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P Now fxr g must maximize r wr log xr subject to fxr g feasible. Proportional fairness arises naturally in the solution of a number of interesting problems. Recall the solution of the Nash bargaining game described in Section 7.2.1. This concerns the choice of a point u D .u 1 ; : : : ; u k / within a bargaining set U . The choice of u is to be made subject to four reasonable assumptions about what constitutes a fair choice. If players have equal bargaining power then the Nash bargaining game is solved by maximizing P r log u r over u 2 U . Taking u r D xr and U equal to the set of feasible ows, we see that the Nash solution is the same as a proportionally fair allocation. If players have unequal P bargaining powers then u should be chosen to maximize r wr log u r , and this corresponds to a weighted proportionally fair allocation. 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Once a user decrypts digital content for its personal use (e.g., listening to an MP3 music le), how can that user be prevented from illegally copying and redistributing that content For this situation, pure cryptography has no answer. However, cryptography can be used in combination with compliant hardware for example, trusted platforms or tamper-resistant devices to provide a solution. Roughly speaking, a trusted platform uses cryptography to ensure compliance with a given policy, such as a policy governing DRM. Aside from enforcing these policy-based restrictions, however, a trusted platform is designed to be exible; subject to the restrictions, a user can run various applications from various sources. Although we omit low-level details, a trusted platform uses a process called attestation to prove to a remote third party that it conforms to a given policy. In this process, when an application is initiated, it generates a public key/private key pair (PKA , SKA ); obtains a certi cate on (PKA , Ahash ) from the trusted platform, which uses its embedded signing key to produce the certi cate, and where Ahash is the hash of application s executable; and then it authenticates itself by relaying the certi cate to the remote third party, which veri es the certi cate and checks that Ahash corresponds to an approved application. The application and the remote third party then establish a session key. Trusted platforms are most often cited as a potential solution to the DRM problem, since compliant devices can be prevented from copying content illegally. Other notable applications of trusted platforms are described in Gar nkel et al. (2003), including a distributed barcode crystal reports Crystal reports 13 - barcode doesn't show in viewer - Stack Overflow Check if the font is embeddable in PDFs. 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