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XlЬX 1T DE@xLLpB` "C6. Pareto  DE@~LLpB` "C7. ֥ !H<\ t X D EXՔ ) DE@LLpB`"C8. Ĭ ½t DՔ\ t$ DE@LLpB`"C9. Polymer XlЬ DE@LLpB`"C10. SPT DE@`LLpB` "C11. (ij  DE@@LLpB`"C12. Thixotrophy DE@ LLpB`"C`13. Trafficability DE@LLpB`"DE@LLpB` C  lbt DE@ pG lbt"*p |sM`H` p B`C  2 P D E @Q |B`DE@LLpB`$C; L 68 48| X $X$. (25) D#E@LLpB`4"C1. |MѤ Pt ӥ(ACI 548.4)X 1 XǬm X 0 X$. D,ELLp0|LLpB`="C2. t$0 9 D ܴ X| ` t$Ǭ, 5X| pX, | $X$. DE\LLp,<LLpB`%"C3. HistogramD 1XՔ ) )D $X$. DE@LLpB`I"C 4. (ɷ щ<\ x\ DŤӸ XlЬ ӥ 4Аm(Rutting)   t \  )HD 0 X$. DELLp/LLpB`G"C5. 謬X pȽ( X $X, | Ŝ 謬| XlЬ 0i XΔ ƥ E X $X$. DFELLp,LLpB`*"C@6. Benkelman Beam X\ X ! )D 0 X$. D)E@ LLpB`9DE@LLB` 8C  lbt DE@ pG lbt"*p |sM`H` p B`C  3 P D E @Q |B`8DE@(LLpB`$C; L 68 48| X $X$. (25) D#E@|/LL(pB`(7C1. Rq Asphalt mTir(u Pg\ TTX 1D 0 X$. DE@8LLppB`?7C2. 謬X  Pg g'Y_ļ\ ̸X g\ɷD ܭXՔ t | XΰD \ 䴴 $X$ DE@LLpp)hHLLppB`-7C3. S 7^X RH_'`Oxe| Graph\ $X !X XX| $X$. DE@$PLLppB`.7C4. [gQ  s4X YX jRe:_^!ȕD X X D $X$. DEWLLpp*_LLppB`-7C5. |'`WX  4lX °ij D t X` mD 0 X$. DEXgLLpp*oLLppB`!7C 6. DŤӸX an'`D д ݑeQ^cxe| $X$. DE@vLLppB`7DE@~LLppB` -C  lbt DE@H ppG lbt"*p |sM`H` p B`C  4 P D E @Q |B`-DE@@LLppB`$C; L 68 48| X $X$. (25) D#E@LL(pB`GC1. DŤӸ C; L 138 108| X $X$. (10) D$E@$LLpB`"C@1. L ) 5 DE@-LLpB`"C2. XlЬX 0iij )(2  $) DE@4LLpB`"C 3. XlЬX (ij \ E 5 DE@;LLpB` "C4. XlЬX 1T Jt(x)@ (t)X Ĭ DE@|BLLpB` "C5. DŤӸX (1 DE@\ILLpB`"C6. DŤӸX T !) 4 DE@C; L 68 48| X $X$. (25) D#E@LLpB`E"C1. t$| Ǵ ȔT0 3| | 䴴 $X ^<\ X| `  X XX XǬD 0 X$. DE LLp*LLpB`0"C2. XlЬX D 4) 3| !ȰX ȩ X 0 X$. DELLp*LLpB`1"C 3. XlЬҩ C6. X՜t$ Ǵ \T \ 0 i ^<\ 0  ) \ XX XǬD 0 X$. DE cLLpp)jLLppB`(DE@rLLppB` (C  lbt DE@@z ppG lbt"*p V~sM`H` p B`C  4 P D E @Q |B`(DE@8LLppB`$C; L 68 48| X $X$. (25) D#E@LL(pB`4C1. XlЬ lpC4. \U X\ hXtt $ }Ƞ X hXtD \ U)D $X$. DE`<LLpp*DLLppB`$C5. DŤӸ ӥ XlЬӥX . X |X$. DE@KLLppB`LC 6. t$  x  ij] t$ Ĭ(pȬ$Ĭ!)!!!) m X $X|. 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