CryptoFly.us | CRYPTOCURRENCY BITCOIN SHIRTS CLOTHING APPAREL HATS

CRYPTO NEWS

Bitcoin Cash Price Prediction: BCH/USD Withdraws to Test $600 Support

Bitcoin Cash Price Prediction – October 17

The Bitcoin Cash price withdraws from monthly high at $648 which is necessary for the next rally as long as $580 support is not broken.

BCH/USD Market

Key Levels:

Resistance levels: $700, $720, $740

Support levels: $520, $500, $480

Bitcoin Price Prediction
BTCUSD – Daily Chart

For the past few days, BCH/USD price has been moving in sideways to support the market, against selling pressure. However, should Bitcoin Cash fall back to the old support and break-even, the bears might come back to dominate the market but at the time of writing, the bears are still in charge. Therefore, traders can expect a bearish movement before any rebound come into play.

Bitcoin Cash Price Prediction: Bitcoin Cash (BCH) Not Yet for Bullish Movement

As the daily chart reveals, the Bitcoin Cash is currently shifting its focus to $500 after clearing resistance at $600, although, the coin has been unstable for the past few days of trading. Nevertheless, the Bitcoin Cash touches $628 in the early hours of today before plunging back to $590. At the time of writing, Bitcoin Cash is following a sideways movement and cross below the 9-day moving average may bring the coin into the negative side.

On the other hand, if the market drives below the $570 support, the BCH price may slump to the initial support at $550, which may later bring the price back to its critical supports at $520, $500, and $480. Presently, the technical indicator Relative Strength Index (14) is likely to cross below 50-level, this could increase the selling pressure and it may likely break below the 21-day moving average.. Meanwhile, a bullish reversal above the moving averages could hit the resistance levels at $700, $720, and $740.

Against Bitcoin, the daily chart reveals that the bears are still moving below the 9-day and 21-day moving averages. However, following the recent negative signs, the trend may continue to go down if the bears continue to pump more pressure into the market.

BCHBTC – Daily Chart

However, as the technical indicator Relative Strength index (14) signal line moves below 40-level, if the buyers can hold the support of 1000 SAT, the market price may begin an upward movement, pushing further can take it to the resistance level of 1100 SAT and SAT but a cross below the lower boundary of the channel could lower the price to 920 SAT and below.

Looking to buy or trade Bitcoin Cash (BCH) now? Invest at eToro!

67% of retail investor accounts lose money when trading CFDs with this provider

Read more:

Complexity if there are more than one collision

Let $h: {0,1}^*$ → ${0,1}^l$ be a hash function. We define a k-collision as a set of k distinct messages in which $h(m_1)=h(m_2)=…=h(m_k)$ There is an attack running in time $O(2^l)$ which evaluates $h$ on $2^l + 1$ distinct inputs, by the pigeonhole principle, two of the outputs must be equal. A better way is::Listen

Let $h: {0,1}^*$${0,1}^l$ be a hash function. We define a k-collision as a set of k distinct messages in which $h(m_1)=h(m_2)=…=h(m_k)$

There is an attack running in time $O(2^l)$ which evaluates $h$ on $2^l + 1$ distinct inputs, by the pigeonhole principle, two of the outputs must be equal.
A better way is using birthday attack and $O(2^{l/2})$. How can we use this to find a complexity for multi-collision of $h$ that is a random oracle model? Another question that we can think of is what happens if k is some power of 2 in a Merkle-Damgård construction?
The Merkle-Damgård transform based on the textbook is as follows:

Let $(Gen, h)$ be a fixed-length hash function for inputs of length $2 n$ and with output length $n$. Construct hash function $(Gen, H)$ as follows:

  • $Gen$: remains unchanged.
  • $H$ : on input a key $s$ and a string $x in{0,1}^{*}$ of length $L<2^{n}$, do the following:
  1. Set $B:=leftlceilfrac{L}{n}rightrceil$ (i.e., the number of blocks in $x$ ). Pad $x$ with zeros so its length is a multiple of $n$. Parse the padded result as the sequence of $n$-bit blocks $x_{1}, ldots, x_{B}$. Set $x_{B+1}:=L$, where $L$ is encoded as an $n$-bit string.
  2. Set $z_{0}:=0^{n}$. (This is also called the $I V$.)
  3. For $i=1, ldots, B+1$, compute $z_{i}:=h^{s}left(z_{i-1} | x_{i}right)$.
  4. Output $z_{B+1}$.

Bitcoin Cash Price Prediction: BCH/USD Withdraws to Test $600 Support

Shopping cart
There are no products in the cart!
Continue shopping
0