裁量日記USDJPY 8/2
裁量トレード
もう8月ですねー、オリンピックも盛り上がってます!

![28 Jul 2021
凵 SDJPY, HI:
Spread= 0.5
23 Jul 11 : 00
凵 S DO
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28 Jul : 00
] 叩 ョ he 正
1 川 4 ]
1 川 .4 ] 0
1 川 2E0
1 川 1120
1 ! 圧 000
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ヨ 0 Jul 0 引 00
103184 ]
103 フ 5 ヨ
103 フ 00
103 SO
103420
ヨ 0 Jul : 00](data:image/png;base64,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10318 川
103 フ 80
: 76-
103 フ 50
103 フ 20
103 フ 川
103 30
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103 SO
103 ヨ 0
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103 00
103 70
ヨ 0 Jul 2021
ヨ 0 Jul 22 : 05
ヨ 0 Jul 2 引 25
2 Aug : 45
2 Aug 02 : 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)


今日も頑張って予想するぞ!目指せ金メダル??
H1大局 USDJPY 2021/8/2
大きく上昇して、大きく下降している最中ですね。
エリオットで前回安値まで行きそうな感じですが、下降の勢いが弱まっているので、ここで反転していくことも考えます。
H1局所
下降トレンドになっていますが、直近は下降の力が弱く下値を切り上げていきそうな雰囲気があります。
切り上がっていくなら、200MA、110.00が壁になりそう。
ただ、上昇の勢いもそこまで強くないので、ここでレンジに移行していく可能性もあります。
M5
H1 200MA、110.00までは、17PIPS程度なので、上昇して行ったらすぐでしょう。
H1 25MAが効いていますが、直近安値はまだまだ下にあります。
全体的には下降トレンドでそれを打ち消すような上昇の勢いは見られません。
この時点での予想は「わからない」ですが、シナリオだけは考えておきます。
直近でH1 25MAが効いているので、H1 25MAを中心に動きを見てみます。
- H1 25MAタッチで上昇してトレンドラインを抜けていく。
- H1 25MAで上昇に反転して、200MAで下降になりもみ合いになる。
- H1下降トレンドのままに、200MA、H1 25MAを抜けて下げていく。
1は上昇トレンドに移行していく、2はもみ合い、3は下降トレンド継続です。
上昇が強いようにも見えないので「3」の可能性が高いと考えて、
200MAを抜けて明確に下降を示したら、売りエントリー
としておきます。
・・・ブログ書いている最中に、200MA抜けてしまった><
エントリーできなかったので、様子見で。
(_ _|||)
このままFE261.8までは下がると思いますが、6PIPS程度ですね。
FE261.8、H1 25MAあたりでまたチャート分析しないとですねー
追記
FE261.8まで行ったので一旦戻り、FR38.2、FR50.0まで上昇後、下降してきたらエントリーでしょうか?
でも簡単に下降しない気がするなー、その前に上昇しないかも。難しくなった><
FR38.2、FR50.0まで上昇、そして下降しなかったら、様子見かなー
下降したらH1 25MAは簡単に抜けて行く気がするけど、反転したら上部のトレンドラインを抜けて行きそうだし。
FR50.0で反転して、ハーモニックパターン「5-0」が効いてくれれば、良いのですが・・・
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