diff --git a/e_24.py b/e_24.py
index c40b466..38b90ee 100644
--- a/e_24.py
+++ b/e_24.py
@@ -29,8 +29,6 @@ def all_permutations(seq):
         temp = []
         for k in range(len(seq)):
             part = seq[:k] + seq[k+1:]
-            print "k : %s" % (k)
-            print "part : %s" %(part) 
             for m in all_permutations(part):
                 temp.append(seq[k:k+1] + m)
         return temp
diff --git a/e_27.py b/e_27.py
index b136d27..98656fb 100644
--- a/e_27.py
+++ b/e_27.py
@@ -27,7 +27,7 @@ def is_prime(value):
     Returns True or False depending whether value is prime or not. 
     """
     start = 2
-    while (start < value / 2):
+    while (start <= value / 2):
         if value % start == 0 :
             return False
         else : 
diff --git a/e_35.py b/e_35.py
index e69b139..5148c4a 100644
--- a/e_35.py
+++ b/e_35.py
@@ -11,7 +11,79 @@
  How many circular primes are there below one million?
  ##---
  """
-   
+ 
+def all_permutations(seq):
+    """permutate a sequence and return a list of the permutations"""
+    if not seq:
+        return [seq]  # is an empty sequence
+    else:
+        temp = []
+        for k in range(len(seq)):
+            part = seq[:k] + seq[k+1:]
+            for m in all_permutations(part):
+                temp.append(seq[k:k+1] + m)
+        return temp
+ 
+def is_prime(value):
+    """
+    Returns True or False depending whether value is prime or not. 
+    """
+    start = 2
+    while (start <= value / 2):
+        if value % start == 0 :
+            return False
+        else : 
+            start += 1
+    return True
+    
+def prime_list(max_val):
+    """
+    Returns a list of all primes below max_val
+    """
+    plist = []
+    cur = 2
+    while (cur < max_val):
+        if (cur % 1000) == 0:    
+            print "%d/%d" % (cur, max_val)
+            
+        if (is_prime(cur)):
+            plist.append(cur)
+        cur += 1
+        
+    return plist
+ 
+def perm_primes(max_val):
+    """
+    Returns the number of circular primes below max_val
+    """
+    circulars = 0
+    circl = []
+    
+    plist = prime_list(max_val)
+    print "###"
+    # stuff here
+    cpt = 0
+    for prime in plist:
+        cpt += 1
+        print "%d/%d" % ( cpt, len(list))
+        print circulars, circl
+        perms = all_permutations(str(prime)) # finds all permutations
+        
+        # counts how many permutations are in prime list given one prime
+        p_cpt = 0
+        for perm in perms:
+            if int(perm) in plist:
+                p_cpt += 1
+
+        # if prime is circular
+        if p_cpt == len(perms):
+            circulars += 1 
+            circl.append(prime)
+        
+    return circulars, circl
+ 
 if __name__ == '__main__' :
-    print "Answer is : %d"  % (1000000)
+    answer, plist = perm_primes(1000000)
+    print "Answer is : %d"  % (answer)
+    print plist
     raw_input()
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