200 Litreye Tür Önerisi
Gönderim Zamanı: 4 Saat 25 Dakika önce
100x40x50 bir akvaryumum var. daha suyunu bile doldurmadım. anlayacağınız üzere daha bol vaktim var. içinde 1 tane yavru oscar besleyip, 20 cmye ulaştıktan sonra daha büyük akvaryuma geçirmeyi düşünüyorum. ama daha türe karar veremedim. sizce ne tür beslemeliyim? sürü,tek eşli,büyük,küçük vs çok farketmez önerilere açığım.[:)]
Üye imzalarını sadece giriş yapan üyelerimiz görebilir
Gönderim Zamanı: 2 Saat 51 Dakika önce
[B]Anladığım kadarı ile astronotu ( oscar ) büyük botuylara geldiğinde 100x40x50 boyutlarında olan büyük akvaryuma geçireceksiniz önericeğim tür olan [K]Discus[/K] ile en azından benim bildiğim kadarı ile anlaşamıyorlar ama 5 adet güzel dekarasyonlu akvaryuma gözünüze hoş gelen desenli discuslardan (morphlardan) önerebilirim
[/B]
[B]oscar ile anlaşan balıklardanda ufak bir liste/takım bırakayım belki beğendiğiniz olur :) [/B]
[K][B](1) Ateş Ağız çiklit + (1) Synodontis Kedi Balığı veya Leopar Vatoz Balığı+ (1) oscar[/B][/K]
[K]Ateş Ağız çiklitin görünüşü[/K]
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[/IMG]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[B][K]Leopar Vatoz Balığı[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTMU6Is2PQDRRf8RZZSbeKYh3R_4D6oDm57_TJTXNcGopA5d4rOGsSTjyVGDEZB4242zAuuHGbZbtf_MDKyG15i5Q[/IMG]
[K][B](1) Oscar + (3) Gümüş Dolar Balığı[/B][/K]
[B][K]Gümüş Dolar Balığının görünüşü[/K][/B]
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[/IMG]
[B][K]/[/K][/B]
[IMG]https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSdROv2d9lCK0v3KMe2-v2DPjnERoJaUYVqRt9Eqm8Mhz-0cryub5eRuTFtku1GaVqfa5ZXKNmeupOGrOlmaq_PQXESqGCoI4AgYaKtII0[/IMG]
[B][K]son olarakta (1) Severum + (1) Synodontis Kedi Balığı + (1) Oscar[/K][/B]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[K][B]severumun görünüşü[/B][/K]
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[/IMG]
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[B][K]/[/K][/B]
[IMG]https://www.best4pets.in/cdn/shop/products/Red.Shoulder.severum.best4pets.in.jpg?v=1658413089&width=2048[/IMG]
Bu kadar yazdım ancak şu da varki artık 25-30 cm gibi boylara geldiğinde oscarının akvaryum ihtiyacı tek bir tanesi için 250-300 litre Birden Fazla Oscar İçin Gerekli Hacim ise
2 Oscar 400-450 litre 3-4 Oscar En az 600 litre ( Her ekstra Oscar için 100-150 litre eklenmeli ) yani dediğim sistemle su değerlerine dikat etmelisin akvaryumun filtarsyon sisteminin yeterli olmasını tavsiye
iyi hobiler dilerim [:)]
[/B]
[B]oscar ile anlaşan balıklardanda ufak bir liste/takım bırakayım belki beğendiğiniz olur :) [/B]
[K][B](1) Ateş Ağız çiklit + (1) Synodontis Kedi Balığı veya Leopar Vatoz Balığı+ (1) oscar[/B][/K]
[K]Ateş Ağız çiklitin görünüşü[/K]
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[/IMG]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[B][K]Leopar Vatoz Balığı[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTMU6Is2PQDRRf8RZZSbeKYh3R_4D6oDm57_TJTXNcGopA5d4rOGsSTjyVGDEZB4242zAuuHGbZbtf_MDKyG15i5Q[/IMG]
[K][B](1) Oscar + (3) Gümüş Dolar Balığı[/B][/K]
[B][K]Gümüş Dolar Balığının görünüşü[/K][/B]
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[/IMG]
[B][K]/[/K][/B]
[IMG]https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSdROv2d9lCK0v3KMe2-v2DPjnERoJaUYVqRt9Eqm8Mhz-0cryub5eRuTFtku1GaVqfa5ZXKNmeupOGrOlmaq_PQXESqGCoI4AgYaKtII0[/IMG]
[B][K]son olarakta (1) Severum + (1) Synodontis Kedi Balığı + (1) Oscar[/K][/B]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[K][B]severumun görünüşü[/B][/K]
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[/IMG]
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[B][K]/[/K][/B]
[IMG]https://www.best4pets.in/cdn/shop/products/Red.Shoulder.severum.best4pets.in.jpg?v=1658413089&width=2048[/IMG]
Bu kadar yazdım ancak şu da varki artık 25-30 cm gibi boylara geldiğinde oscarının akvaryum ihtiyacı tek bir tanesi için 250-300 litre Birden Fazla Oscar İçin Gerekli Hacim ise
2 Oscar 400-450 litre 3-4 Oscar En az 600 litre ( Her ekstra Oscar için 100-150 litre eklenmeli ) yani dediğim sistemle su değerlerine dikat etmelisin akvaryumun filtarsyon sisteminin yeterli olmasını tavsiye
iyi hobiler dilerim [:)]
Üye imzalarını sadece giriş yapan üyelerimiz görebilir
Gönderim Zamanı: 2 Saat 46 Dakika önce
[QUOTE=BurakA][B]Anladığım kadarı ile astronotu ( oscar ) büyük botuylara geldiğinde 100x40x50 boyutlarında olan büyük akvaryuma geçireceksiniz önericeğim tür olan [K]Discus[/K] ile en azından benim bildiğim kadarı ile anlaşamıyorlar ama 5 adet güzel dekarasyonlu akvaryuma gözünüze hoş gelen desenli discuslardan (morphlardan) önerebilirim
[/B]
[B]oscar ile anlaşan balıklardanda ufak bir liste/takım bırakayım belki beğendiğiniz olur :) [/B]
[K][B](1) Ateş Ağız çiklit + (1) Synodontis Kedi Balığı veya Leopar Vatoz Balığı+ (1) oscar[/B][/K]
[K]Ateş Ağız çiklitin görünüşü[/K]
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[/IMG]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[B][K]Leopar Vatoz Balığı[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTMU6Is2PQDRRf8RZZSbeKYh3R_4D6oDm57_TJTXNcGopA5d4rOGsSTjyVGDEZB4242zAuuHGbZbtf_MDKyG15i5Q[/IMG]
[K][B](1) Oscar + (3) Gümüş Dolar Balığı[/B][/K]
[B][K]Gümüş Dolar Balığının görünüşü[/K][/B]
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[/IMG]
[B][K]/[/K][/B]
[IMG]https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSdROv2d9lCK0v3KMe2-v2DPjnERoJaUYVqRt9Eqm8Mhz-0cryub5eRuTFtku1GaVqfa5ZXKNmeupOGrOlmaq_PQXESqGCoI4AgYaKtII0[/IMG]
[B][K]son olarakta (1) Severum + (1) Synodontis Kedi Balığı + (1) Oscar[/K][/B]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[K][B]severumun görünüşü[/B][/K]
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[/IMG]
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[B][K]/[/K][/B]
[IMG]https://www.best4pets.in/cdn/shop/products/Red.Shoulder.severum.best4pets.in.jpg?v=1658413089&width=2048[/IMG]
Bu kadar yazdım ancak şu da varki artık 25-30 cm gibi boylara geldiğinde oscarının akvaryum ihtiyacı tek bir tanesi için 250-300 litre Birden Fazla Oscar İçin Gerekli Hacim ise
2 Oscar 400-450 litre 3-4 Oscar En az 600 litre ( Her ekstra Oscar için 100-150 litre eklenmeli ) yani dediğim sistemle su değerlerine dikat etmelisin akvaryumun filtarsyon sisteminin yeterli olmasını tavsiye
iyi hobiler dilerim [:)][/QUOTE]
200 litrede 1 oscar + attıklarından bir tanesiyle beslenir mi?
[/B]
[B]oscar ile anlaşan balıklardanda ufak bir liste/takım bırakayım belki beğendiğiniz olur :) [/B]
[K][B](1) Ateş Ağız çiklit + (1) Synodontis Kedi Balığı veya Leopar Vatoz Balığı+ (1) oscar[/B][/K]
[K]Ateş Ağız çiklitin görünüşü[/K]
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[/IMG]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[B][K]Leopar Vatoz Balığı[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTMU6Is2PQDRRf8RZZSbeKYh3R_4D6oDm57_TJTXNcGopA5d4rOGsSTjyVGDEZB4242zAuuHGbZbtf_MDKyG15i5Q[/IMG]
[K][B](1) Oscar + (3) Gümüş Dolar Balığı[/B][/K]
[B][K]Gümüş Dolar Balığının görünüşü[/K][/B]
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[/IMG]
[B][K]/[/K][/B]
[IMG]https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSdROv2d9lCK0v3KMe2-v2DPjnERoJaUYVqRt9Eqm8Mhz-0cryub5eRuTFtku1GaVqfa5ZXKNmeupOGrOlmaq_PQXESqGCoI4AgYaKtII0[/IMG]
[B][K]son olarakta (1) Severum + (1) Synodontis Kedi Balığı + (1) Oscar[/K][/B]
[B][K]Synodontis görünüşü[/K][/B]
[IMG]https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRJ6VWDyNEI083ZQYw8eYOoG0h5KVt5RvWTfFBxMEbNEXjgYhdVEYiHpjIiG8kjILJXDzbO9W6YDXw4YvVtbercDMPdQFVuPOdu0cBvNA[/IMG]
[K][B]severumun görünüşü[/B][/K]
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[/IMG]
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[IMG]https://www.best4pets.in/cdn/shop/products/Red.Shoulder.severum.best4pets.in.jpg?v=1658413089&width=2048[/IMG]
Bu kadar yazdım ancak şu da varki artık 25-30 cm gibi boylara geldiğinde oscarının akvaryum ihtiyacı tek bir tanesi için 250-300 litre Birden Fazla Oscar İçin Gerekli Hacim ise
2 Oscar 400-450 litre 3-4 Oscar En az 600 litre ( Her ekstra Oscar için 100-150 litre eklenmeli ) yani dediğim sistemle su değerlerine dikat etmelisin akvaryumun filtarsyon sisteminin yeterli olmasını tavsiye
iyi hobiler dilerim [:)][/QUOTE]
200 litrede 1 oscar + attıklarından bir tanesiyle beslenir mi?
Üye imzalarını sadece giriş yapan üyelerimiz görebilir
Gönderim Zamanı: 57 dakika önce
[QUOTE=Tataaa4325]
200 litrede 1 oscar + attıklarından bir tanesiyle beslenir mi?[/QUOTE]
Hocam şöyle söyleyeyim bu canlılar birbirleri ile uyumlu beslenir ama filtre sisteminin debisi yani saatte temizlediği su 600lt/saat olmalı minimum, eğer mümkünse 1000+ lt/saat olmalı
yani filtrasyon yeterliyse bu canlıları koloni halinde besliyebilirsiniz yazdığım şekilde
özet olarak
1. yeterli filtrasyon gerekli
2. besliyeceğimiz kolonilerden örnek:
A=(1 adet) Severum + (1 adet) Synodontis Kedi Balığı + (1 adet) Oscar
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
B=(1 adet) Oscar + (3 adet) Gümüş Dolar Balığı(Silver Dollar)
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
C=(1 adet) Ateş Ağız çiklit + (1 adet) oscar + (1 adet) Synodontis Kedi Balığı veya (1 adet) Leopar Vatoz Balığı
bu üç koloni örneğinden hoşuna giden varsa kurabilirsin
balıkların görsel örnekleri yukarıda var zaten [EDIT]BurakA,2025-02-09 01:17:49[/EDIT]
200 litrede 1 oscar + attıklarından bir tanesiyle beslenir mi?[/QUOTE]
Hocam şöyle söyleyeyim bu canlılar birbirleri ile uyumlu beslenir ama filtre sisteminin debisi yani saatte temizlediği su 600lt/saat olmalı minimum, eğer mümkünse 1000+ lt/saat olmalı
yani filtrasyon yeterliyse bu canlıları koloni halinde besliyebilirsiniz yazdığım şekilde
özet olarak
1. yeterli filtrasyon gerekli
2. besliyeceğimiz kolonilerden örnek:
A=(1 adet) Severum + (1 adet) Synodontis Kedi Balığı + (1 adet) Oscar
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
B=(1 adet) Oscar + (3 adet) Gümüş Dolar Balığı(Silver Dollar)
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
C=(1 adet) Ateş Ağız çiklit + (1 adet) oscar + (1 adet) Synodontis Kedi Balığı veya (1 adet) Leopar Vatoz Balığı
bu üç koloni örneğinden hoşuna giden varsa kurabilirsin
balıkların görsel örnekleri yukarıda var zaten [EDIT]BurakA,2025-02-09 01:17:49[/EDIT]
Beğenenler: [T]253994,Tataaa4325[/T]
Teşekkür Edenler: [T]253994,Tataaa4325[/T]
Üye imzalarını sadece giriş yapan üyelerimiz görebilir
Gönderim Zamanı: 24 dakika önce
[QUOTE=BurakA]
Hocam şöyle söyleyeyim bu canlılar birbirleri ile uyumlu beslenir ama filtre sisteminin debisi yani saatte temizlediği su 600lt/saat olmalı minimum, eğer mümkünse 1000+ lt/saat olmalı
yani filtrasyon yeterliyse bu canlıları koloni halinde besliyebilirsiniz yazdığım şekilde
özet olarak
1. yeterli filtrasyon gerekli
2. besliyeceğimiz kolonilerden örnek:
A=(1 adet) Severum + (1 adet) Synodontis Kedi Balığı + (1 adet) Oscar
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
B=(1 adet) Oscar + (3 adet) Gümüş Dolar Balığı(Silver Dollar)
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
C=(1 adet) Ateş Ağız çiklit + (1 adet) oscar + (1 adet) Synodontis Kedi Balığı veya (1 adet) Leopar Vatoz Balığı
bu üç koloni örneğinden hoşuna giden varsa kurabilirsin
balıkların görsel örnekleri yukarıda var zaten [/QUOTE]
Peki illa koloni mi olcak yani mesela oscar + synodontis olabilirmi? Bende kurucam akvaryum o yüzden soruyorum[:)]
Hocam şöyle söyleyeyim bu canlılar birbirleri ile uyumlu beslenir ama filtre sisteminin debisi yani saatte temizlediği su 600lt/saat olmalı minimum, eğer mümkünse 1000+ lt/saat olmalı
yani filtrasyon yeterliyse bu canlıları koloni halinde besliyebilirsiniz yazdığım şekilde
özet olarak
1. yeterli filtrasyon gerekli
2. besliyeceğimiz kolonilerden örnek:
A=(1 adet) Severum + (1 adet) Synodontis Kedi Balığı + (1 adet) Oscar
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
B=(1 adet) Oscar + (3 adet) Gümüş Dolar Balığı(Silver Dollar)
------------------------------------------------------------------------------------------------------- -------------------------------------------------------------------------------------------------------
C=(1 adet) Ateş Ağız çiklit + (1 adet) oscar + (1 adet) Synodontis Kedi Balığı veya (1 adet) Leopar Vatoz Balığı
bu üç koloni örneğinden hoşuna giden varsa kurabilirsin
balıkların görsel örnekleri yukarıda var zaten [/QUOTE]
Peki illa koloni mi olcak yani mesela oscar + synodontis olabilirmi? Bende kurucam akvaryum o yüzden soruyorum[:)]
Üye imzalarını sadece giriş yapan üyelerimiz görebilir
Gönderim Zamanı: 7 dakika önce
[QUOTE=Tataaa4325]
Peki illa koloni mi olcak yani mesela oscar + synodontis olabilirmi? Bende kurucam akvaryum o yüzden soruyorum[:)][/QUOTE]
kurucam derken daha yaptırmadınızmı hocam, eğer yaptırmadıysanız 250-300 litreyi eve uydurabilecekseniz daha iyi olacaktır
sorunuza cevap olarakta :
Oscar ve Synodontis kedi balıkları bazı türleri birlikte beslenebilir hocam iki balığınızın da yem yediğini gözlemlemenizi tavsiye ederim oscarlar yem konusunda rekabetcilerdir.
o birlikte beslenebilir dediğim türler ise :
[B]1-Synodontis Eupterus[/B] [K](Tüylü Kedi Balığı)[/K] [URL]https://www.akvaryum.com/synodontis_eupterus_tuy_yuzgecli_kedi_baligi_tatlisur_58_5129.asp[/URL]
[B]2-Synodontis[/B] [K]Multipunctatus (Gökkuşağı Kedi Balığı)[/K] [URL]https://www.akvaryum.com/synodontis_multipunctatus_(gugukkusu_kedibaligi)_tatlisur_58_4287.asp[/URL]
[B]2-Synodontis Nigrita[/B]
beslememeniz gereken türleri ise :
1-[B]Synodontis Petricola[/B] küçük kalıcaktır yenebilir
2-[B]Synodontis Lucipinnis[/B] yine küçük olduğundan
3-[B]Synodontis Angelicus[/B] agresif olduğundan çatışmalar yaşanabilir
Peki illa koloni mi olcak yani mesela oscar + synodontis olabilirmi? Bende kurucam akvaryum o yüzden soruyorum[:)][/QUOTE]
kurucam derken daha yaptırmadınızmı hocam, eğer yaptırmadıysanız 250-300 litreyi eve uydurabilecekseniz daha iyi olacaktır
sorunuza cevap olarakta :
Oscar ve Synodontis kedi balıkları bazı türleri birlikte beslenebilir hocam iki balığınızın da yem yediğini gözlemlemenizi tavsiye ederim oscarlar yem konusunda rekabetcilerdir.
o birlikte beslenebilir dediğim türler ise :
[B]1-Synodontis Eupterus[/B] [K](Tüylü Kedi Balığı)[/K] [URL]https://www.akvaryum.com/synodontis_eupterus_tuy_yuzgecli_kedi_baligi_tatlisur_58_5129.asp[/URL]
[B]2-Synodontis[/B] [K]Multipunctatus (Gökkuşağı Kedi Balığı)[/K] [URL]https://www.akvaryum.com/synodontis_multipunctatus_(gugukkusu_kedibaligi)_tatlisur_58_4287.asp[/URL]
[B]2-Synodontis Nigrita[/B]
beslememeniz gereken türleri ise :
1-[B]Synodontis Petricola[/B] küçük kalıcaktır yenebilir
2-[B]Synodontis Lucipinnis[/B] yine küçük olduğundan
3-[B]Synodontis Angelicus[/B] agresif olduğundan çatışmalar yaşanabilir
Üye imzalarını sadece giriş yapan üyelerimiz görebilir