ÜMRANİYE SEMİNERLERİ - 4 Cuma, 14.03.2008
KAYITLI EKONOMİYE GEÇİŞ
Batı dünyayı kendi tekeline alabilmek için içinden çıkılmaz mâli mevzuat getirmiştir. Küçük işletmeler bu mevzuatı bilemeyecekleri ve bilen elemanları da çalıştıramayacaklarından sonunda ezilip giderler ve meydanı büyük sermayeye bırakırlar. Batı bu faizli sistemi ile sömürüsünü sürdürmektedir. Paranın kârından para olarak vergi ödetmektedir. Oysa parayı halk basamayacağına göre nasıl kâr edilecektir? Birisi zarar edecek ki siz kâr edesiniz. Zarardan vergi alınamayacağına göre devlet bütçesine yeterli gelir gelmez. Ya para basılır, bankerlerin faizleri ödenir, o da enflasyona sebep olur; ya da dışarıdan borç alınır, enflasyon ertelenir.
Sömürü sermayesi işte bu yanlış ve sakat uygulamaları bir şekilde dayatarak tüm dünyanın ekonomisini çökertip kendi hakimiyetini kurmak istemektedir.
Batı dünyasının diğer ülkelere empoze ettiği kanunlar böyledir, bir şekilde dayatarak yaptırdığı uygulamalar da böyledir. Bunun sonucu olarak kayıt dışı ekonomi oluşmaktadır. Kayıt dışı ekonomi sebebiyle hesaplar tutamayınca işletmeler büyüyememekte, ortaklıklar kurulamamakta, küçük ve orta ölçekli işletmeler yaşayamamaktadır.
İktidarda olanlar bunları düzeltmeye kalkışırlarsa indirilirler, orada kalabilmek için de onların istediklerini yapmaya devam ederler.
Yapılan kanunları biz iyi öğrenip doğru yorumlarsak, o zaman kendimiz bu etkilerden kurtuluruz. Bunun için şunları yapmamız gerekmektedir.
- Muhasebe kooperatiflerioluşturup hesapları kooperatif muhasiplerine tutturmalıyız. Kooperatifler işletmelerden cirodan bir pay alacak ve muhasiplere bölüştürecektir. Küçük büyük işletmeler eşit şekilde hizmetlerden yararlanacaklardır. Akevler işte bunu yapmaya çalışmaktadır.
- Türkiye Cumhuriyeti mevzuatı esaslı bir şekilde hukukçularla beraber ele alınıp incelenmeli ve öğrenilmelidir. Bunların yorumları için bakanlıktan muktaza istenmelidir. Gerektiğinde suni olarak oluşturulan işlemlerle yargıya gidilmeli ve yargıdan olumlu kararlar istihsal edilmelidir. Bunların bütün masraflarını kooperatifler karşılayacak ve rizikolar hizmet kooperatiflerinin olacaktır. İzmir Akevler Kooperatifi’nde buna benzer çalışmayı imar işlerinde yaptık ve çok başarılı sonuçlar aldık.
- Kooperatif teminatlı muhasebe tutacaktır. Şöyle ki, muhasebe bütün kişilerin ibraz ettikleri belgelere ve beyanlarına dayanacaktır. Belge ve beyanlardan dolayı gelecek cezalar kişiye ait olacaktır. Ama muhasebe kayıtlarındaki eksiklikler, yanlış kayıtlar, gecikmeler, ihmaller ise kooperatif dayanışmasından ödenecektir; muhasipler ödeyecektir.
- Kayıtlı ekonomiye dayanan işletmeler kurulacak, başarılı sonuçlar alınınca piyasadaki işletmeler kooperatife kaydedilecek ve halkımız kayıtlı ekonomiye geçecektir. Bu konuda zorluk çıkaran bürokratlar olacak, ayrıca medya saldırısı, ihbarlar ve şikayetler olacak, yöneticiler sıkıntı çekebileceklerdir. Ne var ki siz bu hususta uğraş verdiğinizde bürokratların içinde sizin yanınızda yer alacak olanlar olacaktır. Haklarınızı iyi savunduğunuzda yüzde seksen hakimler sizin lehinize karar vereceklerdir. Yüzde yirmisine de dayanışma içinde katlanacaksınız.
Çözümlerden bir örnek verelim.
Batı modelinde kâr vergiden hesaplanmakta ve vergi paradaki artıştan alınmaktadır. Mesela, bir işetme dolar alıp satıyor. Kasaya giren ve çıkan parada artış varsa kâr kabul ediliyor. Parada artış yapmadınız. Sizin 500 koyununuz vardı, yıl sonunda 600 koyun oldu ama sattınız, yıl başında koyduğunuz parayı alamadınız. Vergi ödemezsiniz, çünkü siz zarar ettiniz. Aynı şekilde mal senedi alır yıl içinde parada kâr etmezseniz vergi ödemezsiniz. İşte bundan yararlanarak biz işletmemizdeki hesabı parada kâr olarak değil de maldaki kâr üzerinden yaparsak, paradan kâr etmediğimiz için vergi ödemeyiz. Kârımızı parayla hesapladığımız zaman çevirdiğimiz kadarı ile kâr öderiz.
Şimdi, diyelim ki siz bir kimseden 5 ton demiri borç alarak demir ticaretine başladınız. Aradan bir sene geçti. Mağazanızda yıl sonunda 5 ton demir bıraktınız, kalanı sattınız, paraya çevirdiniz. Sizin defterinizde 5 ton demir görünecek, bir de bir tonun parası görünecektir. Beş ton demiri yıl sonunda borç aldığınız yere iade gösterirseniz kârınız bir ton demir olacaktır. Onun da vergisini öderseniz maldaki artıştan vergi ödersiniz. Böylece zulme uğramadan kayıtlı ekonomiye geçebilirsiniz, her şeyi kaydedebilirsiniz.
Anayasamız gerçek kazançtan vergi ödeneceğini beyan eder. Gerçek kazanç maldaki kazançtır. Dolayısıyla bu tür hesaplara itirazlar olursa yargıda hesaplaşmaya gidilir. Er veya geç tasdik etmek durumundadır.
Bir kooperatif kuruyorsunuz. Ayni ödeme şartını getiriyorsunuz. Herkes bir ton demir koyacak ve öyle işe başlayacağız. Ayrılan bir ton demir alacak, kâr varsa farkını nakit alacak derseniz, kanunlara aykırı bir şey yapmamış olursunuz. Yıl içine işletme mallardaki artışı kâr kabul eder, zararı buna göre hesaplar. Yıl sonunda koyan aynî sermayeyi düşer, artan mal ve nakdi kâr kabul ederek vergilendirir.
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)
Bu dolaşmada Emek * Ücret = Fiyat * Mal = Paradır
1- Emek sabit kalır a) Para artarsa pahalılık olur.
b) Para azalırsa işsizlik olur.
2- Para sabit kalır a) Emek artarsa nakıs istihdam olur.
b) Emek eksilirse pahalılık olur.
3- Mal sabit kalır a) Para artarsa pahalılık olur.
b) Para eksilirse işsizlik olur.
4- Para sabit kalır a) Mal artarsa kriz olur mallar satılmaz.
b) Mal azalırsa pahalılık olur.
| Aldı | Malda Kâr | Malda Zarar | Sattı | Parada Kâr | Parada Zarar |
1 Miktar*Fiyat=Tutar | 12* 6= 72 | 0 | 0 | 12* 8= 96 | 24 | 00 |
2 | 16* 6= 96 | 4 | 0 | 16* 8=128 | 32 | 00 |
3 | 18* 7=128 | 2 | 0 | 18* 6=108 | 00 | 20 |
4 | 16* 7=108 | 0 | 6 | 16*11=160 | 52 | 00 |
5 | 12*11=132 | 0 | 2 | 11*12=132 | 00 | 12 |
BORÇ TÜRLERİ
| Mal vadeli Bedel vadeli | Mal vadeli Bedel vadesiz | Mal vadesiz Bedel vadeli | Mal vadesiz Bedel vadesiz |
Mutat Borçlar | V | B | P | F |
Matlup Borçlar | Z | D | T | S |
Borç emanet olur veya deyn olur.
Ortaklık iştirak olur veya hisse olur.
SÜLEYMAN KARAGÜLLE
Yay. Haz.: REŞAT NURİ EROL
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