sinsignal.cmp.kpt
来自「fpga的应用」· KPT 代码 · 共 321 行
KPT
321 行
<kpt_db name="sinsignal.fit">
<key_points_set type="reference">
<key_point id="11" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[11]</name>
</key_point>
<key_point id="2" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[2]</name>
</key_point>
<key_point id="6" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[6]</name>
</key_point>
<key_point id="10" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[10]</name>
</key_point>
<key_point id="1" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[1]</name>
</key_point>
<key_point id="3" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[3]</name>
</key_point>
<key_point id="5" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[5]</name>
</key_point>
<key_point id="7" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[7]</name>
</key_point>
<key_point id="9" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[9]</name>
</key_point>
<key_point id="0" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[0]</name>
</key_point>
<key_point id="4" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[4]</name>
</key_point>
<key_point id="8" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[8]</name>
</key_point>
</key_points_set>
<key_points_set type="transformed">
<key_point id="12" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[6]</name>
</key_point>
<key_point id="13" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[6]~_Duplicate_1</name>
</key_point>
<key_point id="14" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[7]</name>
</key_point>
<key_point id="15" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[7]~_Duplicate_1</name>
</key_point>
<key_point id="0" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[0]</name>
</key_point>
<key_point id="1" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[0]~_Duplicate_1</name>
</key_point>
<key_point id="8" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[4]</name>
</key_point>
<key_point id="9" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[4]~_Duplicate_1</name>
</key_point>
<key_point id="16" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[8]</name>
</key_point>
<key_point id="17" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[8]~_Duplicate_1</name>
</key_point>
<key_point id="20" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[10]</name>
</key_point>
<key_point id="21" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[10]~_Duplicate_1</name>
</key_point>
<key_point id="2" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[1]</name>
</key_point>
<key_point id="3" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[1]~_Duplicate_1</name>
</key_point>
<key_point id="10" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[5]</name>
</key_point>
<key_point id="11" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[5]~_Duplicate_1</name>
</key_point>
<key_point id="18" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[9]</name>
</key_point>
<key_point id="19" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[9]~_Duplicate_1</name>
</key_point>
<key_point id="22" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[11]</name>
</key_point>
<key_point id="23" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[11]~_Duplicate_1</name>
</key_point>
<key_point id="4" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[2]</name>
</key_point>
<key_point id="5" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[2]~_Duplicate_1</name>
</key_point>
<key_point id="6" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[3]</name>
</key_point>
<key_point id="7" type="register">
<name>inst10/mysin_st_inst/ux122/data_out[3]~_Duplicate_1</name>
</key_point>
</key_points_set>
<transformations_set>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="0"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="0"> </kp>
<kp id="1"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="1"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="2"> </kp>
<kp id="3"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="2"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="4"> </kp>
<kp id="5"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="3"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="6"> </kp>
<kp id="7"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="4"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="8"> </kp>
<kp id="9"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="5"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="10"> </kp>
<kp id="11"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="6"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="12"> </kp>
<kp id="13"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="7"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="14"> </kp>
<kp id="15"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="8"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="16"> </kp>
<kp id="17"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="9"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="18"> </kp>
<kp id="19"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="10"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="20"> </kp>
<kp id="21"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
<transformation elim_type="not_eliminated">
<kp_set type="reference">
<kp_state index="0">
<noninverts>
<kp id="11"> </kp>
</noninverts>
</kp_state>
</kp_set>
<kp_set type="transformed">
<kp_state index="0">
<noninverts>
<kp id="22"> </kp>
<kp id="23"> </kp>
</noninverts>
</kp_state>
</kp_set>
</transformation>
</transformations_set>
</kpt_db>
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