İKİNCİ BÖLÜM
(ADİL EKONOMİK DÜZEN)
ADİL DÜZEN’DE EKONOMİ
Not: Parantez içindeki ifadeler Necmettin Erbakan’ın ifadeleridir. Parantez dışındakiler Süleyman Karagülle’ye göre söylenmesi daha uygun olan ifadelerdir. Karşılaştırma siz okuyuculara düşer…
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(B. Para Nedir?)
(İnsanların yaradılış karakteri diğer canlılardan farklıdır.)
İnsan kendi kendisini uygarlaştıran varlıktır.
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)
(İlim adamlarının hayvanlar üzerinde yaptıkları araştırmalar gösteriyor ki hayvanlar çok üretiyorlar az tüketiyorlar. Bilindiği gibi bal arıları bal yaparlar. Bu balın bir kısmını da kendileri yerler ama yaptıkları bal yediklerinden çok fazladır. Bu fazla kısımdan insanlar yararlanırlar. İlim adamları bal arılarının yaptıkları balın bir kısmını almışlar ve görmüşlerdir ki kovanda balın azalması üzerine arıların iştahları kesilmiştir ve arılar daha az bal tüketmeye başlamışlardır. Kovandan daha çok bal alınması halinde ise görülmüştür ki arılar ölmüşler ve fakat kalan az balı bitirmemişlerdir. Bu deneyler hayvanların çok ürettiklerini buna mukabil az tükettiklerini göstermiştir. Bunun hikmeti Cenab-ı Hakk'ın hayvanları insanlara faydalı olmak için yaratmış olmasıdır.)
İnsanlar birlikte üretir ayrı ayrı tüketirler.
Böyle yaşayan başka canlı yoktur.
(Buna mukabil insanların tabiatı ve yaradılışları hayvanların aksinedir. İnsanlar tab’ıları (yaradılışları) itibariyle sadece tüketmek istiyorlar, üretmenin zahmetine katlanmak istemiyorlar. Nitekim bir insana sofraya buyurun dendiği zaman yüzü gülüyor; şu kazmayı al burayı kaz dendiği zaman suratı asılıyor. Bunun hikmeti ise insanların Cennet için yaratılmış olmalarıdır.)
İnsanlardaki doyumsuzluk uygarlaşmalarına sebep olmuştur. Toplayıcılık döneminden bugünkü bilgisayar dönemine böyle ulaştılar.
(Cennette insanlar sadece tüketecekler, ayrıca üretmek mecburiyetinde kalmayacaklardır. Daru’l-Karar ahirettir. Ancak ne var ki insanlar geçici (muvakkad) olarak bu dünyada imtihan olmaktadırlar ve yukarıda bahsedilen tab'ıları bu dünyanın şartlarına ters düşmektedir. Ne yapalım ki, biz de işte bu yaradılıştaki insanlar için Adil Düzen kuralım ve sosyal hayatta nimet-külfeti adil paylaştıralım. Bu yaradılıştaki insanlar için adil bir düzen nasıl kurulacaktır. Bunun için temel şart şudur:)
Krizler olur, insanlar sıkıntıya girerlerdi. Peygamberler gelir halkı krizden çıkarırlardı. Filozoflar gelip peygamberlerin getirdiklerini laikleştirirler ve inanmayan halkı da krizden çıkarırlardı. Kur’an’dan sonra yeni peygamber gelmeyecektir. Peygamberlerin yerine ilim adamları geçecektir. Kur’an ve diğer ilahi kitaplardan ve müsbet ilimden yani aklî ve naklî ilimlerden yararlanarak sorunlarını çözeceklerdir. Bu çözüm uygarlıkta bir ileri adım olacaktır.
(İnsanlara denmesi lazımdır ki; “Gel kardeşim buraya bak sen hep tüketmek istiyorsun, buna mukabil hiç üretmek istemiyorsun. Sana müsaade ediyoruz, lüzumsuz israf yapmamak şartıyla istediğin kadar tüket, ama bir şartımız var. Ne kadar tüketeceksen o kadar da kendin üreteceksin, başkasının hakkını yemeyeceksin.”)
İnsanlara denecektir ki: Yeryüzü insanlığındır. Çalışmayanların yeryüzünden kira alma payları vardır, onunla yaşayacaklar. Ama çalışanların ayrıca emek payları olacaktır. Bunlar üretecek, beşte iki üreticiye emek payı verilecek, beşte ikisi ise topluluğun ortak hizmetlerine harcanacaktır. Beşte biri de çalışmayanlara ve çalışamayanlara verilecektir. Ürün bölüşülecektir. Sabit ücret, sabit kira, sabit kâr ve sabit yeryüzü kira payı verilmeyecektir. Herkes kendisine düşen payı tüketecektir. Fazlasını tüketmek başkasının payını tüketmek demektir. Veresiye satış budur.
(Bu kural tatbikatta nasıl gerçekleştirilebilecektir? Bunun çaresi şudur: Bir kimse diyelim ki A malını üretti ve bunu başkalarını faydalanmasına sundu. Mesela götürdü A malına ait vakfa teslim etti. A malının bu anda bir kıymeti vardır. Bunu üreten kimse aynı kıymete eş değer başka istediği malları alıp tüketebilir. Önemli olan ne kadar üretti ise ona eşdeğer tüketme yapmasıdır. Başkasının hakkını yememesidir. İşte bunun için A malını üreten kimseye, o malın kıymetine eşdeğer dilediği mallardan tüketebilmesi için özel bir senet verilir. Bu özel senede para denir. Bundan dolayı para demek, herhangi bir üretimi yapan kimseye bu üretimine eşdeğer tüketme hakkı olduğunu göstermek üzere verilen özel senet demektir.)
Üretici malı ortak ambara teslim eder. Üreticiye mal belgesi verilir. Üretici başka üreticinin mal belgesi ile değiştirir. Böylece üretici tek çeşit mal üretir. Tüketen ise istediği çeşitten istediği kadar tüketir. İşte üreticilere verilen bu ortaklık belgesine “para” denir. Bu da fiyat ve ücret politikası ile tesbit edilir. Para ürüne karşı çıkarılmalıdır. Bugün ise faize karşı çıkarılıyor. Bugünkü paranın karşılığı yoktur. Üretmeyenler tüketmektedir.
(Bundan dolayı Adil Ekonomik Düzen'in parayla ilgili temel şartları, aksiyomları şunlardır:)
“Adi Düzen”de Para üretici işçiye ödenen ücretten ibarettir.
Para=Ücret*Emektir.
Üreticinin eline geçen para ile üretici bakkala gider ve onunla üretilen malı alır.
Para=Fiyat*Mal
Bu iki para eşit olursa denge devam eder.
Ücret*Emek=Fiyat*Mal
Ücret bir kimsenin bir saatte ürettiği mal miktarıdır. Fiyat ise bir malın bir günde doyurduğu insan sayısıdır. Fiyat ücrete eşit kabul edilebilir.
(“Para = Mal” İlkesi)
(Adil Düzen'de “Para = Mal”dır. Bunun manası şudur: İnsanlar ne değerde mal üretip bunu toplumun yararlanmasına sunmuşsa, onun karşılığında da, ona eşdeğer tüketim hakkı olduğunu gösteren senedini almıştır. Bu yüzden başkalarının yararlanmasına arz edilen mal ne kadarsa vatandaşların cebinde de ona eşdeğer tüketim hakkı senedi yani para bulunmaktadır. Bu yüzden arz edilen malların toplam değeri ne kadarsa, vatandaşların cebindeki tüketim hakkını gösteren senetlerin toplamı, yani para da o kadardır. Diğer bir ifade ile para=maldır.)
Ambarda ne kadar mal varsa piyasada o kadar senet vardır. Senetlerin fiyatları stoklara göre değiştirilerek ülke içindeki malların stok seviyeleri dengede tutulur. Artan emekle yatırım yapılır. Bir mal üretimden çok tüketilirse bilgisayar programı fiyatları yükseltir. Halk pahalı olduğu için almaz. Üreticiler pahalı olduğu için çok üretir. Böylece üretmeden tüketim olmaz. Gereğinden fazlası üretilmez. Artan emekle yatırım yapılır. Fiyatlar öyle oluşur ki para mala eşit olur. İstikrarlı bir ekonomi fiyatların dengede olduğu ekonomidir. Eskiden küçük pazarlarda bu denge kendiliğinden oluşurdu. Şimdi bu kayıtlı ekonomide çevredeki mal stoku ile bilgisayarca hesaplanır. Halka bilgi verilmekte ama fiyatlara müdahale edilmemektedir. Sadece ortak ambar ve ortak nakliye sağlanmaktadır.
(“Faiz Yok” İlkesi)
(Adil Düzen'de faiz olmaz. Çünkü faiz, haksızlıktır, zulümdür. Üretmeyenlerin üretenlerin elinden faiz miktarı kadar malı zorla almalarıdır. Zira kapitalist düzende faiz nedir? Malı üretiyorsunuz toplumun faydasına arz ediyorsunuz. Buna karşılık üretiminize eşdeğer tüketme hakkınızı gösteren senedinizi yani paranızı alıyorsunuz. Kapitalist düzende bu parayı bir bankaya koyuyorsunuz. Bir yıl sonra faizinin ilavesi ile beraber bu para size iade ediliyor. Siz bu bir yılda yeni bir üretim yapmadınız. Buna mukabil size üretim yapmadan ilave bir tüketim hakkı veriliyor. Kapitalist düzen bu tüketim hakkını nereden veriyor? Ya açıktan para basarak veriyor. Bu takdirde bu herkesin hakkını alıp size vermek demektir. Çünkü açıktan basılan para arz-talep kaidesine göre mevcut malların fiyatlarını yükseltir veyahut da başka bir üretenin hakkını alıp size vermektedir. Bu da, o kimsenin yani üretenin, yani emekçinin, yani fakir fukaranın hakkını alıp getirip size vermek demektir. Her ikisi de haksızlıktır ve zulümdür. Bunun için faiz yiyen insan, fakir fukaranın gözyaşını içen, etini ve kanını yiyen insan gibidir. Kan içen bir vampir durumundadır. Saadeti başkalarının ızdırabında arayan insan durumundadır.)
Üretmeden tüketmeyi sağlamakta, bunun dışında faiz stoklardaki malların fiyatlarını sürekli yükseltmektedir. Eski mallar satılmamakta, bu sefer durmadan firmalar iflas etmektedir. Üretimi düşürdüğü içim işsizliğe ve açlığa neden olmaktadır.
(Ayrıca bir defa haklı veya haksız olarak sermayeyi ele geçiren kimse faiz yoluyla hiç emek harcamadan haksız olarak başka insanları sömürmekte ve oturduğu yerde büyük kazançlar elde edebilmektedir. Bu ise nefis terbiyesi görmemiş insanlardan fakir olanları zaruretten dolayı ahlâksızlığa iten, zengin olanları da haksız olarak elde ettikleri çok büyük kazançlardan dolayı ahlâksızlığa iten ve netice itibariyle toplumların “ahlâki çöküşüne” ne sebep olan bir faktördür ve faiz 40 çeşit belanın mikrobudur.)
Faiz tekelleri oluşturmakta, üretimi yarıya düşürmektedir. Tam istihdam sağlandığı takdirde faiz enflasyona sebep olarak reel faizi sıfırlamaktadır. Reel faiz için faiz artırılmakta, böylece enflasyon sarmalı doğarak ekonomik yıkılışa sebep olmaktadır. Eski parlar batmakta, yeni paralar çıkmaktadır.
(Bu gerçekleri örtbas etmek ve bilerek veya bilmeyerek Faizci Kapitalist nizamın savunuculuğunu yapmak için:
Para da özel bir maldır. Çünkü bunun istikrarı ve değerinin muhafazası için büyük emekler harcanmakta ve masraflar yapılmaktadır.)
Para mal değildir. Para malın belgesidir. Belge gerçekse değeri vardır. Karşılığı yoksa kandırma aracıdır.
(Malın kirası oluyor da paranın kirası niçin olmasın? Faiz de kira gibi bir şeydir dolayısıyla haktır.Çünkü sermaye de üretimin bir unsurudur gibi ilmi gerçeklere ters düşen iddialarda bulunmak gerekir. Batılı iktisatçılar Hıristiyanlığın da yasakladığı faizi kuvveti hak nedeni sayan mantıkla savunmuşlar ve bu mantığa dayanarak ileri sürdükleri görüşleri ile Faizci Kapitalizmin kurumsallaşmasına ortam hazırlamışlardır.)
Kira yıpranma karşılığıdır. Parada ise yıpranma yoktur. Enflasyon kadar faiz reel faiz olmadığı için faiz değildir. Ama bu da fiyat ve ücret anarşisini doğurmaktadır.
(Gerçeğe aykırı mütalaaların ve fikirlerin ileri sürülmesinin ilmi bir değeri yoktur. Çünkü aşağıdaki “Vergi” bölümünde açıklanacağı gibi gerçekte “para; sembolik bir değerdir, mal değildir, üretimin bir unsuru değildir”. Para ne ekmeğin tuzudur, ne de motorun pistonudur. Ayrıca parada, kiraya verilen mallarda olduğu gibi aşınma ve yıpranma söz konusu değildir.)
Faiz sömürme aracıdır. Sonunda tekel oluşur. Tekel de kendi başına yaşayamaz. Futbolun tekelleştiğini düşünün, yeryüzünde tek takım kalsın, o zaman futbol biter. Ekonomik denge de böyledir. Tekeleşince ekonomi sona erer.
(Karşılıksız Para Yok İlkesi)
(Adil Düzen'de yukarıda da açıklandığı gibi “para” = “mal”dır. Yani toplumun faydasına arz edilmiş bulunan üretilmiş mallar ne kadarsa vatandaşın cebinde ve piyasada o kadar para vardır. Ne fazla ne eksik. Bundan dolayı Adil Düzen'de karşılıksız olarak para basılıp piyasaya sürülmesi söz konusu olamaz. Çünkü üretim olmadan, mal karşılığı olmadan karşılıksız olarak piyasaya para sürülmesi haksız olarak fiyatların artmasına sebep olur. Bu ise üretenlerin, emekçilerin hakkını yemektir. Ve Adil Düzen'de temel esas herkesin kendi ürettiği kadar tüketmesidir. Başkasının hakkını yememesidir.)
- Halk ambara malını koyar, mal belgesini alır.
- Mal belgesi ile bankaya gider. Mal belgesini rehin olarak verir, karşılığında para alır. Her malın bir rehin değeri vardır. O değer karşılığı para alır.
- a) Parayı alan gerekli malın senedini almak için borsaya gider.
b) Halkın bir kısmı aldığı mal senedi ile borsaya gider, onu satmak ister.
- Borsada sentle para takası yapılır. Para piyasaya çıkmış olur. Halkta olan para kadar senet bankada depolanmıştır. Belgenin karşılığı olan mal da ambarda mevcuttur.
- İstediği mal belgesini alan tüketici ambara gider, belgeyi alır, malı tüketir.
- Nakit kredi alan kişi sonra kazandığı para ile bankaya gider, parayı verir, belgeyi alır. Belgesini şimdi satar. Böylece para bankaya geri dönmüş okur.
- Borsa sahibi de elindeki senetle bankaya gider. Parayı alır. O para ile başka malın belgesini alır. Mal yine ambardadır.
- Bankadaki senet para edince parayı götürür, belgeyi alır ve satar.
Piyasada para darlığı varsa mallar satılmaz, ucuz olur. Halk bankaya gidip kredi almayı tercih eder. Para piyasaya çıkar. Eğer para bolsa mallar pahalıdır. Halk piyasaya gider, malını satar. Böylece para piyasadan çekilmiş olur.
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(Paranın Eşya İle Tanımlanması İlkesi)
(Paranın arsa, tesis, standart mal, altın ve döviz karşılığında çıkartılması ilkesi paranın mala eşit olması açısında önemlidir. Adil Düzen'de alınıp satılabilen malları 4 grupta toplamak mümkündür. Bunlar satışa arz edilmiş arsalar, tesisler, standart mallar, altın ve döviz yani kıymetli madenler ve değerlerdir. Bunlar ne miktarda satışa arz edilmişse bunlar karşılığında o miktarda para mevcuttur. Alınıp satılabilen bu mallar dışında başka şey karşılığı olarak piyasaya para sürülemez.)
İşletmeler depolanan mal karşılığı belgeler çıkartırlar. Hizmetlere üretimden pay olarak verilir. Dolayısıyla karşılıksız bir ücret yoktur. İşletmeye değerler girer, işletme senedi çıkar. Kasaya belge girer, senet çıkar. İnşaatta hisse seneleri belge olur.
(Adil Düzen’in yukarıda açıklanan 4 temel ilkeye ilaveten parayla ilgili olarak diğer 3 temel ilkesi de şunlardır:
a. “İstenilen anda değiştirme” ilkesi
b. “Herkese eşit muamele” ilkesi
c. “Fiyatlar arz-talebe dayalı kıstaslara göre tespit edilir” ilkesi)
Kira, emek, ham madde ve vergi payları işletme bedeli ile karşılanır. Ürünler stoklara göre fiyatlandırılır. Kasada para ve belge alış ve satış fiyatı eşit olur. Faiz yoktur. Mislen bilmisildir.
(Adil Düzen'de herkes istediği anda malını paraya, parasını da mala çevirebilir. Bu esnada ülkenin her yerinde herkese aynı fiyat uygulanır ve eşit muamele yapılır. Fiyatlar arz-talep kaidesine dayalı olarak adil ve uygun kriterlere göre tespit edilirler.)
Bir mal ambara konduğu zaman onun depolama ve taşıma masrafları da mal olarak alınır. Mesela 10 kilo patatesi ambara teslim edene 8 kiloluk belge verilir. Bunun 2 kilosu depolama ve nakliye masraflarıdır. Depolama masrafları zamanla değişmez, nakliye masrafları da uzaklıkla değişmez. Belgeler de karsız alınıp satılır. Bir günde fiyatlar tüm ülkede bir olur. Ticaret zaman farkından elde edilir. Mal bol iken ucuzdur. Tüccar sermayesi ile alır. Bekler. Mallar azalınca pahalanır. O zaman satar.
(Bu kriterlerin ne mana taşıdıklarını açıklamak için aşağıdaki bir misalden yararlanarak açıklamaya çalışalım: Temel ihtiyaç maddelerinin başında gelen buğdayı ele alalım. Bir ülkenin nüfusuna, ihtiyacına ve muhtelif şartlarına göre depolarında ne miktar buğday stoku bulundurulması gerektiğinin tespiti hiç şüphesiz bir uzmanlık konusudur. Diyelim ki mesela Türkiye gibi 70 milyonluk bir ülkenin depolarında en az 1 milyon ton buğday stokunu bulundurması gerekli olsun. Bu takdirde ülkede 81 il 895 ilçe ve 1200 beldede çeşitli büyüklüklerde silo ve depoların bulundurulması ve bu depolarda toplam olarak en az 1 milyon ton buğdayın bulundurulması gerektiği kabul edilsin. Depoların hepsinin bir bilgisayar sistemiyle birbirine bağlı olduklarını ve herhangi bir depodaki alım satım görevlisinin istediği anda bir düğmeye basarak kendi deposunda, civar depolarda ve bütün Türkiye'de, toplam olarak ne kadar buğday stokunun bulunduğunu bilmesi mümkün olsun.)
Ambarlar ortaktır. Kamuya aittir. Muhasebe de kamu tarafından tutulmaktadır. Ambardaki mal stokları bilindiği gibi bankalardaki mal belgeleri de bilinmektedir. Kasalardaki mal belgelerinin miktarı ile arz talep kanunlarına göre tesbit edilir ve ilan edilir. Ondan sonra zorlama yoktur. Malı isteyen istediği bedelle satsın.
(Uzmanlarca bir tablo temel kriterlere göre belirli bir süre için tanzim edilmiş olsun ve bu tablo depolardaki toplam buğday stokuna göre, buğdayın fiyatının ne olması icap ettiğini göstersin. Tabi bu fiyat depolarda toplam buğday çoksa, düşük olacak; az ise yüksek olacaktır. Bir buğday üreticisi buğdayını “Buğday Vakfı”na getirdi, satacak. Depo alım satım görevlisi düğmeye bastı. Depolarda toplam 1 milyon ton buğday olduğunu gördü. Duvardaki tabelaya baktı. Buna göre mesela buğday fiyatının kilosunun 1 TL olduğunu okudu. Müşteriye söyledi. Müşteri fiyatı uygun gördü. Buğdayını sattı. Bir müddet sonra tekrar buğday satmak için geldi. Görevli düğmeye bastığı sırada depolardaki toplam buğday stokunun mesela 1 milyon 200 bin ton olduğunu gördü. Duvardaki tabelaya baktı. Bu stoka göre buğdayın kilosunun fiyatının 80 kuruş olduğunu okudu.)
Buğday stokuna göre değil kasadaki buğday belgesi stokuna göre fiyatlandırılır. Kasaya -diyelim- bin buğday senedi konur. Onun denge fiyatı da 2 TL ise kasadaki para ve senede göre fiyat formülü ile bilinir.
Fiyat = (2*Kasadaki Para /Dengedeki Para+ Kasadaki Senet/Dengedeki Senet)/
(Kasadaki Para /Dengedeki para+ 2*Kasadaki Senet/Dengedeki Senet)
Senetler bilgisayarda aniden satıldığı için her yerde fiyat aynı olur. Biz sabit tutmayız, piyasa sabit tutar.
(Müşteriye söyledi, müşteri buğdayın fiyatı düşmüş görünce, “bu fiyatla ben buğday satmam, bilakis kendim buğday alırım” dedi ve bir miktar buğday aldı götürdü. Bir müddet sonra tekrar buğday almak için geldiğinde görevli düğmeye bastı, bu arada herkes buğday almış, depolarda buğday azalmış ve mesela o anda toplam buğday stoku 800 bin tona inmiş. Bunu tespit ettikten sonra duvardaki tabelaya baktı 800 bin ton stok halinde buğday fiyatının 1 kilosunun 1,20 TL olduğunu okudu müşteriye söyledi. Müşteri fiyatlar yükselmiş, o halde “ben bu fiyattan buğday almıyorum ve buğdayımı satıyorum” dedi ve sattı.)
Buğday alıp satmaz, senet alıp satar. Buğday ambarda bekler durur. Böylece gereksiz taşımaya, indirme-bindirmeye gerek kalmadan arz-talep kanunları senetler üzerinde çalışır. Sonunda gerektiğinde un fabrikası senedi alır, nakliyeye verir. Nakliye de ona buğdayı getirir. Nakliyeye para vermez.
(İşte Adil Düzen'de malların fiyatları, arz-talep kaidesine göre adil kriterlere göre bu misalde olduğu gibi teşekkül etmektedir. Böylece yurdun her yerinde herkese eşit muamele yapılarak alım-satım işleri yürümektedir. Herkes istediği anda parasını mala, malını da paraya çevirebilmektedir.)
Herkes istediği zaman parayı mal senedine, mal senedini paraya çevirdiği gibi; istediği zaman malı malın belgesine, mal belgesini de mala çevirir.
(Burada çok kısaca sadece bir ilkeyi açıklıyoruz. Adil Düzen'de fiyat düşük iken bolca alıp, fiyat yüksekken satarak ihtikâr yapmak isteyenlere karşı gereken her türlü tedbir alınmıştır. Konuyu dağıtmamak için bu teferruata girmiyoruz.)
Mal belgeleri kredilendirildiği için sermayeye gerek kalmamaktadır. Taşınması da çok kolay olduğu için herhangi bir zorluk olmamaktadır. Kredi faizsiz olduğu için de herhangi bir masraf binmemektedir. Alıcılar ve satıcılar çoğalmaktadır. Serbest rekabet dolayısıyla arz talep kanunları eksiksiz çalışmaktadır. Malı ucuz alıp pahalı satmak yararlıdır. Yeter ki tekel olmasın. İhtikar meşrudur.
(Görüldüğü gibi Adil Düzen'de fiyatların teşekkülü bakımından, arz-talep kaidesi esas alınmakta ve “Serbest Piyasa Ekonomisinin” bu faydalı mekanizması, Adil Düzen’in içinde aynen mevcut bulunmaktadır. Bunun faydalarından yararlanılmaktadır. Komünizm’de fiyatlar merkezi planlamayla masa başında tespit edildiği için bu tespitler ekonomiyi tahrip etmektedir. Hâlbuki arz-talep kaidesinden yararlanıldığı zaman talebe göre arz ayarlanmakta, böylece üretim rasyonel olmakta, ihtiyaç neye varsa ve ne kadarsa ekonominin üretimi buna göre ayarlanması temin olunmakta ve böylece kıtlık olmadan ve israf olmadan ihtiyaçlar maksada en uygun şekilde karşılanmaktadır. Ama buna mukabil Kapitalizmde bu imkân suiistimal edilmekte, düzenin yapısı dolayısıyla tekeller ve karteller oluşarak fiyatlar suni olarak arttırılmakta, büyük kitleler bu yoldan sömürülmektedir. Hâlbuki Adil Düzen'de tekelleşme ve kartelleşmeye imkân ve zemin bulunmamaktadır. Çünkü Adil Düzen'de üretim için yeteri kadar kredi bulunabildiği halde ihtikâr, mal depolama ve tekel tesisi için kredi bulunamamaktadır. Böylece Kapitalizmin bu mahsurlu tarafı Adil Düzen'de yer almamaktadır.)
“Adil Düzen”de sigorta işletmedeki payla alınmaktadır. İşverene yük olmamaktadır. Çalışana kredi ise işçi sermayesi ile işletmeye gelmektedir. Çalışmak istemediği zaman işsizlik sigortası ile sigortalanmaktadır. İşverenle işçi eşit güce getirildiği için ücretler de serbest bırakılmaktadır. O da arz ve talep kanunlarına göre çalışmaktadır.
SÜLEYMAN KARAGÜLLE
Yay. Haz.: REŞAT NURİ EROL
www.akevler.org (0532) 246 68 92