disan2 发表于 2024-2-16 19:40

请教达人,这个群通难七百资斗转盖世太奥阳内无忌的规划思路对吗

本帖最后由 disan2 于 2024-2-16 20:24 编辑

如图,这个群通难七百资斗转盖世太奥阳内无忌的规划思路是:起手阳内,跑流程依次练美女、太极拳、杨枪、海叟、裴将军贴、银索、斗转;然后上昆仑,洗七伤、九阳;去光明顶,洗乾坤;再打武当三连,4、6两格洗太拳太剑;灵蛇岛5格洗圣火令;挂上吸星大法秘籍打真武七截阵,之后再重选阳内,最后上盖世,进攻时用打狗输出。
请教:1、挂吸星打真武之后再选阳内是否可行?2、流程逻辑是否有错误,还有没有更好的建议
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

1238436552a 发表于 2024-2-16 21:25

无忌好像没有转阳内的福利了,你最好确认下。

disan2 发表于 2024-2-16 22:57

1238436552a 发表于 2024-2-16 21:25
无忌好像没有转阳内的福利了,你最好确认下。

看了前两天有个难三无忌的战报,似乎选择内力属性的福利还在

撒大大1132 发表于 2024-2-17 00:26

我看新版介绍貌似现在太极套和圣火可以任选位置洗了,这样你开始堆奇门之后5格学斗转加上一灯居10拳能直接70拳起步节省一个格子堆系数最后能有300+的奇门和一个你随便洗的格子

朱然 发表于 2024-2-17 02:32

本帖最后由 朱然 于 2024-2-17 02:48 编辑

1 洗武功时,太极拳不要洗第四格,应该洗第五格,让圣火令神功洗第四格,然后风林洗圣火。太极拳留在版面有用,圣火令留在版面没用。这样你的第八格能上一个内功。上九阴出森罗是首选。
2 海叟钓法建议换大剪刀或者杨家枪。轻功肯定上400,再加意义不大,换一个加防的大剪刀或者杨家枪更好。
3 我也很同意楼上的说法。应该主要走拳或者奇门其中一样。假如走奇门,洗武功加上一灯居10拳就能上降龙,其他全上奇门即可。按照上一点的思路,可以上杨家枪,大剪刀,棋盘招式。4 闯王山洞的10轻应该是能拿到的。

disan2 发表于 2024-2-17 08:55

朱然 发表于 2024-2-17 02:32
1 洗武功时,太极拳不要洗第四格,应该洗第五格,让圣火令神功洗第四格,然后风林洗圣火。太极拳留在版面有 ...

这个规划更加完美:victory:

disan2 发表于 2024-2-17 08:56

撒大大1132 发表于 2024-2-17 00:26
我看新版介绍貌似现在太极套和圣火可以任选位置洗了,这样你开始堆奇门之后5格学斗转加上一灯居10拳能直接7 ...

应该这样,调整一下

disan2 发表于 2024-2-17 09:27

听取达人意见,做了这样的调整,只不过要混沌内力之后练九阴再过真武了

disan2 发表于 2024-2-17 09:33

disan2 发表于 2024-2-17 08:55
这个规划更加完美

麻烦调整后的规划再点评一下,这样改变有没有卡点,要注意什么,流程困难吗

disan2 发表于 2024-2-17 09:34

朱然 发表于 2024-2-17 02:32
1 洗武功时,太极拳不要洗第四格,应该洗第五格,让圣火令神功洗第四格,然后风林洗圣火。太极拳留在版面有 ...

麻烦调整后的规划再点评一下,这样改变有没有卡点,要注意什么,流程困难吗

9号玩家 发表于 2024-2-17 10:11

disan2 发表于 2024-2-17 09:33
麻烦调整后的规划再点评一下,这样改变有没有卡点,要注意什么,流程困难吗
...

不知射雕是准备走邪还是走正,没玩过高难,不清楚哪条线路好拿九阴

disan2 发表于 2024-2-17 12:00

9号玩家 发表于 2024-2-17 10:11
不知射雕是准备走邪还是走正,没玩过高难,不清楚哪条线路好拿九阴

打算射正,简单些,射邪我觉得难

9号玩家 发表于 2024-2-17 13:15

disan2 发表于 2024-2-17 12:00
打算射正,简单些,射邪我觉得难

我看规划里面要射雕拿10拳,确实是正线好拿

朱然 发表于 2024-2-17 20:00

disan2 发表于 2024-2-17 09:34
麻烦调整后的规划再点评一下,这样改变有没有卡点,要注意什么,流程困难吗
...

据说无忌已经不能换内力属性。假如不能,混沌到底问题也不大。
只要能过武当三连,就没什么卡点。

dahuilanggggo 发表于 2024-2-17 20:26

disan2 发表于 2024-2-17 09:33
麻烦调整后的规划再点评一下,这样改变有没有卡点,要注意什么,流程困难吗
...

靠杨家枪和大剪刀难七打丹青生和秃笔翁。。。没打过,你试试。。。而且不变身,也不学第三个内功就去打武当三连,难七也很够呛吧。。。

wezard99 发表于 2024-2-17 20:32

朱然 发表于 2024-2-17 20:00
据说无忌已经不能换内力属性。假如不能,混沌到底问题也不大。
只要能过武当三连,就没什么卡点。
...
只要不同时学易筋经和北冥神功就可以转换内力属性

disan2 发表于 2024-2-17 22:21

dahuilanggggo 发表于 2024-2-17 20:26
靠杨家枪和大剪刀难七打丹青生和秃笔翁。。。没打过,你试试。。。而且不变身,也不学第三个内功就去打武 ...

对的,用棋盘招式过渡最顺,裴将军贴不合适

dahuilanggggo 发表于 2024-2-18 06:30

disan2 发表于 2024-2-17 22:21
对的,用棋盘招式过渡最顺,裴将军贴不合适

不是顺不顺的问题,是我严重怀疑你难7用这个规划过不去。。。。就算你放弃任我行奖励的生生造化丹,也是8武没变身去打难7的武当三连,相当够呛。况且就算成型了,这个规划也不厉害。
你要斗转,本身就是想靠乌鸡的百资万内高减伤去反弹敌人输出的,应该加强硬度和续航,而不是去搞盖世气防。你想频繁出手干啥,你太极拳叠不上来打人又不疼?不出手靠斗转打人,偶尔出手一下,太拳也叠的高点,不是更好?
况且本身都有太奥了,为了盖世放弃这么多,不值得。。。。

disan2 发表于 2024-2-18 22:30

dahuilanggggo 发表于 2024-2-18 06:30
不是顺不顺的问题,是我严重怀疑你难7用这个规划过不去。。。。就算你放弃任我行奖励的生生造化丹,也是8 ...

依你看该如何规划

dahuilanggggo 发表于 2024-2-20 03:05

本帖最后由 dahuilanggggo 于 2024-2-20 03:08 编辑

disan2 发表于 2024-2-18 22:30
依你看该如何规划

美女拳法10七伤拳9无
三花聚顶掌10九阳神功7无
大力金刚掌10乾坤大挪移9无
大力金刚掌10圣火令神功9风林火山功
斗转星移10无9无
全真剑法10太极拳9无
八荒六合功10不老长春功0无
黯然销魂掌10太极剑法9无
金刚不坏体10无9无
天罗地网10无9无
吸星大法10无9无
九阴神功10无9无
我是这么玩的,不过流程算不上顺利,8书才能拿黯然且卡胡一刀的飞天过黯然四连,而且几乎必然放弃任我行的奖励。如果不追求极限,可以考虑不洗黯然弄个+4掌法,天罗换混元无极功会更顺利,反正10点攻击也没啥太大用。早早的洗完武功也不会卡任我行奖励。我这个打法就是针对了一下刺目。

为了游戏233 发表于 2024-2-20 06:06

dahuilanggggo 发表于 2024-2-20 03:05
我是这么玩的,不过流程算不上顺利,8书才能拿黯然且卡胡一刀的飞天过黯然四连,而且几乎必然放弃任我行的 ...

黯然早就不限制8书了,只要你打的过公孙止,0书都能拿

disan2 发表于 2024-2-20 12:48

dahuilanggggo 发表于 2024-2-20 03:05
我是这么玩的,不过流程算不上顺利,8书才能拿黯然且卡胡一刀的飞天过黯然四连,而且几乎必然放弃任我行的 ...

有道理,换了好拿的武功,就是考虑不上轻功会不会有先手问题,怎么解决

dahuilanggggo 发表于 2024-2-20 19:27

disan2 发表于 2024-2-20 12:48
有道理,换了好拿的武功,就是考虑不上轻功会不会有先手问题,怎么解决
...

满攻防应该还有400多轻功的 先手独孤都够了。天璇手+小红马....

disan2 发表于 2024-2-20 21:25

dahuilanggggo 发表于 2024-2-20 19:27
满攻防应该还有400多轻功的 先手独孤都够了。天璇手+小红马....

哈哈,:victory:
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