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NEW QUESTION: 1
Refer to the to the network topology below.

You have IPS software Blades active on security Gateways sglondon, sgla, and sgny, but still experience attacks on the Web server in the New York DMZ. How is this possible?
A. All of these options are possible.
B. An IPS may combine different technologies, but is dependent on regular signature updates and well-turned automatically algorithms. Even if this is accomplished, no technology can offer 100% protection.
C. Attacker may have used a touch of evasion techniques like using escape sequences instead of clear text commands. It is also possible that there are entry points not shown in the network
layout, like rouge access points.
D. Since other Gateways do not have IPS activated, attacks may originate from their networks without any noticing
Answer: A

NEW QUESTION: 2
展示を参照してください。

コードスニペットは何を達成しますか？
A. Cisco Nexusデバイスへのncclient接続を開き、コンテキストの期間中それを維持します。
B. ホストキーが正しければ、トンネルを開き、ログイン情報をカプセル化します。
C. 保存されているSSHキーを使用してSSH接続を作成し、パスワードは無視されます。
D. Cisco Nexusデバイスへの一時的な接続を作成し、API呼び出しに使用するトークンを取得します。
Answer: A
Explanation:
Explanation
ncclient is a Python library that facilitates client-side scripting and application development around the NETCONF protocol.
The above Python snippet uses the ncclient to connect and establish a NETCONF session to a Nexus device (which is also a NETCONF server).

NEW QUESTION: 3
You are using the interviewing technique of the Quantitative Risk Analysis process. You intend to use normal and lognormal distributions. All of the following statements are true regarding this question except which one?
A. Triangular distributions rely on optimistic, pessimistic, and most likely estimates to quantify risks.
B. Interviewing techniques are used to quantify the probability and impact of the risks on project objectives.
C. Normal and lognormal distributions use mean and standard deviation to quantify risks.
D. Distributions graphically display the impacts of risk to the project objectives.
Answer: D
Explanation:
Distributions graphically display the probability of risk to the project objectives as well as the time or cost elements.