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Fixed trailing whitespaces
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@ -56,8 +56,8 @@ and how they relate to different kinds of synthesis.
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Regardless of the way a lower level representation of a circuit is
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obtained (synthesis or manual design), the lower level representation is usually
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verified by comparing simulation results of the lower level and the higher level
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representation \footnote{In recent years formal equivalence
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checking also became an important verification method for validating RTL and
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representation \footnote{In recent years formal equivalence
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checking also became an important verification method for validating RTL and
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lower abstraction representation of the design.}.
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Therefore even if no synthesis is used, there must still be a simulatable
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representation of the circuit in all levels to allow for verification of the
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@ -270,7 +270,7 @@ signals.
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\subsection{Expressions in Verilog}
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In all situations where Verilog accepts a constant value or signal name,
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In all situations where Verilog accepts a constant value or signal name,
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expressions using arithmetic operations such as
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\lstinline[language=Verilog]{+}, \lstinline[language=Verilog]{-} and \lstinline[language=Verilog]{*},
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boolean operations such as
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@ -470,7 +470,7 @@ optimizes the design. First of all because not all optimizations are applicable
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designs and all synthesis tasks. Some optimizations work (best) on a coarse-grained level
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(with complex cells such as adders or multipliers) and others work (best) on a fine-grained
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level (single bit gates). Some optimizations target area and others target speed.
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Some work well on large designs while others don't scale well and can only be applied
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Some work well on large designs while others don't scale well and can only be applied
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to small designs.
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A good tool is capable of applying a wide range of optimizations at different
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