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给非N的awa常用词汇

我是一个写作非N,而且我申请学校对AWA没有要求,自定目标4分,所以复习时就自由散漫了。结果今天拿到成绩居然拿到5,我很欣慰。
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现在分享一下我在准备awa是总结的一些高频词汇, 心往能够抛砖引玉,对各位筒子们有所帮助+ K7 Z1 v. t3 V( v: ~) {7 Q
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P1
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! H+ P" @' v7 {7 C/ ^7 fIndispensable( T" ^6 s% M' K3 u# U* v  y) [! S) y
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Undeniably% i" L0 i" e$ x" v
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$ d, w' d& H$ q% z( r# _* `0 R4 rInevitably
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consequently
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* }/ `. r2 ^5 d1 \6 e: RApparently# A1 `* Y0 K5 v, S4 d5 g" j
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/ p6 L8 R3 _# B" I4 p

, ^6 \+ ]" U- H/ G7 u* Htremendous: L  n( h5 H2 I! |& _) H
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6 C9 n  X7 @% F" Z! C1 Himposing- K- k# m; y$ @0 d' f4 N

* I  u0 K) J+ ^5 ]" V. F) {3 u- c! t6 w7 N

/ D9 S, x6 N/ t; U6 qevidently# q. `& ~$ j, ^, r
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$ v( \: ?! L, N  h$ l

$ L2 G+ v, A1 m3 Dinformative
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* F) {+ |) Q* y3 Lvalidity2 ?6 }$ p* W' {
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* e, J" c. b8 `) Gcredibility
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9 {" ?4 j' T1 g/ Z0 d, tprecise
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% r2 H0 E4 J8 @- f% N6 Zon balance5 X) a9 f2 K, r3 o, Z

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: \7 \$ c+ g7 ~" p/ ]admittedly
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; x( D) y) O# ]- l. H, {8 B( `% Cpersuasive/ z& U  J" B8 n7 A1 A5 P
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conspicuously / P0 V9 b- d" F! h* A# d

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1 V8 U7 [- S% H9 B: |1 [. a( Xentirely- g7 Y! |( P/ P! p5 r; `: r8 r
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undoubtedly
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3 I& y- b5 P5 c7 bjustify, justification7 M. v) K7 B! u8 c) Z# ?: v- M

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3 u- z- i& {# e6 I/ zdemonstrate: ]4 f6 m  S* n! t$ A: [

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, E2 r, z4 X9 L2 kindicate
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buttress: j  x5 b( I- w/ Y, N2 s) Y
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% J$ u. v# |# F" e

3 C' b- ~5 C+ t$ `outweigh
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allege& a+ Y% s! K3 S$ j

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+ b$ K' d/ W9 u1 pendorse
$ s* ~6 J& j# V$ n! Y! |) J2 x! m3 Z8 T

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) p8 Y" r% p2 ?5 Gsubstantiate
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% i5 k" a  E5 l+ M) D8 X* Y9 s7 R6 y
) Y( T+ w  n6 i+ B$ Lcausality, causal relationship
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Moreover
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1 c, U& q1 L& F6 q5 cnevertheless
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- e, M% W6 g6 lUltimately
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5 l3 ]8 R7 }0 P; t8 c& U# `by the same token
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in light of $ @% s2 c, U) |# j- [4 J

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+ d+ Q/ l  e4 H9 `, f) zConstitute sufficient evidence
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) D+ k) B# T4 uGiven the matters discussed above
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# }5 w' A6 E  ~9 nThis argument is not persuasive as it stands
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% Y5 ~2 K7 G0 Q2 e' f- T) B8 @xx is unsounded to establish a general conclusion& N: e8 a1 x# C  u2 f

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it is judicious to admit point of the issue even though such point may suffer from some explicit shortcoming
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Erroneous
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7 p2 z$ s( T) X! z3 @( Q% omerely3 }, s% d, [) h2 o( X  }
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3 F5 A4 _5 P* s+ woverwhelming
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# Q' `) B2 d6 ]! k( S. Usuperficial; q" @- U/ E2 U& }

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omit) ]0 U9 r0 X5 }. u- I/ f- X
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7 P' b4 h- i$ Z, c. z) B2 M& U  c# R/ E% A5 H8 H3 I9 K0 Z" x2 s
nullify
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4 T/ g  Q* L2 S. n4 h1 J- c1 m0 |2 V( c  v7 Q
overstate
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7 C  t: P  J* h: M1 A) A
drawback
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gratuitous, o- z: H! d+ ?$ A7 `( f4 m# g9 n

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neglect' @( C3 o7 _$ G1 a
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) |9 ~, [* k! s* p
lose sight of
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skeptical+ W2 F* g& q- c- l, s- |0 r

; T( b1 a7 X3 C# y( e% a
1 B) j4 r- [/ |$ j9 W/ e
% n" m9 D8 {: I1 O! b( fexaggerate
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( X# X5 |0 G5 U! a/ ~
) K, g. K8 g3 Q# ~) efallacy, fallacious8 F/ }. P% X5 A+ w

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1 l& L: \; h% Y% G* n# Scoincide
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vague
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. V: R( m7 a1 w" D& Dimcompatible
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2 I% u! K1 }8 C# t* e% s  Y8 Funwarranted
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: [3 c( q! q9 P9 k, M3 u8 adissimilarity
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