcZ5xnoe6+dL6ohlvc0u5kkbSGjcSCMNy7I9+rvyoXxPrKaksd3vNLMYaykDhCHwh2x8pZEXuHQtbknnHTJWn9C6mrKhtTH+1XTkxASVbA1+6Rr27Q3AJA8suyXBvfHIW1axMaUmZ3t1BcRS1FUyqpySWxZcQMskb9c8d/yP4LW2tpJLfoPUlGyse4Ntdc6neHcsZ8NIQB7dvtyrroe9R3zTForzGGioiPmt+bne5pH8j/stPeNdxOn/AA+vDLhDLJWSyTUcBPQiUYOcdNrHF2fdzRyCqROqzEpmOYc42mUC1w4llyH7Q1p4ad3JwDk+l2OBnnsvdlS8RRx1TIfLIZC5rojkAgEPHfOQ08dckdCUtUr36cZFE5kZDpIyfL9UhJa7AI5Jx/sOVn6UppBdIpGzU1HG2eOUStgdOadgG8yFuTgAAZBOc89BkUx7mI0vPym6CKaWiE9CY6kiVjBb4dwdPCHOa6TGXeU8kNwDxyD35lrrTXGGrfVU8dxhooPMnhp5YGPdAXFkbtwJztc4OyWnI9PsSPfTFigfR1l3/bRsdxoR5kM7nkzTz+b6pZGuGSflxGAenzZyVYKBmqKCzxaWu9fQmnq/LuLnVEhD3SuImDZ5MHkucN3XALuoXTWJnhluH7p6aS2QVX98dL+m7QwtozSQbGxyMD/KjG0+l2Wt4ODxk56mShvur26yqLJqKZrH3dtM2pZQ/vI5om+YwgBpw5z/AEg7SOSPxGVlRf77ZXV16qHz01DWEGcyte0SDIGMHkNDsAjs7lTVXP8AG3inq6GAPb8G+OOaOo2Njyxp3vI4aPm9XAzjPzEm8VRMoGtoYbZT3KOjpoIqu3Vvx0THxETEMeNjARnaRuHfjOeyquvtWTWF3lecJdShjo2YjDf2ZG7OWn/zgDgD9A5+fG3F19rqOimlpbVXx3W97PIqLzHny4gHZxT8+p3bzT7ejs9aqke+R7pJHOe9xJc5xyST3K5PI8mI+2jSmPfMvxznOcXOJc4nJJPJK/ERec6BERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB+taXODRjn3OFl07KZkjQ7NVITxGwHbn6nqfwsNZlqfDHVCSeV0bG9do5P57fjn7dRfHr25RbptfT1TS2egbcr0KZxh/wqZrSIo3dmekcn3x34HdVybUVBVOrbnVRuikEo2RhoG9pBy3IPXgZHQA9c5zVLpfK24GNkkhbBCNsMTeBGPp9ccZ7dlK+GWm6vVusaO2QEQxB2+eocAW08TT6n4PUjPA7kj3XVbP7TFas4pqNy3/8A2b9Ez3qZmt9TNd+8c9lup9pLWMHzSewPBaD2IPQtwt5OqpLjXNs1phlihp4nB8zWchmeAwdiepPYfy+rJFS2m0NpYv3MDIxGI3vBEETGjAcevyjcc9dw+q19qLX87ZJ7ZYaWeEGQskka3mVpbkPBb0bnIx9D3HGtKzMlpiIWZtLFSzSCtq2SyB2WNBdluTkDcD04x7Y4U5YayEXCJ8FWzfty5jIclmSCcknjOD09ueypei9M3i7NZc7xNUwULyPLbG8Oe8e5cTjkjoP9Ouy7NbKShpZI7dTRRRk7nyE73yHj1OJ6u4H07DhWyajhSu5etQ6lmcMxSzbMYLW4z9V8GiieXSGEsM49yMYH8AsSsc2HIBEYaM5Dj/P2Xl+06l7Ishkgaz0MJDdp/wAx+/8AssdfhfbHgp5mvc+BjDsOIpHEdPxypRgbHSgQwM8rJD93qc3Od2f9j9VGV1wpWyNe9+92OY4hkdPfhRdVqH4dsnoYWP4c0H5h7fdRe8VjcoiJmeE1XVEbHiGOQOe4jcCM7R7kjgfblQN/1Sad0jpZsZO1rGZPPXBwoKSvuE8ksFC12x5+Zo9Q9gvq36aqXtHnEulcS5znnO0e5XDPk2vPrij/AKt/pRXmyGrrtXXQMfCH7Xna1pBG4/bsvSy6LuE9yfWVDo4onD9bdxB+nRXy1WW321gMbPNmJBLy33/1+imWwDY7EW7a7DjnpzjgKcfjc+1+ZRbL8VQtutdHQP2QtEzxzvkPA/2/r6Kca4PphJI5rTtOTyD+FH1D207opNwL3k7W4GW7Ryf6HP4XxNX/AAsMkBbGXlrnyhx4cR2++Nv5K7Yr+GOy4k0cIeIyOSHHcMAA4J9yFiMq5KWEiaUNlk9LX/KWg4Oc9jzgfdSTyyamZtaAXROwecgdcDuOMKq329VdNcn01PTUobESHZJcecZ+5wMffKtWJlWZ0s9A2Xc0SOO2MDDAOvHP+yalhE1sMe9kAmc1pJdgccnAH5/C+tIyPmh8yRoxGzdKemSezf66FYtferZRXB9VXTPpw1xhpaaZhAl4J8w4HpaNpHPUY4yUiJ2n4RukjJR11Vt3Nkny1jiOY4TgEn6nnH/wsvWlZWUkwFG17odp3RjBa4bT6j3xkjp3IWNaLpHU6oc6pcGPa1geWgfMTnHHTGTgc9/xM6+qooJYC+AETZa1+/ac5GeSMDpj891ef1Kx005qTUNwoaeSaedmaipMFMHjGG8tecjk8gN54Cv/AIcXapqaiClB2CWGORkYIJdlgIIA/wCYH2I+q5+8drm/+/8AFaaFjax9uYyPaWPlwdjZZXYyBhxcOAcER8notheC1yq6eWzzVPmyPbBUROk+QOO6Rzmu5wXAkjAHpwAtJ1aJiERGtLJ430Lamx1ck0LYoa5nwtQWtBDjnIJAwTtIBOO3ccrmOw1lXab5T0j444yyQ/FwyAOyeGlkmS4Bo25yfc/8K7C1/SNuejq+l3NYG4c8lm4lhHUc/MAcj7Lj7VcTodVyNO34eVjTgxhrdsgbuyXekfvBJy4gDBxnoKb1EStEczDq7wiv1tvVnZNb2QU8e4ubTxvBdGCQ5u/HAeQXHjg8HABWJ456Oju+n7vCXSGKeIgE5LY5mElp5I45b79B9Fon+z9q1thvEguNWyChniZ5hO/FM3kteRnoBtJxklrj8zgt433WNHqy3T0duq4XVVLE7znB7nMly0kmMtIDyCM+3B6dRNY9p2TxDj/TFT8M6W21T46eaKYvYKg7Whw+Zrs8fpHDuD0z77VsVI+jbTVVjqopmhsmG0dXA50QMZY5gc1/PGfwXEk5VK8aLSZ9U3O/U9PFTGaYvqqZgLdrs4c9oPYu6jJ9RJHHTXSwjNbBPrMbW9YvzDoR1HO99Kye2XJskcbp/i6iYFzjI5xdty7AaQ7rkDJLl91V1Zb7dVUFxuemqDfDGyWR1VHNOCB8uxheQGenhrfVk+3HPCKZ82fiEfR/due8eI2laC2Q0VFHVXqZjQHiJppKV/UncTmR4yT2b91QdV691FqKkNvnniorZu3CgomeVCT2Lh1kIwMF5cQqsi58nkXydy0rjrUREWK4iIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAt7/wBl11Ppy06m1zdY6Y0NPA2khE/AmnyJGsaewy1pd14/npK0W+su11pbXb4HT1dXM2GGNo5c9xwB/Erp/TWkqW7aqsmh7aw1Nh0q1zqxzR6a2tP+M93baOWDuS4tHRxHT41N29lLzpsa/tudysM9mtc4u12uUbG7oZWx/O5rpJXO6NaWkYHUNAA5IUjoHwgsukoRX6mnivd1kcXvhdGRTRuPqzsOfMI9Iy7IGOmVc9H26poW1NykpGUj3SNdGwkF5GD1A6cDA+izpCJJ5KmV+6Rzs5PZdN76nUKa2+WPMjmmTAwchg4DR7YWbFPGwvjIAwMk+/dR7ACDI93pPf3UVe77BTu8uCUbiMHYOcffsubJkiObSvWJnpH6lrA6Rwg3HdluWsxj3woh9w8iFsbixuCSXHqSf+30x+VG6guVeblSxU1OH08jnedJn/CaG5GPuV5w0T5XbptznE8NHUhc9vKtf7cUNIxRXm0vmor6ioJbE/DeuQMAfZS9psc1XtlkY/d1ZnOW/wDEpOwUVEwslqQGuBG2M49X1yrHK3jFI10jsfO35R7/AHKU8a0zvJO0WyxHFYRlPQU1qiaxsLXyvBcdvAGO5+v0WbLT08kTH7jG945bIOHfn+ui8YCKepdLI5pc0EHnJJPbPbt9l7R1VJVskjje97C7hzhjn3GecHjqPwuqKxWOIZTMz2xnQyCYRuZukwHueTw0fT3XtT1UNbVMjpS84Lm5yAHAd/t0URXzXClmdBHOx8T2AvbIA/LeSch3QZwABjofZZtrkYKeSr/ZOKiXksp3eWGA/q5yB1/mr64V3y8dQA250dVsG0vPmEnLsep2B9TgD6dlWqGrNZX0wijkbC6MFwcMjOMk46gcdFJ3Sopa+4SW+ppLzK1kfmNcx8boSQeAXA5znPbrz9pHR1rt/wAdE59HWOLRvDHFoDdow0e54wrxEVryrzMsq8UscULah7vLbDGC0gkk5+g69vqqtVWa7VlAZJGxAgmR2wbY2DPVznDk8f8Au7r98SdUVVPXyy2q3UAfC3yoJaiV0z2yvkEY2x/LwXAjPXGOnCpFTrS8X+7fsyrrfjIbaGtqJodkcM9Q5zRsYxpALYzuZ1OS0kkq2Os8FpiW87HJSUOm5ZoXRTPIDmyu4jjwO3uVqvW1XHSVdTqe5Pa6ClDqmWRzi5zgG7Gtbn3fI0bR0wrvaTL/AHaqoZQZ4y7LAMjGRnaMDr1WgPGa/wBRSaLks9sDfiprlFHI2aNr8xsjc5xIOWgA7Mk5/wB1FeJmSedQteg6+orZYa4ua6S5TSjBIO0tYwxkc5G4kgZ7YPQhbQ1rRPq7N8I3942KMOjAydmeMjjnrz7rQXg46sjngqKitp5z5z3lsDCxvoibsIaW5LRswHHA59PJ56Er53mx3GdrC9zaUBp9jtzkc9RgfxV7zzEkRxMOQvEKVlXfpqljIXmqpIzJFJKQZJY8xg5O3HGScEgAjoS5SXhZqCjst1g+PYQ5soJMG4NDDw4eWAXbPSMZ5Je4gO4IwvEx8lPf6aV0ccrnNc0xiF3lu2SSSbXMLvlxIwuaRjH6um6l1NWyaVsk+JJIvUxoeHhjBh24v53+lpG1rQB9B6TFratJEbh3fRkVenZJaMRSPmpj5Ujmb2OwMtOO4xg/Zci+NVur6a9w1FwomQVXFO9rJCN+QSyQZOAciYjJwQSO+Bt7+zv4sQV1FLYtU1dLTVkEm2E7mwxGMlxMYJONzcZGOCw4HyHNR8Ww67W/VMdS10tVAYo7cwPEvlSRyPc5wwSMPjG0AfqceDlREe1Z0mZ1MNZaLeWxVVTHU+fSuBdKWOAniJLnRlziMbhg5IA+ZwB9RWwdPNqKJjrhUz7nVkB8l3lNje7AAdtx6hk7W5zjLycZ4Or9EVVZU1DmOmPlmEnEbdgBDjgDbjBHB4/zKT1/e5LVWxU9vkLKqlGwzdSJHYl3tz3B8og9QR2OEpk9KRYmu50umjrvZtQQXKonNLQ3iGKQO85nmw1ceMBr2k4yHlu4O4IcMLWGq9PRGjrqyCiloLnb5cXOh5LGtLg0Sx59QbuIa5pzgkYOM4xxO2rqBPbZWmqidh7N20TbeGuYDjsRlh6/p9htDSEP94qm21ogjLhb56Guxj1xPY8BxBA3YBj7cncTnOU1GaupP0S0Gi9aqKSnqZYJWbJI3lj2/wCUg4IXkvMdAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIrJofRGo9YzzCy0DnU1OM1VZIC2npx19T8HnGSGjLjg4BwV0H4LeD1BZ6qruFRepp6yaiMUDhawx1O8lp3RPkcdrjtczcWBwDicDotseC2Tn4UteKoX+y14cVlPJNre90U1MXQmKzte3a9xkaQZwDyAGk7XfUkZ4XT+i7XZ7HahRUFJDSRF2ZMN+Y9uvJOe5JJUZE50bY3zyZfG0MbuyXnAxkn3OOSf4pX3B7YnbQGAjG7GRg92+5+o4+67JiuOmmW5tKy1V1IkfT0wbgnL3bgMHPck4Cham6QxZy4Pd1y09/plUe8XSR8zWRNDXNbtacfN75I7/T/AOVmWW31tQwSyh2Ore5+/wDXuvPv5Xtb1xxt0Vw6jdmZfr1WzxeXC4t9mqMtlqrq+fEpftPc+ytlvsrNrRIxzndcH/f2/ms+OkMURDWBoxktaDn+vqso8Ock+2SV58iKxqsMWksFPFDtcfMkxgEdl8y2hoaAI8fbrlTcTfLijJxvzjDnYJC+ntdN6hiJgAw76LtpSKRqIc9re3aMtVtkY9zXCJ0LW7nyuyAAAsuuroxSty8ywbMMYG7cAcc/9170cEUjJDM8eUfmBPJA7fb+SgL7cxNWfCMpqcW6IA9sOx3Of4j/APa0iNyrvTEqjUSVEzGNaYxksGOQDj+fRS7YG0lra+pfHHMXbmxtHrJ7AY+/PsvvTYhlimq5MNZERy4ZcR74UPdt9wuDK2OVghawsjI5wM5c4n/f6/RTPM6R0zYLfU1lQ58zog8kF20Y9I6Dn+s5UV4k3Srt8MFus8kjKjeHzyMwCI+QMHu4ux9gFOQTOt5Y1jTKXNLQcgYb3eQeoGey1bdNSMljq6ivqI6mSskMVFRRuO55PGCWuyWjIDiBk7gABlWpXcotOoSdi1DUOtlPE2HEta4OiLBj93t/xHexJJAHuCeyvduuItWmpZ6hw81kW88kvwBjJ478DotN2R9e3Uds8+aWd1QWuJ2Y2uILcNaB06EDHA47c7Q1iYLHYa+vqw2QUFE95lLQXPmIw1od98DjqScq+SIjUIrM9tT+KOtprdow1bYIZ7vU1Jhonub/AIb9u6SUnOMMYRg/5nNPQFVLQ0FfSWEXh5ot8hbsijfsZE0OMbGuGOm/fnk4DcknKo+sL5cblXUUUhmfLBTg1OwteCXyGQPwCQP0ABwyDEzrnDtseGdQLjb6egkp5YWPbFTlwmEjnjI/xHtODkOcC0dBxyQVesxudImOG7LHShljtDNpYA1s8pPJ37BucTxzzjP07Ll/xavUNZqCvEs88bZKySSn8p0bWBrWcO9QLg4BzXcDo09F1TqBlTDpStFPl05p3QxEnHqd9fzjK498QoLjR3ltHGGGSqdUOkjOJd+ZgDuHR+PLYQ3BOGh3Ba0jOJ+2ZXmOU54MVedZRUzap2yZsgkc+TPxWWOaC1x9UpD2gE/KDwBwM9QNa00bCXyM3iUtdG3IyG8Dg8/zXDtiurrTeKW521oNRHLG+nkc0EsORghoYG7uMHgndkt59Z6x0n4hWW+6ErrhQVUlPU0bWufCWB7mF24ktIzuYC1w3dw37KKz7Jnhzz4sS1FTV09bJNmaOSeSF80QZI4mOLGWYwcBvXg5wQAetAiLKzFOaiGnYyCRj8mRuxrQHlxDickuyNo6u7DIW3PGdsk+mqPUdaaKmkqbvPiNkYdmn2eiUZGWOcYtoLTyQTkZwNMfGxSW6SaekGfN2xBssgBcRl7uSRnAaDjHzD6LPLaIvO00jhJ26SlrLkwvlZHLU7N4jADAx24v6AhmAG8Y5OTwt26Lkiv1rmpKljKy4QODoqaAljzCcN2B30DiAeoIBceTnRDLhNS1T3wuFJJFGx3m+qR8criC4t3EkO5d0wctBzkAiyafqqyK/UV2tz5WTSubJDh5BaXO3E853Fr9xycjlpwcq+HJ3CLV+VqumnGaR1BcL01++z1bDUU7nM2ua8f4sbm/pexwILf/AE9sLTVwrpq2R0kxy50r5Ce+XY4/GAunvFeOO6WqG3ettBqBscBc7Oaa4Bv7qXntIWgOwPU2QEBcszRyQyvilYWPY4tc0jBBHUFY+TxqI6Wx87l+08roZA5pI98HB/H1XUn9n+72et0vftQXKpbG22Avr6iRu1rxg4eWjOHObngd+McAu5cpKeWqnbBC3c9xwAulaual8L/AGS0S00FRUXGriir45AD528bpY/oRGAMj5SeDnlR482jc/C19Ocb5Vsr71XV0UZjjqKiSVrCeWhziQP5rDWXd6eGluU9PTyGWFrz5bz1cw8tP8MLEXNbe+V4ERFAIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIrNoPRN71hXtgt0TIqYPDJqyc7YYu5GernY52ty4+2FNazadQiZ0rbGOe9rGNLnOOGtAySfZbk0v4K+TDVV+q7rTj4KUwy2yjkJldM35o3SEbBjoSzfnBAI6q72HRGhNGwRVEdspr/WNO01l1hEjHO6O2QE+WB3G8PI9yrTK+4Xu6i5Ub4ZoapsZqQDtbHK0Br9jQBkkdwCDl3tlehi8SK85GFsu/0rPpu4U1JY6K0NpqW10dNEHRW+ncNjD1GeOHdck5ce5JypaGpfPVM2xfDQDHIad5b9B9s8/lVyg03BS1Lpqicnc4gjgl47cduPuQprzy4eVShsMTeHOcfm+5Vc/mUp9tOZTTBa3NuGTc7jiE05cxkRkDtoGXPIzhzj3OD9ljQOqrgGRRROaM7RnjhZFBRsnYxxafMIyxxb82fp1/KmLVTime+Js7mytB8wMGX/YnsFyR4+bNO8k6j8NvqUpxV52WxUzS1z9rju5yMnP27flW+nhpoIjE1obvAy0cn/uVTarUrKKHzywU8TPl3D5jkjAABJP2yta6z15q2ro5qPTlproZntcH3GpkbAY2/wDlscd2T03EDA6AnBHbXBFI1EMJvNp5bwkrKSGWVnxEcTo27n7ntAY33LicY/7qm6k8QdM22SaGv1JQulY7BhpJPPe1xPA2Rg9s/MRz+VoVmm9bS2X9mVAuVVb5jumY7fPSZ6gAAlpIyOSHcjt1UtbNFXipc0/BRU9O9gZM1tJE5nDsk8AEchrg3BA444wr1xfMo2uo8SpL1c2Wqw2W5SPl2k1EsmxzGnJztaHNacDo52eVPGludwukZvN0cYYmh0Vvp3biOMbnHOPyS7nJAWBQQWvT8hitlG6SWobtbTxRtiaMYxvdjc4jGMc8cYCi9Q61ucE0Mdut8dFMZB5tOwMmldhrtzPmA5yOcjoB1KtrfSFvvFa6muTKaOaKjfLGC2GFw8xzW8ZdnOGjnnjlZLaAXI073umFvjjbiJ3pMjuTvIwCOOAPp27w+iNOXK4Niul6gDWNDS1s3qkkeDx6hjLR9OOMqW1FqKC0+ZANss0cW+TLtuB04HG0fU4wFWY51CdfMpipqnU9K+mMTGxy5ayJmA48dT7c4/3UBSsqL1c3UDYZI6Cje5khyAZpOByPsHBvbDt3UDETpXUlpqqKSuuMziWHy2TR/J6QdzWHjPVozxku4X14q6zpNK2mWktsvkSSMcWzCMEQs53yEcZc75WN6nDj9RHrMcG9q/4765paahqNOWu4RsrZXRxXGdrHv8qIniKMt5JJ9uSA7nqRqfTHmXm6+e+3CZob5VLMJZI2RxNI9Ie8Dc/cA7cxoy8nkBUq93qaqnML4pIo6d21gklY70hz9+8luA/DHAnk8BrQWnmyeGdbBNcXW65UwiHwzGNAaIml7GenzGvJbwMEnGMg4zuIU0tG9QTE63LpDwus0IrDcX0bGVMNPDs3TB7wXbmsa4D5eQ48f5cqsf2hdU04pmWenqSaSnfJNVuY0O86SM8R9cD1jYSeBzwrpctWWrTmnqhtVdII58FsEwyC4iPaw9DgjL+BxnC5M1zfg6SO2yy+SamnzVCeMzYicwuhwSeXYLH5GPUW9NuEtOpm0mt8QgZ6morGipqKhsrM+dO6oALiXDa52HluXHY3AaT9HLdXg/qekiuFJbc0XxFO5s0dPDK6bduyS0uZtYMd2Nbw7J6dNGzsqTcmSzRsbLmOZ0cjXtMj3taBtDg7JOC7d0POewU1oS83Wz3CKqsrpJKlrXl8bSNxDQTv2YaGsGW8Ek8E9CqUtqdLTHDtTxHu9rptI1FFV3GGifK/cDLznYS8txz6sNJGfZcW+INRJPq5kde74irdGwSF9QzcGOYJcOJbhhLn/MCcAHA99rUdX/eqKnvV5+JvNXRTeXVRea10E0gLNoyR62kNLtoxuy7B5ydJ6/u9XcvEK+VM9HBUvraxxbE+PO0EjY1hbhwAG0ADHHCZv7dYKfdKOm2gSQPkjDXSbNwlEjXuYMF2Qd4Zh3pOCDjnOONl+Ct0nt8k1FDC2eS6SOpBTvy120EF5xjLuCcDJ5z7c6zfVUjHyOEcp+GxEySOUBvfgcE8+s5zg9wrHLepv2fG6gjc3a4xumlZ+8eDHu2kAngENAOc+j64FcVoidptE6bK/tE2R/8AdWYQ1Pni2SwSSNLMFrXb2A84yNxcOAMbWjqVz3JLughi3OLWZJHYEnnH4AXRtNef7waRopa1zXx3KaS21z5AA5rZg0B+flwJfLxx054OSudbpRzW641FBUNxLTyOjeMdwcLPyq8+35TinjTymmdJLLIQAZXFxH3OVadF3IeVXW90rKcSNbLHM7P7ssBbz324OXY7DPOMGpL2o5vIqWSkEtB9Tf8AM3uPyOFhS81tte1dxps2O63FtmrbZJv+MbiZzpNzixzXMdkNdnkOa1pOOdoxu9JUT4hCgp9dGrq2b7Xdo4ro6OLg7pGHeAe3r3jODgc4J4U5p+mpbhQQVMIaK2JnlMeQP3pI5a4kH9Qe1nT5cE9MRvilQSN0fpqtljeyWnNRRvD8ghnmGRgx7ZdIu3LzT2j4ZV/VpXbJeLVYntraCCSe4s+SWVoxH9Wj3+p/gvHVmrLrqOOlgrZMU1ID5UQORuccucT3cSepUAi47ZbTX16hrFYidvSeUylpd1awNz74GAvNEWSwiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLIt9FWXCtioqCknq6qZ22KGCMve8+waOSfsrDoPQ941bJNPTt+FtdKN1XcJWOMUI44AAy95yAGjnkZwMkdIeHGh4NPWSY2eOO2w1DTm6VUh+JqQP0gNG7b0OxowOC4kjK6MPj2yczxClrxVqzw38H68U1Xf8AWtplpaKjdC5tNUTCPzI3OcJHuAO87MM/dja53mA5wCDtCQ7rmP2ZQQCCBobTU1LDtZTMBHZoDY8k9+SSMgcE2Swaeq4XyPqT5ccjAyfcPLMm4D1ED5sjIzyefm6KwUNstVsgLaWmZlrs8jgcdce/1XX9TF41dfLL1vllW7VpaoMbZ7yYwJCHMiGNrAP5uPTrgffqrJSxU0DXRUcfUbegHH8vc9EqWuk3PqKhzGZLtp6uULd75TUQZTxxOjfI04iBO8DsXHHGfYZJ491y+2fyp/FWmseGPzKUrA2kfLW1Bc9sQAef0x56bj0GfbqVj2u601X5xlDGNiIxu4ZjGenT2OVB1rIo7ZRV11uscEks3ksonvY10mAC4x5OMta4bh2B6ZytV648XLRYayeg0dTRXWoDvXW1gzTxnbhzY42nEmM43OyOONwOV0Uw4fHrue2Vr3yzw33c7zTWWzT3uvqYqWjpgGTVEpLWRns0dyT7DJPGM8BaR1h/aAvldc6t2krHKynbmKgqZA//AA8YLnxg7XvJzgnoMDBwtJat1bqTVlW2p1DeKmvdHxGx7sRxD2YwYa38AKJgqZ4HB0MnluHRzQAR+VlfyvaeOIXri122RLB4oavmMlwu1e8TE7mOnc3cCMkYbx091kVvhJXWylirbtXUlPDI1pa+pqYWN57f427P4/gtbG7XQjDrjWOGMYM7sf6q5XbxIdcNC0enprS11ZS7PKr3yh3l7Rj0sLOMtABy4jvjOMRF8U8z/wCU6tHSbssIslSx1r1NCZQCC6kuU7w3/ljaQenAz7fdbDh/vF+y4HSXuPbKA41FTXiPq3lrGvIdxxy7uD0AXOgu95lftjr6ppd+mN5YD+BhZ9qsklbl1TNIXHO9rOcfV7ug/JWmPLv9NUWr+ZdGU1rtFXDGbjqylklYcEuvEBO087cNf9yBg9e6u1hqfD6xRA0jrZ5wJ3S8PyRkuwW5z0z0yO/ZcyUlibTUxmo4aeRuOXEGVo/5zhg/5XOKtFgqbD/d2Ay3y3GokmxVsnqC2TaCNjGDBGOhwM9+OAtot7Tq0qTx02pqHxRtL7p8HTQ3GvbJlsnwzvKjA6HD3deM8/y9sNtquOpa+e73qqlprfTPY+CigY5u7Depc/BkcMbcuwB2wOFTrhX6csllF7rblT00RO2kp7dS7paiRruSwy9G9/MAA498LWuufE686hgkt9C19rtr/wDEYKh01RUf/wC07vU/HOBw0A4wq3y0xpis2bM8QPFPTltr3UlqjguLqaP4cGAFsO3aAAOgIHfufpjnVmqdVVOsbp8ZcKGit8Qb5dJBETFTxtLucc5J6ZeckhuDxjFJXvG9gJknDpXEYYC7jPufp9P6PJbyLW76axjiE8DIadlI5zKRjHSTxMkfG0FxwA4gjJGAAASepcMd7FYre11U2FjZpa2qBl8roXykPA3FuSOdwxnAJ9R7KFsMslPQuuVbmdg2uDZI2uAGcNawEHBcR2xgN75wL14bMraq7ura2Okjgp2Oq5yaaNrGkckuAALg0bTtzkknnkldWKN6lnZa7w+PTcMeotR2agustvhjPly7pI2fMWgtdnaXPOMkcEtPVaFuF1q6+pqq+6TtnlrJXTPjAAO8kncMfJyT9/bC2R4736OtsdqFMx1O27zSXF1Pk/u4WhscLT2Odsjvz+TqFjtrw7AODnB5BWPk5d31C2OuoTFG9kUlP6mRyeb5gje1zHnOMDe3JwccdMZyp+1ilFoknqJGTmeYQQGJjmeXluX7XucAQGt2nIPBABxyKxaKmiFz+JvMNTVU78tlbBKI5DuBGWktcAR7EEduOqsNxFNSW6IUla+tYw+aJ3x+VJ6g9mCDnG0gN2tLm5DiCRgqMNtptDamm6zydA3K4tqXj9nzxPfROc9r45M5B5B4cSMl2NxaB2WrfGGnktfiheHRieN80pqWmQ5IErd4wfs4fUHjtlWXS1zgt+ir5SEyCre8TM/elsEgjIGQM8kOkzyPYcc5rPi+XHUFuLwQ42ikLgeoPljj3WvkTvHtWnapSSO+DhgL2loc6QAdQTgHP/SFOUU/x1BcwGgcCWJpOSA13TPQna6QnPUjjng1xTujpB+0RGRuLtxAzw7EchweDwen5XJjn7mlulutN5qoNEMtLNzoxWxztJzhpb5fHTtk9++FA+LlJNS68uHnNc3znCVu5pBId7g89cqw2qjjdaqujeJcQubUwPDyQWFwHU4yckZOBz/KJ8WCJ7l53lNjkhqZ6Z2ARkBwcCc8/M6Tr2AXVnj+2zp+pR0RFwNlz8Oq/NQ6hkeCH8tBccBw+V2PZvqKtfijQ1EWj5GS1UskFPNGYhK5xOOduMk8Ylf0WqrbVvoqyOoZn0nkDuO4/K6I8T4qe4eCVwuUbWFlNVQwh2OSQGt4+mQT+V3YZ98don4Y2jVoc3IiLhbCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIpqw6brLrGah9TR26jwcVVbIY43EfpbgFzz2w0H64U1rNp1CJmI7Q8bHySNjjY573ENa1oyST0AC2Bpzw7jikjm1pXSWdjiCKJrf/FPbxknIIj69CC4YyWgYKuulbXR0lY62+HtujuNWaeASXeSBznte6M+aATxENxIBGD0GHHKvuj/Cekpav9san8uuryQ5lPg+VGMEdDjI56HgdMFdcYaYo9sks/a151VLWS3UkVvoaTRlFUUNmpKQU0s1Qxvn1T9zpO4HDS85ccDt6u9noaCkopHySH4maUN3vkJe/gd3k8/jAWZIJXN2RMbHGOp+mMf9v4KKuV8s9nk8qpqg6Zww2NpyfocfyVLeRlzfbhjULRjpTm8ph3n1DQIwQwcbndG/nsoyrvVLaoJCZA6ZrThzhncf+EZ569eircWq7pdJmwWuPLzlp8xobG3PT7ZyBn36dMqrai1Np7RjJbxfKt94v24mOllbte9/YtHWNgIB3nn2BPA1x+FXH9+WdqWzzb7acLHPcLnfYnGjjlkHmhr2syZnOyeAB3Pp+2O2eaJq7xGsunyaaon/AGzc4mljaakkaI4T7SS4IyP8rN3QgubnC1hq3xU1dqSgNDVVNNSQSNc2dtFCIfPDuodjse7RgHuCqMrZPN1GscK1wfNk5rLVN31XcxW3SYbY27KenjyIqdmc7WAk4H1JJPclQaIuCZmZ3LoiNCIigF9RsL3YBaPu4D/VfKIJy2Ms1MBLX1QcQf8ADgiMrz+XYYP5qYi1Q/P/APE0EFNFF/8A2rg/z/LPYtbgMB46BhPt0VLX1uOACcgdAVvGeYjUcKekTO5WO93+puTWvrq+uriOWGeU7nH/AIWj0xt+2Sfcdsiy01LR1E81e6Itp4C6uJjDvK3cNp4wePMceCf0+r/K7NXhnfFN5w5kHLXHsfdHTyGmbT7sRNcX7R3ceMn8f1yVX6nO5T6/DN1Heau+XJ1ZVHADQyKMH0xsHAaPsFGoizmZmdysLJttM6rrI4mjguG49gFjK1WKlMFEX7G+sDJccH+uo/B7Ag6Yqe089K2nUJWrpTXOpqKJoZG3944Y4I+Vo9uAMYx9vYXK0NfWUb6SRppLbEBLcqmAnErP0xjHAOcAYxkn8rwo7ZEaNl2muVBS22aFgfO9wLmbWhrmlg9RdkdgT36DKrusNQtks/8A4Wm+FoSHRULHAea9/DZJpCOpxvAHIaT9ye+0xSNsIjcqrru8uveoJajYyKKJohiijPoja0YDW/Qfz6qBRF5lrTady6IjQrRaaUz250Qad88R8s7N3DTxj2+V5JHOHHgqrq2W9zY6WiqNjZRCB6CByeA4YIIwQ+PqtcPe0WSEVJJJS0MUbZC6oa3eSeHgHBb198D7jp7Y3jBI2XVUbmtaMUwZwTyBI8A8knoB3VorpbbYbX+1aWvbKWwF9tihdtlbIW4a+TGSzYefqWj3OKJ4ggs1K+ncADBBDGWgYw4Rt3D/AKiV0+RqK6j9mePtX1l2iofS3CKZhwW5/mCP91iL9aS1wcOoOVw1nUxLWY23PpuvoKKWoZX0xFLLTtd50YG5m10bnDGMu3OYcAkAEkrXerbo+4VVfLVMDZp6qWYtaeGPLx2+wePyr3oyhkvdrlDPQYWRnzN2AGucAf6+n5W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Ha már előző témánkban szót ejtettünk az ivadéknevelésről, a sórákról, járjuk egy kicsit körül ezt a témát is tüzetesebben!&lt;br /&gt;
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Az Artémia, akvarista körökben gyakran &quot;sórák&quot;-ként emlegetett állatkával valamilyen formában mindannyian találkozhattunk. De mit is tudunk ezekről az aprócska rákokról valójában?&lt;br /&gt;
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A tudomány számára elsőként leírt fajuk az Artemia salina volt, 1758-ban Carl von Linné adta nekik a jól ismert nevet. &lt;br /&gt;
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Jelenleg hét fajukat tarthatjuk nyilván. Nagyon sok esetben nem lehetséges megkülönböztetni egymástól a fajokat, alfajokat, megjelenésük nagyban függ élőhelyük pillanatnyi állapotától. Színük a zöldes-sárgától a vörösig változhat, a víz oldott oxigéntartalmának, a rendelkezésre álló táplálék mennyiségének függvényében.&lt;br /&gt;
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&amp;nbsp;Előfordulásukat tekintve minden földrészen megtalálhatjuk valamelyiküket, kivéve az Antarktiszt. Sós vizű tavakban élnek, melyek klorid- és szulfátion koncentrációja magas, összes oldott állapotban lévő sómennyisége elérheti a 300 g/l értéket is. Mindemellett meg kell említeni, hogy nagy tűrőképességüknek köszönhetően elég hosszú időt képesek túlélni édesvízben is, ez az oka annak, hogy ideális élő eleség bármilyen akvárium lakói számára. A víz oldott oxigéntartalmát tekintve szintén extrém körülményeket bírnak ki, kifejlett korban 0.5, frissen kelt állapotban 0.3 mg/l minden szempontból elegendő számukra. Sőt! A kifejlett állatok két órát bírnak ki oxigénmentes környezetben.&lt;br /&gt;
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Kifejlett kori méretük átlagosan 10 mm körül alakul, maximum 20 mm-es példányok fordulnak elő.&lt;br /&gt;
Szaporodásuk, reprodukciójuk kétféle módon jöhet létre. Az élőhelyek legtöbbjén hím és nőstény állatok egyaránt előfordulnak, de egyes populációkban nincsenek hím ivarú állatok. Ebben az esetben szűznemzéssel jönnek létre az utódok, a nőstény állatok petevezetékében indul osztódásnak a petesejt. Ami érdekes és az akvaristák szempontjából a legfontosabb dolog, hogy petéik sem mindig egyformák. Abban az esetben, ha a körülmények optimálisak, a nőstény állatok lágy, vékony burokkal körülvett petéket eresztenek útjukra, melyek hamarosan kikelnek, de ha a létfeltételek romlanak, energiáikat arra összpontosítják, hogy kitinburokkal vonják be azokat, megteremtve ezzel a faj túlélésének lehetőségét.&lt;br /&gt;
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Mire is teszi ez képessé a petéket? Olyan körülményeket képesek átvészelni, amire nem nagyon van példa az élővilágban, csak a náluk alacsonyabb rendű létformákban. Képesek túlélni a -196 és a +103 °C hőmérsékletet, ionizációs sugárzást, vákuumot. Bizonyos mértékig ellenállóak a savakkal, lúgokkal szemben, tűrik az extrém kiszáradást, az oxigénmentes környezetet, a növényvédő szerek hatásaival szemben is védettek.&lt;br /&gt;
Utah államban a Nagy Sóstó területén végzett ásatások során két sóréteg közé ágyazódva talált peték életképesnek találtattak, koruk a radiokarbon vizsgálat során megközelítőleg 10 000 évre tehető.&lt;br /&gt;
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A peték megfelelően nedves közegbe kerülve vizet vesznek fel. 24 óra alatt képesek a nyugalmi állapotban mért súlyuk 1.4-szeresét magukba szívni, ekkor az embrió &quot;életre kel&quot;, folytatja fejlődését, majd kikel. Ekkor méretük 0.45- 0.5 mm közötti, tömegük 0.01 mg körül alakul. Kikelésük után azonnal úszni kezdenek, ebben a korban még reflexeik a fény felé terelik őket. Az első vedlésük 10-12 órás korukban következik be, addig nem vesznek táplálékot magukhoz, a petéből hozott tartalékaikat élik fel. Ez az oka annak, hogy érdemes mindenképpen arra törekednünk, hogy keltetéskor jöjjünk rá az éppen rendelkezésre álló peték &quot;titkára&quot;; minél inkább egyszerre kelnek ki, annál biztosabbak lehetünk abban, hogy tápértékük a lehető legmagasabb. Első vedlése után táplálkozni kezd, egysejtű algákat és baktériumokat szűr ki a vízből. A következő 8-9 napos periódusban 14 fejlődési szakasz után éri el a kifejlett állapotot, 6 hónapnál egyik faj sem él tovább. &lt;br /&gt;
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A végére néhány érdekes tény az artémiákról:&lt;br /&gt;
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Az artémiák látták a dinoszauruszokat, legrégebbi leleteik százmillió évesek. A legidősebb közeli rokon faj a Triops cancriformis legrégebbi ismert lelete 220 millió éves.&lt;br /&gt;
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Egy nőstény artémia 200 petét is rakhat egyszerre.&lt;br /&gt;
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Három szemük van, egy egyszerű szem, mely már a frissen kelt állatoknak is van, kettő kifejlett korukra jelenik meg, ezek összetett szemek.&lt;br /&gt;
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Az artémiák soha nem&amp;nbsp; alszanak. A légzés fenntartásához folyamatosan mozgásban kell lenniük, csakúgy mint a táplálkozáshoz, a víz állandó szűréséhez.&lt;br /&gt;
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Legközelebb is ezzel a témával folytatjuk.</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/138995647738771923/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2013/01/artemia.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/138995647738771923'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/138995647738771923'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2013/01/artemia.html' title='Artémia '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-8651070693174093005</id><published>2012-12-17T23:51:00.001+01:00</published><updated>2013-01-04T13:58:25.864+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Altolamprologus"/><category scheme="http://www.blogger.com/atom/ns#" term="compressiceps"/><category scheme="http://www.blogger.com/atom/ns#" term="vadászsügér"/><category scheme="http://www.blogger.com/atom/ns#" term="vadászsügérek szaporodása"/><title type='text'>Altolamprologus II.</title><content type='html'>&lt;br /&gt;
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A vadászsügérek szaporodásáról a bevezetőkben már szóltunk pár szót, tárgyaljunk most kicsit részletesebben a témáról.&lt;br /&gt;
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A Tanganyika-tóban, mint azt említettük előző az bejegyzésben, ezek a halak szigetszerűen elhelyezkedő populációkat alkotnak. Az egyes halak viszont nem szigorúan helyhez kötöttek. Természetesen megvan a maguk mozgáskörzete, de ez jóval nagyobb, mint például ahogy Malawi-tó mbuna hímjeinél tapasztalhattuk, határaik rugalmasabban kezetek. Kötődnek a megfelelő búvóhelyhez, a víz mélysége nem meghatározó tényező náluk, habár előnyben részesítik a sekélyebb részeket az ivadékhalak nagyobb átlagsűrűsége miatt.&lt;br /&gt;
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. Elég egy pár szikla vagy farönk, megtelepednek. Na nem csapatban, a helyfogást növendék korukban a számukra elegendő méretű hasadék, üreg elfoglalásával kezdik, ahonnan mindig a megfelelő méretűbe költöznek tovább. Alapvetően nagy területet járnak be. Kell is, hogy így legyen, hiszen táplálkozási szokásaik, emésztésük rövid ideje miatt nem lehetséges hosszúra nyújtani a táplálkozások között eltelt időt.&lt;br /&gt;
Lehetőség szerint fedezék mögül, meglepetésszerűen lerohanva ejtik zsákmányukat. Rákokat, halivadékokat fogyasztanak, bélrendszerük rövid, emésztésük gyors. Naponta ötször-hatszor indulnak vadászatra, az ivadékok ennél többször, akár nyolc-tíz alkalommal is táplálkoznak.&lt;br /&gt;
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&amp;nbsp;Tehát, adott egy hím, kiválasztotta a számára biztos fedezéket nyújtó környezetet, amit meg is tud jó eséllyel védeni a többiektől. Lényeges választásakor a majdani arra járó potenciális halmenyecske szemével is megnézni a területet, hiszen ikráikat megfelelő üreg, barlang híján nem fogják lerakni. A hímével átfedésben lévő területtel bíró nőstények, ha nincsenek megfelelő érettségű ikráik, nem lesznek szívesen látott vendégek ha területének centrumába tévednek. Reakcióikból, színezetükből a hím pillanatok alatt levonja a következtetést és kíméletlenül elüldözi őket. A hím látványa többek szerint fontos inger az ikrák éréséhez.&lt;br /&gt;
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&amp;nbsp;Amennyiben a nőstény ívásra kész, akkor sem bánik vele kesztyűs kézzel párja, erőszakosan bekényszeríti egy üregbe, barlangba, kisebb testű változatoknál esetleg csigaházba, ahonnan általában nem is engedi ki az ívás megtörténte után sem. Napokig, olykor hetekig is őrzi a bejáratot. A nőstényt erőteljes harapásokkal emlékezteti kötelességére, jelentős méretelőnyéből adódóan fölénye egyértelmű.&lt;br /&gt;
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Az A. compressiceps ikrái vízhőmérséklettől függően 4-7 napra kelnek ki, az ivadékok az ívástól számított 15-20. napon lesznek elúszásra készek. Calvusoknál ennél hosszabb időre, van hogy 22-24 napra jelennek meg a csigaház vagy üreg bejáratánál.&lt;br /&gt;
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Ebben az állapotban szikzacskójuk teljesen felszívódott már, azért &quot;nézegetnek&quot; kifelé, mert éhesek. Ettől az állapottól kezdve nem sok idő kérdése és szétszélednek, önállósodnak. A nőstények ivadékgondozási ösztönei nagyjából két hétig tartanak, a hímeké pedig leginkább az ívóhely védelmére és a nőstény kommandírozására korlátozódik. Érdekes módon vannak beszámolók olyan párokról is, melyek kimondottan erős ivadékgondozási ösztönökkel rendelkeznek, ezek elsősorban a vadon befogott példányok közül kerülnek ki.&lt;br /&gt;
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Legtöbb esetben éjszaka hagyják el a bölcsőjüket a kicsik, alátámasztják ezt az akváriumi megfigyelések is. A lámpaoltáskor, vagy besötétedéskor még az anyjuk védelmét élvező ivadékokat, ha felkapcsoljuk a világítást az akvárium fölött az éjszaka folyamán, az aljzaton fekve találjuk szétszóródva.&lt;br /&gt;
Nyilván a természetben a túlélési esélyük elég alacsony, ebben a korban méretük 3 milliméter körüli. &lt;br /&gt;
Megfelelő méretű táplálékot könnyen találnak maguknak, az észrevétlennek maradás a kihívás, apró termetük miatt nagyon sokan előszeretettel fogyasztják a zsenge ivadékot.&lt;br /&gt;
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Akváriumi körülmények között többféle gyakorlat is bevált szaporításukkal kapcsolatban. Mint már említettük, működik az egy pár-egy akvárium és a csapatos, zsúfoltnak tűnő tartás is. A lényeg, hogy ha fel is akarunk nevelni az ivadékokból, akkor a megfelelő időben történő beavatkozás elkerülhetetlen. Ez vagy úgy oldható meg, hogy a várható elúszás előtt, még szikzacskós állapotban egy csővel kiszívjuk az üregükből a kicsiket, vagy kirázzuk őket a csigaházból. Ugyanezt a műveletet ki lehet tolni addig, amíg nem mutatják magukat a bejáratnál, ennek egyszerű, praktikus oka az, hogy fejlettebbek, kevésbé sérülékenyek. Ami viszont ellene szól, hogy ha nem érünk rá rendszeresen rájuk nézni, könnyen lemaradhatunk, éhes szájakban tűnnek el várva-várt kishalaink.&lt;br /&gt;
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Ha minden úgy sikerült, ahogy terveztük és a kishalak egy kisebb, jól szűrt akváriumban vannak, el kell kezdeni etetni őket. A frissen keltetett sórák a legjobb eledel számukra, ha rendszeresen olyan mennyiséget tudunk keltetni, amit nem képesek azonnal elfogyasztani, csak 1-2 órán belül, meglepő eredményeket érhetünk el. A vadászsügér nem tartozik a gyorsan növő fajok közé, de ha biztosítani tudjuk számukra a sórákot minden napra, természetesen más élő vagy fagyasztott állati planktonnal együtt, két hónapos korukra elérhetik a 15-18 milliméteres testhosszt. Sórák híján elkezdhetjük őket apró cyclopssal is etetni, növekedésük lassabb ütemű lesz ugyan, valószínű, hogy az ebből származó hátrányuk miatt nem is nőnek akkorára kifejlett korukra, mint élő eleségen nevelt társaik.&lt;br /&gt;
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Ivarérett korukra a hímek 14-15 centisre nőnek a természetben, a nőstények 8-10 centinél általában megállnak. A &quot;Shell&quot; változat hímjei 8-9 centinél nem nőnek nagyobbra. Átlag akváriumi körülmények között nem érik el ezeket a méreteket, de az ellenpéldát is láthatjuk ügyes, felkészült akvaristatársainknál, 18 centis A. compressiceps hímről is van tudomásunk.&lt;br /&gt;
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Szaporításuk nem a legegyszerűbb feladat. A rendszeres, időben elvégzett vízfrissítések mind a szülőknél, mind az ivadékoknál elengedhetetlenek, nem beszélve a sórák keltetésének babra munkájától, de nagyon megéri foglalkozni velük, minden fáradságot megér egy szép csapat vadászsügér látványa.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/8651070693174093005/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2012/12/altolamprologus-ii.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8651070693174093005'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8651070693174093005'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2012/12/altolamprologus-ii.html' title='Altolamprologus II.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8u-D_W4rzwC6kdksdQZ2htVOIratIPDS4n9jwT91SrML_pRSsL8-IKy15VJPxKJFP60IOzvRmo6_J0uslG3sQjw9A2IRsb8K_YAE2K18jKJ4iIuwQ3EJdwC24tJCTV6TO4Gp5_r6ZWzA/s72-c/K%C3%A9p+200.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4229579117874183920.post-8914252235005557778</id><published>2012-12-06T12:20:00.000+01:00</published><updated>2013-01-29T11:04:45.898+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Altolamprologus"/><title type='text'>Altolamprologus</title><content type='html'>Egy kicsit kanyarodjunk vissza a Tanganyika-tó lakóihoz!&lt;br /&gt;
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Láttuk a Malawi-tó eddig bemutatott lakóinál, milyen átfedések vannak, kereszteződések adódhatnak a sokféleségből, az egy élőhelyen egyszerre több &quot;faj&quot;, alfaj, változat jelenlétéből.&lt;br /&gt;
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Vajon így van-e a Tanganyika-tóban is? Foglalkozzunk ezzel egy kicsit, körbenézve ezen a területen is.&lt;br /&gt;
Amiről már beszéltünk bizonyos mélységig, az Altolamprologus nemet tekintsük át egy kicsit jobban.&lt;br /&gt;
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Mint már említettük, négy alapfajra bontható, ezek pedig az A. compressiceps, az A. calvus, az A. sp. compressiceps &quot;shell és az A. fasciatus.&lt;br /&gt;
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Az Altolamprologus compressicepsek, calvusok, shell-ek sokunk számára jól ismert fajok. Jellegzetes, összetéveszthetetlen alakjuk, érdekes szokásaik, vadászat közben megfigyelhető magatartásuk, a versengő hímek intenzív színei alapján közkedvelt, gyakori, akár általános fajok lehetnének az akvaristák körében.&lt;br /&gt;
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Minden érdekességük ellenére sajnos nincsenek eléggé megbecsülve, sokan tartják unalmasnak őket. Ha nem megfelelően vannak társítva, vagyis környezetük ingerszegény, akkor valóban nem mozognak túl sokat, de ha nincs miért, akkor nem is fognak. Hogy érhetjük el azt, hogy legyen miért megmutatni szépségüket? Mint bármelyik más fajnál. Társítsuk őket megfelelően. Ne várjuk el egyedül tartott hímektől, hogy megmutassák, milyenek tudnak lenni kifeszített úszókkal, besötétedett, mély színekkel rivalizálás közben. Akkor valóban nem lesz élmény, hogy a kövek közé elbújnak, vagy egy helyben álldogálnak valamelyik sarokban. Merjünk 8-10 hímet elhelyezni egy 400-500 literes akváriumba ugyanennyi nősténnyel, sziklákkal felszabdalva a területet és csodát fogunk látni. Mindig lesz valami történés, Valaki mindig fog udvarolni vagy csipkelődni, ráadásul úgy, hogy senki sem fogja kárát látni. Még egy dolog, ami emellett az elhelyezés mellett szól. Egyes hímek  hajlamosak kimondottan durván bánni a nőstényekkel, akár agyon is verik őket a szó szoros értelmében. Az agresszió eloszlásáról már beszéltünk többször is, náluk is kitűnően működik a dolog.&lt;br /&gt;
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&amp;nbsp;Tehetjük őket olyan akváriumba, ahol mozgékony, nem ijedős, akár rajhalak között lehetnek. Ebben az esetben sem lesznek elbújós, ijedős természetűek.&lt;br /&gt;
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Íme egy kiváló példa a társas elhelyezésre:&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/ToQv2c0t7iI?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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Jól látszik, milyen gyönyörűek a Cyprichromisok között a területi vitájukat intéző Yellow calvus hímek. &lt;br /&gt;
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Ami érdekes lehet a vadászsügéreknél, az a fajok, változatok együttes elhelyezése. Egészen eltérő véleményeket lehet erről hallani. Van, aki bátran tart együtt fehér és fekete calvus változatokat tenyészcsapatban is akár, magabiztosan állítva, hogy véletlenül sem ívnak össze, felismerik a nőstények saját hímjeiket.&lt;br /&gt;
Mások szerint nemhogy fajon belül, de fajok között is rendszeresen előfordulnak nem kívánatos összeívások. Személyes tapasztalatom is az óvatosság helyességét igazolja. Egy A. calvus Black &quot;Pectoral&quot; nőstényem ivarérése tájékán az akváriumon belül egyre inkább egy A.compressiceps &quot;Red fin&quot; hímem felé helyezte tartózkodási helyét, mígnem egyszer csak arra lettem figyelmes, hogy az ívásra készség minden jelével csigaházához csalogatja választottját. Természetesen azonnali beavatkozás, külön akváriumba helyezés követte a megfigyelést, ennek köszönhetően pár hét múlva elúszott az első csapat Black pectoral ivadékom.&lt;br /&gt;
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Hogy is van ez a Tanganyika-tóban?&lt;br /&gt;
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A vadászsügérek nem sorolhatóak a közönséges, gyakori fajok közé. Előfordulásuk ugyanúgy, mint a legtöbb nem nyílt vízi fajé, szigetszerűnek mondható. Kötődnek a sziklás-köves zónákhoz, kötődnek az ott élő táplálékállatokhoz, a búvóhelyekhez, az ívóhelyekhez.&lt;br /&gt;
Ezeknek a számukra ideálisnak nevezhető élőhelyeknek az előfordulása is szakaszos, szigetszerű a tóban, a közöttük lévő nyílt vizű részek határfelületként működnek, ezeken a halak egy része nem szívesen hatol át, nem érzik magukat biztonságban fedezet nélkül.&lt;br /&gt;
A tó életében előfordultak alacsonyabb vízállású időszakok, amikor a meglévő élőhelyek egy része szárazra kerülhetett, vagyis bizonyos ideig nem állt a halak rendelkezésére megfelelő méretű élőhelyek. Ilyenkor a halak egy része elindulhatott a lecsökkent terület okozta stressz és az éhezés elkerülésének érdekében. Ez lehet magyarázat az újabb élőhelyek benépesedésére.&lt;br /&gt;
Amikor a vízszint újra elérte azt a magasabb szintet, ami az élőhelyek kibővülését eredményezte, megint létrejött az elszigetelődés, Új populációk alakultak ki, ez lehet a magyarázat a vadászsügérek változatainak létrejöttére.&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Altolamprologuses are probably the most commonly described in the Internet fish from Lake Tanganyika.&quot;&gt;Az Altolamprologusok valószínűleg a leggyakrabban megtalálható&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Altolamprologuses are probably the most commonly described in the Internet fish from Lake Tanganyika.&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Altolamprologuses are probably the most commonly described in the Internet fish from Lake Tanganyika.&quot;&gt; halak között vannak az&lt;/span&gt;&lt;/span&gt; Interneten a&amp;nbsp; Tanganyika-tóból. &lt;/span&gt;&lt;span title=&quot;As always there are pros and cons of such a situation.&quot;&gt;Mint mindig, vannak előnyei és hátrányai egy ilyen helyzetnek. &lt;/span&gt;&lt;span title=&quot;Unfortunately, a vast amount of information is untrue, and posted pictures wrongly signed.&quot;&gt;Sajnos, a hatalmas mennyiségű információ nagyrészt hiteltelen, és a megtalálható képek többnyire helytelenül megnevezettek. &lt;/span&gt;&lt;span title=&quot;With great chaos in the naming of altolamprologuses are responsible companies of trapping and selling fish.&quot;&gt;Ezért a nagy káoszért az elnevezések tekintetében felelősek a befogócégek, értékesítők is .&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;With great chaos in the naming of altolamprologuses are responsible companies of trapping and selling fish.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span title=&quot;Often they do not indicate trapping sites, and only color varieties or so-called trade names.&quot;&gt;Gyakran nem jelzik a befogás helyét, csak a fajta színét, illetve az úgynevezett kereskedelmi neveket jelzik. &lt;/span&gt;&lt;span title=&quot;It also happens that given trapping sites of altolamprologuses are wrong.&quot;&gt;Az is előfordul, hogy a befogási helyek megnevezése valótlan. &lt;/span&gt;&lt;span title=&quot;This is probably due to the secrecy associated with the yield attractive and colorful varieties and competition between firms which catch fish in the lake (the information obtained from E. van Ammelrooy, M. Buckland and M. Mierzenska).&quot;&gt;Ez
 valószínűleg annak köszönhető, hogy a megfelelő titoktartás hozza az elegendő hozamot...&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;This is probably due to the secrecy associated with the yield attractive and colorful varieties and competition between firms which catch fish in the lake (the information obtained from E. van Ammelrooy, M. Buckland and M. Mierzenska).&quot;&gt;. &lt;/span&gt;&lt;span title=&quot;This situation entails a cascade of errors and misunderstandings.&quot;&gt;Ez a helyzet hozza magával a rengeteg félreértést.&amp;nbsp;&lt;/span&gt;&lt;span title=&quot;It should be emphasized that this is merely a set of operating data on the Internet.&quot;&gt; &lt;/span&gt;&lt;span title=&quot;According to many people interested in tanganyikan habitat, colour varieties such as Fire Fine, Orange Fin and Red Fin don&#39;t differ among themselves, the same applies to the varieties Gold Head and Gold Face and varieties: Gold, Orange and Yellow.&quot;&gt;Sokak
 szerint pár színes fajta, mint a Fire Fin, az 
Orange és a Red Fin nem különböznek egymástól, ugyanez vonatkozik a Gold Head és Gold Face fajtákra, a Gold, Orange és Yellow típusokra. Több száz képet megnézve óriási különbségeket találhatunk ugyanazon variáns egyedei között, ugyanakkor tökéletes megegyezést &lt;/span&gt;&lt;span title=&quot;Looking through hundreds of photos on the internet and watching a lot of geographical variations and varieties of the genus Altolamprologus at Tanganyika Tropheus only remains for us to share that view (see table 2).&quot;&gt;láthatunk eltérő változatoknál. Az oka ennek természetesen az is lehet valamilyen mértékben, hogy az adott hal környezete milyen színű, hisz láthatunk sötét környezetben fekete színű White változatokat és világos környezetben fehérnek tűnő Black változatokat egyaránt.&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Looking through hundreds of photos on the internet and watching a lot of geographical variations and varieties of the genus Altolamprologus at Tanganyika Tropheus only remains for us to share that view (see table 2).&quot;&gt;Íme itt egy &lt;a href=&quot;http://www.suephoto.com/index.php/serwis/strona/8/58&quot; target=&quot;_blank&quot;&gt;táblázat&lt;/a&gt; azok kedvéért, akik szeretnék beleásni magukat egy kicsit jobban a tisztázott calvus- és compressiceps-változatok, földrajzi variánsok egyszerű, általános megjelenésének leírásába. &lt;/span&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;Szintén a &lt;a href=&quot;http://suephoto.com/&quot;&gt;suephoto.com&lt;/a&gt;-on találhatóak az alábbi térképek, melyek a calvus és compressiceps változatok előfordulását mutatják be.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmFIGk4E8b1ZmdrNeStj947o-rtL2Iug2J3UcdRkjNOcUOmxLs8W0P1L74SYRDg0gsHJJiqmAOdiQxqX4sXoqrD4u9iRtiEnnSAQ6Dh2jW4J1HVDHpAc7XlmT7ni5o2jL1XBZB7Qcd4TU/s1600/1_mapa-compressiceps.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmFIGk4E8b1ZmdrNeStj947o-rtL2Iug2J3UcdRkjNOcUOmxLs8W0P1L74SYRDg0gsHJJiqmAOdiQxqX4sXoqrD4u9iRtiEnnSAQ6Dh2jW4J1HVDHpAc7XlmT7ni5o2jL1XBZB7Qcd4TU/s320/1_mapa-compressiceps.jpg&quot; width=&quot;163&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Compressiceps&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;Ezen a térképen a citromsárga – &lt;span style=&quot;font-style: italic;&quot;&gt;A. compressiceps &lt;/span&gt;Gold/Yellow/Orange; narancssárga – &lt;span style=&quot;font-style: italic;&quot;&gt;A. compressiceps&lt;/span&gt; Gold Head/Gold Face;piros – &lt;span style=&quot;font-style: italic;&quot;&gt;A. compressiceps &lt;/span&gt;Fire Fin/Red Fin; zöld – &lt;span style=&quot;font-style: italic;&quot;&gt;A. compressiceps &lt;/span&gt;Green, szürke – &lt;span style=&quot;font-style: italic;&quot;&gt;A. compressiceps &lt;/span&gt;Zebra; fekete – &lt;span style=&quot;font-style: italic;&quot;&gt;A. compressiceps &lt;/span&gt;Black&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBwae7aRo_GH0M0xZwlUsfMW8fPU3I3RkaRh6lb4uPCanUtBvtDkvM9rXNPgRa8sjQ-ktng-LVJf-UhvsvGksruYgK_4l9Yb8dEZqWxusCD1cWvc7_whlTXRLoLfv6TZt4fdsdi7c-j88/s1600/2_mapa-calvus.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBwae7aRo_GH0M0xZwlUsfMW8fPU3I3RkaRh6lb4uPCanUtBvtDkvM9rXNPgRa8sjQ-ktng-LVJf-UhvsvGksruYgK_4l9Yb8dEZqWxusCD1cWvc7_whlTXRLoLfv6TZt4fdsdi7c-j88/s320/2_mapa-calvus.jpg&quot; width=&quot;163&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Calvus&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
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&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; style=&quot;font-style: italic;&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;Altolamprologus&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-style: italic;&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;calvus&lt;/span&gt; &lt;span class=&quot;hps&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;színváltozatok&lt;/span&gt;&lt;span title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;.&lt;/span&gt; Fehér &lt;span class=&quot;hps&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;-&lt;span style=&quot;font-style: italic;&quot;&gt; A.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-style: italic;&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;calvus&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-style: italic;&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;White&lt;/span&gt;&lt;span title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;,&lt;/span&gt; citromsárga &lt;span class=&quot;hps&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;- &lt;span style=&quot;font-style: italic;&quot;&gt;A.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-style: italic;&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;calvus&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-style: italic;&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;Yellow&lt;/span&gt;&lt;span title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;,&lt;/span&gt; fekete &lt;span class=&quot;hps&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;- &lt;span style=&quot;font-style: italic;&quot;&gt;A.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;hps&quot; style=&quot;font-style: italic;&quot; title=&quot;Kliknij, aby wyświetlić alternatywne tłumaczenia&quot;&gt;calvus Black&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC1VJaQ9bmoUNBBpiCnGkQaE1fQ4T7Qdz5qtIsR_LSsv0BzyzXvqFUmxh5VQjvcxFDTx4a1z6WiA4iAcZtJRIgKVFQuQHSFAGuV9zG_J-8TqnROE_1ECWwQYWNzeF1dizJo5E2uw7Kug4/s1600/3_mapa-compressiceps-sp-shell.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC1VJaQ9bmoUNBBpiCnGkQaE1fQ4T7Qdz5qtIsR_LSsv0BzyzXvqFUmxh5VQjvcxFDTx4a1z6WiA4iAcZtJRIgKVFQuQHSFAGuV9zG_J-8TqnROE_1ECWwQYWNzeF1dizJo5E2uw7Kug4/s320/3_mapa-compressiceps-sp-shell.jpg&quot; width=&quot;163&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Compressiceps &quot;Shell&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;hu&quot;&gt;&lt;span title=&quot;Especially noteworthy are the black varieties, which occur both in Burundi (Rumonge, Rutunga) and in Zambia (Cape Nangu).&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;
Ismert előfordulási helyei az &lt;span style=&quot;font-style: italic;&quot;&gt;Altolamprologus&lt;/span&gt;
  sp. Compressiceps &quot;Shell”-nek. 1 – Rutunga; 2 – Rumonge; 3 - Kabwe; 4 –  
Mbity Island (= Kumbula Island); 5 – Cape Nangu; 6 – Sumbu; 7 – Cape  
Kachese; 8 – Chimba; 9 – Cameron Bay. Feketével – &lt;span style=&quot;font-style: italic;&quot;&gt;A&lt;/span&gt;. sp. „Compressiceps Shell” Black (1, 2, 5); lilával – &lt;span style=&quot;font-style: italic;&quot;&gt;A&lt;/span&gt;. sp. „Compressiceps Shell” Violet (4, 6); szürkével – &lt;span style=&quot;font-style: italic;&quot;&gt;A.&lt;/span&gt; sp. „Compressiceps Shell” Gray (3, 7, 8, 9)&lt;br /&gt;
&lt;br /&gt;
Mint láthatjuk, ezeknél a fajoknál is bőven van lehetőség a természetben is a változatok keveredésére, biztosak is lehetünk benne, hogy van rá példa bőven.&lt;br /&gt;
&lt;br /&gt;
Genetikai vizsgálatok is folynak a témában szerencsére. Reméljük, hogy hamarosan hasonlóan letisztulttá válhat a helyzet, mint a Frontosa-Gibberosa kérdésben is.</content><link rel='replies' type='application/atom+xml' href='http://afrikai-suger.blogspot.com/feeds/8914252235005557778/comments/default' title='Megjegyzések küldése'/><link rel='replies' type='text/html' href='http://afrikai-suger.blogspot.com/2012/12/altolamprologus.html#comment-form' title='0 megjegyzés'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8914252235005557778'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4229579117874183920/posts/default/8914252235005557778'/><link rel='alternate' type='text/html' href='http://afrikai-suger.blogspot.com/2012/12/altolamprologus.html' title='Altolamprologus'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmFIGk4E8b1ZmdrNeStj947o-rtL2Iug2J3UcdRkjNOcUOmxLs8W0P1L74SYRDg0gsHJJiqmAOdiQxqX4sXoqrD4u9iRtiEnnSAQ6Dh2jW4J1HVDHpAc7XlmT7ni5o2jL1XBZB7Qcd4TU/s72-c/1_mapa-compressiceps.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>