t designs with small t, id ge 18200
 # 18200: 5-(37,10,92512) 
- clan:  25-(56,28,2065), 1 times reduced t, 18 times derived, 1 times residual
 - 
residual design of 6-(38,10,16520) (# 18181)  
 - 
derived from 6-(38,11,92512) (# 18182)  
 - 
residual design of supplementary of 6-(38,10,19440) (# 18183)  
 - 
derived from supplementary of 6-(38,11,108864) (# 18184)  
 
 # 18201: 5-(37,9,19440) 
 # 18202: 5-(37,10,108864) 
- clan:  25-(56,28,2430), 1 times reduced t, 18 times derived, 1 times residual
 - 
residual design of supplementary of 6-(38,10,16520) (# 18181)  
 - 
derived from supplementary of 6-(38,11,92512) (# 18182)  
 - 
residual design of 6-(38,10,19440) (# 18183)  
 - 
derived from 6-(38,11,108864) (# 18184)  
 
 # 18203: 5-(37,11,416304) 
- clan:  25-(56,28,2065), 1 times reduced t, 17 times derived, 2 times residual
 - 
residual design of 6-(38,11,92512) (# 18182)  
 - 
residual design of supplementary of 6-(38,11,108864) (# 18184)  
 - 
derived from 6-(38,12,416304) (# 18185)  
 - 
derived from supplementary of 6-(38,12,489888) (# 18186)  
 
 # 18204: 5-(37,11,489888) 
- clan:  25-(56,28,2430), 1 times reduced t, 17 times derived, 2 times residual
 - 
residual design of supplementary of 6-(38,11,92512) (# 18182)  
 - 
residual design of 6-(38,11,108864) (# 18184)  
 - 
derived from supplementary of 6-(38,12,416304) (# 18185)  
 - 
derived from 6-(38,12,489888) (# 18186)  
 
 # 18205: 5-(37,12,1546272) 
 # 18206: 5-(37,12,1819584) 
 # 18207: 8-(40,12,13280) 
 # 18208: 7-(40,12,87648) 
- clan:  25-(56,28,1660), 2 times reduced t, 16 times derived
 - 
design 8-(40,12,13280) (# 18207)  with respect to smaller t
 - 
Tran van Trung construction (right) for 7-(39,11,13280) (# 18209)  : der= 7-(39,11,13280) and res= 7-(39,12,74368) - the given design is the derived.
 - 
Tran van Trung construction (left) for 7-(39,12,74368) (# 18210)  : der= 7-(39,11,13280) and res= 7-(39,12,74368) - the given design is the residual.
 
 # 18209: 7-(39,11,13280) 
 # 18210: 7-(39,12,74368) 
 # 18211: 7-(40,12,149688) 
- clan:  25-(56,28,2835), 2 times reduced t, 16 times derived
 - 
supplementary design of 8-(40,12,13280) (# 18207)  with respect to smaller t
 - 
Tran van Trung construction (right) for 7-(39,11,22680) (# 18212)  : der= 7-(39,11,22680) and res= 7-(39,12,127008) - the given design is the derived.
 - 
Tran van Trung construction (left) for 7-(39,12,127008) (# 18213)  : der= 7-(39,11,22680) and res= 7-(39,12,127008) - the given design is the residual.
 
 # 18212: 7-(39,11,22680) 
 # 18213: 7-(39,12,127008) 
 # 18214: 6-(40,12,496672) 
- clan:  25-(56,28,1660), 3 times reduced t, 16 times derived
 - 
design 7-(40,12,87648) (# 18208)  with respect to smaller t
 - 
supplementary design of 7-(40,12,149688) (# 18211)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(39,11,87648) (# 18215)  : der= 6-(39,11,87648) and res= 6-(39,12,409024) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(39,12,409024) (# 18216)  : der= 6-(39,11,87648) and res= 6-(39,12,409024) - the given design is the residual.
 
 # 18215: 6-(39,11,87648) 
- clan:  25-(56,28,1660), 2 times reduced t, 17 times derived
 - 
derived from 7-(40,12,87648) (# 18208)  
 - 
design 7-(39,11,13280) (# 18209)  with respect to smaller t
 - 
derived from supplementary of 7-(40,12,149688) (# 18211)  
 - 
supplementary design of 7-(39,11,22680) (# 18212)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,10,13280) (# 18220)  : der= 6-(38,10,13280) and res= 6-(38,11,74368) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,11,74368) (# 18221)  : der= 6-(38,10,13280) and res= 6-(38,11,74368) - the given design is the residual.
 
 # 18216: 6-(39,12,409024) 
- clan:  25-(56,28,1660), 2 times reduced t, 16 times derived, 1 times residual
 - 
residual design of 7-(40,12,87648) (# 18208)  
 - 
design 7-(39,12,74368) (# 18210)  with respect to smaller t
 - 
residual design of supplementary of 7-(40,12,149688) (# 18211)  
 - 
supplementary design of 7-(39,12,127008) (# 18213)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,11,74368) (# 18221)  : der= 6-(38,11,74368) and res= 6-(38,12,334656) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,12,334656) (# 18224)  : der= 6-(38,11,74368) and res= 6-(38,12,334656) - the given design is the residual.
 
 # 18217: 6-(40,12,848232) 
- clan:  25-(56,28,2835), 3 times reduced t, 16 times derived
 - 
supplementary design of 7-(40,12,87648) (# 18208)  with respect to smaller t
 - 
design 7-(40,12,149688) (# 18211)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(39,11,149688) (# 18218)  : der= 6-(39,11,149688) and res= 6-(39,12,698544) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(39,12,698544) (# 18219)  : der= 6-(39,11,149688) and res= 6-(39,12,698544) - the given design is the residual.
 
 # 18218: 6-(39,11,149688) 
- clan:  25-(56,28,2835), 2 times reduced t, 17 times derived
 - 
derived from supplementary of 7-(40,12,87648) (# 18208)  
 - 
supplementary design of 7-(39,11,13280) (# 18209)  with respect to smaller t
 - 
derived from 7-(40,12,149688) (# 18211)  
 - 
design 7-(39,11,22680) (# 18212)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,10,22680) (# 18222)  : der= 6-(38,10,22680) and res= 6-(38,11,127008) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,11,127008) (# 18223)  : der= 6-(38,10,22680) and res= 6-(38,11,127008) - the given design is the residual.
 
 # 18219: 6-(39,12,698544) 
- clan:  25-(56,28,2835), 2 times reduced t, 16 times derived, 1 times residual
 - 
residual design of supplementary of 7-(40,12,87648) (# 18208)  
 - 
supplementary design of 7-(39,12,74368) (# 18210)  with respect to smaller t
 - 
residual design of 7-(40,12,149688) (# 18211)  
 - 
design 7-(39,12,127008) (# 18213)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,11,127008) (# 18223)  : der= 6-(38,11,127008) and res= 6-(38,12,571536) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,12,571536) (# 18225)  : der= 6-(38,11,127008) and res= 6-(38,12,571536) - the given design is the residual.
 
 # 18220: 6-(38,10,13280) 
 # 18221: 6-(38,11,74368) 
- clan:  25-(56,28,1660), 1 times reduced t, 17 times derived, 1 times residual
 - 
residual design of 7-(39,11,13280) (# 18209)  
 - 
derived from 7-(39,12,74368) (# 18210)  
 - 
residual design of supplementary of 7-(39,11,22680) (# 18212)  
 - 
derived from supplementary of 7-(39,12,127008) (# 18213)  
 
 # 18222: 6-(38,10,22680) 
 # 18223: 6-(38,11,127008) 
- clan:  25-(56,28,2835), 1 times reduced t, 17 times derived, 1 times residual
 - 
residual design of supplementary of 7-(39,11,13280) (# 18209)  
 - 
derived from supplementary of 7-(39,12,74368) (# 18210)  
 - 
residual design of 7-(39,11,22680) (# 18212)  
 - 
derived from 7-(39,12,127008) (# 18213)  
 
 # 18224: 6-(38,12,334656) 
 # 18225: 6-(38,12,571536) 
 # 18226: 5-(40,12,2483360) 
- clan:  25-(56,28,1660), 4 times reduced t, 16 times derived
 - 
design 6-(40,12,496672) (# 18214)  with respect to smaller t
 - 
supplementary design of 6-(40,12,848232) (# 18217)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(39,11,496672) (# 18227)  : der= 5-(39,11,496672) and res= 5-(39,12,1986688) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(39,12,1986688) (# 18228)  : der= 5-(39,11,496672) and res= 5-(39,12,1986688) - the given design is the residual.
 
 # 18227: 5-(39,11,496672) 
- clan:  25-(56,28,1660), 3 times reduced t, 17 times derived
 - 
derived from 6-(40,12,496672) (# 18214)  
 - 
design 6-(39,11,87648) (# 18215)  with respect to smaller t
 - 
derived from supplementary of 6-(40,12,848232) (# 18217)  
 - 
supplementary design of 6-(39,11,149688) (# 18218)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,10,87648) (# 18232)  : der= 5-(38,10,87648) and res= 5-(38,11,409024) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,11,409024) (# 18233)  : der= 5-(38,10,87648) and res= 5-(38,11,409024) - the given design is the residual.
 
 # 18228: 5-(39,12,1986688) 
- clan:  25-(56,28,1660), 3 times reduced t, 16 times derived, 1 times residual
 - 
residual design of 6-(40,12,496672) (# 18214)  
 - 
design 6-(39,12,409024) (# 18216)  with respect to smaller t
 - 
residual design of supplementary of 6-(40,12,848232) (# 18217)  
 - 
supplementary design of 6-(39,12,698544) (# 18219)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,11,409024) (# 18233)  : der= 5-(38,11,409024) and res= 5-(38,12,1577664) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,12,1577664) (# 18236)  : der= 5-(38,11,409024) and res= 5-(38,12,1577664) - the given design is the residual.
 
 # 18229: 5-(40,12,4241160) 
- clan:  25-(56,28,2835), 4 times reduced t, 16 times derived
 - 
supplementary design of 6-(40,12,496672) (# 18214)  with respect to smaller t
 - 
design 6-(40,12,848232) (# 18217)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(39,11,848232) (# 18230)  : der= 5-(39,11,848232) and res= 5-(39,12,3392928) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(39,12,3392928) (# 18231)  : der= 5-(39,11,848232) and res= 5-(39,12,3392928) - the given design is the residual.
 
 # 18230: 5-(39,11,848232) 
- clan:  25-(56,28,2835), 3 times reduced t, 17 times derived
 - 
derived from supplementary of 6-(40,12,496672) (# 18214)  
 - 
supplementary design of 6-(39,11,87648) (# 18215)  with respect to smaller t
 - 
derived from 6-(40,12,848232) (# 18217)  
 - 
design 6-(39,11,149688) (# 18218)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,10,149688) (# 18234)  : der= 5-(38,10,149688) and res= 5-(38,11,698544) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,11,698544) (# 18235)  : der= 5-(38,10,149688) and res= 5-(38,11,698544) - the given design is the residual.
 
 # 18231: 5-(39,12,3392928) 
- clan:  25-(56,28,2835), 3 times reduced t, 16 times derived, 1 times residual
 - 
residual design of supplementary of 6-(40,12,496672) (# 18214)  
 - 
supplementary design of 6-(39,12,409024) (# 18216)  with respect to smaller t
 - 
residual design of 6-(40,12,848232) (# 18217)  
 - 
design 6-(39,12,698544) (# 18219)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,11,698544) (# 18235)  : der= 5-(38,11,698544) and res= 5-(38,12,2694384) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,12,2694384) (# 18237)  : der= 5-(38,11,698544) and res= 5-(38,12,2694384) - the given design is the residual.
 
 # 18232: 5-(38,10,87648) 
- clan:  25-(56,28,1660), 2 times reduced t, 18 times derived
 - 
derived from 6-(39,11,87648) (# 18215)  
 - 
derived from supplementary of 6-(39,11,149688) (# 18218)  
 - 
design 6-(38,10,13280) (# 18220)  with respect to smaller t
 - 
supplementary design of 6-(38,10,22680) (# 18222)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,9,13280) (# 18238)  : der= 5-(37,9,13280) and res= 5-(37,10,74368) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,10,74368) (# 18239)  : der= 5-(37,9,13280) and res= 5-(37,10,74368) - the given design is the residual.
 
 # 18233: 5-(38,11,409024) 
- clan:  25-(56,28,1660), 2 times reduced t, 17 times derived, 1 times residual
 - 
residual design of 6-(39,11,87648) (# 18215)  
 - 
derived from 6-(39,12,409024) (# 18216)  
 - 
residual design of supplementary of 6-(39,11,149688) (# 18218)  
 - 
derived from supplementary of 6-(39,12,698544) (# 18219)  
 - 
design 6-(38,11,74368) (# 18221)  with respect to smaller t
 - 
supplementary design of 6-(38,11,127008) (# 18223)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,10,74368) (# 18239)  : der= 5-(37,10,74368) and res= 5-(37,11,334656) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,11,334656) (# 18242)  : der= 5-(37,10,74368) and res= 5-(37,11,334656) - the given design is the residual.
 
 # 18234: 5-(38,10,149688) 
- clan:  25-(56,28,2835), 2 times reduced t, 18 times derived
 - 
derived from supplementary of 6-(39,11,87648) (# 18215)  
 - 
derived from 6-(39,11,149688) (# 18218)  
 - 
supplementary design of 6-(38,10,13280) (# 18220)  with respect to smaller t
 - 
design 6-(38,10,22680) (# 18222)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,9,22680) (# 18240)  : der= 5-(37,9,22680) and res= 5-(37,10,127008) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,10,127008) (# 18241)  : der= 5-(37,9,22680) and res= 5-(37,10,127008) - the given design is the residual.
 
 # 18235: 5-(38,11,698544) 
- clan:  25-(56,28,2835), 2 times reduced t, 17 times derived, 1 times residual
 - 
residual design of supplementary of 6-(39,11,87648) (# 18215)  
 - 
derived from supplementary of 6-(39,12,409024) (# 18216)  
 - 
residual design of 6-(39,11,149688) (# 18218)  
 - 
derived from 6-(39,12,698544) (# 18219)  
 - 
supplementary design of 6-(38,11,74368) (# 18221)  with respect to smaller t
 - 
design 6-(38,11,127008) (# 18223)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,10,127008) (# 18241)  : der= 5-(37,10,127008) and res= 5-(37,11,571536) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,11,571536) (# 18243)  : der= 5-(37,10,127008) and res= 5-(37,11,571536) - the given design is the residual.
 
 # 18236: 5-(38,12,1577664) 
- clan:  25-(56,28,1660), 2 times reduced t, 16 times derived, 2 times residual
 - 
residual design of 6-(39,12,409024) (# 18216)  
 - 
residual design of supplementary of 6-(39,12,698544) (# 18219)  
 - 
design 6-(38,12,334656) (# 18224)  with respect to smaller t
 - 
supplementary design of 6-(38,12,571536) (# 18225)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,11,334656) (# 18242)  : der= 5-(37,11,334656) and res= 5-(37,12,1243008) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,12,1243008) (# 18244)  : der= 5-(37,11,334656) and res= 5-(37,12,1243008) - the given design is the residual.
 
 # 18237: 5-(38,12,2694384) 
- clan:  25-(56,28,2835), 2 times reduced t, 16 times derived, 2 times residual
 - 
residual design of supplementary of 6-(39,12,409024) (# 18216)  
 - 
residual design of 6-(39,12,698544) (# 18219)  
 - 
supplementary design of 6-(38,12,334656) (# 18224)  with respect to smaller t
 - 
design 6-(38,12,571536) (# 18225)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,11,571536) (# 18243)  : der= 5-(37,11,571536) and res= 5-(37,12,2122848) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,12,2122848) (# 18245)  : der= 5-(37,11,571536) and res= 5-(37,12,2122848) - the given design is the residual.
 
 # 18238: 5-(37,9,13280) 
 # 18239: 5-(37,10,74368) 
- clan:  25-(56,28,1660), 1 times reduced t, 18 times derived, 1 times residual
 - 
residual design of 6-(38,10,13280) (# 18220)  
 - 
derived from 6-(38,11,74368) (# 18221)  
 - 
residual design of supplementary of 6-(38,10,22680) (# 18222)  
 - 
derived from supplementary of 6-(38,11,127008) (# 18223)  
 
 # 18240: 5-(37,9,22680) 
 # 18241: 5-(37,10,127008) 
- clan:  25-(56,28,2835), 1 times reduced t, 18 times derived, 1 times residual
 - 
residual design of supplementary of 6-(38,10,13280) (# 18220)  
 - 
derived from supplementary of 6-(38,11,74368) (# 18221)  
 - 
residual design of 6-(38,10,22680) (# 18222)  
 - 
derived from 6-(38,11,127008) (# 18223)  
 
 # 18242: 5-(37,11,334656) 
- clan:  25-(56,28,1660), 1 times reduced t, 17 times derived, 2 times residual
 - 
residual design of 6-(38,11,74368) (# 18221)  
 - 
residual design of supplementary of 6-(38,11,127008) (# 18223)  
 - 
derived from 6-(38,12,334656) (# 18224)  
 - 
derived from supplementary of 6-(38,12,571536) (# 18225)  
 
 # 18243: 5-(37,11,571536) 
- clan:  25-(56,28,2835), 1 times reduced t, 17 times derived, 2 times residual
 - 
residual design of supplementary of 6-(38,11,74368) (# 18221)  
 - 
residual design of 6-(38,11,127008) (# 18223)  
 - 
derived from supplementary of 6-(38,12,334656) (# 18224)  
 - 
derived from 6-(38,12,571536) (# 18225)  
 
 # 18244: 5-(37,12,1243008) 
 # 18245: 5-(37,12,2122848) 
 # 18246: 8-(40,12,12960) 
 # 18247: 7-(40,12,85536) 
- clan:  25-(56,28,1620), 2 times reduced t, 16 times derived
 - 
design 8-(40,12,12960) (# 18246)  with respect to smaller t
 - 
Tran van Trung construction (right) for 7-(39,11,12960) (# 18248)  : der= 7-(39,11,12960) and res= 7-(39,12,72576) - the given design is the derived.
 - 
Tran van Trung construction (left) for 7-(39,12,72576) (# 18249)  : der= 7-(39,11,12960) and res= 7-(39,12,72576) - the given design is the residual.
 
 # 18248: 7-(39,11,12960) 
 # 18249: 7-(39,12,72576) 
 # 18250: 7-(40,12,151800) 
- clan:  25-(56,28,2875), 2 times reduced t, 16 times derived
 - 
supplementary design of 8-(40,12,12960) (# 18246)  with respect to smaller t
 - 
Tran van Trung construction (right) for 7-(39,11,23000) (# 18251)  : der= 7-(39,11,23000) and res= 7-(39,12,128800) - the given design is the derived.
 - 
Tran van Trung construction (left) for 7-(39,12,128800) (# 18252)  : der= 7-(39,11,23000) and res= 7-(39,12,128800) - the given design is the residual.
 
 # 18251: 7-(39,11,23000) 
 # 18252: 7-(39,12,128800) 
 # 18253: 6-(40,12,484704) 
- clan:  25-(56,28,1620), 3 times reduced t, 16 times derived
 - 
design 7-(40,12,85536) (# 18247)  with respect to smaller t
 - 
supplementary design of 7-(40,12,151800) (# 18250)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(39,11,85536) (# 18254)  : der= 6-(39,11,85536) and res= 6-(39,12,399168) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(39,12,399168) (# 18255)  : der= 6-(39,11,85536) and res= 6-(39,12,399168) - the given design is the residual.
 
 # 18254: 6-(39,11,85536) 
- clan:  25-(56,28,1620), 2 times reduced t, 17 times derived
 - 
derived from 7-(40,12,85536) (# 18247)  
 - 
design 7-(39,11,12960) (# 18248)  with respect to smaller t
 - 
derived from supplementary of 7-(40,12,151800) (# 18250)  
 - 
supplementary design of 7-(39,11,23000) (# 18251)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,10,12960) (# 18259)  : der= 6-(38,10,12960) and res= 6-(38,11,72576) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,11,72576) (# 18260)  : der= 6-(38,10,12960) and res= 6-(38,11,72576) - the given design is the residual.
 
 # 18255: 6-(39,12,399168) 
- clan:  25-(56,28,1620), 2 times reduced t, 16 times derived, 1 times residual
 - 
residual design of 7-(40,12,85536) (# 18247)  
 - 
design 7-(39,12,72576) (# 18249)  with respect to smaller t
 - 
residual design of supplementary of 7-(40,12,151800) (# 18250)  
 - 
supplementary design of 7-(39,12,128800) (# 18252)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,11,72576) (# 18260)  : der= 6-(38,11,72576) and res= 6-(38,12,326592) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,12,326592) (# 18263)  : der= 6-(38,11,72576) and res= 6-(38,12,326592) - the given design is the residual.
 
 # 18256: 6-(40,12,860200) 
- clan:  25-(56,28,2875), 3 times reduced t, 16 times derived
 - 
supplementary design of 7-(40,12,85536) (# 18247)  with respect to smaller t
 - 
design 7-(40,12,151800) (# 18250)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(39,11,151800) (# 18257)  : der= 6-(39,11,151800) and res= 6-(39,12,708400) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(39,12,708400) (# 18258)  : der= 6-(39,11,151800) and res= 6-(39,12,708400) - the given design is the residual.
 
 # 18257: 6-(39,11,151800) 
- clan:  25-(56,28,2875), 2 times reduced t, 17 times derived
 - 
derived from supplementary of 7-(40,12,85536) (# 18247)  
 - 
supplementary design of 7-(39,11,12960) (# 18248)  with respect to smaller t
 - 
derived from 7-(40,12,151800) (# 18250)  
 - 
design 7-(39,11,23000) (# 18251)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,10,23000) (# 18261)  : der= 6-(38,10,23000) and res= 6-(38,11,128800) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,11,128800) (# 18262)  : der= 6-(38,10,23000) and res= 6-(38,11,128800) - the given design is the residual.
 
 # 18258: 6-(39,12,708400) 
- clan:  25-(56,28,2875), 2 times reduced t, 16 times derived, 1 times residual
 - 
residual design of supplementary of 7-(40,12,85536) (# 18247)  
 - 
supplementary design of 7-(39,12,72576) (# 18249)  with respect to smaller t
 - 
residual design of 7-(40,12,151800) (# 18250)  
 - 
design 7-(39,12,128800) (# 18252)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,11,128800) (# 18262)  : der= 6-(38,11,128800) and res= 6-(38,12,579600) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,12,579600) (# 18264)  : der= 6-(38,11,128800) and res= 6-(38,12,579600) - the given design is the residual.
 
 # 18259: 6-(38,10,12960) 
 # 18260: 6-(38,11,72576) 
- clan:  25-(56,28,1620), 1 times reduced t, 17 times derived, 1 times residual
 - 
residual design of 7-(39,11,12960) (# 18248)  
 - 
derived from 7-(39,12,72576) (# 18249)  
 - 
residual design of supplementary of 7-(39,11,23000) (# 18251)  
 - 
derived from supplementary of 7-(39,12,128800) (# 18252)  
 
 # 18261: 6-(38,10,23000) 
 # 18262: 6-(38,11,128800) 
- clan:  25-(56,28,2875), 1 times reduced t, 17 times derived, 1 times residual
 - 
residual design of supplementary of 7-(39,11,12960) (# 18248)  
 - 
derived from supplementary of 7-(39,12,72576) (# 18249)  
 - 
residual design of 7-(39,11,23000) (# 18251)  
 - 
derived from 7-(39,12,128800) (# 18252)  
 
 # 18263: 6-(38,12,326592) 
 # 18264: 6-(38,12,579600) 
 # 18265: 5-(40,12,2423520) 
- clan:  25-(56,28,1620), 4 times reduced t, 16 times derived
 - 
design 6-(40,12,484704) (# 18253)  with respect to smaller t
 - 
supplementary design of 6-(40,12,860200) (# 18256)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(39,11,484704) (# 18266)  : der= 5-(39,11,484704) and res= 5-(39,12,1938816) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(39,12,1938816) (# 18267)  : der= 5-(39,11,484704) and res= 5-(39,12,1938816) - the given design is the residual.
 
 # 18266: 5-(39,11,484704) 
- clan:  25-(56,28,1620), 3 times reduced t, 17 times derived
 - 
derived from 6-(40,12,484704) (# 18253)  
 - 
design 6-(39,11,85536) (# 18254)  with respect to smaller t
 - 
derived from supplementary of 6-(40,12,860200) (# 18256)  
 - 
supplementary design of 6-(39,11,151800) (# 18257)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,10,85536) (# 18271)  : der= 5-(38,10,85536) and res= 5-(38,11,399168) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,11,399168) (# 18272)  : der= 5-(38,10,85536) and res= 5-(38,11,399168) - the given design is the residual.
 
 # 18267: 5-(39,12,1938816) 
- clan:  25-(56,28,1620), 3 times reduced t, 16 times derived, 1 times residual
 - 
residual design of 6-(40,12,484704) (# 18253)  
 - 
design 6-(39,12,399168) (# 18255)  with respect to smaller t
 - 
residual design of supplementary of 6-(40,12,860200) (# 18256)  
 - 
supplementary design of 6-(39,12,708400) (# 18258)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,11,399168) (# 18272)  : der= 5-(38,11,399168) and res= 5-(38,12,1539648) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,12,1539648) (# 18275)  : der= 5-(38,11,399168) and res= 5-(38,12,1539648) - the given design is the residual.
 
 # 18268: 5-(40,12,4301000) 
- clan:  25-(56,28,2875), 4 times reduced t, 16 times derived
 - 
supplementary design of 6-(40,12,484704) (# 18253)  with respect to smaller t
 - 
design 6-(40,12,860200) (# 18256)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(39,11,860200) (# 18269)  : der= 5-(39,11,860200) and res= 5-(39,12,3440800) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(39,12,3440800) (# 18270)  : der= 5-(39,11,860200) and res= 5-(39,12,3440800) - the given design is the residual.
 
 # 18269: 5-(39,11,860200) 
- clan:  25-(56,28,2875), 3 times reduced t, 17 times derived
 - 
derived from supplementary of 6-(40,12,484704) (# 18253)  
 - 
supplementary design of 6-(39,11,85536) (# 18254)  with respect to smaller t
 - 
derived from 6-(40,12,860200) (# 18256)  
 - 
design 6-(39,11,151800) (# 18257)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,10,151800) (# 18273)  : der= 5-(38,10,151800) and res= 5-(38,11,708400) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,11,708400) (# 18274)  : der= 5-(38,10,151800) and res= 5-(38,11,708400) - the given design is the residual.
 
 # 18270: 5-(39,12,3440800) 
- clan:  25-(56,28,2875), 3 times reduced t, 16 times derived, 1 times residual
 - 
residual design of supplementary of 6-(40,12,484704) (# 18253)  
 - 
supplementary design of 6-(39,12,399168) (# 18255)  with respect to smaller t
 - 
residual design of 6-(40,12,860200) (# 18256)  
 - 
design 6-(39,12,708400) (# 18258)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(38,11,708400) (# 18274)  : der= 5-(38,11,708400) and res= 5-(38,12,2732400) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(38,12,2732400) (# 18276)  : der= 5-(38,11,708400) and res= 5-(38,12,2732400) - the given design is the residual.
 
 # 18271: 5-(38,10,85536) 
- clan:  25-(56,28,1620), 2 times reduced t, 18 times derived
 - 
derived from 6-(39,11,85536) (# 18254)  
 - 
derived from supplementary of 6-(39,11,151800) (# 18257)  
 - 
design 6-(38,10,12960) (# 18259)  with respect to smaller t
 - 
supplementary design of 6-(38,10,23000) (# 18261)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,9,12960) (# 18277)  : der= 5-(37,9,12960) and res= 5-(37,10,72576) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,10,72576) (# 18278)  : der= 5-(37,9,12960) and res= 5-(37,10,72576) - the given design is the residual.
 
 # 18272: 5-(38,11,399168) 
- clan:  25-(56,28,1620), 2 times reduced t, 17 times derived, 1 times residual
 - 
residual design of 6-(39,11,85536) (# 18254)  
 - 
derived from 6-(39,12,399168) (# 18255)  
 - 
residual design of supplementary of 6-(39,11,151800) (# 18257)  
 - 
derived from supplementary of 6-(39,12,708400) (# 18258)  
 - 
design 6-(38,11,72576) (# 18260)  with respect to smaller t
 - 
supplementary design of 6-(38,11,128800) (# 18262)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,10,72576) (# 18278)  : der= 5-(37,10,72576) and res= 5-(37,11,326592) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,11,326592) (# 18281)  : der= 5-(37,10,72576) and res= 5-(37,11,326592) - the given design is the residual.
 
 # 18273: 5-(38,10,151800) 
- clan:  25-(56,28,2875), 2 times reduced t, 18 times derived
 - 
derived from supplementary of 6-(39,11,85536) (# 18254)  
 - 
derived from 6-(39,11,151800) (# 18257)  
 - 
supplementary design of 6-(38,10,12960) (# 18259)  with respect to smaller t
 - 
design 6-(38,10,23000) (# 18261)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,9,23000) (# 18279)  : der= 5-(37,9,23000) and res= 5-(37,10,128800) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,10,128800) (# 18280)  : der= 5-(37,9,23000) and res= 5-(37,10,128800) - the given design is the residual.
 
 # 18274: 5-(38,11,708400) 
- clan:  25-(56,28,2875), 2 times reduced t, 17 times derived, 1 times residual
 - 
residual design of supplementary of 6-(39,11,85536) (# 18254)  
 - 
derived from supplementary of 6-(39,12,399168) (# 18255)  
 - 
residual design of 6-(39,11,151800) (# 18257)  
 - 
derived from 6-(39,12,708400) (# 18258)  
 - 
supplementary design of 6-(38,11,72576) (# 18260)  with respect to smaller t
 - 
design 6-(38,11,128800) (# 18262)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,10,128800) (# 18280)  : der= 5-(37,10,128800) and res= 5-(37,11,579600) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,11,579600) (# 18282)  : der= 5-(37,10,128800) and res= 5-(37,11,579600) - the given design is the residual.
 
 # 18275: 5-(38,12,1539648) 
- clan:  25-(56,28,1620), 2 times reduced t, 16 times derived, 2 times residual
 - 
residual design of 6-(39,12,399168) (# 18255)  
 - 
residual design of supplementary of 6-(39,12,708400) (# 18258)  
 - 
design 6-(38,12,326592) (# 18263)  with respect to smaller t
 - 
supplementary design of 6-(38,12,579600) (# 18264)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,11,326592) (# 18281)  : der= 5-(37,11,326592) and res= 5-(37,12,1213056) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,12,1213056) (# 18283)  : der= 5-(37,11,326592) and res= 5-(37,12,1213056) - the given design is the residual.
 
 # 18276: 5-(38,12,2732400) 
- clan:  25-(56,28,2875), 2 times reduced t, 16 times derived, 2 times residual
 - 
residual design of supplementary of 6-(39,12,399168) (# 18255)  
 - 
residual design of 6-(39,12,708400) (# 18258)  
 - 
supplementary design of 6-(38,12,326592) (# 18263)  with respect to smaller t
 - 
design 6-(38,12,579600) (# 18264)  with respect to smaller t
 - 
Tran van Trung construction (right) for 5-(37,11,579600) (# 18282)  : der= 5-(37,11,579600) and res= 5-(37,12,2152800) - the given design is the derived.
 - 
Tran van Trung construction (left) for 5-(37,12,2152800) (# 18284)  : der= 5-(37,11,579600) and res= 5-(37,12,2152800) - the given design is the residual.
 
 # 18277: 5-(37,9,12960) 
 # 18278: 5-(37,10,72576) 
- clan:  25-(56,28,1620), 1 times reduced t, 18 times derived, 1 times residual
 - 
residual design of 6-(38,10,12960) (# 18259)  
 - 
derived from 6-(38,11,72576) (# 18260)  
 - 
residual design of supplementary of 6-(38,10,23000) (# 18261)  
 - 
derived from supplementary of 6-(38,11,128800) (# 18262)  
 
 # 18279: 5-(37,9,23000) 
 # 18280: 5-(37,10,128800) 
- clan:  25-(56,28,2875), 1 times reduced t, 18 times derived, 1 times residual
 - 
residual design of supplementary of 6-(38,10,12960) (# 18259)  
 - 
derived from supplementary of 6-(38,11,72576) (# 18260)  
 - 
residual design of 6-(38,10,23000) (# 18261)  
 - 
derived from 6-(38,11,128800) (# 18262)  
 
 # 18281: 5-(37,11,326592) 
- clan:  25-(56,28,1620), 1 times reduced t, 17 times derived, 2 times residual
 - 
residual design of 6-(38,11,72576) (# 18260)  
 - 
residual design of supplementary of 6-(38,11,128800) (# 18262)  
 - 
derived from 6-(38,12,326592) (# 18263)  
 - 
derived from supplementary of 6-(38,12,579600) (# 18264)  
 
 # 18282: 5-(37,11,579600) 
- clan:  25-(56,28,2875), 1 times reduced t, 17 times derived, 2 times residual
 - 
residual design of supplementary of 6-(38,11,72576) (# 18260)  
 - 
residual design of 6-(38,11,128800) (# 18262)  
 - 
derived from supplementary of 6-(38,12,326592) (# 18263)  
 - 
derived from 6-(38,12,579600) (# 18264)  
 
 # 18283: 5-(37,12,1213056) 
 # 18284: 5-(37,12,2152800) 
 # 18285: 8-(40,12,10040) 
 # 18286: 7-(40,12,66264) 
- clan:  25-(56,28,1255), 2 times reduced t, 16 times derived
 - 
design 8-(40,12,10040) (# 18285)  with respect to smaller t
 - 
Tran van Trung construction (right) for 7-(39,11,10040) (# 18287)  : der= 7-(39,11,10040) and res= 7-(39,12,56224) - the given design is the derived.
 - 
Tran van Trung construction (left) for 7-(39,12,56224) (# 18288)  : der= 7-(39,11,10040) and res= 7-(39,12,56224) - the given design is the residual.
 
 # 18287: 7-(39,11,10040) 
 # 18288: 7-(39,12,56224) 
 # 18289: 7-(40,12,171072) 
- clan:  25-(56,28,3240), 2 times reduced t, 16 times derived
 - 
supplementary design of 8-(40,12,10040) (# 18285)  with respect to smaller t
 - 
Tran van Trung construction (right) for 7-(39,11,25920) (# 18290)  : der= 7-(39,11,25920) and res= 7-(39,12,145152) - the given design is the derived.
 - 
Tran van Trung construction (left) for 7-(39,12,145152) (# 18291)  : der= 7-(39,11,25920) and res= 7-(39,12,145152) - the given design is the residual.
 
 # 18290: 7-(39,11,25920) 
 # 18291: 7-(39,12,145152) 
 # 18292: 6-(40,12,375496) 
- clan:  25-(56,28,1255), 3 times reduced t, 16 times derived
 - 
design 7-(40,12,66264) (# 18286)  with respect to smaller t
 - 
supplementary design of 7-(40,12,171072) (# 18289)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(39,11,66264) (# 18293)  : der= 6-(39,11,66264) and res= 6-(39,12,309232) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(39,12,309232) (# 18294)  : der= 6-(39,11,66264) and res= 6-(39,12,309232) - the given design is the residual.
 
 # 18293: 6-(39,11,66264) 
- clan:  25-(56,28,1255), 2 times reduced t, 17 times derived
 - 
derived from 7-(40,12,66264) (# 18286)  
 - 
design 7-(39,11,10040) (# 18287)  with respect to smaller t
 - 
derived from supplementary of 7-(40,12,171072) (# 18289)  
 - 
supplementary design of 7-(39,11,25920) (# 18290)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,10,10040) (# 18298)  : der= 6-(38,10,10040) and res= 6-(38,11,56224) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,11,56224) (# 18299)  : der= 6-(38,10,10040) and res= 6-(38,11,56224) - the given design is the residual.
 
 # 18294: 6-(39,12,309232) 
- clan:  25-(56,28,1255), 2 times reduced t, 16 times derived, 1 times residual
 - 
residual design of 7-(40,12,66264) (# 18286)  
 - 
design 7-(39,12,56224) (# 18288)  with respect to smaller t
 - 
residual design of supplementary of 7-(40,12,171072) (# 18289)  
 - 
supplementary design of 7-(39,12,145152) (# 18291)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,11,56224) (# 18299)  : der= 6-(38,11,56224) and res= 6-(38,12,253008) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,12,253008) (# 18302)  : der= 6-(38,11,56224) and res= 6-(38,12,253008) - the given design is the residual.
 
 # 18295: 6-(40,12,969408) 
- clan:  25-(56,28,3240), 3 times reduced t, 16 times derived
 - 
supplementary design of 7-(40,12,66264) (# 18286)  with respect to smaller t
 - 
design 7-(40,12,171072) (# 18289)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(39,11,171072) (# 18296)  : der= 6-(39,11,171072) and res= 6-(39,12,798336) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(39,12,798336) (# 18297)  : der= 6-(39,11,171072) and res= 6-(39,12,798336) - the given design is the residual.
 
 # 18296: 6-(39,11,171072) 
- clan:  25-(56,28,3240), 2 times reduced t, 17 times derived
 - 
derived from supplementary of 7-(40,12,66264) (# 18286)  
 - 
supplementary design of 7-(39,11,10040) (# 18287)  with respect to smaller t
 - 
derived from 7-(40,12,171072) (# 18289)  
 - 
design 7-(39,11,25920) (# 18290)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,10,25920) (# 18300)  : der= 6-(38,10,25920) and res= 6-(38,11,145152) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,11,145152) (# 18301)  : der= 6-(38,10,25920) and res= 6-(38,11,145152) - the given design is the residual.
 
 # 18297: 6-(39,12,798336) 
- clan:  25-(56,28,3240), 2 times reduced t, 16 times derived, 1 times residual
 - 
residual design of supplementary of 7-(40,12,66264) (# 18286)  
 - 
supplementary design of 7-(39,12,56224) (# 18288)  with respect to smaller t
 - 
residual design of 7-(40,12,171072) (# 18289)  
 - 
design 7-(39,12,145152) (# 18291)  with respect to smaller t
 - 
Tran van Trung construction (right) for 6-(38,11,145152) (# 18301)  : der= 6-(38,11,145152) and res= 6-(38,12,653184) - the given design is the derived.
 - 
Tran van Trung construction (left) for 6-(38,12,653184) (# 18303)  : der= 6-(38,11,145152) and res= 6-(38,12,653184) - the given design is the residual.
 
 # 18298: 6-(38,10,10040) 
 # 18299: 6-(38,11,56224) 
- clan:  25-(56,28,1255), 1 times reduced t, 17 times derived, 1 times residual
 - 
residual design of 7-(39,11,10040) (# 18287)  
 - 
derived from 7-(39,12,56224) (# 18288)  
 - 
residual design of supplementary of 7-(39,11,25920) (# 18290)  
 - 
derived from supplementary of 7-(39,12,145152) (# 18291)  
 
created: Fri Oct 23 11:15:20 CEST 2009