adminguy
/
Air_Quality_Sensor_PPD42



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><td id="147"><a href="#147">147</a></td></tr><tr id="gr_svn7768_148"
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><td id="149"><a href="#149">149</a></td></tr><tr id="gr_svn7768_150"
><td id="150"><a href="#150">150</a></td></tr><tr id="gr_svn7768_151"
><td id="151"><a href="#151">151</a></td></tr><tr id="gr_svn7768_152"
><td id="152"><a href="#152">152</a></td></tr><tr id="gr_svn7768_153"
><td id="153"><a href="#153">153</a></td></tr><tr id="gr_svn7768_154"
><td id="154"><a href="#154">154</a></td></tr><tr id="gr_svn7768_155"
><td id="155"><a href="#155">155</a></td></tr><tr id="gr_svn7768_156"
><td id="156"><a href="#156">156</a></td></tr><tr id="gr_svn7768_157"
><td id="157"><a href="#157">157</a></td></tr><tr id="gr_svn7768_158"
><td id="158"><a href="#158">158</a></td></tr><tr id="gr_svn7768_159"
><td id="159"><a href="#159">159</a></td></tr><tr id="gr_svn7768_160"
><td id="160"><a href="#160">160</a></td></tr><tr id="gr_svn7768_161"
><td id="161"><a href="#161">161</a></td></tr><tr id="gr_svn7768_162"
><td id="162"><a href="#162">162</a></td></tr><tr id="gr_svn7768_163"
><td id="163"><a href="#163">163</a></td></tr><tr id="gr_svn7768_164"
><td id="164"><a href="#164">164</a></td></tr><tr id="gr_svn7768_165"
><td id="165"><a href="#165">165</a></td></tr><tr id="gr_svn7768_166"
><td id="166"><a href="#166">166</a></td></tr><tr id="gr_svn7768_167"
><td id="167"><a href="#167">167</a></td></tr><tr id="gr_svn7768_168"
><td id="168"><a href="#168">168</a></td></tr><tr id="gr_svn7768_169"
><td id="169"><a href="#169">169</a></td></tr><tr id="gr_svn7768_170"
><td id="170"><a href="#170">170</a></td></tr><tr id="gr_svn7768_171"
><td id="171"><a href="#171">171</a></td></tr><tr id="gr_svn7768_172"
><td id="172"><a href="#172">172</a></td></tr><tr id="gr_svn7768_173"
><td id="173"><a href="#173">173</a></td></tr><tr id="gr_svn7768_174"
><td id="174"><a href="#174">174</a></td></tr><tr id="gr_svn7768_175"
><td id="175"><a href="#175">175</a></td></tr><tr id="gr_svn7768_176"
><td id="176"><a href="#176">176</a></td></tr><tr id="gr_svn7768_177"
><td id="177"><a href="#177">177</a></td></tr><tr id="gr_svn7768_178"
><td id="178"><a href="#178">178</a></td></tr><tr id="gr_svn7768_179"
><td id="179"><a href="#179">179</a></td></tr><tr id="gr_svn7768_180"
><td id="180"><a href="#180">180</a></td></tr><tr id="gr_svn7768_181"
><td id="181"><a href="#181">181</a></td></tr><tr id="gr_svn7768_182"
><td id="182"><a href="#182">182</a></td></tr><tr id="gr_svn7768_183"
><td id="183"><a href="#183">183</a></td></tr><tr id="gr_svn7768_184"
><td id="184"><a href="#184">184</a></td></tr><tr id="gr_svn7768_185"
><td id="185"><a href="#185">185</a></td></tr><tr id="gr_svn7768_186"
><td id="186"><a href="#186">186</a></td></tr><tr id="gr_svn7768_187"
><td id="187"><a href="#187">187</a></td></tr><tr id="gr_svn7768_188"
><td id="188"><a href="#188">188</a></td></tr><tr id="gr_svn7768_189"
><td id="189"><a href="#189">189</a></td></tr><tr id="gr_svn7768_190"
><td id="190"><a href="#190">190</a></td></tr><tr id="gr_svn7768_191"
><td id="191"><a href="#191">191</a></td></tr><tr id="gr_svn7768_192"
><td id="192"><a href="#192">192</a></td></tr><tr id="gr_svn7768_193"
><td id="193"><a href="#193">193</a></td></tr><tr id="gr_svn7768_194"
><td id="194"><a href="#194">194</a></td></tr><tr id="gr_svn7768_195"
><td id="195"><a href="#195">195</a></td></tr><tr id="gr_svn7768_196"
><td id="196"><a href="#196">196</a></td></tr><tr id="gr_svn7768_197"
><td id="197"><a href="#197">197</a></td></tr><tr id="gr_svn7768_198"
><td id="198"><a href="#198">198</a></td></tr><tr id="gr_svn7768_199"
><td id="199"><a href="#199">199</a></td></tr><tr id="gr_svn7768_200"
><td id="200"><a href="#200">200</a></td></tr><tr id="gr_svn7768_201"
><td id="201"><a href="#201">201</a></td></tr><tr id="gr_svn7768_202"
><td id="202"><a href="#202">202</a></td></tr><tr id="gr_svn7768_203"
><td id="203"><a href="#203">203</a></td></tr><tr id="gr_svn7768_204"
><td id="204"><a href="#204">204</a></td></tr><tr id="gr_svn7768_205"
><td id="205"><a href="#205">205</a></td></tr><tr id="gr_svn7768_206"
><td id="206"><a href="#206">206</a></td></tr><tr id="gr_svn7768_207"
><td id="207"><a href="#207">207</a></td></tr><tr id="gr_svn7768_208"
><td id="208"><a href="#208">208</a></td></tr><tr id="gr_svn7768_209"
><td id="209"><a href="#209">209</a></td></tr><tr id="gr_svn7768_210"
><td id="210"><a href="#210">210</a></td></tr><tr id="gr_svn7768_211"
><td id="211"><a href="#211">211</a></td></tr><tr id="gr_svn7768_212"
><td id="212"><a href="#212">212</a></td></tr><tr id="gr_svn7768_213"
><td id="213"><a href="#213">213</a></td></tr><tr id="gr_svn7768_214"
><td id="214"><a href="#214">214</a></td></tr><tr id="gr_svn7768_215"
><td id="215"><a href="#215">215</a></td></tr><tr id="gr_svn7768_216"
><td id="216"><a href="#216">216</a></td></tr><tr id="gr_svn7768_217"
><td id="217"><a href="#217">217</a></td></tr><tr id="gr_svn7768_218"
><td id="218"><a href="#218">218</a></td></tr><tr id="gr_svn7768_219"
><td id="219"><a href="#219">219</a></td></tr><tr id="gr_svn7768_220"
><td id="220"><a href="#220">220</a></td></tr><tr id="gr_svn7768_221"
><td id="221"><a href="#221">221</a></td></tr><tr id="gr_svn7768_222"
><td id="222"><a href="#222">222</a></td></tr><tr id="gr_svn7768_223"
><td id="223"><a href="#223">223</a></td></tr><tr id="gr_svn7768_224"
><td id="224"><a href="#224">224</a></td></tr><tr id="gr_svn7768_225"
><td id="225"><a href="#225">225</a></td></tr><tr id="gr_svn7768_226"
><td id="226"><a href="#226">226</a></td></tr><tr id="gr_svn7768_227"
><td id="227"><a href="#227">227</a></td></tr><tr id="gr_svn7768_228"
><td id="228"><a href="#228">228</a></td></tr><tr id="gr_svn7768_229"
><td id="229"><a href="#229">229</a></td></tr><tr id="gr_svn7768_230"
><td id="230"><a href="#230">230</a></td></tr><tr id="gr_svn7768_231"
><td id="231"><a href="#231">231</a></td></tr><tr id="gr_svn7768_232"
><td id="232"><a href="#232">232</a></td></tr><tr id="gr_svn7768_233"
><td id="233"><a href="#233">233</a></td></tr><tr id="gr_svn7768_234"
><td id="234"><a href="#234">234</a></td></tr><tr id="gr_svn7768_235"
><td id="235"><a href="#235">235</a></td></tr><tr id="gr_svn7768_236"
><td id="236"><a href="#236">236</a></td></tr><tr id="gr_svn7768_237"
><td id="237"><a href="#237">237</a></td></tr><tr id="gr_svn7768_238"
><td id="238"><a href="#238">238</a></td></tr><tr id="gr_svn7768_239"
><td id="239"><a href="#239">239</a></td></tr><tr id="gr_svn7768_240"
><td id="240"><a href="#240">240</a></td></tr><tr id="gr_svn7768_241"
><td id="241"><a href="#241">241</a></td></tr><tr id="gr_svn7768_242"
><td id="242"><a href="#242">242</a></td></tr><tr id="gr_svn7768_243"
><td id="243"><a href="#243">243</a></td></tr><tr id="gr_svn7768_244"
><td id="244"><a href="#244">244</a></td></tr><tr id="gr_svn7768_245"
><td id="245"><a href="#245">245</a></td></tr><tr id="gr_svn7768_246"
><td id="246"><a href="#246">246</a></td></tr><tr id="gr_svn7768_247"
><td id="247"><a href="#247">247</a></td></tr><tr id="gr_svn7768_248"
><td id="248"><a href="#248">248</a></td></tr><tr id="gr_svn7768_249"
><td id="249"><a href="#249">249</a></td></tr><tr id="gr_svn7768_250"
><td id="250"><a href="#250">250</a></td></tr><tr id="gr_svn7768_251"
><td id="251"><a href="#251">251</a></td></tr><tr id="gr_svn7768_252"
><td id="252"><a href="#252">252</a></td></tr><tr id="gr_svn7768_253"
><td id="253"><a href="#253">253</a></td></tr><tr id="gr_svn7768_254"
><td id="254"><a href="#254">254</a></td></tr><tr id="gr_svn7768_255"
><td id="255"><a href="#255">255</a></td></tr><tr id="gr_svn7768_256"
><td id="256"><a href="#256">256</a></td></tr><tr id="gr_svn7768_257"
><td id="257"><a href="#257">257</a></td></tr><tr id="gr_svn7768_258"
><td id="258"><a href="#258">258</a></td></tr><tr id="gr_svn7768_259"
><td id="259"><a href="#259">259</a></td></tr><tr id="gr_svn7768_260"
><td id="260"><a href="#260">260</a></td></tr><tr id="gr_svn7768_261"
><td id="261"><a href="#261">261</a></td></tr><tr id="gr_svn7768_262"
><td id="262"><a href="#262">262</a></td></tr><tr id="gr_svn7768_263"
><td id="263"><a href="#263">263</a></td></tr><tr id="gr_svn7768_264"
><td id="264"><a href="#264">264</a></td></tr><tr id="gr_svn7768_265"
><td id="265"><a href="#265">265</a></td></tr><tr id="gr_svn7768_266"
><td id="266"><a href="#266">266</a></td></tr><tr id="gr_svn7768_267"
><td id="267"><a href="#267">267</a></td></tr><tr id="gr_svn7768_268"
><td id="268"><a href="#268">268</a></td></tr><tr id="gr_svn7768_269"
><td id="269"><a href="#269">269</a></td></tr><tr id="gr_svn7768_270"
><td id="270"><a href="#270">270</a></td></tr><tr id="gr_svn7768_271"
><td id="271"><a href="#271">271</a></td></tr><tr id="gr_svn7768_272"
><td id="272"><a href="#272">272</a></td></tr><tr id="gr_svn7768_273"
><td id="273"><a href="#273">273</a></td></tr><tr id="gr_svn7768_274"
><td id="274"><a href="#274">274</a></td></tr><tr id="gr_svn7768_275"
><td id="275"><a href="#275">275</a></td></tr><tr id="gr_svn7768_276"
><td id="276"><a href="#276">276</a></td></tr><tr id="gr_svn7768_277"
><td id="277"><a href="#277">277</a></td></tr><tr id="gr_svn7768_278"
><td id="278"><a href="#278">278</a></td></tr><tr id="gr_svn7768_279"
><td id="279"><a href="#279">279</a></td></tr><tr id="gr_svn7768_280"
><td id="280"><a href="#280">280</a></td></tr><tr id="gr_svn7768_281"
><td id="281"><a href="#281">281</a></td></tr><tr id="gr_svn7768_282"
><td id="282"><a href="#282">282</a></td></tr><tr id="gr_svn7768_283"
><td id="283"><a href="#283">283</a></td></tr><tr id="gr_svn7768_284"
><td id="284"><a href="#284">284</a></td></tr><tr id="gr_svn7768_285"
><td id="285"><a href="#285">285</a></td></tr><tr id="gr_svn7768_286"
><td id="286"><a href="#286">286</a></td></tr><tr id="gr_svn7768_287"
><td id="287"><a href="#287">287</a></td></tr><tr id="gr_svn7768_288"
><td id="288"><a href="#288">288</a></td></tr><tr id="gr_svn7768_289"
><td id="289"><a href="#289">289</a></td></tr><tr id="gr_svn7768_290"
><td id="290"><a href="#290">290</a></td></tr><tr id="gr_svn7768_291"
><td id="291"><a href="#291">291</a></td></tr><tr id="gr_svn7768_292"
><td id="292"><a href="#292">292</a></td></tr><tr id="gr_svn7768_293"
><td id="293"><a href="#293">293</a></td></tr><tr id="gr_svn7768_294"
><td id="294"><a href="#294">294</a></td></tr><tr id="gr_svn7768_295"
><td id="295"><a href="#295">295</a></td></tr><tr id="gr_svn7768_296"
><td id="296"><a href="#296">296</a></td></tr><tr id="gr_svn7768_297"
><td id="297"><a href="#297">297</a></td></tr><tr id="gr_svn7768_298"
><td id="298"><a href="#298">298</a></td></tr><tr id="gr_svn7768_299"
><td id="299"><a href="#299">299</a></td></tr><tr id="gr_svn7768_300"
><td id="300"><a href="#300">300</a></td></tr><tr id="gr_svn7768_301"
><td id="301"><a href="#301">301</a></td></tr><tr id="gr_svn7768_302"
><td id="302"><a href="#302">302</a></td></tr><tr id="gr_svn7768_303"
><td id="303"><a href="#303">303</a></td></tr><tr id="gr_svn7768_304"
><td id="304"><a href="#304">304</a></td></tr><tr id="gr_svn7768_305"
><td id="305"><a href="#305">305</a></td></tr><tr id="gr_svn7768_306"
><td id="306"><a href="#306">306</a></td></tr><tr id="gr_svn7768_307"
><td id="307"><a href="#307">307</a></td></tr><tr id="gr_svn7768_308"
><td id="308"><a href="#308">308</a></td></tr><tr id="gr_svn7768_309"
><td id="309"><a href="#309">309</a></td></tr><tr id="gr_svn7768_310"
><td id="310"><a href="#310">310</a></td></tr><tr id="gr_svn7768_311"
><td id="311"><a href="#311">311</a></td></tr><tr id="gr_svn7768_312"
><td id="312"><a href="#312">312</a></td></tr><tr id="gr_svn7768_313"
><td id="313"><a href="#313">313</a></td></tr><tr id="gr_svn7768_314"
><td id="314"><a href="#314">314</a></td></tr><tr id="gr_svn7768_315"
><td id="315"><a href="#315">315</a></td></tr><tr id="gr_svn7768_316"
><td id="316"><a href="#316">316</a></td></tr><tr id="gr_svn7768_317"
><td id="317"><a href="#317">317</a></td></tr><tr id="gr_svn7768_318"
><td id="318"><a href="#318">318</a></td></tr><tr id="gr_svn7768_319"
><td id="319"><a href="#319">319</a></td></tr><tr id="gr_svn7768_320"
><td id="320"><a href="#320">320</a></td></tr><tr id="gr_svn7768_321"
><td id="321"><a href="#321">321</a></td></tr><tr id="gr_svn7768_322"
><td id="322"><a href="#322">322</a></td></tr><tr id="gr_svn7768_323"
><td id="323"><a href="#323">323</a></td></tr><tr id="gr_svn7768_324"
><td id="324"><a href="#324">324</a></td></tr><tr id="gr_svn7768_325"
><td id="325"><a href="#325">325</a></td></tr><tr id="gr_svn7768_326"
><td id="326"><a href="#326">326</a></td></tr><tr id="gr_svn7768_327"
><td id="327"><a href="#327">327</a></td></tr><tr id="gr_svn7768_328"
><td id="328"><a href="#328">328</a></td></tr><tr id="gr_svn7768_329"
><td id="329"><a href="#329">329</a></td></tr><tr id="gr_svn7768_330"
><td id="330"><a href="#330">330</a></td></tr><tr id="gr_svn7768_331"
><td id="331"><a href="#331">331</a></td></tr><tr id="gr_svn7768_332"
><td id="332"><a href="#332">332</a></td></tr><tr id="gr_svn7768_333"
><td id="333"><a href="#333">333</a></td></tr><tr id="gr_svn7768_334"
><td id="334"><a href="#334">334</a></td></tr><tr id="gr_svn7768_335"
><td id="335"><a href="#335">335</a></td></tr><tr id="gr_svn7768_336"
><td id="336"><a href="#336">336</a></td></tr><tr id="gr_svn7768_337"
><td id="337"><a href="#337">337</a></td></tr><tr id="gr_svn7768_338"
><td id="338"><a href="#338">338</a></td></tr><tr id="gr_svn7768_339"
><td id="339"><a href="#339">339</a></td></tr><tr id="gr_svn7768_340"
><td id="340"><a href="#340">340</a></td></tr><tr id="gr_svn7768_341"
><td id="341"><a href="#341">341</a></td></tr><tr id="gr_svn7768_342"
><td id="342"><a href="#342">342</a></td></tr><tr id="gr_svn7768_343"
><td id="343"><a href="#343">343</a></td></tr><tr id="gr_svn7768_344"
><td id="344"><a href="#344">344</a></td></tr><tr id="gr_svn7768_345"
><td id="345"><a href="#345">345</a></td></tr><tr id="gr_svn7768_346"
><td id="346"><a href="#346">346</a></td></tr><tr id="gr_svn7768_347"
><td id="347"><a href="#347">347</a></td></tr><tr id="gr_svn7768_348"
><td id="348"><a href="#348">348</a></td></tr><tr id="gr_svn7768_349"
><td id="349"><a href="#349">349</a></td></tr><tr id="gr_svn7768_350"
><td id="350"><a href="#350">350</a></td></tr><tr id="gr_svn7768_351"
><td id="351"><a href="#351">351</a></td></tr><tr id="gr_svn7768_352"
><td id="352"><a href="#352">352</a></td></tr><tr id="gr_svn7768_353"
><td id="353"><a href="#353">353</a></td></tr><tr id="gr_svn7768_354"
><td id="354"><a href="#354">354</a></td></tr><tr id="gr_svn7768_355"
><td id="355"><a href="#355">355</a></td></tr><tr id="gr_svn7768_356"
><td id="356"><a href="#356">356</a></td></tr><tr id="gr_svn7768_357"
><td id="357"><a href="#357">357</a></td></tr><tr id="gr_svn7768_358"
><td id="358"><a href="#358">358</a></td></tr><tr id="gr_svn7768_359"
><td id="359"><a href="#359">359</a></td></tr><tr id="gr_svn7768_360"
><td id="360"><a href="#360">360</a></td></tr><tr id="gr_svn7768_361"
><td id="361"><a href="#361">361</a></td></tr><tr id="gr_svn7768_362"
><td id="362"><a href="#362">362</a></td></tr><tr id="gr_svn7768_363"
><td id="363"><a href="#363">363</a></td></tr><tr id="gr_svn7768_364"
><td id="364"><a href="#364">364</a></td></tr><tr id="gr_svn7768_365"
><td id="365"><a href="#365">365</a></td></tr><tr id="gr_svn7768_366"
><td id="366"><a href="#366">366</a></td></tr><tr id="gr_svn7768_367"
><td id="367"><a href="#367">367</a></td></tr><tr id="gr_svn7768_368"
><td id="368"><a href="#368">368</a></td></tr><tr id="gr_svn7768_369"
><td id="369"><a href="#369">369</a></td></tr><tr id="gr_svn7768_370"
><td id="370"><a href="#370">370</a></td></tr><tr id="gr_svn7768_371"
><td id="371"><a href="#371">371</a></td></tr><tr id="gr_svn7768_372"
><td id="372"><a href="#372">372</a></td></tr><tr id="gr_svn7768_373"
><td id="373"><a href="#373">373</a></td></tr><tr id="gr_svn7768_374"
><td id="374"><a href="#374">374</a></td></tr><tr id="gr_svn7768_375"
><td id="375"><a href="#375">375</a></td></tr><tr id="gr_svn7768_376"
><td id="376"><a href="#376">376</a></td></tr><tr id="gr_svn7768_377"
><td id="377"><a href="#377">377</a></td></tr><tr id="gr_svn7768_378"
><td id="378"><a href="#378">378</a></td></tr><tr id="gr_svn7768_379"
><td id="379"><a href="#379">379</a></td></tr><tr id="gr_svn7768_380"
><td id="380"><a href="#380">380</a></td></tr><tr id="gr_svn7768_381"
><td id="381"><a href="#381">381</a></td></tr><tr id="gr_svn7768_382"
><td id="382"><a href="#382">382</a></td></tr><tr id="gr_svn7768_383"
><td id="383"><a href="#383">383</a></td></tr><tr id="gr_svn7768_384"
><td id="384"><a href="#384">384</a></td></tr><tr id="gr_svn7768_385"
><td id="385"><a href="#385">385</a></td></tr><tr id="gr_svn7768_386"
><td id="386"><a href="#386">386</a></td></tr><tr id="gr_svn7768_387"
><td id="387"><a href="#387">387</a></td></tr><tr id="gr_svn7768_388"
><td id="388"><a href="#388">388</a></td></tr><tr id="gr_svn7768_389"
><td id="389"><a href="#389">389</a></td></tr><tr id="gr_svn7768_390"
><td id="390"><a href="#390">390</a></td></tr><tr id="gr_svn7768_391"
><td id="391"><a href="#391">391</a></td></tr><tr id="gr_svn7768_392"
><td id="392"><a href="#392">392</a></td></tr><tr id="gr_svn7768_393"
><td id="393"><a href="#393">393</a></td></tr><tr id="gr_svn7768_394"
><td id="394"><a href="#394">394</a></td></tr><tr id="gr_svn7768_395"
><td id="395"><a href="#395">395</a></td></tr><tr id="gr_svn7768_396"
><td id="396"><a href="#396">396</a></td></tr><tr id="gr_svn7768_397"
><td id="397"><a href="#397">397</a></td></tr><tr id="gr_svn7768_398"
><td id="398"><a href="#398">398</a></td></tr><tr id="gr_svn7768_399"
><td id="399"><a href="#399">399</a></td></tr><tr id="gr_svn7768_400"
><td id="400"><a href="#400">400</a></td></tr><tr id="gr_svn7768_401"
><td id="401"><a href="#401">401</a></td></tr><tr id="gr_svn7768_402"
><td id="402"><a href="#402">402</a></td></tr><tr id="gr_svn7768_403"
><td id="403"><a href="#403">403</a></td></tr><tr id="gr_svn7768_404"
><td id="404"><a href="#404">404</a></td></tr><tr id="gr_svn7768_405"
><td id="405"><a href="#405">405</a></td></tr><tr id="gr_svn7768_406"
><td id="406"><a href="#406">406</a></td></tr><tr id="gr_svn7768_407"
><td id="407"><a href="#407">407</a></td></tr><tr id="gr_svn7768_408"
><td id="408"><a href="#408">408</a></td></tr><tr id="gr_svn7768_409"
><td id="409"><a href="#409">409</a></td></tr><tr id="gr_svn7768_410"
><td id="410"><a href="#410">410</a></td></tr><tr id="gr_svn7768_411"
><td id="411"><a href="#411">411</a></td></tr><tr id="gr_svn7768_412"
><td id="412"><a href="#412">412</a></td></tr><tr id="gr_svn7768_413"
><td id="413"><a href="#413">413</a></td></tr><tr id="gr_svn7768_414"
><td id="414"><a href="#414">414</a></td></tr><tr id="gr_svn7768_415"
><td id="415"><a href="#415">415</a></td></tr><tr id="gr_svn7768_416"
><td id="416"><a href="#416">416</a></td></tr><tr id="gr_svn7768_417"
><td id="417"><a href="#417">417</a></td></tr><tr id="gr_svn7768_418"
><td id="418"><a href="#418">418</a></td></tr><tr id="gr_svn7768_419"
><td id="419"><a href="#419">419</a></td></tr><tr id="gr_svn7768_420"
><td id="420"><a href="#420">420</a></td></tr><tr id="gr_svn7768_421"
><td id="421"><a href="#421">421</a></td></tr><tr id="gr_svn7768_422"
><td id="422"><a href="#422">422</a></td></tr><tr id="gr_svn7768_423"
><td id="423"><a href="#423">423</a></td></tr><tr id="gr_svn7768_424"
><td id="424"><a href="#424">424</a></td></tr><tr id="gr_svn7768_425"
><td id="425"><a href="#425">425</a></td></tr><tr id="gr_svn7768_426"
><td id="426"><a href="#426">426</a></td></tr><tr id="gr_svn7768_427"
><td id="427"><a href="#427">427</a></td></tr><tr id="gr_svn7768_428"
><td id="428"><a href="#428">428</a></td></tr><tr id="gr_svn7768_429"
><td id="429"><a href="#429">429</a></td></tr><tr id="gr_svn7768_430"
><td id="430"><a href="#430">430</a></td></tr><tr id="gr_svn7768_431"
><td id="431"><a href="#431">431</a></td></tr><tr id="gr_svn7768_432"
><td id="432"><a href="#432">432</a></td></tr><tr id="gr_svn7768_433"
><td id="433"><a href="#433">433</a></td></tr><tr id="gr_svn7768_434"
><td id="434"><a href="#434">434</a></td></tr><tr id="gr_svn7768_435"
><td id="435"><a href="#435">435</a></td></tr><tr id="gr_svn7768_436"
><td id="436"><a href="#436">436</a></td></tr><tr id="gr_svn7768_437"
><td id="437"><a href="#437">437</a></td></tr><tr id="gr_svn7768_438"
><td id="438"><a href="#438">438</a></td></tr><tr id="gr_svn7768_439"
><td id="439"><a href="#439">439</a></td></tr><tr id="gr_svn7768_440"
><td id="440"><a href="#440">440</a></td></tr><tr id="gr_svn7768_441"
><td id="441"><a href="#441">441</a></td></tr><tr id="gr_svn7768_442"
><td id="442"><a href="#442">442</a></td></tr><tr id="gr_svn7768_443"
><td id="443"><a href="#443">443</a></td></tr><tr id="gr_svn7768_444"
><td id="444"><a href="#444">444</a></td></tr><tr id="gr_svn7768_445"
><td id="445"><a href="#445">445</a></td></tr><tr id="gr_svn7768_446"
><td id="446"><a href="#446">446</a></td></tr><tr id="gr_svn7768_447"
><td id="447"><a href="#447">447</a></td></tr><tr id="gr_svn7768_448"
><td id="448"><a href="#448">448</a></td></tr><tr id="gr_svn7768_449"
><td id="449"><a href="#449">449</a></td></tr><tr id="gr_svn7768_450"
><td id="450"><a href="#450">450</a></td></tr><tr id="gr_svn7768_451"
><td id="451"><a href="#451">451</a></td></tr><tr id="gr_svn7768_452"
><td id="452"><a href="#452">452</a></td></tr><tr id="gr_svn7768_453"
><td id="453"><a href="#453">453</a></td></tr><tr id="gr_svn7768_454"
><td id="454"><a href="#454">454</a></td></tr><tr id="gr_svn7768_455"
><td id="455"><a href="#455">455</a></td></tr><tr id="gr_svn7768_456"
><td id="456"><a href="#456">456</a></td></tr><tr id="gr_svn7768_457"
><td id="457"><a href="#457">457</a></td></tr><tr id="gr_svn7768_458"
><td id="458"><a href="#458">458</a></td></tr><tr id="gr_svn7768_459"
><td id="459"><a href="#459">459</a></td></tr><tr id="gr_svn7768_460"
><td id="460"><a href="#460">460</a></td></tr><tr id="gr_svn7768_461"
><td id="461"><a href="#461">461</a></td></tr><tr id="gr_svn7768_462"
><td id="462"><a href="#462">462</a></td></tr><tr id="gr_svn7768_463"
><td id="463"><a href="#463">463</a></td></tr><tr id="gr_svn7768_464"
><td id="464"><a href="#464">464</a></td></tr><tr id="gr_svn7768_465"
><td id="465"><a href="#465">465</a></td></tr><tr id="gr_svn7768_466"
><td id="466"><a href="#466">466</a></td></tr><tr id="gr_svn7768_467"
><td id="467"><a href="#467">467</a></td></tr><tr id="gr_svn7768_468"
><td id="468"><a href="#468">468</a></td></tr><tr id="gr_svn7768_469"
><td id="469"><a href="#469">469</a></td></tr><tr id="gr_svn7768_470"
><td id="470"><a href="#470">470</a></td></tr><tr id="gr_svn7768_471"
><td id="471"><a href="#471">471</a></td></tr><tr id="gr_svn7768_472"
><td id="472"><a href="#472">472</a></td></tr><tr id="gr_svn7768_473"
><td id="473"><a href="#473">473</a></td></tr><tr id="gr_svn7768_474"
><td id="474"><a href="#474">474</a></td></tr><tr id="gr_svn7768_475"
><td id="475"><a href="#475">475</a></td></tr><tr id="gr_svn7768_476"
><td id="476"><a href="#476">476</a></td></tr><tr id="gr_svn7768_477"
><td id="477"><a href="#477">477</a></td></tr><tr id="gr_svn7768_478"
><td id="478"><a href="#478">478</a></td></tr><tr id="gr_svn7768_479"
><td id="479"><a href="#479">479</a></td></tr><tr id="gr_svn7768_480"
><td id="480"><a href="#480">480</a></td></tr><tr id="gr_svn7768_481"
><td id="481"><a href="#481">481</a></td></tr><tr id="gr_svn7768_482"
><td id="482"><a href="#482">482</a></td></tr><tr id="gr_svn7768_483"
><td id="483"><a href="#483">483</a></td></tr><tr id="gr_svn7768_484"
><td id="484"><a href="#484">484</a></td></tr><tr id="gr_svn7768_485"
><td id="485"><a href="#485">485</a></td></tr><tr id="gr_svn7768_486"
><td id="486"><a href="#486">486</a></td></tr><tr id="gr_svn7768_487"
><td id="487"><a href="#487">487</a></td></tr><tr id="gr_svn7768_488"
><td id="488"><a href="#488">488</a></td></tr><tr id="gr_svn7768_489"
><td id="489"><a href="#489">489</a></td></tr><tr id="gr_svn7768_490"
><td id="490"><a href="#490">490</a></td></tr><tr id="gr_svn7768_491"
><td id="491"><a href="#491">491</a></td></tr><tr id="gr_svn7768_492"
><td id="492"><a href="#492">492</a></td></tr><tr id="gr_svn7768_493"
><td id="493"><a href="#493">493</a></td></tr><tr id="gr_svn7768_494"
><td id="494"><a href="#494">494</a></td></tr><tr id="gr_svn7768_495"
><td id="495"><a href="#495">495</a></td></tr><tr id="gr_svn7768_496"
><td id="496"><a href="#496">496</a></td></tr><tr id="gr_svn7768_497"
><td id="497"><a href="#497">497</a></td></tr><tr id="gr_svn7768_498"
><td id="498"><a href="#498">498</a></td></tr><tr id="gr_svn7768_499"
><td id="499"><a href="#499">499</a></td></tr><tr id="gr_svn7768_500"
><td id="500"><a href="#500">500</a></td></tr><tr id="gr_svn7768_501"
><td id="501"><a href="#501">501</a></td></tr><tr id="gr_svn7768_502"
><td id="502"><a href="#502">502</a></td></tr><tr id="gr_svn7768_503"
><td id="503"><a href="#503">503</a></td></tr><tr id="gr_svn7768_504"
><td id="504"><a href="#504">504</a></td></tr><tr id="gr_svn7768_505"
><td id="505"><a href="#505">505</a></td></tr><tr id="gr_svn7768_506"
><td id="506"><a href="#506">506</a></td></tr><tr id="gr_svn7768_507"
><td id="507"><a href="#507">507</a></td></tr><tr id="gr_svn7768_508"
><td id="508"><a href="#508">508</a></td></tr><tr id="gr_svn7768_509"
><td id="509"><a href="#509">509</a></td></tr><tr id="gr_svn7768_510"
><td id="510"><a href="#510">510</a></td></tr><tr id="gr_svn7768_511"
><td id="511"><a href="#511">511</a></td></tr><tr id="gr_svn7768_512"
><td id="512"><a href="#512">512</a></td></tr><tr id="gr_svn7768_513"
><td id="513"><a href="#513">513</a></td></tr><tr id="gr_svn7768_514"
><td id="514"><a href="#514">514</a></td></tr><tr id="gr_svn7768_515"
><td id="515"><a href="#515">515</a></td></tr><tr id="gr_svn7768_516"
><td id="516"><a href="#516">516</a></td></tr><tr id="gr_svn7768_517"
><td id="517"><a href="#517">517</a></td></tr><tr id="gr_svn7768_518"
><td id="518"><a href="#518">518</a></td></tr><tr id="gr_svn7768_519"
><td id="519"><a href="#519">519</a></td></tr><tr id="gr_svn7768_520"
><td id="520"><a href="#520">520</a></td></tr><tr id="gr_svn7768_521"
><td id="521"><a href="#521">521</a></td></tr><tr id="gr_svn7768_522"
><td id="522"><a href="#522">522</a></td></tr><tr id="gr_svn7768_523"
><td id="523"><a href="#523">523</a></td></tr><tr id="gr_svn7768_524"
><td id="524"><a href="#524">524</a></td></tr><tr id="gr_svn7768_525"
><td id="525"><a href="#525">525</a></td></tr><tr id="gr_svn7768_526"
><td id="526"><a href="#526">526</a></td></tr><tr id="gr_svn7768_527"
><td id="527"><a href="#527">527</a></td></tr><tr id="gr_svn7768_528"
><td id="528"><a href="#528">528</a></td></tr><tr id="gr_svn7768_529"
><td id="529"><a href="#529">529</a></td></tr><tr id="gr_svn7768_530"
><td id="530"><a href="#530">530</a></td></tr><tr id="gr_svn7768_531"
><td id="531"><a href="#531">531</a></td></tr><tr id="gr_svn7768_532"
><td id="532"><a href="#532">532</a></td></tr><tr id="gr_svn7768_533"
><td id="533"><a href="#533">533</a></td></tr><tr id="gr_svn7768_534"
><td id="534"><a href="#534">534</a></td></tr><tr id="gr_svn7768_535"
><td id="535"><a href="#535">535</a></td></tr><tr id="gr_svn7768_536"
><td id="536"><a href="#536">536</a></td></tr><tr id="gr_svn7768_537"
><td id="537"><a href="#537">537</a></td></tr><tr id="gr_svn7768_538"
><td id="538"><a href="#538">538</a></td></tr><tr id="gr_svn7768_539"
><td id="539"><a href="#539">539</a></td></tr><tr id="gr_svn7768_540"
><td id="540"><a href="#540">540</a></td></tr><tr id="gr_svn7768_541"
><td id="541"><a href="#541">541</a></td></tr><tr id="gr_svn7768_542"
><td id="542"><a href="#542">542</a></td></tr><tr id="gr_svn7768_543"
><td id="543"><a href="#543">543</a></td></tr><tr id="gr_svn7768_544"
><td id="544"><a href="#544">544</a></td></tr><tr id="gr_svn7768_545"
><td id="545"><a href="#545">545</a></td></tr><tr id="gr_svn7768_546"
><td id="546"><a href="#546">546</a></td></tr><tr id="gr_svn7768_547"
><td id="547"><a href="#547">547</a></td></tr><tr id="gr_svn7768_548"
><td id="548"><a href="#548">548</a></td></tr><tr id="gr_svn7768_549"
><td id="549"><a href="#549">549</a></td></tr><tr id="gr_svn7768_550"
><td id="550"><a href="#550">550</a></td></tr><tr id="gr_svn7768_551"
><td id="551"><a href="#551">551</a></td></tr><tr id="gr_svn7768_552"
><td id="552"><a href="#552">552</a></td></tr><tr id="gr_svn7768_553"
><td id="553"><a href="#553">553</a></td></tr><tr id="gr_svn7768_554"
><td id="554"><a href="#554">554</a></td></tr><tr id="gr_svn7768_555"
><td id="555"><a href="#555">555</a></td></tr><tr id="gr_svn7768_556"
><td id="556"><a href="#556">556</a></td></tr><tr id="gr_svn7768_557"
><td id="557"><a href="#557">557</a></td></tr><tr id="gr_svn7768_558"
><td id="558"><a href="#558">558</a></td></tr><tr id="gr_svn7768_559"
><td id="559"><a href="#559">559</a></td></tr><tr id="gr_svn7768_560"
><td id="560"><a href="#560">560</a></td></tr><tr id="gr_svn7768_561"
><td id="561"><a href="#561">561</a></td></tr><tr id="gr_svn7768_562"
><td id="562"><a href="#562">562</a></td></tr><tr id="gr_svn7768_563"
><td id="563"><a href="#563">563</a></td></tr><tr id="gr_svn7768_564"
><td id="564"><a href="#564">564</a></td></tr><tr id="gr_svn7768_565"
><td id="565"><a href="#565">565</a></td></tr><tr id="gr_svn7768_566"
><td id="566"><a href="#566">566</a></td></tr><tr id="gr_svn7768_567"
><td id="567"><a href="#567">567</a></td></tr><tr id="gr_svn7768_568"
><td id="568"><a href="#568">568</a></td></tr><tr id="gr_svn7768_569"
><td id="569"><a href="#569">569</a></td></tr><tr id="gr_svn7768_570"
><td id="570"><a href="#570">570</a></td></tr><tr id="gr_svn7768_571"
><td id="571"><a href="#571">571</a></td></tr><tr id="gr_svn7768_572"
><td id="572"><a href="#572">572</a></td></tr><tr id="gr_svn7768_573"
><td id="573"><a href="#573">573</a></td></tr><tr id="gr_svn7768_574"
><td id="574"><a href="#574">574</a></td></tr><tr id="gr_svn7768_575"
><td id="575"><a href="#575">575</a></td></tr><tr id="gr_svn7768_576"
><td id="576"><a href="#576">576</a></td></tr><tr id="gr_svn7768_577"
><td id="577"><a href="#577">577</a></td></tr><tr id="gr_svn7768_578"
><td id="578"><a href="#578">578</a></td></tr><tr id="gr_svn7768_579"
><td id="579"><a href="#579">579</a></td></tr><tr id="gr_svn7768_580"
><td id="580"><a href="#580">580</a></td></tr><tr id="gr_svn7768_581"
><td id="581"><a href="#581">581</a></td></tr><tr id="gr_svn7768_582"
><td id="582"><a href="#582">582</a></td></tr><tr id="gr_svn7768_583"
><td id="583"><a href="#583">583</a></td></tr><tr id="gr_svn7768_584"
><td id="584"><a href="#584">584</a></td></tr><tr id="gr_svn7768_585"
><td id="585"><a href="#585">585</a></td></tr><tr id="gr_svn7768_586"
><td id="586"><a href="#586">586</a></td></tr><tr id="gr_svn7768_587"
><td id="587"><a href="#587">587</a></td></tr><tr id="gr_svn7768_588"
><td id="588"><a href="#588">588</a></td></tr><tr id="gr_svn7768_589"
><td id="589"><a href="#589">589</a></td></tr><tr id="gr_svn7768_590"
><td id="590"><a href="#590">590</a></td></tr><tr id="gr_svn7768_591"
><td id="591"><a href="#591">591</a></td></tr><tr id="gr_svn7768_592"
><td id="592"><a href="#592">592</a></td></tr><tr id="gr_svn7768_593"
><td id="593"><a href="#593">593</a></td></tr><tr id="gr_svn7768_594"
><td id="594"><a href="#594">594</a></td></tr><tr id="gr_svn7768_595"
><td id="595"><a href="#595">595</a></td></tr><tr id="gr_svn7768_596"
><td id="596"><a href="#596">596</a></td></tr><tr id="gr_svn7768_597"
><td id="597"><a href="#597">597</a></td></tr><tr id="gr_svn7768_598"
><td id="598"><a href="#598">598</a></td></tr><tr id="gr_svn7768_599"
><td id="599"><a href="#599">599</a></td></tr><tr id="gr_svn7768_600"
><td id="600"><a href="#600">600</a></td></tr><tr id="gr_svn7768_601"
><td id="601"><a href="#601">601</a></td></tr><tr id="gr_svn7768_602"
><td id="602"><a href="#602">602</a></td></tr><tr id="gr_svn7768_603"
><td id="603"><a href="#603">603</a></td></tr><tr id="gr_svn7768_604"
><td id="604"><a href="#604">604</a></td></tr><tr id="gr_svn7768_605"
><td id="605"><a href="#605">605</a></td></tr><tr id="gr_svn7768_606"
><td id="606"><a href="#606">606</a></td></tr><tr id="gr_svn7768_607"
><td id="607"><a href="#607">607</a></td></tr><tr id="gr_svn7768_608"
><td id="608"><a href="#608">608</a></td></tr><tr id="gr_svn7768_609"
><td id="609"><a href="#609">609</a></td></tr><tr id="gr_svn7768_610"
><td id="610"><a href="#610">610</a></td></tr><tr id="gr_svn7768_611"
><td id="611"><a href="#611">611</a></td></tr><tr id="gr_svn7768_612"
><td id="612"><a href="#612">612</a></td></tr><tr id="gr_svn7768_613"
><td id="613"><a href="#613">613</a></td></tr><tr id="gr_svn7768_614"
><td id="614"><a href="#614">614</a></td></tr><tr id="gr_svn7768_615"
><td id="615"><a href="#615">615</a></td></tr><tr id="gr_svn7768_616"
><td id="616"><a href="#616">616</a></td></tr><tr id="gr_svn7768_617"
><td id="617"><a href="#617">617</a></td></tr><tr id="gr_svn7768_618"
><td id="618"><a href="#618">618</a></td></tr><tr id="gr_svn7768_619"
><td id="619"><a href="#619">619</a></td></tr><tr id="gr_svn7768_620"
><td id="620"><a href="#620">620</a></td></tr><tr id="gr_svn7768_621"
><td id="621"><a href="#621">621</a></td></tr><tr id="gr_svn7768_622"
><td id="622"><a href="#622">622</a></td></tr><tr id="gr_svn7768_623"
><td id="623"><a href="#623">623</a></td></tr><tr id="gr_svn7768_624"
><td id="624"><a href="#624">624</a></td></tr><tr id="gr_svn7768_625"
><td id="625"><a href="#625">625</a></td></tr><tr id="gr_svn7768_626"
><td id="626"><a href="#626">626</a></td></tr><tr id="gr_svn7768_627"
><td id="627"><a href="#627">627</a></td></tr><tr id="gr_svn7768_628"
><td id="628"><a href="#628">628</a></td></tr><tr id="gr_svn7768_629"
><td id="629"><a href="#629">629</a></td></tr><tr id="gr_svn7768_630"
><td id="630"><a href="#630">630</a></td></tr><tr id="gr_svn7768_631"
><td id="631"><a href="#631">631</a></td></tr><tr id="gr_svn7768_632"
><td id="632"><a href="#632">632</a></td></tr><tr id="gr_svn7768_633"
><td id="633"><a href="#633">633</a></td></tr><tr id="gr_svn7768_634"
><td id="634"><a href="#634">634</a></td></tr><tr id="gr_svn7768_635"
><td id="635"><a href="#635">635</a></td></tr><tr id="gr_svn7768_636"
><td id="636"><a href="#636">636</a></td></tr><tr id="gr_svn7768_637"
><td id="637"><a href="#637">637</a></td></tr><tr id="gr_svn7768_638"
><td id="638"><a href="#638">638</a></td></tr><tr id="gr_svn7768_639"
><td id="639"><a href="#639">639</a></td></tr><tr id="gr_svn7768_640"
><td id="640"><a href="#640">640</a></td></tr><tr id="gr_svn7768_641"
><td id="641"><a href="#641">641</a></td></tr><tr id="gr_svn7768_642"
><td id="642"><a href="#642">642</a></td></tr><tr id="gr_svn7768_643"
><td id="643"><a href="#643">643</a></td></tr><tr id="gr_svn7768_644"
><td id="644"><a href="#644">644</a></td></tr><tr id="gr_svn7768_645"
><td id="645"><a href="#645">645</a></td></tr><tr id="gr_svn7768_646"
><td id="646"><a href="#646">646</a></td></tr><tr id="gr_svn7768_647"
><td id="647"><a href="#647">647</a></td></tr><tr id="gr_svn7768_648"
><td id="648"><a href="#648">648</a></td></tr><tr id="gr_svn7768_649"
><td id="649"><a href="#649">649</a></td></tr><tr id="gr_svn7768_650"
><td id="650"><a href="#650">650</a></td></tr><tr id="gr_svn7768_651"
><td id="651"><a href="#651">651</a></td></tr><tr id="gr_svn7768_652"
><td id="652"><a href="#652">652</a></td></tr><tr id="gr_svn7768_653"
><td id="653"><a href="#653">653</a></td></tr><tr id="gr_svn7768_654"
><td id="654"><a href="#654">654</a></td></tr><tr id="gr_svn7768_655"
><td id="655"><a href="#655">655</a></td></tr><tr id="gr_svn7768_656"
><td id="656"><a href="#656">656</a></td></tr><tr id="gr_svn7768_657"
><td id="657"><a href="#657">657</a></td></tr><tr id="gr_svn7768_658"
><td id="658"><a href="#658">658</a></td></tr><tr id="gr_svn7768_659"
><td id="659"><a href="#659">659</a></td></tr><tr id="gr_svn7768_660"
><td id="660"><a href="#660">660</a></td></tr><tr id="gr_svn7768_661"
><td id="661"><a href="#661">661</a></td></tr><tr id="gr_svn7768_662"
><td id="662"><a href="#662">662</a></td></tr><tr id="gr_svn7768_663"
><td id="663"><a href="#663">663</a></td></tr><tr id="gr_svn7768_664"
><td id="664"><a href="#664">664</a></td></tr><tr id="gr_svn7768_665"
><td id="665"><a href="#665">665</a></td></tr><tr id="gr_svn7768_666"
><td id="666"><a href="#666">666</a></td></tr><tr id="gr_svn7768_667"
><td id="667"><a href="#667">667</a></td></tr><tr id="gr_svn7768_668"
><td id="668"><a href="#668">668</a></td></tr><tr id="gr_svn7768_669"
><td id="669"><a href="#669">669</a></td></tr><tr id="gr_svn7768_670"
><td id="670"><a href="#670">670</a></td></tr><tr id="gr_svn7768_671"
><td id="671"><a href="#671">671</a></td></tr><tr id="gr_svn7768_672"
><td id="672"><a href="#672">672</a></td></tr><tr id="gr_svn7768_673"
><td id="673"><a href="#673">673</a></td></tr><tr id="gr_svn7768_674"
><td id="674"><a href="#674">674</a></td></tr><tr id="gr_svn7768_675"
><td id="675"><a href="#675">675</a></td></tr><tr id="gr_svn7768_676"
><td id="676"><a href="#676">676</a></td></tr><tr id="gr_svn7768_677"
><td id="677"><a href="#677">677</a></td></tr><tr id="gr_svn7768_678"
><td id="678"><a href="#678">678</a></td></tr><tr id="gr_svn7768_679"
><td id="679"><a href="#679">679</a></td></tr><tr id="gr_svn7768_680"
><td id="680"><a href="#680">680</a></td></tr><tr id="gr_svn7768_681"
><td id="681"><a href="#681">681</a></td></tr><tr id="gr_svn7768_682"
><td id="682"><a href="#682">682</a></td></tr><tr id="gr_svn7768_683"
><td id="683"><a href="#683">683</a></td></tr><tr id="gr_svn7768_684"
><td id="684"><a href="#684">684</a></td></tr><tr id="gr_svn7768_685"
><td id="685"><a href="#685">685</a></td></tr><tr id="gr_svn7768_686"
><td id="686"><a href="#686">686</a></td></tr><tr id="gr_svn7768_687"
><td id="687"><a href="#687">687</a></td></tr><tr id="gr_svn7768_688"
><td id="688"><a href="#688">688</a></td></tr><tr id="gr_svn7768_689"
><td id="689"><a href="#689">689</a></td></tr><tr id="gr_svn7768_690"
><td id="690"><a href="#690">690</a></td></tr><tr id="gr_svn7768_691"
><td id="691"><a href="#691">691</a></td></tr><tr id="gr_svn7768_692"
><td id="692"><a href="#692">692</a></td></tr><tr id="gr_svn7768_693"
><td id="693"><a href="#693">693</a></td></tr><tr id="gr_svn7768_694"
><td id="694"><a href="#694">694</a></td></tr><tr id="gr_svn7768_695"
><td id="695"><a href="#695">695</a></td></tr><tr id="gr_svn7768_696"
><td id="696"><a href="#696">696</a></td></tr><tr id="gr_svn7768_697"
><td id="697"><a href="#697">697</a></td></tr><tr id="gr_svn7768_698"
><td id="698"><a href="#698">698</a></td></tr><tr id="gr_svn7768_699"
><td id="699"><a href="#699">699</a></td></tr><tr id="gr_svn7768_700"
><td id="700"><a href="#700">700</a></td></tr><tr id="gr_svn7768_701"
><td id="701"><a href="#701">701</a></td></tr><tr id="gr_svn7768_702"
><td id="702"><a href="#702">702</a></td></tr><tr id="gr_svn7768_703"
><td id="703"><a href="#703">703</a></td></tr><tr id="gr_svn7768_704"
><td id="704"><a href="#704">704</a></td></tr><tr id="gr_svn7768_705"
><td id="705"><a href="#705">705</a></td></tr><tr id="gr_svn7768_706"
><td id="706"><a href="#706">706</a></td></tr><tr id="gr_svn7768_707"
><td id="707"><a href="#707">707</a></td></tr><tr id="gr_svn7768_708"
><td id="708"><a href="#708">708</a></td></tr><tr id="gr_svn7768_709"
><td id="709"><a href="#709">709</a></td></tr><tr id="gr_svn7768_710"
><td id="710"><a href="#710">710</a></td></tr><tr id="gr_svn7768_711"
><td id="711"><a href="#711">711</a></td></tr><tr id="gr_svn7768_712"
><td id="712"><a href="#712">712</a></td></tr><tr id="gr_svn7768_713"
><td id="713"><a href="#713">713</a></td></tr><tr id="gr_svn7768_714"
><td id="714"><a href="#714">714</a></td></tr><tr id="gr_svn7768_715"
><td id="715"><a href="#715">715</a></td></tr><tr id="gr_svn7768_716"
><td id="716"><a href="#716">716</a></td></tr><tr id="gr_svn7768_717"
><td id="717"><a href="#717">717</a></td></tr><tr id="gr_svn7768_718"
><td id="718"><a href="#718">718</a></td></tr><tr id="gr_svn7768_719"
><td id="719"><a href="#719">719</a></td></tr><tr id="gr_svn7768_720"
><td id="720"><a href="#720">720</a></td></tr><tr id="gr_svn7768_721"
><td id="721"><a href="#721">721</a></td></tr><tr id="gr_svn7768_722"
><td id="722"><a href="#722">722</a></td></tr><tr id="gr_svn7768_723"
><td id="723"><a href="#723">723</a></td></tr><tr id="gr_svn7768_724"
><td id="724"><a href="#724">724</a></td></tr><tr id="gr_svn7768_725"
><td id="725"><a href="#725">725</a></td></tr><tr id="gr_svn7768_726"
><td id="726"><a href="#726">726</a></td></tr><tr id="gr_svn7768_727"
><td id="727"><a href="#727">727</a></td></tr><tr id="gr_svn7768_728"
><td id="728"><a href="#728">728</a></td></tr><tr id="gr_svn7768_729"
><td id="729"><a href="#729">729</a></td></tr><tr id="gr_svn7768_730"
><td id="730"><a href="#730">730</a></td></tr><tr id="gr_svn7768_731"
><td id="731"><a href="#731">731</a></td></tr><tr id="gr_svn7768_732"
><td id="732"><a href="#732">732</a></td></tr><tr id="gr_svn7768_733"
><td id="733"><a href="#733">733</a></td></tr><tr id="gr_svn7768_734"
><td id="734"><a href="#734">734</a></td></tr><tr id="gr_svn7768_735"
><td id="735"><a href="#735">735</a></td></tr><tr id="gr_svn7768_736"
><td id="736"><a href="#736">736</a></td></tr><tr id="gr_svn7768_737"
><td id="737"><a href="#737">737</a></td></tr><tr id="gr_svn7768_738"
><td id="738"><a href="#738">738</a></td></tr><tr id="gr_svn7768_739"
><td id="739"><a href="#739">739</a></td></tr><tr id="gr_svn7768_740"
><td id="740"><a href="#740">740</a></td></tr><tr id="gr_svn7768_741"
><td id="741"><a href="#741">741</a></td></tr><tr id="gr_svn7768_742"
><td id="742"><a href="#742">742</a></td></tr><tr id="gr_svn7768_743"
><td id="743"><a href="#743">743</a></td></tr><tr id="gr_svn7768_744"
><td id="744"><a href="#744">744</a></td></tr><tr id="gr_svn7768_745"
><td id="745"><a href="#745">745</a></td></tr><tr id="gr_svn7768_746"
><td id="746"><a href="#746">746</a></td></tr><tr id="gr_svn7768_747"
><td id="747"><a href="#747">747</a></td></tr><tr id="gr_svn7768_748"
><td id="748"><a href="#748">748</a></td></tr><tr id="gr_svn7768_749"
><td id="749"><a href="#749">749</a></td></tr><tr id="gr_svn7768_750"
><td id="750"><a href="#750">750</a></td></tr><tr id="gr_svn7768_751"
><td id="751"><a href="#751">751</a></td></tr><tr id="gr_svn7768_752"
><td id="752"><a href="#752">752</a></td></tr><tr id="gr_svn7768_753"
><td id="753"><a href="#753">753</a></td></tr><tr id="gr_svn7768_754"
><td id="754"><a href="#754">754</a></td></tr><tr id="gr_svn7768_755"
><td id="755"><a href="#755">755</a></td></tr><tr id="gr_svn7768_756"
><td id="756"><a href="#756">756</a></td></tr><tr id="gr_svn7768_757"
><td id="757"><a href="#757">757</a></td></tr><tr id="gr_svn7768_758"
><td id="758"><a href="#758">758</a></td></tr><tr id="gr_svn7768_759"
><td id="759"><a href="#759">759</a></td></tr><tr id="gr_svn7768_760"
><td id="760"><a href="#760">760</a></td></tr><tr id="gr_svn7768_761"
><td id="761"><a href="#761">761</a></td></tr><tr id="gr_svn7768_762"
><td id="762"><a href="#762">762</a></td></tr><tr id="gr_svn7768_763"
><td id="763"><a href="#763">763</a></td></tr><tr id="gr_svn7768_764"
><td id="764"><a href="#764">764</a></td></tr><tr id="gr_svn7768_765"
><td id="765"><a href="#765">765</a></td></tr><tr id="gr_svn7768_766"
><td id="766"><a href="#766">766</a></td></tr><tr id="gr_svn7768_767"
><td id="767"><a href="#767">767</a></td></tr><tr id="gr_svn7768_768"
><td id="768"><a href="#768">768</a></td></tr><tr id="gr_svn7768_769"
><td id="769"><a href="#769">769</a></td></tr><tr id="gr_svn7768_770"
><td id="770"><a href="#770">770</a></td></tr><tr id="gr_svn7768_771"
><td id="771"><a href="#771">771</a></td></tr><tr id="gr_svn7768_772"
><td id="772"><a href="#772">772</a></td></tr><tr id="gr_svn7768_773"
><td id="773"><a href="#773">773</a></td></tr><tr id="gr_svn7768_774"
><td id="774"><a href="#774">774</a></td></tr><tr id="gr_svn7768_775"
><td id="775"><a href="#775">775</a></td></tr><tr id="gr_svn7768_776"
><td id="776"><a href="#776">776</a></td></tr><tr id="gr_svn7768_777"
><td id="777"><a href="#777">777</a></td></tr><tr id="gr_svn7768_778"
><td id="778"><a href="#778">778</a></td></tr><tr id="gr_svn7768_779"
><td id="779"><a href="#779">779</a></td></tr><tr id="gr_svn7768_780"
><td id="780"><a href="#780">780</a></td></tr><tr id="gr_svn7768_781"
><td id="781"><a href="#781">781</a></td></tr><tr id="gr_svn7768_782"
><td id="782"><a href="#782">782</a></td></tr><tr id="gr_svn7768_783"
><td id="783"><a href="#783">783</a></td></tr><tr id="gr_svn7768_784"
><td id="784"><a href="#784">784</a></td></tr><tr id="gr_svn7768_785"
><td id="785"><a href="#785">785</a></td></tr><tr id="gr_svn7768_786"
><td id="786"><a href="#786">786</a></td></tr><tr id="gr_svn7768_787"
><td id="787"><a href="#787">787</a></td></tr><tr id="gr_svn7768_788"
><td id="788"><a href="#788">788</a></td></tr><tr id="gr_svn7768_789"
><td id="789"><a href="#789">789</a></td></tr><tr id="gr_svn7768_790"
><td id="790"><a href="#790">790</a></td></tr><tr id="gr_svn7768_791"
><td id="791"><a href="#791">791</a></td></tr><tr id="gr_svn7768_792"
><td id="792"><a href="#792">792</a></td></tr><tr id="gr_svn7768_793"
><td id="793"><a href="#793">793</a></td></tr><tr id="gr_svn7768_794"
><td id="794"><a href="#794">794</a></td></tr><tr id="gr_svn7768_795"
><td id="795"><a href="#795">795</a></td></tr><tr id="gr_svn7768_796"
><td id="796"><a href="#796">796</a></td></tr><tr id="gr_svn7768_797"
><td id="797"><a href="#797">797</a></td></tr><tr id="gr_svn7768_798"
><td id="798"><a href="#798">798</a></td></tr><tr id="gr_svn7768_799"
><td id="799"><a href="#799">799</a></td></tr><tr id="gr_svn7768_800"
><td id="800"><a href="#800">800</a></td></tr><tr id="gr_svn7768_801"
><td id="801"><a href="#801">801</a></td></tr><tr id="gr_svn7768_802"
><td id="802"><a href="#802">802</a></td></tr><tr id="gr_svn7768_803"
><td id="803"><a href="#803">803</a></td></tr><tr id="gr_svn7768_804"
><td id="804"><a href="#804">804</a></td></tr><tr id="gr_svn7768_805"
><td id="805"><a href="#805">805</a></td></tr><tr id="gr_svn7768_806"
><td id="806"><a href="#806">806</a></td></tr><tr id="gr_svn7768_807"
><td id="807"><a href="#807">807</a></td></tr><tr id="gr_svn7768_808"
><td id="808"><a href="#808">808</a></td></tr><tr id="gr_svn7768_809"
><td id="809"><a href="#809">809</a></td></tr><tr id="gr_svn7768_810"
><td id="810"><a href="#810">810</a></td></tr><tr id="gr_svn7768_811"
><td id="811"><a href="#811">811</a></td></tr><tr id="gr_svn7768_812"
><td id="812"><a href="#812">812</a></td></tr><tr id="gr_svn7768_813"
><td id="813"><a href="#813">813</a></td></tr><tr id="gr_svn7768_814"
><td id="814"><a href="#814">814</a></td></tr><tr id="gr_svn7768_815"
><td id="815"><a href="#815">815</a></td></tr><tr id="gr_svn7768_816"
><td id="816"><a href="#816">816</a></td></tr><tr id="gr_svn7768_817"
><td id="817"><a href="#817">817</a></td></tr><tr id="gr_svn7768_818"
><td id="818"><a href="#818">818</a></td></tr><tr id="gr_svn7768_819"
><td id="819"><a href="#819">819</a></td></tr><tr id="gr_svn7768_820"
><td id="820"><a href="#820">820</a></td></tr><tr id="gr_svn7768_821"
><td id="821"><a href="#821">821</a></td></tr><tr id="gr_svn7768_822"
><td id="822"><a href="#822">822</a></td></tr><tr id="gr_svn7768_823"
><td id="823"><a href="#823">823</a></td></tr><tr id="gr_svn7768_824"
><td id="824"><a href="#824">824</a></td></tr><tr id="gr_svn7768_825"
><td id="825"><a href="#825">825</a></td></tr><tr id="gr_svn7768_826"
><td id="826"><a href="#826">826</a></td></tr><tr id="gr_svn7768_827"
><td id="827"><a href="#827">827</a></td></tr><tr id="gr_svn7768_828"
><td id="828"><a href="#828">828</a></td></tr><tr id="gr_svn7768_829"
><td id="829"><a href="#829">829</a></td></tr><tr id="gr_svn7768_830"
><td id="830"><a href="#830">830</a></td></tr><tr id="gr_svn7768_831"
><td id="831"><a href="#831">831</a></td></tr><tr id="gr_svn7768_832"
><td id="832"><a href="#832">832</a></td></tr><tr id="gr_svn7768_833"
><td id="833"><a href="#833">833</a></td></tr><tr id="gr_svn7768_834"
><td id="834"><a href="#834">834</a></td></tr><tr id="gr_svn7768_835"
><td id="835"><a href="#835">835</a></td></tr><tr id="gr_svn7768_836"
><td id="836"><a href="#836">836</a></td></tr><tr id="gr_svn7768_837"
><td id="837"><a href="#837">837</a></td></tr><tr id="gr_svn7768_838"
><td id="838"><a href="#838">838</a></td></tr><tr id="gr_svn7768_839"
><td id="839"><a href="#839">839</a></td></tr><tr id="gr_svn7768_840"
><td id="840"><a href="#840">840</a></td></tr><tr id="gr_svn7768_841"
><td id="841"><a href="#841">841</a></td></tr><tr id="gr_svn7768_842"
><td id="842"><a href="#842">842</a></td></tr><tr id="gr_svn7768_843"
><td id="843"><a href="#843">843</a></td></tr><tr id="gr_svn7768_844"
><td id="844"><a href="#844">844</a></td></tr><tr id="gr_svn7768_845"
><td id="845"><a href="#845">845</a></td></tr><tr id="gr_svn7768_846"
><td id="846"><a href="#846">846</a></td></tr><tr id="gr_svn7768_847"
><td id="847"><a href="#847">847</a></td></tr><tr id="gr_svn7768_848"
><td id="848"><a href="#848">848</a></td></tr><tr id="gr_svn7768_849"
><td id="849"><a href="#849">849</a></td></tr><tr id="gr_svn7768_850"
><td id="850"><a href="#850">850</a></td></tr><tr id="gr_svn7768_851"
><td id="851"><a href="#851">851</a></td></tr><tr id="gr_svn7768_852"
><td id="852"><a href="#852">852</a></td></tr><tr id="gr_svn7768_853"
><td id="853"><a href="#853">853</a></td></tr><tr id="gr_svn7768_854"
><td id="854"><a href="#854">854</a></td></tr><tr id="gr_svn7768_855"
><td id="855"><a href="#855">855</a></td></tr><tr id="gr_svn7768_856"
><td id="856"><a href="#856">856</a></td></tr><tr id="gr_svn7768_857"
><td id="857"><a href="#857">857</a></td></tr><tr id="gr_svn7768_858"
><td id="858"><a href="#858">858</a></td></tr><tr id="gr_svn7768_859"
><td id="859"><a href="#859">859</a></td></tr><tr id="gr_svn7768_860"
><td id="860"><a href="#860">860</a></td></tr><tr id="gr_svn7768_861"
><td id="861"><a href="#861">861</a></td></tr><tr id="gr_svn7768_862"
><td id="862"><a href="#862">862</a></td></tr><tr id="gr_svn7768_863"
><td id="863"><a href="#863">863</a></td></tr><tr id="gr_svn7768_864"
><td id="864"><a href="#864">864</a></td></tr><tr id="gr_svn7768_865"
><td id="865"><a href="#865">865</a></td></tr><tr id="gr_svn7768_866"
><td id="866"><a href="#866">866</a></td></tr><tr id="gr_svn7768_867"
><td id="867"><a href="#867">867</a></td></tr><tr id="gr_svn7768_868"
><td id="868"><a href="#868">868</a></td></tr><tr id="gr_svn7768_869"
><td id="869"><a href="#869">869</a></td></tr><tr id="gr_svn7768_870"
><td id="870"><a href="#870">870</a></td></tr><tr id="gr_svn7768_871"
><td id="871"><a href="#871">871</a></td></tr><tr id="gr_svn7768_872"
><td id="872"><a href="#872">872</a></td></tr><tr id="gr_svn7768_873"
><td id="873"><a href="#873">873</a></td></tr><tr id="gr_svn7768_874"
><td id="874"><a href="#874">874</a></td></tr><tr id="gr_svn7768_875"
><td id="875"><a href="#875">875</a></td></tr><tr id="gr_svn7768_876"
><td id="876"><a href="#876">876</a></td></tr><tr id="gr_svn7768_877"
><td id="877"><a href="#877">877</a></td></tr><tr id="gr_svn7768_878"
><td id="878"><a href="#878">878</a></td></tr><tr id="gr_svn7768_879"
><td id="879"><a href="#879">879</a></td></tr><tr id="gr_svn7768_880"
><td id="880"><a href="#880">880</a></td></tr><tr id="gr_svn7768_881"
><td id="881"><a href="#881">881</a></td></tr><tr id="gr_svn7768_882"
><td id="882"><a href="#882">882</a></td></tr><tr id="gr_svn7768_883"
><td id="883"><a href="#883">883</a></td></tr><tr id="gr_svn7768_884"
><td id="884"><a href="#884">884</a></td></tr><tr id="gr_svn7768_885"
><td id="885"><a href="#885">885</a></td></tr><tr id="gr_svn7768_886"
><td id="886"><a href="#886">886</a></td></tr><tr id="gr_svn7768_887"
><td id="887"><a href="#887">887</a></td></tr><tr id="gr_svn7768_888"
><td id="888"><a href="#888">888</a></td></tr><tr id="gr_svn7768_889"
><td id="889"><a href="#889">889</a></td></tr><tr id="gr_svn7768_890"
><td id="890"><a href="#890">890</a></td></tr><tr id="gr_svn7768_891"
><td id="891"><a href="#891">891</a></td></tr><tr id="gr_svn7768_892"
><td id="892"><a href="#892">892</a></td></tr><tr id="gr_svn7768_893"
><td id="893"><a href="#893">893</a></td></tr><tr id="gr_svn7768_894"
><td id="894"><a href="#894">894</a></td></tr><tr id="gr_svn7768_895"
><td id="895"><a href="#895">895</a></td></tr><tr id="gr_svn7768_896"
><td id="896"><a href="#896">896</a></td></tr><tr id="gr_svn7768_897"
><td id="897"><a href="#897">897</a></td></tr><tr id="gr_svn7768_898"
><td id="898"><a href="#898">898</a></td></tr><tr id="gr_svn7768_899"
><td id="899"><a href="#899">899</a></td></tr><tr id="gr_svn7768_900"
><td id="900"><a href="#900">900</a></td></tr><tr id="gr_svn7768_901"
><td id="901"><a href="#901">901</a></td></tr><tr id="gr_svn7768_902"
><td id="902"><a href="#902">902</a></td></tr><tr id="gr_svn7768_903"
><td id="903"><a href="#903">903</a></td></tr><tr id="gr_svn7768_904"
><td id="904"><a href="#904">904</a></td></tr><tr id="gr_svn7768_905"
><td id="905"><a href="#905">905</a></td></tr><tr id="gr_svn7768_906"
><td id="906"><a href="#906">906</a></td></tr><tr id="gr_svn7768_907"
><td id="907"><a href="#907">907</a></td></tr><tr id="gr_svn7768_908"
><td id="908"><a href="#908">908</a></td></tr><tr id="gr_svn7768_909"
><td id="909"><a href="#909">909</a></td></tr><tr id="gr_svn7768_910"
><td id="910"><a href="#910">910</a></td></tr><tr id="gr_svn7768_911"
><td id="911"><a href="#911">911</a></td></tr><tr id="gr_svn7768_912"
><td id="912"><a href="#912">912</a></td></tr><tr id="gr_svn7768_913"
><td id="913"><a href="#913">913</a></td></tr><tr id="gr_svn7768_914"
><td id="914"><a href="#914">914</a></td></tr><tr id="gr_svn7768_915"
><td id="915"><a href="#915">915</a></td></tr><tr id="gr_svn7768_916"
><td id="916"><a href="#916">916</a></td></tr><tr id="gr_svn7768_917"
><td id="917"><a href="#917">917</a></td></tr><tr id="gr_svn7768_918"
><td id="918"><a href="#918">918</a></td></tr><tr id="gr_svn7768_919"
><td id="919"><a href="#919">919</a></td></tr><tr id="gr_svn7768_920"
><td id="920"><a href="#920">920</a></td></tr><tr id="gr_svn7768_921"
><td id="921"><a href="#921">921</a></td></tr><tr id="gr_svn7768_922"
><td id="922"><a href="#922">922</a></td></tr><tr id="gr_svn7768_923"
><td id="923"><a href="#923">923</a></td></tr><tr id="gr_svn7768_924"
><td id="924"><a href="#924">924</a></td></tr><tr id="gr_svn7768_925"
><td id="925"><a href="#925">925</a></td></tr><tr id="gr_svn7768_926"
><td id="926"><a href="#926">926</a></td></tr><tr id="gr_svn7768_927"
><td id="927"><a href="#927">927</a></td></tr><tr id="gr_svn7768_928"
><td id="928"><a href="#928">928</a></td></tr><tr id="gr_svn7768_929"
><td id="929"><a href="#929">929</a></td></tr><tr id="gr_svn7768_930"
><td id="930"><a href="#930">930</a></td></tr><tr id="gr_svn7768_931"
><td id="931"><a href="#931">931</a></td></tr><tr id="gr_svn7768_932"
><td id="932"><a href="#932">932</a></td></tr><tr id="gr_svn7768_933"
><td id="933"><a href="#933">933</a></td></tr><tr id="gr_svn7768_934"
><td id="934"><a href="#934">934</a></td></tr><tr id="gr_svn7768_935"
><td id="935"><a href="#935">935</a></td></tr><tr id="gr_svn7768_936"
><td id="936"><a href="#936">936</a></td></tr><tr id="gr_svn7768_937"
><td id="937"><a href="#937">937</a></td></tr><tr id="gr_svn7768_938"
><td id="938"><a href="#938">938</a></td></tr><tr id="gr_svn7768_939"
><td id="939"><a href="#939">939</a></td></tr><tr id="gr_svn7768_940"
><td id="940"><a href="#940">940</a></td></tr><tr id="gr_svn7768_941"
><td id="941"><a href="#941">941</a></td></tr><tr id="gr_svn7768_942"
><td id="942"><a href="#942">942</a></td></tr><tr id="gr_svn7768_943"
><td id="943"><a href="#943">943</a></td></tr><tr id="gr_svn7768_944"
><td id="944"><a href="#944">944</a></td></tr><tr id="gr_svn7768_945"
><td id="945"><a href="#945">945</a></td></tr><tr id="gr_svn7768_946"
><td id="946"><a href="#946">946</a></td></tr><tr id="gr_svn7768_947"
><td id="947"><a href="#947">947</a></td></tr><tr id="gr_svn7768_948"
><td id="948"><a href="#948">948</a></td></tr><tr id="gr_svn7768_949"
><td id="949"><a href="#949">949</a></td></tr><tr id="gr_svn7768_950"
><td id="950"><a href="#950">950</a></td></tr><tr id="gr_svn7768_951"
><td id="951"><a href="#951">951</a></td></tr><tr id="gr_svn7768_952"
><td id="952"><a href="#952">952</a></td></tr><tr id="gr_svn7768_953"
><td id="953"><a href="#953">953</a></td></tr><tr id="gr_svn7768_954"
><td id="954"><a href="#954">954</a></td></tr><tr id="gr_svn7768_955"
><td id="955"><a href="#955">955</a></td></tr><tr id="gr_svn7768_956"
><td id="956"><a href="#956">956</a></td></tr><tr id="gr_svn7768_957"
><td id="957"><a href="#957">957</a></td></tr><tr id="gr_svn7768_958"
><td id="958"><a href="#958">958</a></td></tr><tr id="gr_svn7768_959"
><td id="959"><a href="#959">959</a></td></tr><tr id="gr_svn7768_960"
><td id="960"><a href="#960">960</a></td></tr><tr id="gr_svn7768_961"
><td id="961"><a href="#961">961</a></td></tr><tr id="gr_svn7768_962"
><td id="962"><a href="#962">962</a></td></tr><tr id="gr_svn7768_963"
><td id="963"><a href="#963">963</a></td></tr><tr id="gr_svn7768_964"
><td id="964"><a href="#964">964</a></td></tr><tr id="gr_svn7768_965"
><td id="965"><a href="#965">965</a></td></tr><tr id="gr_svn7768_966"
><td id="966"><a href="#966">966</a></td></tr><tr id="gr_svn7768_967"
><td id="967"><a href="#967">967</a></td></tr><tr id="gr_svn7768_968"
><td id="968"><a href="#968">968</a></td></tr><tr id="gr_svn7768_969"
><td id="969"><a href="#969">969</a></td></tr><tr id="gr_svn7768_970"
><td id="970"><a href="#970">970</a></td></tr><tr id="gr_svn7768_971"
><td id="971"><a href="#971">971</a></td></tr><tr id="gr_svn7768_972"
><td id="972"><a href="#972">972</a></td></tr><tr id="gr_svn7768_973"
><td id="973"><a href="#973">973</a></td></tr><tr id="gr_svn7768_974"
><td id="974"><a href="#974">974</a></td></tr><tr id="gr_svn7768_975"
><td id="975"><a href="#975">975</a></td></tr><tr id="gr_svn7768_976"
><td id="976"><a href="#976">976</a></td></tr><tr id="gr_svn7768_977"
><td id="977"><a href="#977">977</a></td></tr><tr id="gr_svn7768_978"
><td id="978"><a href="#978">978</a></td></tr><tr id="gr_svn7768_979"
><td id="979"><a href="#979">979</a></td></tr><tr id="gr_svn7768_980"
><td id="980"><a href="#980">980</a></td></tr><tr id="gr_svn7768_981"
><td id="981"><a href="#981">981</a></td></tr><tr id="gr_svn7768_982"
><td id="982"><a href="#982">982</a></td></tr><tr id="gr_svn7768_983"
><td id="983"><a href="#983">983</a></td></tr><tr id="gr_svn7768_984"
><td id="984"><a href="#984">984</a></td></tr><tr id="gr_svn7768_985"
><td id="985"><a href="#985">985</a></td></tr><tr id="gr_svn7768_986"
><td id="986"><a href="#986">986</a></td></tr><tr id="gr_svn7768_987"
><td id="987"><a href="#987">987</a></td></tr><tr id="gr_svn7768_988"
><td id="988"><a href="#988">988</a></td></tr><tr id="gr_svn7768_989"
><td id="989"><a href="#989">989</a></td></tr><tr id="gr_svn7768_990"
><td id="990"><a href="#990">990</a></td></tr><tr id="gr_svn7768_991"
><td id="991"><a href="#991">991</a></td></tr><tr id="gr_svn7768_992"
><td id="992"><a href="#992">992</a></td></tr><tr id="gr_svn7768_993"
><td id="993"><a href="#993">993</a></td></tr><tr id="gr_svn7768_994"
><td id="994"><a href="#994">994</a></td></tr><tr id="gr_svn7768_995"
><td id="995"><a href="#995">995</a></td></tr><tr id="gr_svn7768_996"
><td id="996"><a href="#996">996</a></td></tr><tr id="gr_svn7768_997"
><td id="997"><a href="#997">997</a></td></tr><tr id="gr_svn7768_998"
><td id="998"><a href="#998">998</a></td></tr><tr id="gr_svn7768_999"
><td id="999"><a href="#999">999</a></td></tr><tr id="gr_svn7768_1000"
><td id="1000"><a href="#1000">1000</a></td></tr><tr id="gr_svn7768_1001"
><td id="1001"><a href="#1001">1001</a></td></tr><tr id="gr_svn7768_1002"
><td id="1002"><a href="#1002">1002</a></td></tr><tr id="gr_svn7768_1003"
><td id="1003"><a href="#1003">1003</a></td></tr><tr id="gr_svn7768_1004"
><td id="1004"><a href="#1004">1004</a></td></tr><tr id="gr_svn7768_1005"
><td id="1005"><a href="#1005">1005</a></td></tr><tr id="gr_svn7768_1006"
><td id="1006"><a href="#1006">1006</a></td></tr><tr id="gr_svn7768_1007"
><td id="1007"><a href="#1007">1007</a></td></tr><tr id="gr_svn7768_1008"
><td id="1008"><a href="#1008">1008</a></td></tr><tr id="gr_svn7768_1009"
><td id="1009"><a href="#1009">1009</a></td></tr><tr id="gr_svn7768_1010"
><td id="1010"><a href="#1010">1010</a></td></tr><tr id="gr_svn7768_1011"
><td id="1011"><a href="#1011">1011</a></td></tr><tr id="gr_svn7768_1012"
><td id="1012"><a href="#1012">1012</a></td></tr><tr id="gr_svn7768_1013"
><td id="1013"><a href="#1013">1013</a></td></tr><tr id="gr_svn7768_1014"
><td id="1014"><a href="#1014">1014</a></td></tr><tr id="gr_svn7768_1015"
><td id="1015"><a href="#1015">1015</a></td></tr><tr id="gr_svn7768_1016"
><td id="1016"><a href="#1016">1016</a></td></tr><tr id="gr_svn7768_1017"
><td id="1017"><a href="#1017">1017</a></td></tr><tr id="gr_svn7768_1018"
><td id="1018"><a href="#1018">1018</a></td></tr><tr id="gr_svn7768_1019"
><td id="1019"><a href="#1019">1019</a></td></tr><tr id="gr_svn7768_1020"
><td id="1020"><a href="#1020">1020</a></td></tr><tr id="gr_svn7768_1021"
><td id="1021"><a href="#1021">1021</a></td></tr><tr id="gr_svn7768_1022"
><td id="1022"><a href="#1022">1022</a></td></tr><tr id="gr_svn7768_1023"
><td id="1023"><a href="#1023">1023</a></td></tr><tr id="gr_svn7768_1024"
><td id="1024"><a href="#1024">1024</a></td></tr><tr id="gr_svn7768_1025"
><td id="1025"><a href="#1025">1025</a></td></tr><tr id="gr_svn7768_1026"
><td id="1026"><a href="#1026">1026</a></td></tr><tr id="gr_svn7768_1027"
><td id="1027"><a href="#1027">1027</a></td></tr><tr id="gr_svn7768_1028"
><td id="1028"><a href="#1028">1028</a></td></tr><tr id="gr_svn7768_1029"
><td id="1029"><a href="#1029">1029</a></td></tr><tr id="gr_svn7768_1030"
><td id="1030"><a href="#1030">1030</a></td></tr><tr id="gr_svn7768_1031"
><td id="1031"><a href="#1031">1031</a></td></tr><tr id="gr_svn7768_1032"
><td id="1032"><a href="#1032">1032</a></td></tr><tr id="gr_svn7768_1033"
><td id="1033"><a href="#1033">1033</a></td></tr><tr id="gr_svn7768_1034"
><td id="1034"><a href="#1034">1034</a></td></tr><tr id="gr_svn7768_1035"
><td id="1035"><a href="#1035">1035</a></td></tr><tr id="gr_svn7768_1036"
><td id="1036"><a href="#1036">1036</a></td></tr><tr id="gr_svn7768_1037"
><td id="1037"><a href="#1037">1037</a></td></tr><tr id="gr_svn7768_1038"
><td id="1038"><a href="#1038">1038</a></td></tr><tr id="gr_svn7768_1039"
><td id="1039"><a href="#1039">1039</a></td></tr><tr id="gr_svn7768_1040"
><td id="1040"><a href="#1040">1040</a></td></tr><tr id="gr_svn7768_1041"
><td id="1041"><a href="#1041">1041</a></td></tr><tr id="gr_svn7768_1042"
><td id="1042"><a href="#1042">1042</a></td></tr><tr id="gr_svn7768_1043"
><td id="1043"><a href="#1043">1043</a></td></tr><tr id="gr_svn7768_1044"
><td id="1044"><a href="#1044">1044</a></td></tr><tr id="gr_svn7768_1045"
><td id="1045"><a href="#1045">1045</a></td></tr><tr id="gr_svn7768_1046"
><td id="1046"><a href="#1046">1046</a></td></tr><tr id="gr_svn7768_1047"
><td id="1047"><a href="#1047">1047</a></td></tr><tr id="gr_svn7768_1048"
><td id="1048"><a href="#1048">1048</a></td></tr><tr id="gr_svn7768_1049"
><td id="1049"><a href="#1049">1049</a></td></tr><tr id="gr_svn7768_1050"
><td id="1050"><a href="#1050">1050</a></td></tr><tr id="gr_svn7768_1051"
><td id="1051"><a href="#1051">1051</a></td></tr><tr id="gr_svn7768_1052"
><td id="1052"><a href="#1052">1052</a></td></tr><tr id="gr_svn7768_1053"
><td id="1053"><a href="#1053">1053</a></td></tr><tr id="gr_svn7768_1054"
><td id="1054"><a href="#1054">1054</a></td></tr><tr id="gr_svn7768_1055"
><td id="1055"><a href="#1055">1055</a></td></tr><tr id="gr_svn7768_1056"
><td id="1056"><a href="#1056">1056</a></td></tr><tr id="gr_svn7768_1057"
><td id="1057"><a href="#1057">1057</a></td></tr><tr id="gr_svn7768_1058"
><td id="1058"><a href="#1058">1058</a></td></tr><tr id="gr_svn7768_1059"
><td id="1059"><a href="#1059">1059</a></td></tr><tr id="gr_svn7768_1060"
><td id="1060"><a href="#1060">1060</a></td></tr><tr id="gr_svn7768_1061"
><td id="1061"><a href="#1061">1061</a></td></tr><tr id="gr_svn7768_1062"
><td id="1062"><a href="#1062">1062</a></td></tr><tr id="gr_svn7768_1063"
><td id="1063"><a href="#1063">1063</a></td></tr><tr id="gr_svn7768_1064"
><td id="1064"><a href="#1064">1064</a></td></tr><tr id="gr_svn7768_1065"
><td id="1065"><a href="#1065">1065</a></td></tr><tr id="gr_svn7768_1066"
><td id="1066"><a href="#1066">1066</a></td></tr><tr id="gr_svn7768_1067"
><td id="1067"><a href="#1067">1067</a></td></tr><tr id="gr_svn7768_1068"
><td id="1068"><a href="#1068">1068</a></td></tr><tr id="gr_svn7768_1069"
><td id="1069"><a href="#1069">1069</a></td></tr><tr id="gr_svn7768_1070"
><td id="1070"><a href="#1070">1070</a></td></tr><tr id="gr_svn7768_1071"
><td id="1071"><a href="#1071">1071</a></td></tr><tr id="gr_svn7768_1072"
><td id="1072"><a href="#1072">1072</a></td></tr><tr id="gr_svn7768_1073"
><td id="1073"><a href="#1073">1073</a></td></tr><tr id="gr_svn7768_1074"
><td id="1074"><a href="#1074">1074</a></td></tr><tr id="gr_svn7768_1075"
><td id="1075"><a href="#1075">1075</a></td></tr><tr id="gr_svn7768_1076"
><td id="1076"><a href="#1076">1076</a></td></tr><tr id="gr_svn7768_1077"
><td id="1077"><a href="#1077">1077</a></td></tr><tr id="gr_svn7768_1078"
><td id="1078"><a href="#1078">1078</a></td></tr><tr id="gr_svn7768_1079"
><td id="1079"><a href="#1079">1079</a></td></tr><tr id="gr_svn7768_1080"
><td id="1080"><a href="#1080">1080</a></td></tr><tr id="gr_svn7768_1081"
><td id="1081"><a href="#1081">1081</a></td></tr><tr id="gr_svn7768_1082"
><td id="1082"><a href="#1082">1082</a></td></tr><tr id="gr_svn7768_1083"
><td id="1083"><a href="#1083">1083</a></td></tr><tr id="gr_svn7768_1084"
><td id="1084"><a href="#1084">1084</a></td></tr><tr id="gr_svn7768_1085"
><td id="1085"><a href="#1085">1085</a></td></tr><tr id="gr_svn7768_1086"
><td id="1086"><a href="#1086">1086</a></td></tr><tr id="gr_svn7768_1087"
><td id="1087"><a href="#1087">1087</a></td></tr><tr id="gr_svn7768_1088"
><td id="1088"><a href="#1088">1088</a></td></tr><tr id="gr_svn7768_1089"
><td id="1089"><a href="#1089">1089</a></td></tr><tr id="gr_svn7768_1090"
><td id="1090"><a href="#1090">1090</a></td></tr><tr id="gr_svn7768_1091"
><td id="1091"><a href="#1091">1091</a></td></tr><tr id="gr_svn7768_1092"
><td id="1092"><a href="#1092">1092</a></td></tr><tr id="gr_svn7768_1093"
><td id="1093"><a href="#1093">1093</a></td></tr><tr id="gr_svn7768_1094"
><td id="1094"><a href="#1094">1094</a></td></tr><tr id="gr_svn7768_1095"
><td id="1095"><a href="#1095">1095</a></td></tr><tr id="gr_svn7768_1096"
><td id="1096"><a href="#1096">1096</a></td></tr><tr id="gr_svn7768_1097"
><td id="1097"><a href="#1097">1097</a></td></tr><tr id="gr_svn7768_1098"
><td id="1098"><a href="#1098">1098</a></td></tr><tr id="gr_svn7768_1099"
><td id="1099"><a href="#1099">1099</a></td></tr><tr id="gr_svn7768_1100"
><td id="1100"><a href="#1100">1100</a></td></tr><tr id="gr_svn7768_1101"
><td id="1101"><a href="#1101">1101</a></td></tr><tr id="gr_svn7768_1102"
><td id="1102"><a href="#1102">1102</a></td></tr><tr id="gr_svn7768_1103"
><td id="1103"><a href="#1103">1103</a></td></tr><tr id="gr_svn7768_1104"
><td id="1104"><a href="#1104">1104</a></td></tr><tr id="gr_svn7768_1105"
><td id="1105"><a href="#1105">1105</a></td></tr><tr id="gr_svn7768_1106"
><td id="1106"><a href="#1106">1106</a></td></tr><tr id="gr_svn7768_1107"
><td id="1107"><a href="#1107">1107</a></td></tr><tr id="gr_svn7768_1108"
><td id="1108"><a href="#1108">1108</a></td></tr><tr id="gr_svn7768_1109"
><td id="1109"><a href="#1109">1109</a></td></tr><tr id="gr_svn7768_1110"
><td id="1110"><a href="#1110">1110</a></td></tr><tr id="gr_svn7768_1111"
><td id="1111"><a href="#1111">1111</a></td></tr><tr id="gr_svn7768_1112"
><td id="1112"><a href="#1112">1112</a></td></tr><tr id="gr_svn7768_1113"
><td id="1113"><a href="#1113">1113</a></td></tr><tr id="gr_svn7768_1114"
><td id="1114"><a href="#1114">1114</a></td></tr><tr id="gr_svn7768_1115"
><td id="1115"><a href="#1115">1115</a></td></tr><tr id="gr_svn7768_1116"
><td id="1116"><a href="#1116">1116</a></td></tr><tr id="gr_svn7768_1117"
><td id="1117"><a href="#1117">1117</a></td></tr><tr id="gr_svn7768_1118"
><td id="1118"><a href="#1118">1118</a></td></tr><tr id="gr_svn7768_1119"
><td id="1119"><a href="#1119">1119</a></td></tr><tr id="gr_svn7768_1120"
><td id="1120"><a href="#1120">1120</a></td></tr><tr id="gr_svn7768_1121"
><td id="1121"><a href="#1121">1121</a></td></tr><tr id="gr_svn7768_1122"
><td id="1122"><a href="#1122">1122</a></td></tr><tr id="gr_svn7768_1123"
><td id="1123"><a href="#1123">1123</a></td></tr><tr id="gr_svn7768_1124"
><td id="1124"><a href="#1124">1124</a></td></tr><tr id="gr_svn7768_1125"
><td id="1125"><a href="#1125">1125</a></td></tr><tr id="gr_svn7768_1126"
><td id="1126"><a href="#1126">1126</a></td></tr><tr id="gr_svn7768_1127"
><td id="1127"><a href="#1127">1127</a></td></tr><tr id="gr_svn7768_1128"
><td id="1128"><a href="#1128">1128</a></td></tr><tr id="gr_svn7768_1129"
><td id="1129"><a href="#1129">1129</a></td></tr><tr id="gr_svn7768_1130"
><td id="1130"><a href="#1130">1130</a></td></tr><tr id="gr_svn7768_1131"
><td id="1131"><a href="#1131">1131</a></td></tr><tr id="gr_svn7768_1132"
><td id="1132"><a href="#1132">1132</a></td></tr><tr id="gr_svn7768_1133"
><td id="1133"><a href="#1133">1133</a></td></tr><tr id="gr_svn7768_1134"
><td id="1134"><a href="#1134">1134</a></td></tr><tr id="gr_svn7768_1135"
><td id="1135"><a href="#1135">1135</a></td></tr><tr id="gr_svn7768_1136"
><td id="1136"><a href="#1136">1136</a></td></tr><tr id="gr_svn7768_1137"
><td id="1137"><a href="#1137">1137</a></td></tr><tr id="gr_svn7768_1138"
><td id="1138"><a href="#1138">1138</a></td></tr><tr id="gr_svn7768_1139"
><td id="1139"><a href="#1139">1139</a></td></tr><tr id="gr_svn7768_1140"
><td id="1140"><a href="#1140">1140</a></td></tr><tr id="gr_svn7768_1141"
><td id="1141"><a href="#1141">1141</a></td></tr><tr id="gr_svn7768_1142"
><td id="1142"><a href="#1142">1142</a></td></tr><tr id="gr_svn7768_1143"
><td id="1143"><a href="#1143">1143</a></td></tr><tr id="gr_svn7768_1144"
><td id="1144"><a href="#1144">1144</a></td></tr><tr id="gr_svn7768_1145"
><td id="1145"><a href="#1145">1145</a></td></tr><tr id="gr_svn7768_1146"
><td id="1146"><a href="#1146">1146</a></td></tr><tr id="gr_svn7768_1147"
><td id="1147"><a href="#1147">1147</a></td></tr><tr id="gr_svn7768_1148"
><td id="1148"><a href="#1148">1148</a></td></tr><tr id="gr_svn7768_1149"
><td id="1149"><a href="#1149">1149</a></td></tr><tr id="gr_svn7768_1150"
><td id="1150"><a href="#1150">1150</a></td></tr><tr id="gr_svn7768_1151"
><td id="1151"><a href="#1151">1151</a></td></tr><tr id="gr_svn7768_1152"
><td id="1152"><a href="#1152">1152</a></td></tr><tr id="gr_svn7768_1153"
><td id="1153"><a href="#1153">1153</a></td></tr><tr id="gr_svn7768_1154"
><td id="1154"><a href="#1154">1154</a></td></tr><tr id="gr_svn7768_1155"
><td id="1155"><a href="#1155">1155</a></td></tr><tr id="gr_svn7768_1156"
><td id="1156"><a href="#1156">1156</a></td></tr><tr id="gr_svn7768_1157"
><td id="1157"><a href="#1157">1157</a></td></tr><tr id="gr_svn7768_1158"
><td id="1158"><a href="#1158">1158</a></td></tr><tr id="gr_svn7768_1159"
><td id="1159"><a href="#1159">1159</a></td></tr><tr id="gr_svn7768_1160"
><td id="1160"><a href="#1160">1160</a></td></tr><tr id="gr_svn7768_1161"
><td id="1161"><a href="#1161">1161</a></td></tr><tr id="gr_svn7768_1162"
><td id="1162"><a href="#1162">1162</a></td></tr><tr id="gr_svn7768_1163"
><td id="1163"><a href="#1163">1163</a></td></tr><tr id="gr_svn7768_1164"
><td id="1164"><a href="#1164">1164</a></td></tr><tr id="gr_svn7768_1165"
><td id="1165"><a href="#1165">1165</a></td></tr><tr id="gr_svn7768_1166"
><td id="1166"><a href="#1166">1166</a></td></tr><tr id="gr_svn7768_1167"
><td id="1167"><a href="#1167">1167</a></td></tr><tr id="gr_svn7768_1168"
><td id="1168"><a href="#1168">1168</a></td></tr><tr id="gr_svn7768_1169"
><td id="1169"><a href="#1169">1169</a></td></tr><tr id="gr_svn7768_1170"
><td id="1170"><a href="#1170">1170</a></td></tr><tr id="gr_svn7768_1171"
><td id="1171"><a href="#1171">1171</a></td></tr><tr id="gr_svn7768_1172"
><td id="1172"><a href="#1172">1172</a></td></tr><tr id="gr_svn7768_1173"
><td id="1173"><a href="#1173">1173</a></td></tr><tr id="gr_svn7768_1174"
><td id="1174"><a href="#1174">1174</a></td></tr><tr id="gr_svn7768_1175"
><td id="1175"><a href="#1175">1175</a></td></tr><tr id="gr_svn7768_1176"
><td id="1176"><a href="#1176">1176</a></td></tr><tr id="gr_svn7768_1177"
><td id="1177"><a href="#1177">1177</a></td></tr><tr id="gr_svn7768_1178"
><td id="1178"><a href="#1178">1178</a></td></tr><tr id="gr_svn7768_1179"
><td id="1179"><a href="#1179">1179</a></td></tr><tr id="gr_svn7768_1180"
><td id="1180"><a href="#1180">1180</a></td></tr><tr id="gr_svn7768_1181"
><td id="1181"><a href="#1181">1181</a></td></tr><tr id="gr_svn7768_1182"
><td id="1182"><a href="#1182">1182</a></td></tr><tr id="gr_svn7768_1183"
><td id="1183"><a href="#1183">1183</a></td></tr><tr id="gr_svn7768_1184"
><td id="1184"><a href="#1184">1184</a></td></tr><tr id="gr_svn7768_1185"
><td id="1185"><a href="#1185">1185</a></td></tr><tr id="gr_svn7768_1186"
><td id="1186"><a href="#1186">1186</a></td></tr><tr id="gr_svn7768_1187"
><td id="1187"><a href="#1187">1187</a></td></tr><tr id="gr_svn7768_1188"
><td id="1188"><a href="#1188">1188</a></td></tr><tr id="gr_svn7768_1189"
><td id="1189"><a href="#1189">1189</a></td></tr><tr id="gr_svn7768_1190"
><td id="1190"><a href="#1190">1190</a></td></tr><tr id="gr_svn7768_1191"
><td id="1191"><a href="#1191">1191</a></td></tr><tr id="gr_svn7768_1192"
><td id="1192"><a href="#1192">1192</a></td></tr><tr id="gr_svn7768_1193"
><td id="1193"><a href="#1193">1193</a></td></tr><tr id="gr_svn7768_1194"
><td id="1194"><a href="#1194">1194</a></td></tr><tr id="gr_svn7768_1195"
><td id="1195"><a href="#1195">1195</a></td></tr><tr id="gr_svn7768_1196"
><td id="1196"><a href="#1196">1196</a></td></tr><tr id="gr_svn7768_1197"
><td id="1197"><a href="#1197">1197</a></td></tr><tr id="gr_svn7768_1198"
><td id="1198"><a href="#1198">1198</a></td></tr><tr id="gr_svn7768_1199"
><td id="1199"><a href="#1199">1199</a></td></tr><tr id="gr_svn7768_1200"
><td id="1200"><a href="#1200">1200</a></td></tr><tr id="gr_svn7768_1201"
><td id="1201"><a href="#1201">1201</a></td></tr><tr id="gr_svn7768_1202"
><td id="1202"><a href="#1202">1202</a></td></tr><tr id="gr_svn7768_1203"
><td id="1203"><a href="#1203">1203</a></td></tr><tr id="gr_svn7768_1204"
><td id="1204"><a href="#1204">1204</a></td></tr><tr id="gr_svn7768_1205"
><td id="1205"><a href="#1205">1205</a></td></tr><tr id="gr_svn7768_1206"
><td id="1206"><a href="#1206">1206</a></td></tr><tr id="gr_svn7768_1207"
><td id="1207"><a href="#1207">1207</a></td></tr><tr id="gr_svn7768_1208"
><td id="1208"><a href="#1208">1208</a></td></tr><tr id="gr_svn7768_1209"
><td id="1209"><a href="#1209">1209</a></td></tr><tr id="gr_svn7768_1210"
><td id="1210"><a href="#1210">1210</a></td></tr><tr id="gr_svn7768_1211"
><td id="1211"><a href="#1211">1211</a></td></tr><tr id="gr_svn7768_1212"
><td id="1212"><a href="#1212">1212</a></td></tr><tr id="gr_svn7768_1213"
><td id="1213"><a href="#1213">1213</a></td></tr><tr id="gr_svn7768_1214"
><td id="1214"><a href="#1214">1214</a></td></tr><tr id="gr_svn7768_1215"
><td id="1215"><a href="#1215">1215</a></td></tr><tr id="gr_svn7768_1216"
><td id="1216"><a href="#1216">1216</a></td></tr><tr id="gr_svn7768_1217"
><td id="1217"><a href="#1217">1217</a></td></tr><tr id="gr_svn7768_1218"
><td id="1218"><a href="#1218">1218</a></td></tr><tr id="gr_svn7768_1219"
><td id="1219"><a href="#1219">1219</a></td></tr><tr id="gr_svn7768_1220"
><td id="1220"><a href="#1220">1220</a></td></tr><tr id="gr_svn7768_1221"
><td id="1221"><a href="#1221">1221</a></td></tr><tr id="gr_svn7768_1222"
><td id="1222"><a href="#1222">1222</a></td></tr><tr id="gr_svn7768_1223"
><td id="1223"><a href="#1223">1223</a></td></tr><tr id="gr_svn7768_1224"
><td id="1224"><a href="#1224">1224</a></td></tr><tr id="gr_svn7768_1225"
><td id="1225"><a href="#1225">1225</a></td></tr><tr id="gr_svn7768_1226"
><td id="1226"><a href="#1226">1226</a></td></tr><tr id="gr_svn7768_1227"
><td id="1227"><a href="#1227">1227</a></td></tr><tr id="gr_svn7768_1228"
><td id="1228"><a href="#1228">1228</a></td></tr><tr id="gr_svn7768_1229"
><td id="1229"><a href="#1229">1229</a></td></tr><tr id="gr_svn7768_1230"
><td id="1230"><a href="#1230">1230</a></td></tr><tr id="gr_svn7768_1231"
><td id="1231"><a href="#1231">1231</a></td></tr><tr id="gr_svn7768_1232"
><td id="1232"><a href="#1232">1232</a></td></tr><tr id="gr_svn7768_1233"
><td id="1233"><a href="#1233">1233</a></td></tr><tr id="gr_svn7768_1234"
><td id="1234"><a href="#1234">1234</a></td></tr><tr id="gr_svn7768_1235"
><td id="1235"><a href="#1235">1235</a></td></tr><tr id="gr_svn7768_1236"
><td id="1236"><a href="#1236">1236</a></td></tr><tr id="gr_svn7768_1237"
><td id="1237"><a href="#1237">1237</a></td></tr><tr id="gr_svn7768_1238"
><td id="1238"><a href="#1238">1238</a></td></tr><tr id="gr_svn7768_1239"
><td id="1239"><a href="#1239">1239</a></td></tr><tr id="gr_svn7768_1240"
><td id="1240"><a href="#1240">1240</a></td></tr><tr id="gr_svn7768_1241"
><td id="1241"><a href="#1241">1241</a></td></tr><tr id="gr_svn7768_1242"
><td id="1242"><a href="#1242">1242</a></td></tr><tr id="gr_svn7768_1243"
><td id="1243"><a href="#1243">1243</a></td></tr><tr id="gr_svn7768_1244"
><td id="1244"><a href="#1244">1244</a></td></tr><tr id="gr_svn7768_1245"
><td id="1245"><a href="#1245">1245</a></td></tr><tr id="gr_svn7768_1246"
><td id="1246"><a href="#1246">1246</a></td></tr><tr id="gr_svn7768_1247"
><td id="1247"><a href="#1247">1247</a></td></tr><tr id="gr_svn7768_1248"
><td id="1248"><a href="#1248">1248</a></td></tr><tr id="gr_svn7768_1249"
><td id="1249"><a href="#1249">1249</a></td></tr><tr id="gr_svn7768_1250"
><td id="1250"><a href="#1250">1250</a></td></tr><tr id="gr_svn7768_1251"
><td id="1251"><a href="#1251">1251</a></td></tr><tr id="gr_svn7768_1252"
><td id="1252"><a href="#1252">1252</a></td></tr><tr id="gr_svn7768_1253"
><td id="1253"><a href="#1253">1253</a></td></tr><tr id="gr_svn7768_1254"
><td id="1254"><a href="#1254">1254</a></td></tr><tr id="gr_svn7768_1255"
><td id="1255"><a href="#1255">1255</a></td></tr><tr id="gr_svn7768_1256"
><td id="1256"><a href="#1256">1256</a></td></tr><tr id="gr_svn7768_1257"
><td id="1257"><a href="#1257">1257</a></td></tr><tr id="gr_svn7768_1258"
><td id="1258"><a href="#1258">1258</a></td></tr><tr id="gr_svn7768_1259"
><td id="1259"><a href="#1259">1259</a></td></tr><tr id="gr_svn7768_1260"
><td id="1260"><a href="#1260">1260</a></td></tr><tr id="gr_svn7768_1261"
><td id="1261"><a href="#1261">1261</a></td></tr><tr id="gr_svn7768_1262"
><td id="1262"><a href="#1262">1262</a></td></tr><tr id="gr_svn7768_1263"
><td id="1263"><a href="#1263">1263</a></td></tr><tr id="gr_svn7768_1264"
><td id="1264"><a href="#1264">1264</a></td></tr><tr id="gr_svn7768_1265"
><td id="1265"><a href="#1265">1265</a></td></tr><tr id="gr_svn7768_1266"
><td id="1266"><a href="#1266">1266</a></td></tr><tr id="gr_svn7768_1267"
><td id="1267"><a href="#1267">1267</a></td></tr><tr id="gr_svn7768_1268"
><td id="1268"><a href="#1268">1268</a></td></tr><tr id="gr_svn7768_1269"
><td id="1269"><a href="#1269">1269</a></td></tr><tr id="gr_svn7768_1270"
><td id="1270"><a href="#1270">1270</a></td></tr><tr id="gr_svn7768_1271"
><td id="1271"><a href="#1271">1271</a></td></tr><tr id="gr_svn7768_1272"
><td id="1272"><a href="#1272">1272</a></td></tr><tr id="gr_svn7768_1273"
><td id="1273"><a href="#1273">1273</a></td></tr><tr id="gr_svn7768_1274"
><td id="1274"><a href="#1274">1274</a></td></tr><tr id="gr_svn7768_1275"
><td id="1275"><a href="#1275">1275</a></td></tr><tr id="gr_svn7768_1276"
><td id="1276"><a href="#1276">1276</a></td></tr><tr id="gr_svn7768_1277"
><td id="1277"><a href="#1277">1277</a></td></tr><tr id="gr_svn7768_1278"
><td id="1278"><a href="#1278">1278</a></td></tr><tr id="gr_svn7768_1279"
><td id="1279"><a href="#1279">1279</a></td></tr><tr id="gr_svn7768_1280"
><td id="1280"><a href="#1280">1280</a></td></tr><tr id="gr_svn7768_1281"
><td id="1281"><a href="#1281">1281</a></td></tr><tr id="gr_svn7768_1282"
><td id="1282"><a href="#1282">1282</a></td></tr><tr id="gr_svn7768_1283"
><td id="1283"><a href="#1283">1283</a></td></tr><tr id="gr_svn7768_1284"
><td id="1284"><a href="#1284">1284</a></td></tr><tr id="gr_svn7768_1285"
><td id="1285"><a href="#1285">1285</a></td></tr><tr id="gr_svn7768_1286"
><td id="1286"><a href="#1286">1286</a></td></tr><tr id="gr_svn7768_1287"
><td id="1287"><a href="#1287">1287</a></td></tr><tr id="gr_svn7768_1288"
><td id="1288"><a href="#1288">1288</a></td></tr><tr id="gr_svn7768_1289"
><td id="1289"><a href="#1289">1289</a></td></tr><tr id="gr_svn7768_1290"
><td id="1290"><a href="#1290">1290</a></td></tr><tr id="gr_svn7768_1291"
><td id="1291"><a href="#1291">1291</a></td></tr><tr id="gr_svn7768_1292"
><td id="1292"><a href="#1292">1292</a></td></tr><tr id="gr_svn7768_1293"
><td id="1293"><a href="#1293">1293</a></td></tr><tr id="gr_svn7768_1294"
><td id="1294"><a href="#1294">1294</a></td></tr><tr id="gr_svn7768_1295"
><td id="1295"><a href="#1295">1295</a></td></tr><tr id="gr_svn7768_1296"
><td id="1296"><a href="#1296">1296</a></td></tr><tr id="gr_svn7768_1297"
><td id="1297"><a href="#1297">1297</a></td></tr><tr id="gr_svn7768_1298"
><td id="1298"><a href="#1298">1298</a></td></tr><tr id="gr_svn7768_1299"
><td id="1299"><a href="#1299">1299</a></td></tr><tr id="gr_svn7768_1300"
><td id="1300"><a href="#1300">1300</a></td></tr><tr id="gr_svn7768_1301"
><td id="1301"><a href="#1301">1301</a></td></tr><tr id="gr_svn7768_1302"
><td id="1302"><a href="#1302">1302</a></td></tr><tr id="gr_svn7768_1303"
><td id="1303"><a href="#1303">1303</a></td></tr><tr id="gr_svn7768_1304"
><td id="1304"><a href="#1304">1304</a></td></tr><tr id="gr_svn7768_1305"
><td id="1305"><a href="#1305">1305</a></td></tr><tr id="gr_svn7768_1306"
><td id="1306"><a href="#1306">1306</a></td></tr><tr id="gr_svn7768_1307"
><td id="1307"><a href="#1307">1307</a></td></tr><tr id="gr_svn7768_1308"
><td id="1308"><a href="#1308">1308</a></td></tr><tr id="gr_svn7768_1309"
><td id="1309"><a href="#1309">1309</a></td></tr><tr id="gr_svn7768_1310"
><td id="1310"><a href="#1310">1310</a></td></tr><tr id="gr_svn7768_1311"
><td id="1311"><a href="#1311">1311</a></td></tr><tr id="gr_svn7768_1312"
><td id="1312"><a href="#1312">1312</a></td></tr><tr id="gr_svn7768_1313"
><td id="1313"><a href="#1313">1313</a></td></tr><tr id="gr_svn7768_1314"
><td id="1314"><a href="#1314">1314</a></td></tr><tr id="gr_svn7768_1315"
><td id="1315"><a href="#1315">1315</a></td></tr><tr id="gr_svn7768_1316"
><td id="1316"><a href="#1316">1316</a></td></tr><tr id="gr_svn7768_1317"
><td id="1317"><a href="#1317">1317</a></td></tr><tr id="gr_svn7768_1318"
><td id="1318"><a href="#1318">1318</a></td></tr><tr id="gr_svn7768_1319"
><td id="1319"><a href="#1319">1319</a></td></tr><tr id="gr_svn7768_1320"
><td id="1320"><a href="#1320">1320</a></td></tr><tr id="gr_svn7768_1321"
><td id="1321"><a href="#1321">1321</a></td></tr><tr id="gr_svn7768_1322"
><td id="1322"><a href="#1322">1322</a></td></tr><tr id="gr_svn7768_1323"
><td id="1323"><a href="#1323">1323</a></td></tr><tr id="gr_svn7768_1324"
><td id="1324"><a href="#1324">1324</a></td></tr><tr id="gr_svn7768_1325"
><td id="1325"><a href="#1325">1325</a></td></tr><tr id="gr_svn7768_1326"
><td id="1326"><a href="#1326">1326</a></td></tr><tr id="gr_svn7768_1327"
><td id="1327"><a href="#1327">1327</a></td></tr><tr id="gr_svn7768_1328"
><td id="1328"><a href="#1328">1328</a></td></tr><tr id="gr_svn7768_1329"
><td id="1329"><a href="#1329">1329</a></td></tr><tr id="gr_svn7768_1330"
><td id="1330"><a href="#1330">1330</a></td></tr><tr id="gr_svn7768_1331"
><td id="1331"><a href="#1331">1331</a></td></tr><tr id="gr_svn7768_1332"
><td id="1332"><a href="#1332">1332</a></td></tr><tr id="gr_svn7768_1333"
><td id="1333"><a href="#1333">1333</a></td></tr><tr id="gr_svn7768_1334"
><td id="1334"><a href="#1334">1334</a></td></tr><tr id="gr_svn7768_1335"
><td id="1335"><a href="#1335">1335</a></td></tr><tr id="gr_svn7768_1336"
><td id="1336"><a href="#1336">1336</a></td></tr><tr id="gr_svn7768_1337"
><td id="1337"><a href="#1337">1337</a></td></tr><tr id="gr_svn7768_1338"
><td id="1338"><a href="#1338">1338</a></td></tr><tr id="gr_svn7768_1339"
><td id="1339"><a href="#1339">1339</a></td></tr><tr id="gr_svn7768_1340"
><td id="1340"><a href="#1340">1340</a></td></tr><tr id="gr_svn7768_1341"
><td id="1341"><a href="#1341">1341</a></td></tr><tr id="gr_svn7768_1342"
><td id="1342"><a href="#1342">1342</a></td></tr><tr id="gr_svn7768_1343"
><td id="1343"><a href="#1343">1343</a></td></tr><tr id="gr_svn7768_1344"
><td id="1344"><a href="#1344">1344</a></td></tr><tr id="gr_svn7768_1345"
><td id="1345"><a href="#1345">1345</a></td></tr><tr id="gr_svn7768_1346"
><td id="1346"><a href="#1346">1346</a></td></tr><tr id="gr_svn7768_1347"
><td id="1347"><a href="#1347">1347</a></td></tr><tr id="gr_svn7768_1348"
><td id="1348"><a href="#1348">1348</a></td></tr><tr id="gr_svn7768_1349"
><td id="1349"><a href="#1349">1349</a></td></tr><tr id="gr_svn7768_1350"
><td id="1350"><a href="#1350">1350</a></td></tr><tr id="gr_svn7768_1351"
><td id="1351"><a href="#1351">1351</a></td></tr><tr id="gr_svn7768_1352"
><td id="1352"><a href="#1352">1352</a></td></tr><tr id="gr_svn7768_1353"
><td id="1353"><a href="#1353">1353</a></td></tr><tr id="gr_svn7768_1354"
><td id="1354"><a href="#1354">1354</a></td></tr><tr id="gr_svn7768_1355"
><td id="1355"><a href="#1355">1355</a></td></tr><tr id="gr_svn7768_1356"
><td id="1356"><a href="#1356">1356</a></td></tr><tr id="gr_svn7768_1357"
><td id="1357"><a href="#1357">1357</a></td></tr><tr id="gr_svn7768_1358"
><td id="1358"><a href="#1358">1358</a></td></tr><tr id="gr_svn7768_1359"
><td id="1359"><a href="#1359">1359</a></td></tr><tr id="gr_svn7768_1360"
><td id="1360"><a href="#1360">1360</a></td></tr><tr id="gr_svn7768_1361"
><td id="1361"><a href="#1361">1361</a></td></tr><tr id="gr_svn7768_1362"
><td id="1362"><a href="#1362">1362</a></td></tr><tr id="gr_svn7768_1363"
><td id="1363"><a href="#1363">1363</a></td></tr><tr id="gr_svn7768_1364"
><td id="1364"><a href="#1364">1364</a></td></tr><tr id="gr_svn7768_1365"
><td id="1365"><a href="#1365">1365</a></td></tr><tr id="gr_svn7768_1366"
><td id="1366"><a href="#1366">1366</a></td></tr><tr id="gr_svn7768_1367"
><td id="1367"><a href="#1367">1367</a></td></tr><tr id="gr_svn7768_1368"
><td id="1368"><a href="#1368">1368</a></td></tr><tr id="gr_svn7768_1369"
><td id="1369"><a href="#1369">1369</a></td></tr><tr id="gr_svn7768_1370"
><td id="1370"><a href="#1370">1370</a></td></tr><tr id="gr_svn7768_1371"
><td id="1371"><a href="#1371">1371</a></td></tr><tr id="gr_svn7768_1372"
><td id="1372"><a href="#1372">1372</a></td></tr><tr id="gr_svn7768_1373"
><td id="1373"><a href="#1373">1373</a></td></tr><tr id="gr_svn7768_1374"
><td id="1374"><a href="#1374">1374</a></td></tr><tr id="gr_svn7768_1375"
><td id="1375"><a href="#1375">1375</a></td></tr><tr id="gr_svn7768_1376"
><td id="1376"><a href="#1376">1376</a></td></tr><tr id="gr_svn7768_1377"
><td id="1377"><a href="#1377">1377</a></td></tr><tr id="gr_svn7768_1378"
><td id="1378"><a href="#1378">1378</a></td></tr><tr id="gr_svn7768_1379"
><td id="1379"><a href="#1379">1379</a></td></tr><tr id="gr_svn7768_1380"
><td id="1380"><a href="#1380">1380</a></td></tr><tr id="gr_svn7768_1381"
><td id="1381"><a href="#1381">1381</a></td></tr><tr id="gr_svn7768_1382"
><td id="1382"><a href="#1382">1382</a></td></tr><tr id="gr_svn7768_1383"
><td id="1383"><a href="#1383">1383</a></td></tr><tr id="gr_svn7768_1384"
><td id="1384"><a href="#1384">1384</a></td></tr><tr id="gr_svn7768_1385"
><td id="1385"><a href="#1385">1385</a></td></tr><tr id="gr_svn7768_1386"
><td id="1386"><a href="#1386">1386</a></td></tr><tr id="gr_svn7768_1387"
><td id="1387"><a href="#1387">1387</a></td></tr><tr id="gr_svn7768_1388"
><td id="1388"><a href="#1388">1388</a></td></tr><tr id="gr_svn7768_1389"
><td id="1389"><a href="#1389">1389</a></td></tr><tr id="gr_svn7768_1390"
><td id="1390"><a href="#1390">1390</a></td></tr><tr id="gr_svn7768_1391"
><td id="1391"><a href="#1391">1391</a></td></tr><tr id="gr_svn7768_1392"
><td id="1392"><a href="#1392">1392</a></td></tr><tr id="gr_svn7768_1393"
><td id="1393"><a href="#1393">1393</a></td></tr><tr id="gr_svn7768_1394"
><td id="1394"><a href="#1394">1394</a></td></tr><tr id="gr_svn7768_1395"
><td id="1395"><a href="#1395">1395</a></td></tr><tr id="gr_svn7768_1396"
><td id="1396"><a href="#1396">1396</a></td></tr><tr id="gr_svn7768_1397"
><td id="1397"><a href="#1397">1397</a></td></tr><tr id="gr_svn7768_1398"
><td id="1398"><a href="#1398">1398</a></td></tr><tr id="gr_svn7768_1399"
><td id="1399"><a href="#1399">1399</a></td></tr><tr id="gr_svn7768_1400"
><td id="1400"><a href="#1400">1400</a></td></tr><tr id="gr_svn7768_1401"
><td id="1401"><a href="#1401">1401</a></td></tr><tr id="gr_svn7768_1402"
><td id="1402"><a href="#1402">1402</a></td></tr><tr id="gr_svn7768_1403"
><td id="1403"><a href="#1403">1403</a></td></tr><tr id="gr_svn7768_1404"
><td id="1404"><a href="#1404">1404</a></td></tr><tr id="gr_svn7768_1405"
><td id="1405"><a href="#1405">1405</a></td></tr><tr id="gr_svn7768_1406"
><td id="1406"><a href="#1406">1406</a></td></tr><tr id="gr_svn7768_1407"
><td id="1407"><a href="#1407">1407</a></td></tr><tr id="gr_svn7768_1408"
><td id="1408"><a href="#1408">1408</a></td></tr><tr id="gr_svn7768_1409"
><td id="1409"><a href="#1409">1409</a></td></tr><tr id="gr_svn7768_1410"
><td id="1410"><a href="#1410">1410</a></td></tr><tr id="gr_svn7768_1411"
><td id="1411"><a href="#1411">1411</a></td></tr><tr id="gr_svn7768_1412"
><td id="1412"><a href="#1412">1412</a></td></tr><tr id="gr_svn7768_1413"
><td id="1413"><a href="#1413">1413</a></td></tr><tr id="gr_svn7768_1414"
><td id="1414"><a href="#1414">1414</a></td></tr><tr id="gr_svn7768_1415"
><td id="1415"><a href="#1415">1415</a></td></tr><tr id="gr_svn7768_1416"
><td id="1416"><a href="#1416">1416</a></td></tr><tr id="gr_svn7768_1417"
><td id="1417"><a href="#1417">1417</a></td></tr><tr id="gr_svn7768_1418"
><td id="1418"><a href="#1418">1418</a></td></tr><tr id="gr_svn7768_1419"
><td id="1419"><a href="#1419">1419</a></td></tr><tr id="gr_svn7768_1420"
><td id="1420"><a href="#1420">1420</a></td></tr><tr id="gr_svn7768_1421"
><td id="1421"><a href="#1421">1421</a></td></tr><tr id="gr_svn7768_1422"
><td id="1422"><a href="#1422">1422</a></td></tr><tr id="gr_svn7768_1423"
><td id="1423"><a href="#1423">1423</a></td></tr><tr id="gr_svn7768_1424"
><td id="1424"><a href="#1424">1424</a></td></tr><tr id="gr_svn7768_1425"
><td id="1425"><a href="#1425">1425</a></td></tr><tr id="gr_svn7768_1426"
><td id="1426"><a href="#1426">1426</a></td></tr><tr id="gr_svn7768_1427"
><td id="1427"><a href="#1427">1427</a></td></tr><tr id="gr_svn7768_1428"
><td id="1428"><a href="#1428">1428</a></td></tr><tr id="gr_svn7768_1429"
><td id="1429"><a href="#1429">1429</a></td></tr><tr id="gr_svn7768_1430"
><td id="1430"><a href="#1430">1430</a></td></tr><tr id="gr_svn7768_1431"
><td id="1431"><a href="#1431">1431</a></td></tr><tr id="gr_svn7768_1432"
><td id="1432"><a href="#1432">1432</a></td></tr><tr id="gr_svn7768_1433"
><td id="1433"><a href="#1433">1433</a></td></tr><tr id="gr_svn7768_1434"
><td id="1434"><a href="#1434">1434</a></td></tr><tr id="gr_svn7768_1435"
><td id="1435"><a href="#1435">1435</a></td></tr><tr id="gr_svn7768_1436"
><td id="1436"><a href="#1436">1436</a></td></tr><tr id="gr_svn7768_1437"
><td id="1437"><a href="#1437">1437</a></td></tr><tr id="gr_svn7768_1438"
><td id="1438"><a href="#1438">1438</a></td></tr><tr id="gr_svn7768_1439"
><td id="1439"><a href="#1439">1439</a></td></tr><tr id="gr_svn7768_1440"
><td id="1440"><a href="#1440">1440</a></td></tr><tr id="gr_svn7768_1441"
><td id="1441"><a href="#1441">1441</a></td></tr><tr id="gr_svn7768_1442"
><td id="1442"><a href="#1442">1442</a></td></tr><tr id="gr_svn7768_1443"
><td id="1443"><a href="#1443">1443</a></td></tr><tr id="gr_svn7768_1444"
><td id="1444"><a href="#1444">1444</a></td></tr><tr id="gr_svn7768_1445"
><td id="1445"><a href="#1445">1445</a></td></tr><tr id="gr_svn7768_1446"
><td id="1446"><a href="#1446">1446</a></td></tr><tr id="gr_svn7768_1447"
><td id="1447"><a href="#1447">1447</a></td></tr><tr id="gr_svn7768_1448"
><td id="1448"><a href="#1448">1448</a></td></tr><tr id="gr_svn7768_1449"
><td id="1449"><a href="#1449">1449</a></td></tr><tr id="gr_svn7768_1450"
><td id="1450"><a href="#1450">1450</a></td></tr><tr id="gr_svn7768_1451"
><td id="1451"><a href="#1451">1451</a></td></tr><tr id="gr_svn7768_1452"
><td id="1452"><a href="#1452">1452</a></td></tr><tr id="gr_svn7768_1453"
><td id="1453"><a href="#1453">1453</a></td></tr><tr id="gr_svn7768_1454"
><td id="1454"><a href="#1454">1454</a></td></tr><tr id="gr_svn7768_1455"
><td id="1455"><a href="#1455">1455</a></td></tr><tr id="gr_svn7768_1456"
><td id="1456"><a href="#1456">1456</a></td></tr><tr id="gr_svn7768_1457"
><td id="1457"><a href="#1457">1457</a></td></tr><tr id="gr_svn7768_1458"
><td id="1458"><a href="#1458">1458</a></td></tr><tr id="gr_svn7768_1459"
><td id="1459"><a href="#1459">1459</a></td></tr><tr id="gr_svn7768_1460"
><td id="1460"><a href="#1460">1460</a></td></tr><tr id="gr_svn7768_1461"
><td id="1461"><a href="#1461">1461</a></td></tr><tr id="gr_svn7768_1462"
><td id="1462"><a href="#1462">1462</a></td></tr><tr id="gr_svn7768_1463"
><td id="1463"><a href="#1463">1463</a></td></tr><tr id="gr_svn7768_1464"
><td id="1464"><a href="#1464">1464</a></td></tr><tr id="gr_svn7768_1465"
><td id="1465"><a href="#1465">1465</a></td></tr><tr id="gr_svn7768_1466"
><td id="1466"><a href="#1466">1466</a></td></tr><tr id="gr_svn7768_1467"
><td id="1467"><a href="#1467">1467</a></td></tr><tr id="gr_svn7768_1468"
><td id="1468"><a href="#1468">1468</a></td></tr><tr id="gr_svn7768_1469"
><td id="1469"><a href="#1469">1469</a></td></tr><tr id="gr_svn7768_1470"
><td id="1470"><a href="#1470">1470</a></td></tr><tr id="gr_svn7768_1471"
><td id="1471"><a href="#1471">1471</a></td></tr><tr id="gr_svn7768_1472"
><td id="1472"><a href="#1472">1472</a></td></tr><tr id="gr_svn7768_1473"
><td id="1473"><a href="#1473">1473</a></td></tr><tr id="gr_svn7768_1474"
><td id="1474"><a href="#1474">1474</a></td></tr><tr id="gr_svn7768_1475"
><td id="1475"><a href="#1475">1475</a></td></tr><tr id="gr_svn7768_1476"
><td id="1476"><a href="#1476">1476</a></td></tr><tr id="gr_svn7768_1477"
><td id="1477"><a href="#1477">1477</a></td></tr><tr id="gr_svn7768_1478"
><td id="1478"><a href="#1478">1478</a></td></tr><tr id="gr_svn7768_1479"
><td id="1479"><a href="#1479">1479</a></td></tr><tr id="gr_svn7768_1480"
><td id="1480"><a href="#1480">1480</a></td></tr><tr id="gr_svn7768_1481"
><td id="1481"><a href="#1481">1481</a></td></tr><tr id="gr_svn7768_1482"
><td id="1482"><a href="#1482">1482</a></td></tr><tr id="gr_svn7768_1483"
><td id="1483"><a href="#1483">1483</a></td></tr><tr id="gr_svn7768_1484"
><td id="1484"><a href="#1484">1484</a></td></tr><tr id="gr_svn7768_1485"
><td id="1485"><a href="#1485">1485</a></td></tr><tr id="gr_svn7768_1486"
><td id="1486"><a href="#1486">1486</a></td></tr><tr id="gr_svn7768_1487"
><td id="1487"><a href="#1487">1487</a></td></tr><tr id="gr_svn7768_1488"
><td id="1488"><a href="#1488">1488</a></td></tr><tr id="gr_svn7768_1489"
><td id="1489"><a href="#1489">1489</a></td></tr><tr id="gr_svn7768_1490"
><td id="1490"><a href="#1490">1490</a></td></tr><tr id="gr_svn7768_1491"
><td id="1491"><a href="#1491">1491</a></td></tr><tr id="gr_svn7768_1492"
><td id="1492"><a href="#1492">1492</a></td></tr><tr id="gr_svn7768_1493"
><td id="1493"><a href="#1493">1493</a></td></tr><tr id="gr_svn7768_1494"
><td id="1494"><a href="#1494">1494</a></td></tr><tr id="gr_svn7768_1495"
><td id="1495"><a href="#1495">1495</a></td></tr><tr id="gr_svn7768_1496"
><td id="1496"><a href="#1496">1496</a></td></tr><tr id="gr_svn7768_1497"
><td id="1497"><a href="#1497">1497</a></td></tr><tr id="gr_svn7768_1498"
><td id="1498"><a href="#1498">1498</a></td></tr><tr id="gr_svn7768_1499"
><td id="1499"><a href="#1499">1499</a></td></tr><tr id="gr_svn7768_1500"
><td id="1500"><a href="#1500">1500</a></td></tr><tr id="gr_svn7768_1501"
><td id="1501"><a href="#1501">1501</a></td></tr><tr id="gr_svn7768_1502"
><td id="1502"><a href="#1502">1502</a></td></tr><tr id="gr_svn7768_1503"
><td id="1503"><a href="#1503">1503</a></td></tr><tr id="gr_svn7768_1504"
><td id="1504"><a href="#1504">1504</a></td></tr><tr id="gr_svn7768_1505"
><td id="1505"><a href="#1505">1505</a></td></tr><tr id="gr_svn7768_1506"
><td id="1506"><a href="#1506">1506</a></td></tr><tr id="gr_svn7768_1507"
><td id="1507"><a href="#1507">1507</a></td></tr><tr id="gr_svn7768_1508"
><td id="1508"><a href="#1508">1508</a></td></tr><tr id="gr_svn7768_1509"
><td id="1509"><a href="#1509">1509</a></td></tr><tr id="gr_svn7768_1510"
><td id="1510"><a href="#1510">1510</a></td></tr><tr id="gr_svn7768_1511"
><td id="1511"><a href="#1511">1511</a></td></tr><tr id="gr_svn7768_1512"
><td id="1512"><a href="#1512">1512</a></td></tr><tr id="gr_svn7768_1513"
><td id="1513"><a href="#1513">1513</a></td></tr><tr id="gr_svn7768_1514"
><td id="1514"><a href="#1514">1514</a></td></tr><tr id="gr_svn7768_1515"
><td id="1515"><a href="#1515">1515</a></td></tr><tr id="gr_svn7768_1516"
><td id="1516"><a href="#1516">1516</a></td></tr><tr id="gr_svn7768_1517"
><td id="1517"><a href="#1517">1517</a></td></tr><tr id="gr_svn7768_1518"
><td id="1518"><a href="#1518">1518</a></td></tr><tr id="gr_svn7768_1519"
><td id="1519"><a href="#1519">1519</a></td></tr><tr id="gr_svn7768_1520"
><td id="1520"><a href="#1520">1520</a></td></tr><tr id="gr_svn7768_1521"
><td id="1521"><a href="#1521">1521</a></td></tr><tr id="gr_svn7768_1522"
><td id="1522"><a href="#1522">1522</a></td></tr><tr id="gr_svn7768_1523"
><td id="1523"><a href="#1523">1523</a></td></tr><tr id="gr_svn7768_1524"
><td id="1524"><a href="#1524">1524</a></td></tr><tr id="gr_svn7768_1525"
><td id="1525"><a href="#1525">1525</a></td></tr><tr id="gr_svn7768_1526"
><td id="1526"><a href="#1526">1526</a></td></tr><tr id="gr_svn7768_1527"
><td id="1527"><a href="#1527">1527</a></td></tr><tr id="gr_svn7768_1528"
><td id="1528"><a href="#1528">1528</a></td></tr><tr id="gr_svn7768_1529"
><td id="1529"><a href="#1529">1529</a></td></tr><tr id="gr_svn7768_1530"
><td id="1530"><a href="#1530">1530</a></td></tr><tr id="gr_svn7768_1531"
><td id="1531"><a href="#1531">1531</a></td></tr><tr id="gr_svn7768_1532"
><td id="1532"><a href="#1532">1532</a></td></tr><tr id="gr_svn7768_1533"
><td id="1533"><a href="#1533">1533</a></td></tr><tr id="gr_svn7768_1534"
><td id="1534"><a href="#1534">1534</a></td></tr><tr id="gr_svn7768_1535"
><td id="1535"><a href="#1535">1535</a></td></tr><tr id="gr_svn7768_1536"
><td id="1536"><a href="#1536">1536</a></td></tr><tr id="gr_svn7768_1537"
><td id="1537"><a href="#1537">1537</a></td></tr><tr id="gr_svn7768_1538"
><td id="1538"><a href="#1538">1538</a></td></tr><tr id="gr_svn7768_1539"
><td id="1539"><a href="#1539">1539</a></td></tr><tr id="gr_svn7768_1540"
><td id="1540"><a href="#1540">1540</a></td></tr><tr id="gr_svn7768_1541"
><td id="1541"><a href="#1541">1541</a></td></tr><tr id="gr_svn7768_1542"
><td id="1542"><a href="#1542">1542</a></td></tr><tr id="gr_svn7768_1543"
><td id="1543"><a href="#1543">1543</a></td></tr><tr id="gr_svn7768_1544"
><td id="1544"><a href="#1544">1544</a></td></tr><tr id="gr_svn7768_1545"
><td id="1545"><a href="#1545">1545</a></td></tr><tr id="gr_svn7768_1546"
><td id="1546"><a href="#1546">1546</a></td></tr><tr id="gr_svn7768_1547"
><td id="1547"><a href="#1547">1547</a></td></tr><tr id="gr_svn7768_1548"
><td id="1548"><a href="#1548">1548</a></td></tr><tr id="gr_svn7768_1549"
><td id="1549"><a href="#1549">1549</a></td></tr><tr id="gr_svn7768_1550"
><td id="1550"><a href="#1550">1550</a></td></tr><tr id="gr_svn7768_1551"
><td id="1551"><a href="#1551">1551</a></td></tr><tr id="gr_svn7768_1552"
><td id="1552"><a href="#1552">1552</a></td></tr><tr id="gr_svn7768_1553"
><td id="1553"><a href="#1553">1553</a></td></tr><tr id="gr_svn7768_1554"
><td id="1554"><a href="#1554">1554</a></td></tr><tr id="gr_svn7768_1555"
><td id="1555"><a href="#1555">1555</a></td></tr><tr id="gr_svn7768_1556"
><td id="1556"><a href="#1556">1556</a></td></tr><tr id="gr_svn7768_1557"
><td id="1557"><a href="#1557">1557</a></td></tr><tr id="gr_svn7768_1558"
><td id="1558"><a href="#1558">1558</a></td></tr><tr id="gr_svn7768_1559"
><td id="1559"><a href="#1559">1559</a></td></tr><tr id="gr_svn7768_1560"
><td id="1560"><a href="#1560">1560</a></td></tr><tr id="gr_svn7768_1561"
><td id="1561"><a href="#1561">1561</a></td></tr><tr id="gr_svn7768_1562"
><td id="1562"><a href="#1562">1562</a></td></tr><tr id="gr_svn7768_1563"
><td id="1563"><a href="#1563">1563</a></td></tr><tr id="gr_svn7768_1564"
><td id="1564"><a href="#1564">1564</a></td></tr><tr id="gr_svn7768_1565"
><td id="1565"><a href="#1565">1565</a></td></tr><tr id="gr_svn7768_1566"
><td id="1566"><a href="#1566">1566</a></td></tr><tr id="gr_svn7768_1567"
><td id="1567"><a href="#1567">1567</a></td></tr><tr id="gr_svn7768_1568"
><td id="1568"><a href="#1568">1568</a></td></tr><tr id="gr_svn7768_1569"
><td id="1569"><a href="#1569">1569</a></td></tr><tr id="gr_svn7768_1570"
><td id="1570"><a href="#1570">1570</a></td></tr><tr id="gr_svn7768_1571"
><td id="1571"><a href="#1571">1571</a></td></tr><tr id="gr_svn7768_1572"
><td id="1572"><a href="#1572">1572</a></td></tr><tr id="gr_svn7768_1573"
><td id="1573"><a href="#1573">1573</a></td></tr><tr id="gr_svn7768_1574"
><td id="1574"><a href="#1574">1574</a></td></tr><tr id="gr_svn7768_1575"
><td id="1575"><a href="#1575">1575</a></td></tr><tr id="gr_svn7768_1576"
><td id="1576"><a href="#1576">1576</a></td></tr><tr id="gr_svn7768_1577"
><td id="1577"><a href="#1577">1577</a></td></tr><tr id="gr_svn7768_1578"
><td id="1578"><a href="#1578">1578</a></td></tr><tr id="gr_svn7768_1579"
><td id="1579"><a href="#1579">1579</a></td></tr><tr id="gr_svn7768_1580"
><td id="1580"><a href="#1580">1580</a></td></tr><tr id="gr_svn7768_1581"
><td id="1581"><a href="#1581">1581</a></td></tr><tr id="gr_svn7768_1582"
><td id="1582"><a href="#1582">1582</a></td></tr><tr id="gr_svn7768_1583"
><td id="1583"><a href="#1583">1583</a></td></tr><tr id="gr_svn7768_1584"
><td id="1584"><a href="#1584">1584</a></td></tr><tr id="gr_svn7768_1585"
><td id="1585"><a href="#1585">1585</a></td></tr><tr id="gr_svn7768_1586"
><td id="1586"><a href="#1586">1586</a></td></tr><tr id="gr_svn7768_1587"
><td id="1587"><a href="#1587">1587</a></td></tr><tr id="gr_svn7768_1588"
><td id="1588"><a href="#1588">1588</a></td></tr><tr id="gr_svn7768_1589"
><td id="1589"><a href="#1589">1589</a></td></tr><tr id="gr_svn7768_1590"
><td id="1590"><a href="#1590">1590</a></td></tr><tr id="gr_svn7768_1591"
><td id="1591"><a href="#1591">1591</a></td></tr><tr id="gr_svn7768_1592"
><td id="1592"><a href="#1592">1592</a></td></tr><tr id="gr_svn7768_1593"
><td id="1593"><a href="#1593">1593</a></td></tr><tr id="gr_svn7768_1594"
><td id="1594"><a href="#1594">1594</a></td></tr><tr id="gr_svn7768_1595"
><td id="1595"><a href="#1595">1595</a></td></tr><tr id="gr_svn7768_1596"
><td id="1596"><a href="#1596">1596</a></td></tr><tr id="gr_svn7768_1597"
><td id="1597"><a href="#1597">1597</a></td></tr><tr id="gr_svn7768_1598"
><td id="1598"><a href="#1598">1598</a></td></tr><tr id="gr_svn7768_1599"
><td id="1599"><a href="#1599">1599</a></td></tr><tr id="gr_svn7768_1600"
><td id="1600"><a href="#1600">1600</a></td></tr><tr id="gr_svn7768_1601"
><td id="1601"><a href="#1601">1601</a></td></tr><tr id="gr_svn7768_1602"
><td id="1602"><a href="#1602">1602</a></td></tr><tr id="gr_svn7768_1603"
><td id="1603"><a href="#1603">1603</a></td></tr><tr id="gr_svn7768_1604"
><td id="1604"><a href="#1604">1604</a></td></tr><tr id="gr_svn7768_1605"
><td id="1605"><a href="#1605">1605</a></td></tr><tr id="gr_svn7768_1606"
><td id="1606"><a href="#1606">1606</a></td></tr><tr id="gr_svn7768_1607"
><td id="1607"><a href="#1607">1607</a></td></tr><tr id="gr_svn7768_1608"
><td id="1608"><a href="#1608">1608</a></td></tr><tr id="gr_svn7768_1609"
><td id="1609"><a href="#1609">1609</a></td></tr><tr id="gr_svn7768_1610"
><td id="1610"><a href="#1610">1610</a></td></tr><tr id="gr_svn7768_1611"
><td id="1611"><a href="#1611">1611</a></td></tr><tr id="gr_svn7768_1612"
><td id="1612"><a href="#1612">1612</a></td></tr><tr id="gr_svn7768_1613"
><td id="1613"><a href="#1613">1613</a></td></tr><tr id="gr_svn7768_1614"
><td id="1614"><a href="#1614">1614</a></td></tr><tr id="gr_svn7768_1615"
><td id="1615"><a href="#1615">1615</a></td></tr><tr id="gr_svn7768_1616"
><td id="1616"><a href="#1616">1616</a></td></tr><tr id="gr_svn7768_1617"
><td id="1617"><a href="#1617">1617</a></td></tr><tr id="gr_svn7768_1618"
><td id="1618"><a href="#1618">1618</a></td></tr><tr id="gr_svn7768_1619"
><td id="1619"><a href="#1619">1619</a></td></tr><tr id="gr_svn7768_1620"
><td id="1620"><a href="#1620">1620</a></td></tr><tr id="gr_svn7768_1621"
><td id="1621"><a href="#1621">1621</a></td></tr><tr id="gr_svn7768_1622"
><td id="1622"><a href="#1622">1622</a></td></tr><tr id="gr_svn7768_1623"
><td id="1623"><a href="#1623">1623</a></td></tr><tr id="gr_svn7768_1624"
><td id="1624"><a href="#1624">1624</a></td></tr><tr id="gr_svn7768_1625"
><td id="1625"><a href="#1625">1625</a></td></tr><tr id="gr_svn7768_1626"
><td id="1626"><a href="#1626">1626</a></td></tr><tr id="gr_svn7768_1627"
><td id="1627"><a href="#1627">1627</a></td></tr><tr id="gr_svn7768_1628"
><td id="1628"><a href="#1628">1628</a></td></tr><tr id="gr_svn7768_1629"
><td id="1629"><a href="#1629">1629</a></td></tr><tr id="gr_svn7768_1630"
><td id="1630"><a href="#1630">1630</a></td></tr><tr id="gr_svn7768_1631"
><td id="1631"><a href="#1631">1631</a></td></tr><tr id="gr_svn7768_1632"
><td id="1632"><a href="#1632">1632</a></td></tr><tr id="gr_svn7768_1633"
><td id="1633"><a href="#1633">1633</a></td></tr><tr id="gr_svn7768_1634"
><td id="1634"><a href="#1634">1634</a></td></tr><tr id="gr_svn7768_1635"
><td id="1635"><a href="#1635">1635</a></td></tr><tr id="gr_svn7768_1636"
><td id="1636"><a href="#1636">1636</a></td></tr><tr id="gr_svn7768_1637"
><td id="1637"><a href="#1637">1637</a></td></tr><tr id="gr_svn7768_1638"
><td id="1638"><a href="#1638">1638</a></td></tr><tr id="gr_svn7768_1639"
><td id="1639"><a href="#1639">1639</a></td></tr><tr id="gr_svn7768_1640"
><td id="1640"><a href="#1640">1640</a></td></tr><tr id="gr_svn7768_1641"
><td id="1641"><a href="#1641">1641</a></td></tr><tr id="gr_svn7768_1642"
><td id="1642"><a href="#1642">1642</a></td></tr><tr id="gr_svn7768_1643"
><td id="1643"><a href="#1643">1643</a></td></tr><tr id="gr_svn7768_1644"
><td id="1644"><a href="#1644">1644</a></td></tr><tr id="gr_svn7768_1645"
><td id="1645"><a href="#1645">1645</a></td></tr><tr id="gr_svn7768_1646"
><td id="1646"><a href="#1646">1646</a></td></tr><tr id="gr_svn7768_1647"
><td id="1647"><a href="#1647">1647</a></td></tr><tr id="gr_svn7768_1648"
><td id="1648"><a href="#1648">1648</a></td></tr><tr id="gr_svn7768_1649"
><td id="1649"><a href="#1649">1649</a></td></tr><tr id="gr_svn7768_1650"
><td id="1650"><a href="#1650">1650</a></td></tr><tr id="gr_svn7768_1651"
><td id="1651"><a href="#1651">1651</a></td></tr><tr id="gr_svn7768_1652"
><td id="1652"><a href="#1652">1652</a></td></tr><tr id="gr_svn7768_1653"
><td id="1653"><a href="#1653">1653</a></td></tr><tr id="gr_svn7768_1654"
><td id="1654"><a href="#1654">1654</a></td></tr><tr id="gr_svn7768_1655"
><td id="1655"><a href="#1655">1655</a></td></tr><tr id="gr_svn7768_1656"
><td id="1656"><a href="#1656">1656</a></td></tr><tr id="gr_svn7768_1657"
><td id="1657"><a href="#1657">1657</a></td></tr><tr id="gr_svn7768_1658"
><td id="1658"><a href="#1658">1658</a></td></tr><tr id="gr_svn7768_1659"
><td id="1659"><a href="#1659">1659</a></td></tr><tr id="gr_svn7768_1660"
><td id="1660"><a href="#1660">1660</a></td></tr><tr id="gr_svn7768_1661"
><td id="1661"><a href="#1661">1661</a></td></tr><tr id="gr_svn7768_1662"
><td id="1662"><a href="#1662">1662</a></td></tr><tr id="gr_svn7768_1663"
><td id="1663"><a href="#1663">1663</a></td></tr><tr id="gr_svn7768_1664"
><td id="1664"><a href="#1664">1664</a></td></tr><tr id="gr_svn7768_1665"
><td id="1665"><a href="#1665">1665</a></td></tr><tr id="gr_svn7768_1666"
><td id="1666"><a href="#1666">1666</a></td></tr><tr id="gr_svn7768_1667"
><td id="1667"><a href="#1667">1667</a></td></tr><tr id="gr_svn7768_1668"
><td id="1668"><a href="#1668">1668</a></td></tr><tr id="gr_svn7768_1669"
><td id="1669"><a href="#1669">1669</a></td></tr><tr id="gr_svn7768_1670"
><td id="1670"><a href="#1670">1670</a></td></tr><tr id="gr_svn7768_1671"
><td id="1671"><a href="#1671">1671</a></td></tr><tr id="gr_svn7768_1672"
><td id="1672"><a href="#1672">1672</a></td></tr><tr id="gr_svn7768_1673"
><td id="1673"><a href="#1673">1673</a></td></tr><tr id="gr_svn7768_1674"
><td id="1674"><a href="#1674">1674</a></td></tr><tr id="gr_svn7768_1675"
><td id="1675"><a href="#1675">1675</a></td></tr><tr id="gr_svn7768_1676"
><td id="1676"><a href="#1676">1676</a></td></tr><tr id="gr_svn7768_1677"
><td id="1677"><a href="#1677">1677</a></td></tr><tr id="gr_svn7768_1678"
><td id="1678"><a href="#1678">1678</a></td></tr><tr id="gr_svn7768_1679"
><td id="1679"><a href="#1679">1679</a></td></tr><tr id="gr_svn7768_1680"
><td id="1680"><a href="#1680">1680</a></td></tr><tr id="gr_svn7768_1681"
><td id="1681"><a href="#1681">1681</a></td></tr><tr id="gr_svn7768_1682"
><td id="1682"><a href="#1682">1682</a></td></tr><tr id="gr_svn7768_1683"
><td id="1683"><a href="#1683">1683</a></td></tr><tr id="gr_svn7768_1684"
><td id="1684"><a href="#1684">1684</a></td></tr><tr id="gr_svn7768_1685"
><td id="1685"><a href="#1685">1685</a></td></tr><tr id="gr_svn7768_1686"
><td id="1686"><a href="#1686">1686</a></td></tr><tr id="gr_svn7768_1687"
><td id="1687"><a href="#1687">1687</a></td></tr><tr id="gr_svn7768_1688"
><td id="1688"><a href="#1688">1688</a></td></tr><tr id="gr_svn7768_1689"
><td id="1689"><a href="#1689">1689</a></td></tr><tr id="gr_svn7768_1690"
><td id="1690"><a href="#1690">1690</a></td></tr><tr id="gr_svn7768_1691"
><td id="1691"><a href="#1691">1691</a></td></tr><tr id="gr_svn7768_1692"
><td id="1692"><a href="#1692">1692</a></td></tr><tr id="gr_svn7768_1693"
><td id="1693"><a href="#1693">1693</a></td></tr><tr id="gr_svn7768_1694"
><td id="1694"><a href="#1694">1694</a></td></tr><tr id="gr_svn7768_1695"
><td id="1695"><a href="#1695">1695</a></td></tr><tr id="gr_svn7768_1696"
><td id="1696"><a href="#1696">1696</a></td></tr><tr id="gr_svn7768_1697"
><td id="1697"><a href="#1697">1697</a></td></tr><tr id="gr_svn7768_1698"
><td id="1698"><a href="#1698">1698</a></td></tr><tr id="gr_svn7768_1699"
><td id="1699"><a href="#1699">1699</a></td></tr><tr id="gr_svn7768_1700"
><td id="1700"><a href="#1700">1700</a></td></tr><tr id="gr_svn7768_1701"
><td id="1701"><a href="#1701">1701</a></td></tr><tr id="gr_svn7768_1702"
><td id="1702"><a href="#1702">1702</a></td></tr><tr id="gr_svn7768_1703"
><td id="1703"><a href="#1703">1703</a></td></tr><tr id="gr_svn7768_1704"
><td id="1704"><a href="#1704">1704</a></td></tr><tr id="gr_svn7768_1705"
><td id="1705"><a href="#1705">1705</a></td></tr><tr id="gr_svn7768_1706"
><td id="1706"><a href="#1706">1706</a></td></tr><tr id="gr_svn7768_1707"
><td id="1707"><a href="#1707">1707</a></td></tr><tr id="gr_svn7768_1708"
><td id="1708"><a href="#1708">1708</a></td></tr><tr id="gr_svn7768_1709"
><td id="1709"><a href="#1709">1709</a></td></tr><tr id="gr_svn7768_1710"
><td id="1710"><a href="#1710">1710</a></td></tr><tr id="gr_svn7768_1711"
><td id="1711"><a href="#1711">1711</a></td></tr><tr id="gr_svn7768_1712"
><td id="1712"><a href="#1712">1712</a></td></tr><tr id="gr_svn7768_1713"
><td id="1713"><a href="#1713">1713</a></td></tr><tr id="gr_svn7768_1714"
><td id="1714"><a href="#1714">1714</a></td></tr><tr id="gr_svn7768_1715"
><td id="1715"><a href="#1715">1715</a></td></tr><tr id="gr_svn7768_1716"
><td id="1716"><a href="#1716">1716</a></td></tr><tr id="gr_svn7768_1717"
><td id="1717"><a href="#1717">1717</a></td></tr><tr id="gr_svn7768_1718"
><td id="1718"><a href="#1718">1718</a></td></tr><tr id="gr_svn7768_1719"
><td id="1719"><a href="#1719">1719</a></td></tr><tr id="gr_svn7768_1720"
><td id="1720"><a href="#1720">1720</a></td></tr><tr id="gr_svn7768_1721"
><td id="1721"><a href="#1721">1721</a></td></tr><tr id="gr_svn7768_1722"
><td id="1722"><a href="#1722">1722</a></td></tr><tr id="gr_svn7768_1723"
><td id="1723"><a href="#1723">1723</a></td></tr><tr id="gr_svn7768_1724"
><td id="1724"><a href="#1724">1724</a></td></tr><tr id="gr_svn7768_1725"
><td id="1725"><a href="#1725">1725</a></td></tr><tr id="gr_svn7768_1726"
><td id="1726"><a href="#1726">1726</a></td></tr><tr id="gr_svn7768_1727"
><td id="1727"><a href="#1727">1727</a></td></tr><tr id="gr_svn7768_1728"
><td id="1728"><a href="#1728">1728</a></td></tr><tr id="gr_svn7768_1729"
><td id="1729"><a href="#1729">1729</a></td></tr><tr id="gr_svn7768_1730"
><td id="1730"><a href="#1730">1730</a></td></tr><tr id="gr_svn7768_1731"
><td id="1731"><a href="#1731">1731</a></td></tr><tr id="gr_svn7768_1732"
><td id="1732"><a href="#1732">1732</a></td></tr><tr id="gr_svn7768_1733"
><td id="1733"><a href="#1733">1733</a></td></tr><tr id="gr_svn7768_1734"
><td id="1734"><a href="#1734">1734</a></td></tr><tr id="gr_svn7768_1735"
><td id="1735"><a href="#1735">1735</a></td></tr><tr id="gr_svn7768_1736"
><td id="1736"><a href="#1736">1736</a></td></tr><tr id="gr_svn7768_1737"
><td id="1737"><a href="#1737">1737</a></td></tr><tr id="gr_svn7768_1738"
><td id="1738"><a href="#1738">1738</a></td></tr><tr id="gr_svn7768_1739"
><td id="1739"><a href="#1739">1739</a></td></tr><tr id="gr_svn7768_1740"
><td id="1740"><a href="#1740">1740</a></td></tr><tr id="gr_svn7768_1741"
><td id="1741"><a href="#1741">1741</a></td></tr><tr id="gr_svn7768_1742"
><td id="1742"><a href="#1742">1742</a></td></tr><tr id="gr_svn7768_1743"
><td id="1743"><a href="#1743">1743</a></td></tr><tr id="gr_svn7768_1744"
><td id="1744"><a href="#1744">1744</a></td></tr><tr id="gr_svn7768_1745"
><td id="1745"><a href="#1745">1745</a></td></tr><tr id="gr_svn7768_1746"
><td id="1746"><a href="#1746">1746</a></td></tr><tr id="gr_svn7768_1747"
><td id="1747"><a href="#1747">1747</a></td></tr><tr id="gr_svn7768_1748"
><td id="1748"><a href="#1748">1748</a></td></tr><tr id="gr_svn7768_1749"
><td id="1749"><a href="#1749">1749</a></td></tr><tr id="gr_svn7768_1750"
><td id="1750"><a href="#1750">1750</a></td></tr><tr id="gr_svn7768_1751"
><td id="1751"><a href="#1751">1751</a></td></tr><tr id="gr_svn7768_1752"
><td id="1752"><a href="#1752">1752</a></td></tr><tr id="gr_svn7768_1753"
><td id="1753"><a href="#1753">1753</a></td></tr><tr id="gr_svn7768_1754"
><td id="1754"><a href="#1754">1754</a></td></tr><tr id="gr_svn7768_1755"
><td id="1755"><a href="#1755">1755</a></td></tr><tr id="gr_svn7768_1756"
><td id="1756"><a href="#1756">1756</a></td></tr><tr id="gr_svn7768_1757"
><td id="1757"><a href="#1757">1757</a></td></tr><tr id="gr_svn7768_1758"
><td id="1758"><a href="#1758">1758</a></td></tr><tr id="gr_svn7768_1759"
><td id="1759"><a href="#1759">1759</a></td></tr><tr id="gr_svn7768_1760"
><td id="1760"><a href="#1760">1760</a></td></tr><tr id="gr_svn7768_1761"
><td id="1761"><a href="#1761">1761</a></td></tr><tr id="gr_svn7768_1762"
><td id="1762"><a href="#1762">1762</a></td></tr><tr id="gr_svn7768_1763"
><td id="1763"><a href="#1763">1763</a></td></tr><tr id="gr_svn7768_1764"
><td id="1764"><a href="#1764">1764</a></td></tr><tr id="gr_svn7768_1765"
><td id="1765"><a href="#1765">1765</a></td></tr><tr id="gr_svn7768_1766"
><td id="1766"><a href="#1766">1766</a></td></tr><tr id="gr_svn7768_1767"
><td id="1767"><a href="#1767">1767</a></td></tr><tr id="gr_svn7768_1768"
><td id="1768"><a href="#1768">1768</a></td></tr><tr id="gr_svn7768_1769"
><td id="1769"><a href="#1769">1769</a></td></tr><tr id="gr_svn7768_1770"
><td id="1770"><a href="#1770">1770</a></td></tr><tr id="gr_svn7768_1771"
><td id="1771"><a href="#1771">1771</a></td></tr><tr id="gr_svn7768_1772"
><td id="1772"><a href="#1772">1772</a></td></tr><tr id="gr_svn7768_1773"
><td id="1773"><a href="#1773">1773</a></td></tr><tr id="gr_svn7768_1774"
><td id="1774"><a href="#1774">1774</a></td></tr><tr id="gr_svn7768_1775"
><td id="1775"><a href="#1775">1775</a></td></tr><tr id="gr_svn7768_1776"
><td id="1776"><a href="#1776">1776</a></td></tr><tr id="gr_svn7768_1777"
><td id="1777"><a href="#1777">1777</a></td></tr><tr id="gr_svn7768_1778"
><td id="1778"><a href="#1778">1778</a></td></tr><tr id="gr_svn7768_1779"
><td id="1779"><a href="#1779">1779</a></td></tr><tr id="gr_svn7768_1780"
><td id="1780"><a href="#1780">1780</a></td></tr><tr id="gr_svn7768_1781"
><td id="1781"><a href="#1781">1781</a></td></tr><tr id="gr_svn7768_1782"
><td id="1782"><a href="#1782">1782</a></td></tr><tr id="gr_svn7768_1783"
><td id="1783"><a href="#1783">1783</a></td></tr><tr id="gr_svn7768_1784"
><td id="1784"><a href="#1784">1784</a></td></tr><tr id="gr_svn7768_1785"
><td id="1785"><a href="#1785">1785</a></td></tr><tr id="gr_svn7768_1786"
><td id="1786"><a href="#1786">1786</a></td></tr><tr id="gr_svn7768_1787"
><td id="1787"><a href="#1787">1787</a></td></tr><tr id="gr_svn7768_1788"
><td id="1788"><a href="#1788">1788</a></td></tr><tr id="gr_svn7768_1789"
><td id="1789"><a href="#1789">1789</a></td></tr><tr id="gr_svn7768_1790"
><td id="1790"><a href="#1790">1790</a></td></tr><tr id="gr_svn7768_1791"
><td id="1791"><a href="#1791">1791</a></td></tr><tr id="gr_svn7768_1792"
><td id="1792"><a href="#1792">1792</a></td></tr><tr id="gr_svn7768_1793"
><td id="1793"><a href="#1793">1793</a></td></tr><tr id="gr_svn7768_1794"
><td id="1794"><a href="#1794">1794</a></td></tr><tr id="gr_svn7768_1795"
><td id="1795"><a href="#1795">1795</a></td></tr><tr id="gr_svn7768_1796"
><td id="1796"><a href="#1796">1796</a></td></tr><tr id="gr_svn7768_1797"
><td id="1797"><a href="#1797">1797</a></td></tr><tr id="gr_svn7768_1798"
><td id="1798"><a href="#1798">1798</a></td></tr><tr id="gr_svn7768_1799"
><td id="1799"><a href="#1799">1799</a></td></tr><tr id="gr_svn7768_1800"
><td id="1800"><a href="#1800">1800</a></td></tr><tr id="gr_svn7768_1801"
><td id="1801"><a href="#1801">1801</a></td></tr><tr id="gr_svn7768_1802"
><td id="1802"><a href="#1802">1802</a></td></tr><tr id="gr_svn7768_1803"
><td id="1803"><a href="#1803">1803</a></td></tr><tr id="gr_svn7768_1804"
><td id="1804"><a href="#1804">1804</a></td></tr><tr id="gr_svn7768_1805"
><td id="1805"><a href="#1805">1805</a></td></tr><tr id="gr_svn7768_1806"
><td id="1806"><a href="#1806">1806</a></td></tr><tr id="gr_svn7768_1807"
><td id="1807"><a href="#1807">1807</a></td></tr><tr id="gr_svn7768_1808"
><td id="1808"><a href="#1808">1808</a></td></tr><tr id="gr_svn7768_1809"
><td id="1809"><a href="#1809">1809</a></td></tr><tr id="gr_svn7768_1810"
><td id="1810"><a href="#1810">1810</a></td></tr><tr id="gr_svn7768_1811"
><td id="1811"><a href="#1811">1811</a></td></tr><tr id="gr_svn7768_1812"
><td id="1812"><a href="#1812">1812</a></td></tr><tr id="gr_svn7768_1813"
><td id="1813"><a href="#1813">1813</a></td></tr><tr id="gr_svn7768_1814"
><td id="1814"><a href="#1814">1814</a></td></tr><tr id="gr_svn7768_1815"
><td id="1815"><a href="#1815">1815</a></td></tr><tr id="gr_svn7768_1816"
><td id="1816"><a href="#1816">1816</a></td></tr><tr id="gr_svn7768_1817"
><td id="1817"><a href="#1817">1817</a></td></tr><tr id="gr_svn7768_1818"
><td id="1818"><a href="#1818">1818</a></td></tr><tr id="gr_svn7768_1819"
><td id="1819"><a href="#1819">1819</a></td></tr><tr id="gr_svn7768_1820"
><td id="1820"><a href="#1820">1820</a></td></tr><tr id="gr_svn7768_1821"
><td id="1821"><a href="#1821">1821</a></td></tr><tr id="gr_svn7768_1822"
><td id="1822"><a href="#1822">1822</a></td></tr><tr id="gr_svn7768_1823"
><td id="1823"><a href="#1823">1823</a></td></tr><tr id="gr_svn7768_1824"
><td id="1824"><a href="#1824">1824</a></td></tr><tr id="gr_svn7768_1825"
><td id="1825"><a href="#1825">1825</a></td></tr><tr id="gr_svn7768_1826"
><td id="1826"><a href="#1826">1826</a></td></tr><tr id="gr_svn7768_1827"
><td id="1827"><a href="#1827">1827</a></td></tr><tr id="gr_svn7768_1828"
><td id="1828"><a href="#1828">1828</a></td></tr><tr id="gr_svn7768_1829"
><td id="1829"><a href="#1829">1829</a></td></tr><tr id="gr_svn7768_1830"
><td id="1830"><a href="#1830">1830</a></td></tr><tr id="gr_svn7768_1831"
><td id="1831"><a href="#1831">1831</a></td></tr><tr id="gr_svn7768_1832"
><td id="1832"><a href="#1832">1832</a></td></tr><tr id="gr_svn7768_1833"
><td id="1833"><a href="#1833">1833</a></td></tr><tr id="gr_svn7768_1834"
><td id="1834"><a href="#1834">1834</a></td></tr><tr id="gr_svn7768_1835"
><td id="1835"><a href="#1835">1835</a></td></tr><tr id="gr_svn7768_1836"
><td id="1836"><a href="#1836">1836</a></td></tr><tr id="gr_svn7768_1837"
><td id="1837"><a href="#1837">1837</a></td></tr><tr id="gr_svn7768_1838"
><td id="1838"><a href="#1838">1838</a></td></tr><tr id="gr_svn7768_1839"
><td id="1839"><a href="#1839">1839</a></td></tr><tr id="gr_svn7768_1840"
><td id="1840"><a href="#1840">1840</a></td></tr><tr id="gr_svn7768_1841"
><td id="1841"><a href="#1841">1841</a></td></tr><tr id="gr_svn7768_1842"
><td id="1842"><a href="#1842">1842</a></td></tr><tr id="gr_svn7768_1843"
><td id="1843"><a href="#1843">1843</a></td></tr><tr id="gr_svn7768_1844"
><td id="1844"><a href="#1844">1844</a></td></tr><tr id="gr_svn7768_1845"
><td id="1845"><a href="#1845">1845</a></td></tr><tr id="gr_svn7768_1846"
><td id="1846"><a href="#1846">1846</a></td></tr><tr id="gr_svn7768_1847"
><td id="1847"><a href="#1847">1847</a></td></tr><tr id="gr_svn7768_1848"
><td id="1848"><a href="#1848">1848</a></td></tr><tr id="gr_svn7768_1849"
><td id="1849"><a href="#1849">1849</a></td></tr><tr id="gr_svn7768_1850"
><td id="1850"><a href="#1850">1850</a></td></tr><tr id="gr_svn7768_1851"
><td id="1851"><a href="#1851">1851</a></td></tr><tr id="gr_svn7768_1852"
><td id="1852"><a href="#1852">1852</a></td></tr><tr id="gr_svn7768_1853"
><td id="1853"><a href="#1853">1853</a></td></tr><tr id="gr_svn7768_1854"
><td id="1854"><a href="#1854">1854</a></td></tr><tr id="gr_svn7768_1855"
><td id="1855"><a href="#1855">1855</a></td></tr><tr id="gr_svn7768_1856"
><td id="1856"><a href="#1856">1856</a></td></tr><tr id="gr_svn7768_1857"
><td id="1857"><a href="#1857">1857</a></td></tr><tr id="gr_svn7768_1858"
><td id="1858"><a href="#1858">1858</a></td></tr><tr id="gr_svn7768_1859"
><td id="1859"><a href="#1859">1859</a></td></tr><tr id="gr_svn7768_1860"
><td id="1860"><a href="#1860">1860</a></td></tr><tr id="gr_svn7768_1861"
><td id="1861"><a href="#1861">1861</a></td></tr><tr id="gr_svn7768_1862"
><td id="1862"><a href="#1862">1862</a></td></tr><tr id="gr_svn7768_1863"
><td id="1863"><a href="#1863">1863</a></td></tr><tr id="gr_svn7768_1864"
><td id="1864"><a href="#1864">1864</a></td></tr><tr id="gr_svn7768_1865"
><td id="1865"><a href="#1865">1865</a></td></tr><tr id="gr_svn7768_1866"
><td id="1866"><a href="#1866">1866</a></td></tr><tr id="gr_svn7768_1867"
><td id="1867"><a href="#1867">1867</a></td></tr><tr id="gr_svn7768_1868"
><td id="1868"><a href="#1868">1868</a></td></tr><tr id="gr_svn7768_1869"
><td id="1869"><a href="#1869">1869</a></td></tr><tr id="gr_svn7768_1870"
><td id="1870"><a href="#1870">1870</a></td></tr><tr id="gr_svn7768_1871"
><td id="1871"><a href="#1871">1871</a></td></tr><tr id="gr_svn7768_1872"
><td id="1872"><a href="#1872">1872</a></td></tr><tr id="gr_svn7768_1873"
><td id="1873"><a href="#1873">1873</a></td></tr><tr id="gr_svn7768_1874"
><td id="1874"><a href="#1874">1874</a></td></tr><tr id="gr_svn7768_1875"
><td id="1875"><a href="#1875">1875</a></td></tr><tr id="gr_svn7768_1876"
><td id="1876"><a href="#1876">1876</a></td></tr><tr id="gr_svn7768_1877"
><td id="1877"><a href="#1877">1877</a></td></tr><tr id="gr_svn7768_1878"
><td id="1878"><a href="#1878">1878</a></td></tr><tr id="gr_svn7768_1879"
><td id="1879"><a href="#1879">1879</a></td></tr><tr id="gr_svn7768_1880"
><td id="1880"><a href="#1880">1880</a></td></tr><tr id="gr_svn7768_1881"
><td id="1881"><a href="#1881">1881</a></td></tr><tr id="gr_svn7768_1882"
><td id="1882"><a href="#1882">1882</a></td></tr><tr id="gr_svn7768_1883"
><td id="1883"><a href="#1883">1883</a></td></tr><tr id="gr_svn7768_1884"
><td id="1884"><a href="#1884">1884</a></td></tr><tr id="gr_svn7768_1885"
><td id="1885"><a href="#1885">1885</a></td></tr><tr id="gr_svn7768_1886"
><td id="1886"><a href="#1886">1886</a></td></tr><tr id="gr_svn7768_1887"
><td id="1887"><a href="#1887">1887</a></td></tr><tr id="gr_svn7768_1888"
><td id="1888"><a href="#1888">1888</a></td></tr><tr id="gr_svn7768_1889"
><td id="1889"><a href="#1889">1889</a></td></tr><tr id="gr_svn7768_1890"
><td id="1890"><a href="#1890">1890</a></td></tr><tr id="gr_svn7768_1891"
><td id="1891"><a href="#1891">1891</a></td></tr><tr id="gr_svn7768_1892"
><td id="1892"><a href="#1892">1892</a></td></tr><tr id="gr_svn7768_1893"
><td id="1893"><a href="#1893">1893</a></td></tr><tr id="gr_svn7768_1894"
><td id="1894"><a href="#1894">1894</a></td></tr><tr id="gr_svn7768_1895"
><td id="1895"><a href="#1895">1895</a></td></tr><tr id="gr_svn7768_1896"
><td id="1896"><a href="#1896">1896</a></td></tr><tr id="gr_svn7768_1897"
><td id="1897"><a href="#1897">1897</a></td></tr><tr id="gr_svn7768_1898"
><td id="1898"><a href="#1898">1898</a></td></tr><tr id="gr_svn7768_1899"
><td id="1899"><a href="#1899">1899</a></td></tr><tr id="gr_svn7768_1900"
><td id="1900"><a href="#1900">1900</a></td></tr><tr id="gr_svn7768_1901"
><td id="1901"><a href="#1901">1901</a></td></tr><tr id="gr_svn7768_1902"
><td id="1902"><a href="#1902">1902</a></td></tr><tr id="gr_svn7768_1903"
><td id="1903"><a href="#1903">1903</a></td></tr><tr id="gr_svn7768_1904"
><td id="1904"><a href="#1904">1904</a></td></tr><tr id="gr_svn7768_1905"
><td id="1905"><a href="#1905">1905</a></td></tr><tr id="gr_svn7768_1906"
><td id="1906"><a href="#1906">1906</a></td></tr><tr id="gr_svn7768_1907"
><td id="1907"><a href="#1907">1907</a></td></tr><tr id="gr_svn7768_1908"
><td id="1908"><a href="#1908">1908</a></td></tr><tr id="gr_svn7768_1909"
><td id="1909"><a href="#1909">1909</a></td></tr><tr id="gr_svn7768_1910"
><td id="1910"><a href="#1910">1910</a></td></tr><tr id="gr_svn7768_1911"
><td id="1911"><a href="#1911">1911</a></td></tr><tr id="gr_svn7768_1912"
><td id="1912"><a href="#1912">1912</a></td></tr><tr id="gr_svn7768_1913"
><td id="1913"><a href="#1913">1913</a></td></tr><tr id="gr_svn7768_1914"
><td id="1914"><a href="#1914">1914</a></td></tr><tr id="gr_svn7768_1915"
><td id="1915"><a href="#1915">1915</a></td></tr><tr id="gr_svn7768_1916"
><td id="1916"><a href="#1916">1916</a></td></tr><tr id="gr_svn7768_1917"
><td id="1917"><a href="#1917">1917</a></td></tr><tr id="gr_svn7768_1918"
><td id="1918"><a href="#1918">1918</a></td></tr><tr id="gr_svn7768_1919"
><td id="1919"><a href="#1919">1919</a></td></tr><tr id="gr_svn7768_1920"
><td id="1920"><a href="#1920">1920</a></td></tr><tr id="gr_svn7768_1921"
><td id="1921"><a href="#1921">1921</a></td></tr><tr id="gr_svn7768_1922"
><td id="1922"><a href="#1922">1922</a></td></tr><tr id="gr_svn7768_1923"
><td id="1923"><a href="#1923">1923</a></td></tr><tr id="gr_svn7768_1924"
><td id="1924"><a href="#1924">1924</a></td></tr><tr id="gr_svn7768_1925"
><td id="1925"><a href="#1925">1925</a></td></tr><tr id="gr_svn7768_1926"
><td id="1926"><a href="#1926">1926</a></td></tr><tr id="gr_svn7768_1927"
><td id="1927"><a href="#1927">1927</a></td></tr><tr id="gr_svn7768_1928"
><td id="1928"><a href="#1928">1928</a></td></tr><tr id="gr_svn7768_1929"
><td id="1929"><a href="#1929">1929</a></td></tr><tr id="gr_svn7768_1930"
><td id="1930"><a href="#1930">1930</a></td></tr><tr id="gr_svn7768_1931"
><td id="1931"><a href="#1931">1931</a></td></tr><tr id="gr_svn7768_1932"
><td id="1932"><a href="#1932">1932</a></td></tr><tr id="gr_svn7768_1933"
><td id="1933"><a href="#1933">1933</a></td></tr><tr id="gr_svn7768_1934"
><td id="1934"><a href="#1934">1934</a></td></tr><tr id="gr_svn7768_1935"
><td id="1935"><a href="#1935">1935</a></td></tr><tr id="gr_svn7768_1936"
><td id="1936"><a href="#1936">1936</a></td></tr><tr id="gr_svn7768_1937"
><td id="1937"><a href="#1937">1937</a></td></tr><tr id="gr_svn7768_1938"
><td id="1938"><a href="#1938">1938</a></td></tr><tr id="gr_svn7768_1939"
><td id="1939"><a href="#1939">1939</a></td></tr><tr id="gr_svn7768_1940"
><td id="1940"><a href="#1940">1940</a></td></tr><tr id="gr_svn7768_1941"
><td id="1941"><a href="#1941">1941</a></td></tr><tr id="gr_svn7768_1942"
><td id="1942"><a href="#1942">1942</a></td></tr><tr id="gr_svn7768_1943"
><td id="1943"><a href="#1943">1943</a></td></tr><tr id="gr_svn7768_1944"
><td id="1944"><a href="#1944">1944</a></td></tr><tr id="gr_svn7768_1945"
><td id="1945"><a href="#1945">1945</a></td></tr><tr id="gr_svn7768_1946"
><td id="1946"><a href="#1946">1946</a></td></tr><tr id="gr_svn7768_1947"
><td id="1947"><a href="#1947">1947</a></td></tr><tr id="gr_svn7768_1948"
><td id="1948"><a href="#1948">1948</a></td></tr><tr id="gr_svn7768_1949"
><td id="1949"><a href="#1949">1949</a></td></tr><tr id="gr_svn7768_1950"
><td id="1950"><a href="#1950">1950</a></td></tr><tr id="gr_svn7768_1951"
><td id="1951"><a href="#1951">1951</a></td></tr><tr id="gr_svn7768_1952"
><td id="1952"><a href="#1952">1952</a></td></tr><tr id="gr_svn7768_1953"
><td id="1953"><a href="#1953">1953</a></td></tr><tr id="gr_svn7768_1954"
><td id="1954"><a href="#1954">1954</a></td></tr><tr id="gr_svn7768_1955"
><td id="1955"><a href="#1955">1955</a></td></tr><tr id="gr_svn7768_1956"
><td id="1956"><a href="#1956">1956</a></td></tr><tr id="gr_svn7768_1957"
><td id="1957"><a href="#1957">1957</a></td></tr><tr id="gr_svn7768_1958"
><td id="1958"><a href="#1958">1958</a></td></tr><tr id="gr_svn7768_1959"
><td id="1959"><a href="#1959">1959</a></td></tr><tr id="gr_svn7768_1960"
><td id="1960"><a href="#1960">1960</a></td></tr><tr id="gr_svn7768_1961"
><td id="1961"><a href="#1961">1961</a></td></tr><tr id="gr_svn7768_1962"
><td id="1962"><a href="#1962">1962</a></td></tr><tr id="gr_svn7768_1963"
><td id="1963"><a href="#1963">1963</a></td></tr><tr id="gr_svn7768_1964"
><td id="1964"><a href="#1964">1964</a></td></tr><tr id="gr_svn7768_1965"
><td id="1965"><a href="#1965">1965</a></td></tr><tr id="gr_svn7768_1966"
><td id="1966"><a href="#1966">1966</a></td></tr><tr id="gr_svn7768_1967"
><td id="1967"><a href="#1967">1967</a></td></tr><tr id="gr_svn7768_1968"
><td id="1968"><a href="#1968">1968</a></td></tr><tr id="gr_svn7768_1969"
><td id="1969"><a href="#1969">1969</a></td></tr><tr id="gr_svn7768_1970"
><td id="1970"><a href="#1970">1970</a></td></tr><tr id="gr_svn7768_1971"
><td id="1971"><a href="#1971">1971</a></td></tr><tr id="gr_svn7768_1972"
><td id="1972"><a href="#1972">1972</a></td></tr><tr id="gr_svn7768_1973"
><td id="1973"><a href="#1973">1973</a></td></tr><tr id="gr_svn7768_1974"
><td id="1974"><a href="#1974">1974</a></td></tr><tr id="gr_svn7768_1975"
><td id="1975"><a href="#1975">1975</a></td></tr><tr id="gr_svn7768_1976"
><td id="1976"><a href="#1976">1976</a></td></tr><tr id="gr_svn7768_1977"
><td id="1977"><a href="#1977">1977</a></td></tr><tr id="gr_svn7768_1978"
><td id="1978"><a href="#1978">1978</a></td></tr><tr id="gr_svn7768_1979"
><td id="1979"><a href="#1979">1979</a></td></tr><tr id="gr_svn7768_1980"
><td id="1980"><a href="#1980">1980</a></td></tr><tr id="gr_svn7768_1981"
><td id="1981"><a href="#1981">1981</a></td></tr><tr id="gr_svn7768_1982"
><td id="1982"><a href="#1982">1982</a></td></tr><tr id="gr_svn7768_1983"
><td id="1983"><a href="#1983">1983</a></td></tr><tr id="gr_svn7768_1984"
><td id="1984"><a href="#1984">1984</a></td></tr><tr id="gr_svn7768_1985"
><td id="1985"><a href="#1985">1985</a></td></tr><tr id="gr_svn7768_1986"
><td id="1986"><a href="#1986">1986</a></td></tr><tr id="gr_svn7768_1987"
><td id="1987"><a href="#1987">1987</a></td></tr><tr id="gr_svn7768_1988"
><td id="1988"><a href="#1988">1988</a></td></tr><tr id="gr_svn7768_1989"
><td id="1989"><a href="#1989">1989</a></td></tr><tr id="gr_svn7768_1990"
><td id="1990"><a href="#1990">1990</a></td></tr><tr id="gr_svn7768_1991"
><td id="1991"><a href="#1991">1991</a></td></tr><tr id="gr_svn7768_1992"
><td id="1992"><a href="#1992">1992</a></td></tr><tr id="gr_svn7768_1993"
><td id="1993"><a href="#1993">1993</a></td></tr><tr id="gr_svn7768_1994"
><td id="1994"><a href="#1994">1994</a></td></tr><tr id="gr_svn7768_1995"
><td id="1995"><a href="#1995">1995</a></td></tr><tr id="gr_svn7768_1996"
><td id="1996"><a href="#1996">1996</a></td></tr><tr id="gr_svn7768_1997"
><td id="1997"><a href="#1997">1997</a></td></tr><tr id="gr_svn7768_1998"
><td id="1998"><a href="#1998">1998</a></td></tr><tr id="gr_svn7768_1999"
><td id="1999"><a href="#1999">1999</a></td></tr><tr id="gr_svn7768_2000"
><td id="2000"><a href="#2000">2000</a></td></tr><tr id="gr_svn7768_2001"
><td id="2001"><a href="#2001">2001</a></td></tr><tr id="gr_svn7768_2002"
><td id="2002"><a href="#2002">2002</a></td></tr><tr id="gr_svn7768_2003"
><td id="2003"><a href="#2003">2003</a></td></tr><tr id="gr_svn7768_2004"
><td id="2004"><a href="#2004">2004</a></td></tr><tr id="gr_svn7768_2005"
><td id="2005"><a href="#2005">2005</a></td></tr><tr id="gr_svn7768_2006"
><td id="2006"><a href="#2006">2006</a></td></tr><tr id="gr_svn7768_2007"
><td id="2007"><a href="#2007">2007</a></td></tr><tr id="gr_svn7768_2008"
><td id="2008"><a href="#2008">2008</a></td></tr><tr id="gr_svn7768_2009"
><td id="2009"><a href="#2009">2009</a></td></tr><tr id="gr_svn7768_2010"
><td id="2010"><a href="#2010">2010</a></td></tr><tr id="gr_svn7768_2011"
><td id="2011"><a href="#2011">2011</a></td></tr><tr id="gr_svn7768_2012"
><td id="2012"><a href="#2012">2012</a></td></tr><tr id="gr_svn7768_2013"
><td id="2013"><a href="#2013">2013</a></td></tr><tr id="gr_svn7768_2014"
><td id="2014"><a href="#2014">2014</a></td></tr><tr id="gr_svn7768_2015"
><td id="2015"><a href="#2015">2015</a></td></tr><tr id="gr_svn7768_2016"
><td id="2016"><a href="#2016">2016</a></td></tr><tr id="gr_svn7768_2017"
><td id="2017"><a href="#2017">2017</a></td></tr><tr id="gr_svn7768_2018"
><td id="2018"><a href="#2018">2018</a></td></tr><tr id="gr_svn7768_2019"
><td id="2019"><a href="#2019">2019</a></td></tr><tr id="gr_svn7768_2020"
><td id="2020"><a href="#2020">2020</a></td></tr><tr id="gr_svn7768_2021"
><td id="2021"><a href="#2021">2021</a></td></tr><tr id="gr_svn7768_2022"
><td id="2022"><a href="#2022">2022</a></td></tr><tr id="gr_svn7768_2023"
><td id="2023"><a href="#2023">2023</a></td></tr><tr id="gr_svn7768_2024"
><td id="2024"><a href="#2024">2024</a></td></tr><tr id="gr_svn7768_2025"
><td id="2025"><a href="#2025">2025</a></td></tr><tr id="gr_svn7768_2026"
><td id="2026"><a href="#2026">2026</a></td></tr><tr id="gr_svn7768_2027"
><td id="2027"><a href="#2027">2027</a></td></tr><tr id="gr_svn7768_2028"
><td id="2028"><a href="#2028">2028</a></td></tr><tr id="gr_svn7768_2029"
><td id="2029"><a href="#2029">2029</a></td></tr><tr id="gr_svn7768_2030"
><td id="2030"><a href="#2030">2030</a></td></tr><tr id="gr_svn7768_2031"
><td id="2031"><a href="#2031">2031</a></td></tr><tr id="gr_svn7768_2032"
><td id="2032"><a href="#2032">2032</a></td></tr><tr id="gr_svn7768_2033"
><td id="2033"><a href="#2033">2033</a></td></tr><tr id="gr_svn7768_2034"
><td id="2034"><a href="#2034">2034</a></td></tr><tr id="gr_svn7768_2035"
><td id="2035"><a href="#2035">2035</a></td></tr><tr id="gr_svn7768_2036"
><td id="2036"><a href="#2036">2036</a></td></tr><tr id="gr_svn7768_2037"
><td id="2037"><a href="#2037">2037</a></td></tr><tr id="gr_svn7768_2038"
><td id="2038"><a href="#2038">2038</a></td></tr><tr id="gr_svn7768_2039"
><td id="2039"><a href="#2039">2039</a></td></tr><tr id="gr_svn7768_2040"
><td id="2040"><a href="#2040">2040</a></td></tr><tr id="gr_svn7768_2041"
><td id="2041"><a href="#2041">2041</a></td></tr><tr id="gr_svn7768_2042"
><td id="2042"><a href="#2042">2042</a></td></tr><tr id="gr_svn7768_2043"
><td id="2043"><a href="#2043">2043</a></td></tr><tr id="gr_svn7768_2044"
><td id="2044"><a href="#2044">2044</a></td></tr><tr id="gr_svn7768_2045"
><td id="2045"><a href="#2045">2045</a></td></tr><tr id="gr_svn7768_2046"
><td id="2046"><a href="#2046">2046</a></td></tr><tr id="gr_svn7768_2047"
><td id="2047"><a href="#2047">2047</a></td></tr><tr id="gr_svn7768_2048"
><td id="2048"><a href="#2048">2048</a></td></tr><tr id="gr_svn7768_2049"
><td id="2049"><a href="#2049">2049</a></td></tr><tr id="gr_svn7768_2050"
><td id="2050"><a href="#2050">2050</a></td></tr><tr id="gr_svn7768_2051"
><td id="2051"><a href="#2051">2051</a></td></tr><tr id="gr_svn7768_2052"
><td id="2052"><a href="#2052">2052</a></td></tr><tr id="gr_svn7768_2053"
><td id="2053"><a href="#2053">2053</a></td></tr><tr id="gr_svn7768_2054"
><td id="2054"><a href="#2054">2054</a></td></tr><tr id="gr_svn7768_2055"
><td id="2055"><a href="#2055">2055</a></td></tr><tr id="gr_svn7768_2056"
><td id="2056"><a href="#2056">2056</a></td></tr><tr id="gr_svn7768_2057"
><td id="2057"><a href="#2057">2057</a></td></tr><tr id="gr_svn7768_2058"
><td id="2058"><a href="#2058">2058</a></td></tr><tr id="gr_svn7768_2059"
><td id="2059"><a href="#2059">2059</a></td></tr><tr id="gr_svn7768_2060"
><td id="2060"><a href="#2060">2060</a></td></tr><tr id="gr_svn7768_2061"
><td id="2061"><a href="#2061">2061</a></td></tr><tr id="gr_svn7768_2062"
><td id="2062"><a href="#2062">2062</a></td></tr><tr id="gr_svn7768_2063"
><td id="2063"><a href="#2063">2063</a></td></tr><tr id="gr_svn7768_2064"
><td id="2064"><a href="#2064">2064</a></td></tr><tr id="gr_svn7768_2065"
><td id="2065"><a href="#2065">2065</a></td></tr><tr id="gr_svn7768_2066"
><td id="2066"><a href="#2066">2066</a></td></tr><tr id="gr_svn7768_2067"
><td id="2067"><a href="#2067">2067</a></td></tr><tr id="gr_svn7768_2068"
><td id="2068"><a href="#2068">2068</a></td></tr><tr id="gr_svn7768_2069"
><td id="2069"><a href="#2069">2069</a></td></tr><tr id="gr_svn7768_2070"
><td id="2070"><a href="#2070">2070</a></td></tr><tr id="gr_svn7768_2071"
><td id="2071"><a href="#2071">2071</a></td></tr><tr id="gr_svn7768_2072"
><td id="2072"><a href="#2072">2072</a></td></tr><tr id="gr_svn7768_2073"
><td id="2073"><a href="#2073">2073</a></td></tr><tr id="gr_svn7768_2074"
><td id="2074"><a href="#2074">2074</a></td></tr><tr id="gr_svn7768_2075"
><td id="2075"><a href="#2075">2075</a></td></tr><tr id="gr_svn7768_2076"
><td id="2076"><a href="#2076">2076</a></td></tr><tr id="gr_svn7768_2077"
><td id="2077"><a href="#2077">2077</a></td></tr><tr id="gr_svn7768_2078"
><td id="2078"><a href="#2078">2078</a></td></tr><tr id="gr_svn7768_2079"
><td id="2079"><a href="#2079">2079</a></td></tr><tr id="gr_svn7768_2080"
><td id="2080"><a href="#2080">2080</a></td></tr><tr id="gr_svn7768_2081"
><td id="2081"><a href="#2081">2081</a></td></tr><tr id="gr_svn7768_2082"
><td id="2082"><a href="#2082">2082</a></td></tr><tr id="gr_svn7768_2083"
><td id="2083"><a href="#2083">2083</a></td></tr><tr id="gr_svn7768_2084"
><td id="2084"><a href="#2084">2084</a></td></tr><tr id="gr_svn7768_2085"
><td id="2085"><a href="#2085">2085</a></td></tr><tr id="gr_svn7768_2086"
><td id="2086"><a href="#2086">2086</a></td></tr><tr id="gr_svn7768_2087"
><td id="2087"><a href="#2087">2087</a></td></tr><tr id="gr_svn7768_2088"
><td id="2088"><a href="#2088">2088</a></td></tr><tr id="gr_svn7768_2089"
><td id="2089"><a href="#2089">2089</a></td></tr><tr id="gr_svn7768_2090"
><td id="2090"><a href="#2090">2090</a></td></tr><tr id="gr_svn7768_2091"
><td id="2091"><a href="#2091">2091</a></td></tr><tr id="gr_svn7768_2092"
><td id="2092"><a href="#2092">2092</a></td></tr><tr id="gr_svn7768_2093"
><td id="2093"><a href="#2093">2093</a></td></tr><tr id="gr_svn7768_2094"
><td id="2094"><a href="#2094">2094</a></td></tr><tr id="gr_svn7768_2095"
><td id="2095"><a href="#2095">2095</a></td></tr><tr id="gr_svn7768_2096"
><td id="2096"><a href="#2096">2096</a></td></tr><tr id="gr_svn7768_2097"
><td id="2097"><a href="#2097">2097</a></td></tr><tr id="gr_svn7768_2098"
><td id="2098"><a href="#2098">2098</a></td></tr><tr id="gr_svn7768_2099"
><td id="2099"><a href="#2099">2099</a></td></tr><tr id="gr_svn7768_2100"
><td id="2100"><a href="#2100">2100</a></td></tr><tr id="gr_svn7768_2101"
><td id="2101"><a href="#2101">2101</a></td></tr><tr id="gr_svn7768_2102"
><td id="2102"><a href="#2102">2102</a></td></tr><tr id="gr_svn7768_2103"
><td id="2103"><a href="#2103">2103</a></td></tr><tr id="gr_svn7768_2104"
><td id="2104"><a href="#2104">2104</a></td></tr><tr id="gr_svn7768_2105"
><td id="2105"><a href="#2105">2105</a></td></tr><tr id="gr_svn7768_2106"
><td id="2106"><a href="#2106">2106</a></td></tr><tr id="gr_svn7768_2107"
><td id="2107"><a href="#2107">2107</a></td></tr><tr id="gr_svn7768_2108"
><td id="2108"><a href="#2108">2108</a></td></tr><tr id="gr_svn7768_2109"
><td id="2109"><a href="#2109">2109</a></td></tr><tr id="gr_svn7768_2110"
><td id="2110"><a href="#2110">2110</a></td></tr><tr id="gr_svn7768_2111"
><td id="2111"><a href="#2111">2111</a></td></tr><tr id="gr_svn7768_2112"
><td id="2112"><a href="#2112">2112</a></td></tr><tr id="gr_svn7768_2113"
><td id="2113"><a href="#2113">2113</a></td></tr><tr id="gr_svn7768_2114"
><td id="2114"><a href="#2114">2114</a></td></tr><tr id="gr_svn7768_2115"
><td id="2115"><a href="#2115">2115</a></td></tr><tr id="gr_svn7768_2116"
><td id="2116"><a href="#2116">2116</a></td></tr><tr id="gr_svn7768_2117"
><td id="2117"><a href="#2117">2117</a></td></tr><tr id="gr_svn7768_2118"
><td id="2118"><a href="#2118">2118</a></td></tr><tr id="gr_svn7768_2119"
><td id="2119"><a href="#2119">2119</a></td></tr><tr id="gr_svn7768_2120"
><td id="2120"><a href="#2120">2120</a></td></tr><tr id="gr_svn7768_2121"
><td id="2121"><a href="#2121">2121</a></td></tr><tr id="gr_svn7768_2122"
><td id="2122"><a href="#2122">2122</a></td></tr><tr id="gr_svn7768_2123"
><td id="2123"><a href="#2123">2123</a></td></tr><tr id="gr_svn7768_2124"
><td id="2124"><a href="#2124">2124</a></td></tr><tr id="gr_svn7768_2125"
><td id="2125"><a href="#2125">2125</a></td></tr><tr id="gr_svn7768_2126"
><td id="2126"><a href="#2126">2126</a></td></tr><tr id="gr_svn7768_2127"
><td id="2127"><a href="#2127">2127</a></td></tr><tr id="gr_svn7768_2128"
><td id="2128"><a href="#2128">2128</a></td></tr><tr id="gr_svn7768_2129"
><td id="2129"><a href="#2129">2129</a></td></tr><tr id="gr_svn7768_2130"
><td id="2130"><a href="#2130">2130</a></td></tr><tr id="gr_svn7768_2131"
><td id="2131"><a href="#2131">2131</a></td></tr><tr id="gr_svn7768_2132"
><td id="2132"><a href="#2132">2132</a></td></tr><tr id="gr_svn7768_2133"
><td id="2133"><a href="#2133">2133</a></td></tr><tr id="gr_svn7768_2134"
><td id="2134"><a href="#2134">2134</a></td></tr><tr id="gr_svn7768_2135"
><td id="2135"><a href="#2135">2135</a></td></tr><tr id="gr_svn7768_2136"
><td id="2136"><a href="#2136">2136</a></td></tr><tr id="gr_svn7768_2137"
><td id="2137"><a href="#2137">2137</a></td></tr><tr id="gr_svn7768_2138"
><td id="2138"><a href="#2138">2138</a></td></tr><tr id="gr_svn7768_2139"
><td id="2139"><a href="#2139">2139</a></td></tr><tr id="gr_svn7768_2140"
><td id="2140"><a href="#2140">2140</a></td></tr><tr id="gr_svn7768_2141"
><td id="2141"><a href="#2141">2141</a></td></tr><tr id="gr_svn7768_2142"
><td id="2142"><a href="#2142">2142</a></td></tr><tr id="gr_svn7768_2143"
><td id="2143"><a href="#2143">2143</a></td></tr><tr id="gr_svn7768_2144"
><td id="2144"><a href="#2144">2144</a></td></tr><tr id="gr_svn7768_2145"
><td id="2145"><a href="#2145">2145</a></td></tr><tr id="gr_svn7768_2146"
><td id="2146"><a href="#2146">2146</a></td></tr><tr id="gr_svn7768_2147"
><td id="2147"><a href="#2147">2147</a></td></tr><tr id="gr_svn7768_2148"
><td id="2148"><a href="#2148">2148</a></td></tr><tr id="gr_svn7768_2149"
><td id="2149"><a href="#2149">2149</a></td></tr><tr id="gr_svn7768_2150"
><td id="2150"><a href="#2150">2150</a></td></tr><tr id="gr_svn7768_2151"
><td id="2151"><a href="#2151">2151</a></td></tr><tr id="gr_svn7768_2152"
><td id="2152"><a href="#2152">2152</a></td></tr><tr id="gr_svn7768_2153"
><td id="2153"><a href="#2153">2153</a></td></tr><tr id="gr_svn7768_2154"
><td id="2154"><a href="#2154">2154</a></td></tr></table></pre><pre><table width="100%"><tr class="nocursor"><td></td></tr></table></pre></td><td id="lines"><pre class="prettyprint"><table width="100%"><tr class="cursor_stop cursor_hidden"><td></td></tr></table></pre><pre class="prettyprint lang-java"><table id="src_table_0"><trid=sl_svn7768_1
><td class="source">/* -*- mode: java; c-basic-offset: 2; indent-tabs-mode: nil -*- */<br></td></tr><trid=sl_svn7768_2
><td class="source"><br></td></tr><trid=sl_svn7768_3
><td class="source">/*<br></td></tr><trid=sl_svn7768_4
><td class="source">  Part of the Processing project - http://processing.org<br></td></tr
><trid=sl_svn7768_5
><td class="source"><br></td></tr><trid=sl_svn7768_6
><td class="source">  Copyright (c) 2006-08 Ben Fry and Casey Reas<br></td></tr><trid=sl_svn7768_7
><td class="source"><br></td></tr><trid=sl_svn7768_8
><td class="source">  This library is free software; you can redistribute it and/or<br></td></tr><trid=sl_svn7768_9
><td class="source">  modify it under the terms of the GNU Lesser General Public<br></td></tr><trid=sl_svn7768_10
><td class="source">  License as published by the Free Software Foundation; either<br></td></tr><trid=sl_svn7768_11
><td class="source">  version 2.1 of the License, or (at your option) any later version.<br></td></tr><trid=sl_svn7768_12
><td class="source"><br></td></tr><trid=sl_svn7768_13
><td class="source">  This library is distributed in the hope that it will be useful,<br></td></tr><trid=sl_svn7768_14
><td class="source">  but WITHOUT ANY WARRANTY; without even the implied warranty of<br></td></tr><trid=sl_svn7768_15
><td class="source">  MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU<br></td></tr><trid=sl_svn7768_16
><td class="source">  Lesser General Public License for more details.<br></td></tr><trid=sl_svn7768_17
><td class="source"><br></td></tr><trid=sl_svn7768_18
><td class="source">  You should have received a copy of the GNU Lesser General<br></td></tr><trid=sl_svn7768_19
><td class="source">  Public License along with this library; if not, write to the<br></td></tr><trid=sl_svn7768_20
><td class="source">  Free Software Foundation, Inc., 59 Temple Place, Suite 330,<br></td></tr><trid=sl_svn7768_21
><td class="source">  Boston, MA  02111-1307  USA<br></td></tr><trid=sl_svn7768_22
><td class="source">*/<br></td></tr><trid=sl_svn7768_23
><td class="source"><br></td></tr><trid=sl_svn7768_24
><td class="source">package processing.core;<br></td></tr><trid=sl_svn7768_25
><td class="source"><br></td></tr><trid=sl_svn7768_26
><td class="source">import java.awt.Toolkit;<br></td></tr><trid=sl_svn7768_27
><td class="source">import java.awt.image.DirectColorModel;<br></td></tr><trid=sl_svn7768_28
><td class="source">import java.awt.image.MemoryImageSource;<br></td></tr><trid=sl_svn7768_29
><td class="source">import java.util.Arrays;<br></td></tr><trid=sl_svn7768_30
><td class="source"><br></td></tr><trid=sl_svn7768_31
><td class="source"><br></td></tr><trid=sl_svn7768_32
><td class="source">/**<br></td></tr><trid=sl_svn7768_33
><td class="source"> * Subclass of PGraphics that handles fast 2D rendering using a<br></td></tr><trid=sl_svn7768_34
><td class="source"> * MemoryImageSource. The renderer found in this class is not as accurate as<br></td></tr><trid=sl_svn7768_35
><td class="source"> * PGraphicsJava2D, but offers certain speed tradeoffs, particular when<br></td></tr><trid=sl_svn7768_36
><td class="source"> * messing with the pixels array, or displaying image or video data.<br></td></tr><trid=sl_svn7768_37
><td class="source"> */<br></td></tr><trid=sl_svn7768_38
><td class="source">public class PGraphics2D extends PGraphics {<br></td></tr><trid=sl_svn7768_39
><td class="source"><br></td></tr><trid=sl_svn7768_40
><td class="source">  PMatrix2D ctm = new PMatrix2D();<br></td></tr><trid=sl_svn7768_41
><td class="source"><br></td></tr><trid=sl_svn7768_42
><td class="source">  //PPolygon polygon;     // general polygon to use for shape<br></td></tr
><trid=sl_svn7768_43
><td class="source">  PPolygon fpolygon;    // used to fill polys for tri or quad strips<br></td></tr
><trid=sl_svn7768_44
><td class="source">  PPolygon spolygon;    // stroke/line polygon<br></td></tr
><trid=sl_svn7768_45
><td class="source">  float svertices[][];  // temp vertices used for stroking end of poly<br></td></tr
><trid=sl_svn7768_46
><td class="source"><br></td></tr><trid=sl_svn7768_47
><td class="source">  PPolygon tpolygon;<br></td></tr><trid=sl_svn7768_48
><td class="source">  int[] vertexOrder;<br></td></tr><trid=sl_svn7768_49
><td class="source"><br></td></tr><trid=sl_svn7768_50
><td class="source">  PLine line;<br></td></tr><trid=sl_svn7768_51
><td class="source"><br></td></tr><trid=sl_svn7768_52
><td class="source">  float[][] matrixStack = new float[MATRIX_STACK_DEPTH][6];<br></td></tr><trid=sl_svn7768_53
><td class="source">  int matrixStackDepth;<br></td></tr><trid=sl_svn7768_54
><td class="source"><br></td></tr><trid=sl_svn7768_55
><td class="source">  DirectColorModel cm;<br></td></tr><trid=sl_svn7768_56
><td class="source">  MemoryImageSource mis;<br></td></tr><trid=sl_svn7768_57
><td class="source"><br></td></tr><trid=sl_svn7768_58
><td class="source"><br></td></tr><trid=sl_svn7768_59
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_60
><td class="source"><br></td></tr><trid=sl_svn7768_61
><td class="source"><br></td></tr><trid=sl_svn7768_62
><td class="source">  public PGraphics2D() { }<br></td></tr><trid=sl_svn7768_63
><td class="source"><br></td></tr><trid=sl_svn7768_64
><td class="source"><br></td></tr><trid=sl_svn7768_65
><td class="source">  //public void setParent(PApplet parent)<br></td></tr
><trid=sl_svn7768_66
><td class="source"><br></td></tr><trid=sl_svn7768_67
><td class="source"><br></td></tr><trid=sl_svn7768_68
><td class="source">  //public void setPrimary(boolean primary)<br></td></tr
><trid=sl_svn7768_69
><td class="source"><br></td></tr><trid=sl_svn7768_70
><td class="source"><br></td></tr><trid=sl_svn7768_71
><td class="source">  //public void setPath(String path)<br></td></tr
><trid=sl_svn7768_72
><td class="source"><br></td></tr><trid=sl_svn7768_73
><td class="source"><br></td></tr><trid=sl_svn7768_74
><td class="source">  //public void setSize(int iwidth, int iheight)<br></td></tr
><trid=sl_svn7768_75
><td class="source"><br></td></tr><trid=sl_svn7768_76
><td class="source"><br></td></tr><trid=sl_svn7768_77
><td class="source">  protected void allocate() {<br></td></tr><trid=sl_svn7768_78
><td class="source">    pixelCount = width * height;<br></td></tr><trid=sl_svn7768_79
><td class="source">    pixels = new int[pixelCount];<br></td></tr><trid=sl_svn7768_80
><td class="source"><br></td></tr><trid=sl_svn7768_81
><td class="source">    if (primarySurface) {<br></td></tr><trid=sl_svn7768_82
><td class="source">      cm = new DirectColorModel(32, 0x00ff0000, 0x0000ff00, 0x000000ff);;<br></td></tr><trid=sl_svn7768_83
><td class="source">      mis = new MemoryImageSource(width, height, pixels, 0, width);<br></td></tr><trid=sl_svn7768_84
><td class="source">      mis.setFullBufferUpdates(true);<br></td></tr><trid=sl_svn7768_85
><td class="source">      mis.setAnimated(true);<br></td></tr><trid=sl_svn7768_86
><td class="source">      image = Toolkit.getDefaultToolkit().createImage(mis);<br></td></tr><trid=sl_svn7768_87
><td class="source">    }<br></td></tr><trid=sl_svn7768_88
><td class="source">  }<br></td></tr><trid=sl_svn7768_89
><td class="source"><br></td></tr><trid=sl_svn7768_90
><td class="source"><br></td></tr><trid=sl_svn7768_91
><td class="source">  //public void dispose()<br></td></tr
><trid=sl_svn7768_92
><td class="source"><br></td></tr><trid=sl_svn7768_93
><td class="source"><br></td></tr><trid=sl_svn7768_94
><td class="source"><br></td></tr><trid=sl_svn7768_95
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_96
><td class="source"><br></td></tr><trid=sl_svn7768_97
><td class="source"><br></td></tr><trid=sl_svn7768_98
><td class="source">  public boolean canDraw() {<br></td></tr><trid=sl_svn7768_99
><td class="source">    return true;<br></td></tr><trid=sl_svn7768_100
><td class="source">  }<br></td></tr><trid=sl_svn7768_101
><td class="source"><br></td></tr><trid=sl_svn7768_102
><td class="source"><br></td></tr><trid=sl_svn7768_103
><td class="source">  public void beginDraw() {<br></td></tr><trid=sl_svn7768_104
><td class="source">    // need to call defaults(), but can only be done when it&#39;s ok to draw<br></td></tr
><trid=sl_svn7768_105
><td class="source">    // (i.e. for OpenGL, no drawing can be done outside beginDraw/endDraw).<br></td></tr
><trid=sl_svn7768_106
><td class="source">    if (!settingsInited) {<br></td></tr><trid=sl_svn7768_107
><td class="source">      defaultSettings();<br></td></tr><trid=sl_svn7768_108
><td class="source"><br></td></tr><trid=sl_svn7768_109
><td class="source">//      polygon  = new PPolygon(this);<br></td></tr
><trid=sl_svn7768_110
><td class="source">      fpolygon = new PPolygon(this);<br></td></tr><trid=sl_svn7768_111
><td class="source">      spolygon = new PPolygon(this);<br></td></tr><trid=sl_svn7768_112
><td class="source">      spolygon.vertexCount = 4;<br></td></tr><trid=sl_svn7768_113
><td class="source">      svertices = new float[2][];<br></td></tr><trid=sl_svn7768_114
><td class="source">    }<br></td></tr><trid=sl_svn7768_115
><td class="source"><br></td></tr><trid=sl_svn7768_116
><td class="source">    resetMatrix(); // reset model matrix<br></td></tr
><trid=sl_svn7768_117
><td class="source"><br></td></tr><trid=sl_svn7768_118
><td class="source">    // reset vertices<br></td></tr
><trid=sl_svn7768_119
><td class="source">    vertexCount = 0;<br></td></tr><trid=sl_svn7768_120
><td class="source">  }<br></td></tr><trid=sl_svn7768_121
><td class="source"><br></td></tr><trid=sl_svn7768_122
><td class="source"><br></td></tr><trid=sl_svn7768_123
><td class="source">  public void endDraw() {<br></td></tr><trid=sl_svn7768_124
><td class="source">    if (mis != null) {<br></td></tr><trid=sl_svn7768_125
><td class="source">      mis.newPixels(pixels, cm, 0, width);<br></td></tr><trid=sl_svn7768_126
><td class="source">    }<br></td></tr><trid=sl_svn7768_127
><td class="source">    // mark pixels as having been updated, so that they&#39;ll work properly<br></td></tr
><trid=sl_svn7768_128
><td class="source">    // when this PGraphics is drawn using image().<br></td></tr
><trid=sl_svn7768_129
><td class="source">    updatePixels();<br></td></tr><trid=sl_svn7768_130
><td class="source">  }<br></td></tr><trid=sl_svn7768_131
><td class="source"><br></td></tr><trid=sl_svn7768_132
><td class="source"><br></td></tr><trid=sl_svn7768_133
><td class="source">  // public void flush()<br></td></tr
><trid=sl_svn7768_134
><td class="source"><br></td></tr><trid=sl_svn7768_135
><td class="source"><br></td></tr><trid=sl_svn7768_136
><td class="source"><br></td></tr><trid=sl_svn7768_137
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_138
><td class="source"><br></td></tr><trid=sl_svn7768_139
><td class="source"><br></td></tr><trid=sl_svn7768_140
><td class="source">  //protected void checkSettings()<br></td></tr
><trid=sl_svn7768_141
><td class="source"><br></td></tr><trid=sl_svn7768_142
><td class="source"><br></td></tr><trid=sl_svn7768_143
><td class="source">  //protected void defaultSettings()<br></td></tr
><trid=sl_svn7768_144
><td class="source"><br></td></tr><trid=sl_svn7768_145
><td class="source"><br></td></tr><trid=sl_svn7768_146
><td class="source">  //protected void reapplySettings()<br></td></tr
><trid=sl_svn7768_147
><td class="source"><br></td></tr><trid=sl_svn7768_148
><td class="source"><br></td></tr><trid=sl_svn7768_149
><td class="source"><br></td></tr><trid=sl_svn7768_150
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_151
><td class="source"><br></td></tr><trid=sl_svn7768_152
><td class="source"><br></td></tr><trid=sl_svn7768_153
><td class="source">  //public void hint(int which)<br></td></tr
><trid=sl_svn7768_154
><td class="source"><br></td></tr><trid=sl_svn7768_155
><td class="source"><br></td></tr><trid=sl_svn7768_156
><td class="source"><br></td></tr><trid=sl_svn7768_157
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_158
><td class="source"><br></td></tr><trid=sl_svn7768_159
><td class="source"><br></td></tr><trid=sl_svn7768_160
><td class="source">  //public void beginShape()<br></td></tr
><trid=sl_svn7768_161
><td class="source"><br></td></tr><trid=sl_svn7768_162
><td class="source"><br></td></tr><trid=sl_svn7768_163
><td class="source">  public void beginShape(int kind) {<br></td></tr><trid=sl_svn7768_164
><td class="source">    shape = kind;<br></td></tr><trid=sl_svn7768_165
><td class="source">    vertexCount = 0;<br></td></tr><trid=sl_svn7768_166
><td class="source">    curveVertexCount = 0;<br></td></tr><trid=sl_svn7768_167
><td class="source"><br></td></tr><trid=sl_svn7768_168
><td class="source">//    polygon.reset(0);<br></td></tr
><trid=sl_svn7768_169
><td class="source">    fpolygon.reset(4);<br></td></tr><trid=sl_svn7768_170
><td class="source">    spolygon.reset(4);<br></td></tr><trid=sl_svn7768_171
><td class="source"><br></td></tr><trid=sl_svn7768_172
><td class="source">    textureImage = null;<br></td></tr><trid=sl_svn7768_173
><td class="source">//    polygon.interpUV = false;<br></td></tr
><trid=sl_svn7768_174
><td class="source">  }<br></td></tr><trid=sl_svn7768_175
><td class="source"><br></td></tr><trid=sl_svn7768_176
><td class="source"><br></td></tr><trid=sl_svn7768_177
><td class="source">  //public void edge(boolean e)<br></td></tr
><trid=sl_svn7768_178
><td class="source"><br></td></tr><trid=sl_svn7768_179
><td class="source"><br></td></tr><trid=sl_svn7768_180
><td class="source">  //public void normal(float nx, float ny, float nz)<br></td></tr
><trid=sl_svn7768_181
><td class="source"><br></td></tr><trid=sl_svn7768_182
><td class="source"><br></td></tr><trid=sl_svn7768_183
><td class="source">  //public void textureMode(int mode)<br></td></tr
><trid=sl_svn7768_184
><td class="source"><br></td></tr><trid=sl_svn7768_185
><td class="source"><br></td></tr><trid=sl_svn7768_186
><td class="source">  //public void texture(PImage image)<br></td></tr
><trid=sl_svn7768_187
><td class="source"><br></td></tr><trid=sl_svn7768_188
><td class="source"><br></td></tr><trid=sl_svn7768_189
><td class="source">  /*<br></td></tr><trid=sl_svn7768_190
><td class="source">  public void vertex(float x, float y) {<br></td></tr><trid=sl_svn7768_191
><td class="source">    if (shape == POINTS) {<br></td></tr><trid=sl_svn7768_192
><td class="source">      point(x, y);<br></td></tr><trid=sl_svn7768_193
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_194
><td class="source">      super.vertex(x, y);<br></td></tr><trid=sl_svn7768_195
><td class="source">    }<br></td></tr><trid=sl_svn7768_196
><td class="source">  }<br></td></tr><trid=sl_svn7768_197
><td class="source">  */<br></td></tr><trid=sl_svn7768_198
><td class="source"><br></td></tr><trid=sl_svn7768_199
><td class="source"><br></td></tr><trid=sl_svn7768_200
><td class="source">  public void vertex(float x, float y, float z) {<br></td></tr><trid=sl_svn7768_201
><td class="source">    showDepthWarningXYZ(&quot;vertex&quot;);<br></td></tr><trid=sl_svn7768_202
><td class="source">  }<br></td></tr><trid=sl_svn7768_203
><td class="source"><br></td></tr><trid=sl_svn7768_204
><td class="source"><br></td></tr><trid=sl_svn7768_205
><td class="source">  //public void vertex(float x, float y, float u, float v)<br></td></tr
><trid=sl_svn7768_206
><td class="source"><br></td></tr><trid=sl_svn7768_207
><td class="source"><br></td></tr><trid=sl_svn7768_208
><td class="source">  public void vertex(float x, float y, float z, float u, float v) {<br></td></tr><trid=sl_svn7768_209
><td class="source">    showDepthWarningXYZ(&quot;vertex&quot;);<br></td></tr><trid=sl_svn7768_210
><td class="source">  }<br></td></tr><trid=sl_svn7768_211
><td class="source"><br></td></tr><trid=sl_svn7768_212
><td class="source"><br></td></tr><trid=sl_svn7768_213
><td class="source">  //protected void vertexTexture(float u, float v);<br></td></tr
><trid=sl_svn7768_214
><td class="source"><br></td></tr><trid=sl_svn7768_215
><td class="source"><br></td></tr><trid=sl_svn7768_216
><td class="source">  public void breakShape() {<br></td></tr><trid=sl_svn7768_217
><td class="source">    showWarning(&quot;This renderer cannot handle concave shapes &quot; +<br></td></tr><trid=sl_svn7768_218
><td class="source">                &quot;or shapes with holes.&quot;);<br></td></tr><trid=sl_svn7768_219
><td class="source">  }<br></td></tr><trid=sl_svn7768_220
><td class="source"><br></td></tr><trid=sl_svn7768_221
><td class="source"><br></td></tr><trid=sl_svn7768_222
><td class="source">  //public void endShape()<br></td></tr
><trid=sl_svn7768_223
><td class="source"><br></td></tr><trid=sl_svn7768_224
><td class="source"><br></td></tr><trid=sl_svn7768_225
><td class="source">  public void endShape(int mode) {<br></td></tr><trid=sl_svn7768_226
><td class="source">    if (ctm.isIdentity()) {<br></td></tr><trid=sl_svn7768_227
><td class="source">      for (int i = 0; i &lt; vertexCount; i++) {<br></td></tr><trid=sl_svn7768_228
><td class="source">        vertices[i][TX] = vertices[i][X];<br></td></tr><trid=sl_svn7768_229
><td class="source">        vertices[i][TY] = vertices[i][Y];<br></td></tr><trid=sl_svn7768_230
><td class="source">      }<br></td></tr><trid=sl_svn7768_231
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_232
><td class="source">      for (int i = 0; i &lt; vertexCount; i++) {<br></td></tr><trid=sl_svn7768_233
><td class="source">        vertices[i][TX] = ctm.multX(vertices[i][X], vertices[i][Y]);<br></td></tr><trid=sl_svn7768_234
><td class="source">        vertices[i][TY] = ctm.multY(vertices[i][X], vertices[i][Y]);<br></td></tr><trid=sl_svn7768_235
><td class="source">      }<br></td></tr><trid=sl_svn7768_236
><td class="source">    }<br></td></tr><trid=sl_svn7768_237
><td class="source"><br></td></tr><trid=sl_svn7768_238
><td class="source">    // ------------------------------------------------------------------<br></td></tr
><trid=sl_svn7768_239
><td class="source">    // TEXTURES<br></td></tr
><trid=sl_svn7768_240
><td class="source"><br></td></tr><trid=sl_svn7768_241
><td class="source">    fpolygon.texture(textureImage);<br></td></tr><trid=sl_svn7768_242
><td class="source"><br></td></tr><trid=sl_svn7768_243
><td class="source">    // ------------------------------------------------------------------<br></td></tr
><trid=sl_svn7768_244
><td class="source">    // COLORS<br></td></tr
><trid=sl_svn7768_245
><td class="source">    // calculate RGB for each vertex<br></td></tr
><trid=sl_svn7768_246
><td class="source"><br></td></tr><trid=sl_svn7768_247
><td class="source">    spolygon.interpARGB = true; //strokeChanged; //false;<br></td></tr
><trid=sl_svn7768_248
><td class="source">    fpolygon.interpARGB = true; //fillChanged; //false;<br></td></tr
><trid=sl_svn7768_249
><td class="source"><br></td></tr><trid=sl_svn7768_250
><td class="source">    // all the values for r, g, b have been set with calls to vertex()<br></td></tr
><trid=sl_svn7768_251
><td class="source">    // (no need to re-calculate anything here)<br></td></tr
><trid=sl_svn7768_252
><td class="source"><br></td></tr><trid=sl_svn7768_253
><td class="source">    // ------------------------------------------------------------------<br></td></tr
><trid=sl_svn7768_254
><td class="source">    // RENDER SHAPES<br></td></tr
><trid=sl_svn7768_255
><td class="source"><br></td></tr><trid=sl_svn7768_256
><td class="source">    int increment;<br></td></tr><trid=sl_svn7768_257
><td class="source"><br></td></tr><trid=sl_svn7768_258
><td class="source">    switch (shape) {<br></td></tr><trid=sl_svn7768_259
><td class="source">    case POINTS:<br></td></tr><trid=sl_svn7768_260
><td class="source">      // stroke cannot change inside beginShape(POINTS);<br></td></tr
><trid=sl_svn7768_261
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_262
><td class="source">        if ((ctm.m00 == ctm.m11) &amp;&amp; (strokeWeight == 1)) {<br></td></tr><trid=sl_svn7768_263
><td class="source">          for (int i = 0; i &lt; vertexCount; i++) {<br></td></tr><trid=sl_svn7768_264
><td class="source">            thin_point(vertices[i][TX], vertices[i][TY], strokeColor);<br></td></tr><trid=sl_svn7768_265
><td class="source">          }<br></td></tr><trid=sl_svn7768_266
><td class="source">        } else {<br></td></tr><trid=sl_svn7768_267
><td class="source">          for (int i = 0; i &lt; vertexCount; i++) {<br></td></tr><trid=sl_svn7768_268
><td class="source">            float[] v = vertices[i];<br></td></tr><trid=sl_svn7768_269
><td class="source">            thick_point(v[TX], v[TY], v[TZ],  v[SR], v[SG], v[SB], v[SA]);<br></td></tr><trid=sl_svn7768_270
><td class="source">          }<br></td></tr><trid=sl_svn7768_271
><td class="source">        }<br></td></tr><trid=sl_svn7768_272
><td class="source">      }<br></td></tr><trid=sl_svn7768_273
><td class="source">      break;<br></td></tr><trid=sl_svn7768_274
><td class="source"><br></td></tr><trid=sl_svn7768_275
><td class="source">    case LINES:<br></td></tr><trid=sl_svn7768_276
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_277
><td class="source">        // increment by two for individual lines<br></td></tr
><trid=sl_svn7768_278
><td class="source">        increment = (shape == LINES) ? 2 : 1;<br></td></tr><trid=sl_svn7768_279
><td class="source">        draw_lines(vertices, vertexCount-1, 1, increment, 0);<br></td></tr><trid=sl_svn7768_280
><td class="source">      }<br></td></tr><trid=sl_svn7768_281
><td class="source">      break;<br></td></tr><trid=sl_svn7768_282
><td class="source"><br></td></tr><trid=sl_svn7768_283
><td class="source">    case TRIANGLE_FAN:<br></td></tr><trid=sl_svn7768_284
><td class="source">      // do fill and stroke separately because otherwise<br></td></tr
><trid=sl_svn7768_285
><td class="source">      // the lines will be stroked more than necessary<br></td></tr
><trid=sl_svn7768_286
><td class="source">      if (fill || textureImage != null) {<br></td></tr><trid=sl_svn7768_287
><td class="source">        fpolygon.vertexCount = 3;<br></td></tr><trid=sl_svn7768_288
><td class="source"><br></td></tr><trid=sl_svn7768_289
><td class="source">        for (int i = 1; i &lt; vertexCount-1; i++) {<br></td></tr><trid=sl_svn7768_290
><td class="source">//          System.out.println(i + &quot; of &quot; + vertexCount);<br></td></tr
><trid=sl_svn7768_291
><td class="source"><br></td></tr><trid=sl_svn7768_292
><td class="source">          fpolygon.vertices[2][R] = vertices[0][R];<br></td></tr><trid=sl_svn7768_293
><td class="source">          fpolygon.vertices[2][G] = vertices[0][G];<br></td></tr><trid=sl_svn7768_294
><td class="source">          fpolygon.vertices[2][B] = vertices[0][B];<br></td></tr><trid=sl_svn7768_295
><td class="source">          fpolygon.vertices[2][A] = vertices[0][A];<br></td></tr><trid=sl_svn7768_296
><td class="source"><br></td></tr><trid=sl_svn7768_297
><td class="source">          fpolygon.vertices[2][TX] = vertices[0][TX];<br></td></tr><trid=sl_svn7768_298
><td class="source">          fpolygon.vertices[2][TY] = vertices[0][TY];<br></td></tr><trid=sl_svn7768_299
><td class="source"><br></td></tr><trid=sl_svn7768_300
><td class="source">          if (textureImage != null) {<br></td></tr><trid=sl_svn7768_301
><td class="source">            fpolygon.vertices[2][U] = vertices[0][U];<br></td></tr><trid=sl_svn7768_302
><td class="source">            fpolygon.vertices[2][V] = vertices[0][V];<br></td></tr><trid=sl_svn7768_303
><td class="source">          }<br></td></tr><trid=sl_svn7768_304
><td class="source">//          System.out.println(fpolygon.vertices[2][TX] + &quot; &quot; + fpolygon.vertices[2][TY]);<br></td></tr
><trid=sl_svn7768_305
><td class="source"><br></td></tr><trid=sl_svn7768_306
><td class="source">          for (int j = 0; j &lt; 2; j++) {<br></td></tr><trid=sl_svn7768_307
><td class="source">            fpolygon.vertices[j][R] = vertices[i+j][R];<br></td></tr><trid=sl_svn7768_308
><td class="source">            fpolygon.vertices[j][G] = vertices[i+j][G];<br></td></tr><trid=sl_svn7768_309
><td class="source">            fpolygon.vertices[j][B] = vertices[i+j][B];<br></td></tr><trid=sl_svn7768_310
><td class="source">            fpolygon.vertices[j][A] = vertices[i+j][A];<br></td></tr><trid=sl_svn7768_311
><td class="source"><br></td></tr><trid=sl_svn7768_312
><td class="source">            fpolygon.vertices[j][TX] = vertices[i+j][TX];<br></td></tr><trid=sl_svn7768_313
><td class="source">            fpolygon.vertices[j][TY] = vertices[i+j][TY];<br></td></tr><trid=sl_svn7768_314
><td class="source"><br></td></tr><trid=sl_svn7768_315
><td class="source">//            System.out.println(fpolygon.vertices[j][TX] + &quot; &quot; + fpolygon.vertices[j][TY]);<br></td></tr
><trid=sl_svn7768_316
><td class="source"><br></td></tr><trid=sl_svn7768_317
><td class="source">            if (textureImage != null) {<br></td></tr><trid=sl_svn7768_318
><td class="source">              fpolygon.vertices[j][U] = vertices[i+j][U];<br></td></tr><trid=sl_svn7768_319
><td class="source">              fpolygon.vertices[j][V] = vertices[i+j][V];<br></td></tr><trid=sl_svn7768_320
><td class="source">            }<br></td></tr><trid=sl_svn7768_321
><td class="source">          }<br></td></tr><trid=sl_svn7768_322
><td class="source">//          System.out.println();<br></td></tr
><trid=sl_svn7768_323
><td class="source">          fpolygon.render();<br></td></tr><trid=sl_svn7768_324
><td class="source">        }<br></td></tr><trid=sl_svn7768_325
><td class="source">      }<br></td></tr><trid=sl_svn7768_326
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_327
><td class="source">        // draw internal lines<br></td></tr
><trid=sl_svn7768_328
><td class="source">        for (int i = 1; i &lt; vertexCount; i++) {<br></td></tr><trid=sl_svn7768_329
><td class="source">          draw_line(vertices[0], vertices[i]);<br></td></tr><trid=sl_svn7768_330
><td class="source">        }<br></td></tr><trid=sl_svn7768_331
><td class="source">        // draw a ring around the outside<br></td></tr
><trid=sl_svn7768_332
><td class="source">        for (int i = 1; i &lt; vertexCount-1; i++) {<br></td></tr><trid=sl_svn7768_333
><td class="source">          draw_line(vertices[i], vertices[i+1]);<br></td></tr><trid=sl_svn7768_334
><td class="source">        }<br></td></tr><trid=sl_svn7768_335
><td class="source">        // close the shape<br></td></tr
><trid=sl_svn7768_336
><td class="source">        draw_line(vertices[vertexCount-1], vertices[1]);<br></td></tr><trid=sl_svn7768_337
><td class="source">      }<br></td></tr><trid=sl_svn7768_338
><td class="source">      break;<br></td></tr><trid=sl_svn7768_339
><td class="source"><br></td></tr><trid=sl_svn7768_340
><td class="source">    case TRIANGLES:<br></td></tr><trid=sl_svn7768_341
><td class="source">    case TRIANGLE_STRIP:<br></td></tr><trid=sl_svn7768_342
><td class="source">      increment = (shape == TRIANGLES) ? 3 : 1;<br></td></tr><trid=sl_svn7768_343
><td class="source">      // do fill and stroke separately because otherwise<br></td></tr
><trid=sl_svn7768_344
><td class="source">      // the lines will be stroked more than necessary<br></td></tr
><trid=sl_svn7768_345
><td class="source">      if (fill || textureImage != null) {<br></td></tr><trid=sl_svn7768_346
><td class="source">        fpolygon.vertexCount = 3;<br></td></tr><trid=sl_svn7768_347
><td class="source">        for (int i = 0; i &lt; vertexCount-2; i += increment) {<br></td></tr><trid=sl_svn7768_348
><td class="source">          for (int j = 0; j &lt; 3; j++) {<br></td></tr><trid=sl_svn7768_349
><td class="source">            fpolygon.vertices[j][R] = vertices[i+j][R];<br></td></tr><trid=sl_svn7768_350
><td class="source">            fpolygon.vertices[j][G] = vertices[i+j][G];<br></td></tr><trid=sl_svn7768_351
><td class="source">            fpolygon.vertices[j][B] = vertices[i+j][B];<br></td></tr><trid=sl_svn7768_352
><td class="source">            fpolygon.vertices[j][A] = vertices[i+j][A];<br></td></tr><trid=sl_svn7768_353
><td class="source"><br></td></tr><trid=sl_svn7768_354
><td class="source">            fpolygon.vertices[j][TX] = vertices[i+j][TX];<br></td></tr><trid=sl_svn7768_355
><td class="source">            fpolygon.vertices[j][TY] = vertices[i+j][TY];<br></td></tr><trid=sl_svn7768_356
><td class="source">            fpolygon.vertices[j][TZ] = vertices[i+j][TZ];<br></td></tr><trid=sl_svn7768_357
><td class="source"><br></td></tr><trid=sl_svn7768_358
><td class="source">            if (textureImage != null) {<br></td></tr><trid=sl_svn7768_359
><td class="source">              fpolygon.vertices[j][U] = vertices[i+j][U];<br></td></tr><trid=sl_svn7768_360
><td class="source">              fpolygon.vertices[j][V] = vertices[i+j][V];<br></td></tr><trid=sl_svn7768_361
><td class="source">            }<br></td></tr><trid=sl_svn7768_362
><td class="source">          }<br></td></tr><trid=sl_svn7768_363
><td class="source">          fpolygon.render();<br></td></tr><trid=sl_svn7768_364
><td class="source">        }<br></td></tr><trid=sl_svn7768_365
><td class="source">      }<br></td></tr><trid=sl_svn7768_366
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_367
><td class="source">        // first draw all vertices as a line strip<br></td></tr
><trid=sl_svn7768_368
><td class="source">        if (shape == TRIANGLE_STRIP) {<br></td></tr><trid=sl_svn7768_369
><td class="source">          draw_lines(vertices, vertexCount-1, 1, 1, 0);<br></td></tr><trid=sl_svn7768_370
><td class="source">        } else {<br></td></tr><trid=sl_svn7768_371
><td class="source">          draw_lines(vertices, vertexCount-1, 1, 1, 3);<br></td></tr><trid=sl_svn7768_372
><td class="source">        }<br></td></tr><trid=sl_svn7768_373
><td class="source">        // then draw from vertex (n) to (n+2)<br></td></tr
><trid=sl_svn7768_374
><td class="source">        // incrementing n using the same as above<br></td></tr
><trid=sl_svn7768_375
><td class="source">        draw_lines(vertices, vertexCount-2, 2, increment, 0);<br></td></tr><trid=sl_svn7768_376
><td class="source">        // changed this to vertexCount-2, because it seemed<br></td></tr
><trid=sl_svn7768_377
><td class="source">        // to be adding an extra (nonexistant) line<br></td></tr
><trid=sl_svn7768_378
><td class="source">      }<br></td></tr><trid=sl_svn7768_379
><td class="source">      break;<br></td></tr><trid=sl_svn7768_380
><td class="source"><br></td></tr><trid=sl_svn7768_381
><td class="source">    case QUADS:<br></td></tr><trid=sl_svn7768_382
><td class="source">      if (fill || textureImage != null) {<br></td></tr><trid=sl_svn7768_383
><td class="source">        fpolygon.vertexCount = 4;<br></td></tr><trid=sl_svn7768_384
><td class="source">        for (int i = 0; i &lt; vertexCount-3; i += 4) {<br></td></tr><trid=sl_svn7768_385
><td class="source">          for (int j = 0; j &lt; 4; j++) {<br></td></tr><trid=sl_svn7768_386
><td class="source">            int jj = i+j;<br></td></tr><trid=sl_svn7768_387
><td class="source">            fpolygon.vertices[j][R] = vertices[jj][R];<br></td></tr><trid=sl_svn7768_388
><td class="source">            fpolygon.vertices[j][G] = vertices[jj][G];<br></td></tr><trid=sl_svn7768_389
><td class="source">            fpolygon.vertices[j][B] = vertices[jj][B];<br></td></tr><trid=sl_svn7768_390
><td class="source">            fpolygon.vertices[j][A] = vertices[jj][A];<br></td></tr><trid=sl_svn7768_391
><td class="source"><br></td></tr><trid=sl_svn7768_392
><td class="source">            fpolygon.vertices[j][TX] = vertices[jj][TX];<br></td></tr><trid=sl_svn7768_393
><td class="source">            fpolygon.vertices[j][TY] = vertices[jj][TY];<br></td></tr><trid=sl_svn7768_394
><td class="source">            fpolygon.vertices[j][TZ] = vertices[jj][TZ];<br></td></tr><trid=sl_svn7768_395
><td class="source"><br></td></tr><trid=sl_svn7768_396
><td class="source">            if (textureImage != null) {<br></td></tr><trid=sl_svn7768_397
><td class="source">              fpolygon.vertices[j][U] = vertices[jj][U];<br></td></tr><trid=sl_svn7768_398
><td class="source">              fpolygon.vertices[j][V] = vertices[jj][V];<br></td></tr><trid=sl_svn7768_399
><td class="source">            }<br></td></tr><trid=sl_svn7768_400
><td class="source">          }<br></td></tr><trid=sl_svn7768_401
><td class="source">          fpolygon.render();<br></td></tr><trid=sl_svn7768_402
><td class="source">        }<br></td></tr><trid=sl_svn7768_403
><td class="source">      }<br></td></tr><trid=sl_svn7768_404
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_405
><td class="source">        for (int i = 0; i &lt; vertexCount-3; i += 4) {<br></td></tr><trid=sl_svn7768_406
><td class="source">          draw_line(vertices[i+0], vertices[i+1]);<br></td></tr><trid=sl_svn7768_407
><td class="source">          draw_line(vertices[i+1], vertices[i+2]);<br></td></tr><trid=sl_svn7768_408
><td class="source">          draw_line(vertices[i+2], vertices[i+3]);<br></td></tr><trid=sl_svn7768_409
><td class="source">          draw_line(vertices[i+3], vertices[i+0]);<br></td></tr><trid=sl_svn7768_410
><td class="source">        }<br></td></tr><trid=sl_svn7768_411
><td class="source">      }<br></td></tr><trid=sl_svn7768_412
><td class="source">      break;<br></td></tr><trid=sl_svn7768_413
><td class="source"><br></td></tr><trid=sl_svn7768_414
><td class="source">    case QUAD_STRIP:<br></td></tr><trid=sl_svn7768_415
><td class="source">      if (fill || textureImage != null) {<br></td></tr><trid=sl_svn7768_416
><td class="source">        fpolygon.vertexCount = 4;<br></td></tr><trid=sl_svn7768_417
><td class="source">        for (int i = 0; i &lt; vertexCount-3; i += 2) {<br></td></tr><trid=sl_svn7768_418
><td class="source">          for (int j = 0; j &lt; 4; j++) {<br></td></tr><trid=sl_svn7768_419
><td class="source">            int jj = i+j;<br></td></tr><trid=sl_svn7768_420
><td class="source">            if (j == 2) jj = i+3;  // swap 2nd and 3rd vertex<br></td></tr
><trid=sl_svn7768_421
><td class="source">            if (j == 3) jj = i+2;<br></td></tr><trid=sl_svn7768_422
><td class="source"><br></td></tr><trid=sl_svn7768_423
><td class="source">            fpolygon.vertices[j][R] = vertices[jj][R];<br></td></tr><trid=sl_svn7768_424
><td class="source">            fpolygon.vertices[j][G] = vertices[jj][G];<br></td></tr><trid=sl_svn7768_425
><td class="source">            fpolygon.vertices[j][B] = vertices[jj][B];<br></td></tr><trid=sl_svn7768_426
><td class="source">            fpolygon.vertices[j][A] = vertices[jj][A];<br></td></tr><trid=sl_svn7768_427
><td class="source"><br></td></tr><trid=sl_svn7768_428
><td class="source">            fpolygon.vertices[j][TX] = vertices[jj][TX];<br></td></tr><trid=sl_svn7768_429
><td class="source">            fpolygon.vertices[j][TY] = vertices[jj][TY];<br></td></tr><trid=sl_svn7768_430
><td class="source">            fpolygon.vertices[j][TZ] = vertices[jj][TZ];<br></td></tr><trid=sl_svn7768_431
><td class="source"><br></td></tr><trid=sl_svn7768_432
><td class="source">            if (textureImage != null) {<br></td></tr><trid=sl_svn7768_433
><td class="source">              fpolygon.vertices[j][U] = vertices[jj][U];<br></td></tr><trid=sl_svn7768_434
><td class="source">              fpolygon.vertices[j][V] = vertices[jj][V];<br></td></tr><trid=sl_svn7768_435
><td class="source">            }<br></td></tr><trid=sl_svn7768_436
><td class="source">          }<br></td></tr><trid=sl_svn7768_437
><td class="source">          fpolygon.render();<br></td></tr><trid=sl_svn7768_438
><td class="source">        }<br></td></tr><trid=sl_svn7768_439
><td class="source">      }<br></td></tr><trid=sl_svn7768_440
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_441
><td class="source">        draw_lines(vertices, vertexCount-1, 1, 2, 0);  // inner lines<br></td></tr
><trid=sl_svn7768_442
><td class="source">        draw_lines(vertices, vertexCount-2, 2, 1, 0);  // outer lines<br></td></tr
><trid=sl_svn7768_443
><td class="source">      }<br></td></tr><trid=sl_svn7768_444
><td class="source">      break;<br></td></tr><trid=sl_svn7768_445
><td class="source"><br></td></tr><trid=sl_svn7768_446
><td class="source">    case POLYGON:<br></td></tr><trid=sl_svn7768_447
><td class="source">      if (isConvex()) {<br></td></tr><trid=sl_svn7768_448
><td class="source">        if (fill || textureImage != null) {<br></td></tr><trid=sl_svn7768_449
><td class="source">          //System.out.println(&quot;convex&quot;);<br></td></tr
><trid=sl_svn7768_450
><td class="source">          fpolygon.renderPolygon(vertices, vertexCount);<br></td></tr><trid=sl_svn7768_451
><td class="source">          //if (stroke) polygon.unexpand();<br></td></tr
><trid=sl_svn7768_452
><td class="source">        }<br></td></tr><trid=sl_svn7768_453
><td class="source"><br></td></tr><trid=sl_svn7768_454
><td class="source">        if (stroke) {<br></td></tr><trid=sl_svn7768_455
><td class="source">          draw_lines(vertices, vertexCount-1, 1, 1, 0);<br></td></tr><trid=sl_svn7768_456
><td class="source">          if (mode == CLOSE) {<br></td></tr><trid=sl_svn7768_457
><td class="source">            // draw the last line connecting back to the first point in poly<br></td></tr
><trid=sl_svn7768_458
><td class="source">            //svertices[0] = vertices[vertexCount-1];<br></td></tr
><trid=sl_svn7768_459
><td class="source">            //svertices[1] = vertices[0];<br></td></tr
><trid=sl_svn7768_460
><td class="source">            //draw_lines(svertices, 1, 1, 1, 0);<br></td></tr
><trid=sl_svn7768_461
><td class="source">            draw_line(vertices[vertexCount-1], vertices[0]);<br></td></tr><trid=sl_svn7768_462
><td class="source">          }<br></td></tr><trid=sl_svn7768_463
><td class="source">        }<br></td></tr><trid=sl_svn7768_464
><td class="source">      } else {  // not convex<br></td></tr
><trid=sl_svn7768_465
><td class="source">        //System.out.println(&quot;concave&quot;);<br></td></tr
><trid=sl_svn7768_466
><td class="source">        if (fill || textureImage != null) {<br></td></tr><trid=sl_svn7768_467
><td class="source">          // the triangulator produces polygons that don&#39;t align<br></td></tr
><trid=sl_svn7768_468
><td class="source">          // when smoothing is enabled. but if there is a stroke around<br></td></tr
><trid=sl_svn7768_469
><td class="source">          // the polygon, then smoothing can be temporarily disabled.<br></td></tr
><trid=sl_svn7768_470
><td class="source">          boolean smoov = smooth;<br></td></tr><trid=sl_svn7768_471
><td class="source">          //if (stroke &amp;&amp; !hints[DISABLE_SMOOTH_HACK]) smooth = false;<br></td></tr
><trid=sl_svn7768_472
><td class="source">          if (stroke) smooth = false;<br></td></tr><trid=sl_svn7768_473
><td class="source">          concaveRender();<br></td></tr><trid=sl_svn7768_474
><td class="source">          //if (stroke &amp;&amp; !hints[DISABLE_SMOOTH_HACK]) smooth = smoov;<br></td></tr
><trid=sl_svn7768_475
><td class="source">          if (stroke) smooth = smoov;<br></td></tr><trid=sl_svn7768_476
><td class="source">        }<br></td></tr><trid=sl_svn7768_477
><td class="source"><br></td></tr><trid=sl_svn7768_478
><td class="source">        if (stroke) {<br></td></tr><trid=sl_svn7768_479
><td class="source">          draw_lines(vertices, vertexCount-1, 1, 1, 0);<br></td></tr><trid=sl_svn7768_480
><td class="source">          if (mode == CLOSE) {<br></td></tr><trid=sl_svn7768_481
><td class="source">            // draw the last line connecting back<br></td></tr
><trid=sl_svn7768_482
><td class="source">            // to the first point in poly<br></td></tr
><trid=sl_svn7768_483
><td class="source">//            svertices[0] = vertices[vertexCount-1];<br></td></tr
><trid=sl_svn7768_484
><td class="source">//            svertices[1] = vertices[0];<br></td></tr
><trid=sl_svn7768_485
><td class="source">//            draw_lines(svertices, 1, 1, 1, 0);<br></td></tr
><trid=sl_svn7768_486
><td class="source">            draw_line(vertices[vertexCount-1], vertices[0]);<br></td></tr><trid=sl_svn7768_487
><td class="source">          }<br></td></tr><trid=sl_svn7768_488
><td class="source">        }<br></td></tr><trid=sl_svn7768_489
><td class="source">      }<br></td></tr><trid=sl_svn7768_490
><td class="source">      break;<br></td></tr><trid=sl_svn7768_491
><td class="source">    }<br></td></tr><trid=sl_svn7768_492
><td class="source"><br></td></tr><trid=sl_svn7768_493
><td class="source">    // to signify no shape being drawn<br></td></tr
><trid=sl_svn7768_494
><td class="source">    shape = 0;<br></td></tr><trid=sl_svn7768_495
><td class="source">  }<br></td></tr><trid=sl_svn7768_496
><td class="source"><br></td></tr><trid=sl_svn7768_497
><td class="source"><br></td></tr><trid=sl_svn7768_498
><td class="source"><br></td></tr><trid=sl_svn7768_499
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_500
><td class="source"><br></td></tr><trid=sl_svn7768_501
><td class="source">  // CONCAVE/CONVEX POLYGONS<br></td></tr
><trid=sl_svn7768_502
><td class="source"><br></td></tr><trid=sl_svn7768_503
><td class="source"><br></td></tr><trid=sl_svn7768_504
><td class="source">  private boolean isConvex() {<br></td></tr><trid=sl_svn7768_505
><td class="source">    //float v[][] = polygon.vertices;<br></td></tr
><trid=sl_svn7768_506
><td class="source">    //int n = polygon.vertexCount;<br></td></tr
><trid=sl_svn7768_507
><td class="source">    //int j,k;<br></td></tr
><trid=sl_svn7768_508
><td class="source">    //float tol = 0.001f;<br></td></tr
><trid=sl_svn7768_509
><td class="source"><br></td></tr><trid=sl_svn7768_510
><td class="source">    if (vertexCount &lt; 3) {<br></td></tr><trid=sl_svn7768_511
><td class="source">      // ERROR: this is a line or a point, render as convex<br></td></tr
><trid=sl_svn7768_512
><td class="source">      return true;<br></td></tr><trid=sl_svn7768_513
><td class="source">    }<br></td></tr><trid=sl_svn7768_514
><td class="source"><br></td></tr><trid=sl_svn7768_515
><td class="source">    int flag = 0;<br></td></tr><trid=sl_svn7768_516
><td class="source">    // iterate along border doing dot product.<br></td></tr
><trid=sl_svn7768_517
><td class="source">    // if the sign of the result changes, then is concave<br></td></tr
><trid=sl_svn7768_518
><td class="source">    for (int i = 0; i &lt; vertexCount; i++) {<br></td></tr><trid=sl_svn7768_519
><td class="source">      float[] vi = vertices[i];<br></td></tr><trid=sl_svn7768_520
><td class="source">      float[] vj = vertices[(i + 1) % vertexCount];<br></td></tr><trid=sl_svn7768_521
><td class="source">      float[] vk = vertices[(i + 2) % vertexCount];<br></td></tr><trid=sl_svn7768_522
><td class="source">      float calc = ((vj[TX] - vi[TX]) * (vk[TY] - vj[TY]) -<br></td></tr><trid=sl_svn7768_523
><td class="source">                    (vj[TY] - vi[TY]) * (vk[TX] - vj[TX]));<br></td></tr><trid=sl_svn7768_524
><td class="source">      if (calc &lt; 0) {<br></td></tr><trid=sl_svn7768_525
><td class="source">        flag |= 1;<br></td></tr><trid=sl_svn7768_526
><td class="source">      } else if (calc &gt; 0) {<br></td></tr><trid=sl_svn7768_527
><td class="source">        flag |= 2;<br></td></tr><trid=sl_svn7768_528
><td class="source">      }<br></td></tr><trid=sl_svn7768_529
><td class="source">      if (flag == 3) {<br></td></tr><trid=sl_svn7768_530
><td class="source">        return false;  // CONCAVE<br></td></tr
><trid=sl_svn7768_531
><td class="source">      }<br></td></tr><trid=sl_svn7768_532
><td class="source">    }<br></td></tr><trid=sl_svn7768_533
><td class="source">    if (flag != 0) {<br></td></tr><trid=sl_svn7768_534
><td class="source">      return true;    // CONVEX<br></td></tr
><trid=sl_svn7768_535
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_536
><td class="source">      // ERROR: colinear points, self intersection<br></td></tr
><trid=sl_svn7768_537
><td class="source">      // treat as CONVEX<br></td></tr
><trid=sl_svn7768_538
><td class="source">      return true;<br></td></tr><trid=sl_svn7768_539
><td class="source">    }<br></td></tr><trid=sl_svn7768_540
><td class="source">  }<br></td></tr><trid=sl_svn7768_541
><td class="source"><br></td></tr><trid=sl_svn7768_542
><td class="source"><br></td></tr><trid=sl_svn7768_543
><td class="source">  /**<br></td></tr><trid=sl_svn7768_544
><td class="source">   * Triangulate the current polygon.<br></td></tr><trid=sl_svn7768_545
><td class="source">   * &lt;BR&gt; &lt;BR&gt;<br></td></tr><trid=sl_svn7768_546
><td class="source">   * Simple ear clipping polygon triangulation adapted from code by<br></td></tr><trid=sl_svn7768_547
><td class="source">   * John W. Ratcliff (jratcliff at verant.com). Presumably<br></td></tr><trid=sl_svn7768_548
><td class="source">   * &lt;A HREF=&quot;http://www.flipcode.org/cgi-bin/fcarticles.cgi?show=63943&quot;&gt;this&lt;/A&gt;<br></td></tr
><trid=sl_svn7768_549
><td class="source">   * bit of code from the web.<br></td></tr><trid=sl_svn7768_550
><td class="source">   */<br></td></tr><trid=sl_svn7768_551
><td class="source">  protected void concaveRender() {<br></td></tr><trid=sl_svn7768_552
><td class="source">    if (vertexOrder == null || vertexOrder.length != vertices.length) {<br></td></tr><trid=sl_svn7768_553
><td class="source">      vertexOrder = new int[vertices.length];<br></td></tr><trid=sl_svn7768_554
><td class="source">//      int[] temp = new int[vertices.length];<br></td></tr
><trid=sl_svn7768_555
><td class="source">//      // since vertex_start may not be zero, might need to keep old stuff around<br></td></tr
><trid=sl_svn7768_556
><td class="source">//      PApplet.arrayCopy(vertexOrder, temp, vertexCount);<br></td></tr
><trid=sl_svn7768_557
><td class="source">//      vertexOrder = temp;<br></td></tr
><trid=sl_svn7768_558
><td class="source">    }<br></td></tr><trid=sl_svn7768_559
><td class="source"><br></td></tr><trid=sl_svn7768_560
><td class="source">    if (tpolygon == null) {<br></td></tr><trid=sl_svn7768_561
><td class="source">      tpolygon = new PPolygon(this);<br></td></tr><trid=sl_svn7768_562
><td class="source">    }<br></td></tr><trid=sl_svn7768_563
><td class="source">    tpolygon.reset(3);<br></td></tr><trid=sl_svn7768_564
><td class="source"><br></td></tr><trid=sl_svn7768_565
><td class="source">    // first we check if the polygon goes clockwise or counterclockwise<br></td></tr
><trid=sl_svn7768_566
><td class="source">    float area = 0;<br></td></tr><trid=sl_svn7768_567
><td class="source">    for (int p = vertexCount - 1, q = 0; q &lt; vertexCount; p = q++) {<br></td></tr><trid=sl_svn7768_568
><td class="source">      area += (vertices[q][X] * vertices[p][Y] -<br></td></tr><trid=sl_svn7768_569
><td class="source">               vertices[p][X] * vertices[q][Y]);<br></td></tr><trid=sl_svn7768_570
><td class="source">    }<br></td></tr><trid=sl_svn7768_571
><td class="source">    // ain&#39;t nuthin there<br></td></tr
><trid=sl_svn7768_572
><td class="source">    if (area == 0) return;<br></td></tr><trid=sl_svn7768_573
><td class="source"><br></td></tr><trid=sl_svn7768_574
><td class="source">    // don&#39;t allow polygons to come back and meet themselves,<br></td></tr
><trid=sl_svn7768_575
><td class="source">    // otherwise it will anger the triangulator<br></td></tr
><trid=sl_svn7768_576
><td class="source">    // http://dev.processing.org/bugs/show_bug.cgi?id=97<br></td></tr
><trid=sl_svn7768_577
><td class="source">    float vfirst[] = vertices[0];<br></td></tr><trid=sl_svn7768_578
><td class="source">    float vlast[] = vertices[vertexCount-1];<br></td></tr><trid=sl_svn7768_579
><td class="source">    if ((Math.abs(vfirst[X] - vlast[X]) &lt; EPSILON) &amp;&amp;<br></td></tr><trid=sl_svn7768_580
><td class="source">        (Math.abs(vfirst[Y] - vlast[Y]) &lt; EPSILON) &amp;&amp;<br></td></tr><trid=sl_svn7768_581
><td class="source">        (Math.abs(vfirst[Z] - vlast[Z]) &lt; EPSILON)) {<br></td></tr><trid=sl_svn7768_582
><td class="source">      vertexCount--;<br></td></tr><trid=sl_svn7768_583
><td class="source">    }<br></td></tr><trid=sl_svn7768_584
><td class="source"><br></td></tr><trid=sl_svn7768_585
><td class="source">    // then sort the vertices so they are always in a counterclockwise order<br></td></tr
><trid=sl_svn7768_586
><td class="source">    for (int i = 0; i &lt; vertexCount; i++) {<br></td></tr><trid=sl_svn7768_587
><td class="source">      vertexOrder[i] = (area &gt; 0) ? i : (vertexCount-1 - i);<br></td></tr><trid=sl_svn7768_588
><td class="source">    }<br></td></tr><trid=sl_svn7768_589
><td class="source"><br></td></tr><trid=sl_svn7768_590
><td class="source">    // remove vc-2 Vertices, creating 1 triangle every time<br></td></tr
><trid=sl_svn7768_591
><td class="source">    int vc = vertexCount;  // vc will be decremented while working<br></td></tr
><trid=sl_svn7768_592
><td class="source">    int count = 2*vc;  // complex polygon detection<br></td></tr
><trid=sl_svn7768_593
><td class="source"><br></td></tr><trid=sl_svn7768_594
><td class="source">    for (int m = 0, v = vc - 1; vc &gt; 2; ) {<br></td></tr><trid=sl_svn7768_595
><td class="source">      boolean snip = true;<br></td></tr><trid=sl_svn7768_596
><td class="source"><br></td></tr><trid=sl_svn7768_597
><td class="source">      // if we start over again, is a complex polygon<br></td></tr
><trid=sl_svn7768_598
><td class="source">      if (0 &gt;= (count--)) {<br></td></tr><trid=sl_svn7768_599
><td class="source">        break; // triangulation failed<br></td></tr
><trid=sl_svn7768_600
><td class="source">      }<br></td></tr><trid=sl_svn7768_601
><td class="source"><br></td></tr><trid=sl_svn7768_602
><td class="source">      // get 3 consecutive vertices &lt;u,v,w&gt;<br></td></tr
><trid=sl_svn7768_603
><td class="source">      int u = v ; if (vc &lt;= u) u = 0;    // previous<br></td></tr
><trid=sl_svn7768_604
><td class="source">      v = u + 1; if (vc &lt;= v) v = 0;     // current<br></td></tr
><trid=sl_svn7768_605
><td class="source">      int w = v + 1; if (vc &lt;= w) w = 0; // next<br></td></tr
><trid=sl_svn7768_606
><td class="source"><br></td></tr><trid=sl_svn7768_607
><td class="source">      // Upgrade values to doubles, and multiply by 10 so that we can have<br></td></tr
><trid=sl_svn7768_608
><td class="source">      // some better accuracy as we tessellate. This seems to have negligible<br></td></tr
><trid=sl_svn7768_609
><td class="source">      // speed differences on Windows and Intel Macs, but causes a 50% speed<br></td></tr
><trid=sl_svn7768_610
><td class="source">      // drop for PPC Macs with the bug&#39;s example code that draws ~200 points<br></td></tr
><trid=sl_svn7768_611
><td class="source">      // in a concave polygon. Apple has abandoned PPC so we may as well too.<br></td></tr
><trid=sl_svn7768_612
><td class="source">      // http://dev.processing.org/bugs/show_bug.cgi?id=774<br></td></tr
><trid=sl_svn7768_613
><td class="source"><br></td></tr><trid=sl_svn7768_614
><td class="source">      // triangle A B C<br></td></tr
><trid=sl_svn7768_615
><td class="source">      double Ax = -10 * vertices[vertexOrder[u]][X];<br></td></tr><trid=sl_svn7768_616
><td class="source">      double Ay =  10 * vertices[vertexOrder[u]][Y];<br></td></tr><trid=sl_svn7768_617
><td class="source">      double Bx = -10 * vertices[vertexOrder[v]][X];<br></td></tr><trid=sl_svn7768_618
><td class="source">      double By =  10 * vertices[vertexOrder[v]][Y];<br></td></tr><trid=sl_svn7768_619
><td class="source">      double Cx = -10 * vertices[vertexOrder[w]][X];<br></td></tr><trid=sl_svn7768_620
><td class="source">      double Cy =  10 * vertices[vertexOrder[w]][Y];<br></td></tr><trid=sl_svn7768_621
><td class="source"><br></td></tr><trid=sl_svn7768_622
><td class="source">      // first we check if &lt;u,v,w&gt; continues going ccw<br></td></tr
><trid=sl_svn7768_623
><td class="source">      if (EPSILON &gt; (((Bx-Ax) * (Cy-Ay)) - ((By-Ay) * (Cx-Ax)))) {<br></td></tr><trid=sl_svn7768_624
><td class="source">        continue;<br></td></tr><trid=sl_svn7768_625
><td class="source">      }<br></td></tr><trid=sl_svn7768_626
><td class="source"><br></td></tr><trid=sl_svn7768_627
><td class="source">      for (int p = 0; p &lt; vc; p++) {<br></td></tr><trid=sl_svn7768_628
><td class="source">        if ((p == u) || (p == v) || (p == w)) {<br></td></tr><trid=sl_svn7768_629
><td class="source">          continue;<br></td></tr><trid=sl_svn7768_630
><td class="source">        }<br></td></tr><trid=sl_svn7768_631
><td class="source"><br></td></tr><trid=sl_svn7768_632
><td class="source">        double Px = -10 * vertices[vertexOrder[p]][X];<br></td></tr><trid=sl_svn7768_633
><td class="source">        double Py =  10 * vertices[vertexOrder[p]][Y];<br></td></tr><trid=sl_svn7768_634
><td class="source"><br></td></tr><trid=sl_svn7768_635
><td class="source">        double ax  = Cx - Bx;  double ay  = Cy - By;<br></td></tr><trid=sl_svn7768_636
><td class="source">        double bx  = Ax - Cx;  double by  = Ay - Cy;<br></td></tr><trid=sl_svn7768_637
><td class="source">        double cx  = Bx - Ax;  double cy  = By - Ay;<br></td></tr><trid=sl_svn7768_638
><td class="source">        double apx = Px - Ax;  double apy = Py - Ay;<br></td></tr><trid=sl_svn7768_639
><td class="source">        double bpx = Px - Bx;  double bpy = Py - By;<br></td></tr><trid=sl_svn7768_640
><td class="source">        double cpx = Px - Cx;  double cpy = Py - Cy;<br></td></tr><trid=sl_svn7768_641
><td class="source"><br></td></tr><trid=sl_svn7768_642
><td class="source">        double aCROSSbp = ax * bpy - ay * bpx;<br></td></tr><trid=sl_svn7768_643
><td class="source">        double cCROSSap = cx * apy - cy * apx;<br></td></tr><trid=sl_svn7768_644
><td class="source">        double bCROSScp = bx * cpy - by * cpx;<br></td></tr><trid=sl_svn7768_645
><td class="source"><br></td></tr><trid=sl_svn7768_646
><td class="source">        if ((aCROSSbp &gt;= 0.0) &amp;&amp; (bCROSScp &gt;= 0.0) &amp;&amp; (cCROSSap &gt;= 0.0)) {<br></td></tr><trid=sl_svn7768_647
><td class="source">          snip = false;<br></td></tr><trid=sl_svn7768_648
><td class="source">        }<br></td></tr><trid=sl_svn7768_649
><td class="source">      }<br></td></tr><trid=sl_svn7768_650
><td class="source"><br></td></tr><trid=sl_svn7768_651
><td class="source">      if (snip) {<br></td></tr><trid=sl_svn7768_652
><td class="source">        tpolygon.renderTriangle(vertices[vertexOrder[u]],<br></td></tr><trid=sl_svn7768_653
><td class="source">                                vertices[vertexOrder[v]],<br></td></tr><trid=sl_svn7768_654
><td class="source">                                vertices[vertexOrder[w]]);<br></td></tr><trid=sl_svn7768_655
><td class="source">        m++;<br></td></tr><trid=sl_svn7768_656
><td class="source"><br></td></tr><trid=sl_svn7768_657
><td class="source">        // remove v from remaining polygon<br></td></tr
><trid=sl_svn7768_658
><td class="source">        for (int s = v, t = v + 1; t &lt; vc; s++, t++) {<br></td></tr><trid=sl_svn7768_659
><td class="source">          vertexOrder[s] = vertexOrder[t];<br></td></tr><trid=sl_svn7768_660
><td class="source">        }<br></td></tr><trid=sl_svn7768_661
><td class="source">        vc--;<br></td></tr><trid=sl_svn7768_662
><td class="source"><br></td></tr><trid=sl_svn7768_663
><td class="source">        // reset error detection counter<br></td></tr
><trid=sl_svn7768_664
><td class="source">        count = 2 * vc;<br></td></tr><trid=sl_svn7768_665
><td class="source">      }<br></td></tr><trid=sl_svn7768_666
><td class="source">    }<br></td></tr><trid=sl_svn7768_667
><td class="source">  }<br></td></tr><trid=sl_svn7768_668
><td class="source"><br></td></tr><trid=sl_svn7768_669
><td class="source"><br></td></tr><trid=sl_svn7768_670
><td class="source">  /*<br></td></tr><trid=sl_svn7768_671
><td class="source">  // triangulate the current polygon<br></td></tr
><trid=sl_svn7768_672
><td class="source">  private void concaveRender() {<br></td></tr><trid=sl_svn7768_673
><td class="source">    float polyVertices[][] = polygon.vertices;<br></td></tr><trid=sl_svn7768_674
><td class="source"><br></td></tr><trid=sl_svn7768_675
><td class="source">    if (tpolygon == null) {<br></td></tr><trid=sl_svn7768_676
><td class="source">      // allocate on first use, rather than slowing<br></td></tr
><trid=sl_svn7768_677
><td class="source">      // the startup of the class.<br></td></tr
><trid=sl_svn7768_678
><td class="source">      tpolygon = new PPolygon(this);<br></td></tr><trid=sl_svn7768_679
><td class="source">      tpolygon_vertex_order = new int[TPOLYGON_MAX_VERTICES];<br></td></tr><trid=sl_svn7768_680
><td class="source">    }<br></td></tr><trid=sl_svn7768_681
><td class="source">    tpolygon.reset(3);<br></td></tr><trid=sl_svn7768_682
><td class="source"><br></td></tr><trid=sl_svn7768_683
><td class="source">    // copy render parameters<br></td></tr
><trid=sl_svn7768_684
><td class="source"><br></td></tr><trid=sl_svn7768_685
><td class="source">    if (textureImage != null) {<br></td></tr><trid=sl_svn7768_686
><td class="source">      tpolygon.texture(textureImage); //polygon.timage);<br></td></tr
><trid=sl_svn7768_687
><td class="source">    }<br></td></tr><trid=sl_svn7768_688
><td class="source"><br></td></tr><trid=sl_svn7768_689
><td class="source">    tpolygon.interpX = polygon.interpX;<br></td></tr><trid=sl_svn7768_690
><td class="source">    tpolygon.interpUV = polygon.interpUV;<br></td></tr><trid=sl_svn7768_691
><td class="source">    tpolygon.interpARGB = polygon.interpARGB;<br></td></tr><trid=sl_svn7768_692
><td class="source"><br></td></tr><trid=sl_svn7768_693
><td class="source">    // simple ear clipping polygon triangulation<br></td></tr
><trid=sl_svn7768_694
><td class="source">    // addapted from code by john w. ratcliff (jratcliff@verant.com)<br></td></tr
><trid=sl_svn7768_695
><td class="source"><br></td></tr><trid=sl_svn7768_696
><td class="source">    // 1 - first we check if the polygon goes CW or CCW<br></td></tr
><trid=sl_svn7768_697
><td class="source">    // CW-CCW ordering adapted from code by<br></td></tr
><trid=sl_svn7768_698
><td class="source">    //        Joseph O&#39;Rourke orourke@cs.smith.edu<br></td></tr
><trid=sl_svn7768_699
><td class="source">    // 1A - we start by finding the lowest-right most vertex<br></td></tr
><trid=sl_svn7768_700
><td class="source"><br></td></tr><trid=sl_svn7768_701
><td class="source">    boolean ccw = false; // clockwise<br></td></tr
><trid=sl_svn7768_702
><td class="source"><br></td></tr><trid=sl_svn7768_703
><td class="source">    int n = polygon.vertexCount;<br></td></tr><trid=sl_svn7768_704
><td class="source">    int mm; // postion for LR vertex<br></td></tr
><trid=sl_svn7768_705
><td class="source">    //float min[] = new float[2];<br></td></tr
><trid=sl_svn7768_706
><td class="source">    float minX = polyVertices[0][TX];<br></td></tr><trid=sl_svn7768_707
><td class="source">    float minY = polyVertices[0][TY];<br></td></tr><trid=sl_svn7768_708
><td class="source">    mm = 0;<br></td></tr><trid=sl_svn7768_709
><td class="source"><br></td></tr><trid=sl_svn7768_710
><td class="source">    for(int i = 0; i &lt; n; i++ ) {<br></td></tr><trid=sl_svn7768_711
><td class="source">      if ((polyVertices[i][TY] &lt; minY) ||<br></td></tr><trid=sl_svn7768_712
><td class="source">          ((polyVertices[i][TY] == minY) &amp;&amp; (polyVertices[i][TX] &gt; minX) )<br></td></tr><trid=sl_svn7768_713
><td class="source">      ) {<br></td></tr><trid=sl_svn7768_714
><td class="source">        mm = i;<br></td></tr><trid=sl_svn7768_715
><td class="source">        minX = polyVertices[mm][TX];<br></td></tr><trid=sl_svn7768_716
><td class="source">        minY = polyVertices[mm][TY];<br></td></tr><trid=sl_svn7768_717
><td class="source">      }<br></td></tr><trid=sl_svn7768_718
><td class="source">    }<br></td></tr><trid=sl_svn7768_719
><td class="source"><br></td></tr><trid=sl_svn7768_720
><td class="source">    // 1B - now we compute the cross product of the edges of this vertex<br></td></tr
><trid=sl_svn7768_721
><td class="source">    float cp;<br></td></tr><trid=sl_svn7768_722
><td class="source">    int mm1;<br></td></tr><trid=sl_svn7768_723
><td class="source"><br></td></tr><trid=sl_svn7768_724
><td class="source">    // just for renaming<br></td></tr
><trid=sl_svn7768_725
><td class="source">    float a[] = new float[2];<br></td></tr><trid=sl_svn7768_726
><td class="source">    float b[] = new float[2];<br></td></tr><trid=sl_svn7768_727
><td class="source">    float c[] = new float[2];<br></td></tr><trid=sl_svn7768_728
><td class="source"><br></td></tr><trid=sl_svn7768_729
><td class="source">    mm1 = (mm + (n-1)) % n;<br></td></tr><trid=sl_svn7768_730
><td class="source"><br></td></tr><trid=sl_svn7768_731
><td class="source">    // assign a[0] to point to poly[m1][0] etc.<br></td></tr
><trid=sl_svn7768_732
><td class="source">    for(int i = 0; i &lt; 2; i++ ) {<br></td></tr><trid=sl_svn7768_733
><td class="source">      a[i] = polyVertices[mm1][i];<br></td></tr><trid=sl_svn7768_734
><td class="source">      b[i] = polyVertices[mm][i];<br></td></tr><trid=sl_svn7768_735
><td class="source">      c[i] = polyVertices[(mm+1)%n][i];<br></td></tr><trid=sl_svn7768_736
><td class="source">    }<br></td></tr><trid=sl_svn7768_737
><td class="source"><br></td></tr><trid=sl_svn7768_738
><td class="source">    cp = a[0] * b[1] - a[1] * b[0] +<br></td></tr><trid=sl_svn7768_739
><td class="source">    a[1] * c[0] - a[0] * c[1] +<br></td></tr><trid=sl_svn7768_740
><td class="source">    b[0] * c[1] - c[0] * b[1];<br></td></tr><trid=sl_svn7768_741
><td class="source"><br></td></tr><trid=sl_svn7768_742
><td class="source">    if ( cp &gt; 0 )<br></td></tr><trid=sl_svn7768_743
><td class="source">      ccw = true;   // CCW<br></td></tr
><trid=sl_svn7768_744
><td class="source">    else<br></td></tr><trid=sl_svn7768_745
><td class="source">      ccw = false;  // CW<br></td></tr
><trid=sl_svn7768_746
><td class="source"><br></td></tr><trid=sl_svn7768_747
><td class="source">    // 1C - then we sort the vertices so they<br></td></tr
><trid=sl_svn7768_748
><td class="source">    // are always in a counterclockwise order<br></td></tr
><trid=sl_svn7768_749
><td class="source">    //int j = 0;<br></td></tr
><trid=sl_svn7768_750
><td class="source">    if (!ccw) {<br></td></tr><trid=sl_svn7768_751
><td class="source">      // keep the same order<br></td></tr
><trid=sl_svn7768_752
><td class="source">      for (int i = 0; i &lt; n; i++) {<br></td></tr><trid=sl_svn7768_753
><td class="source">        tpolygon_vertex_order[i] = i;<br></td></tr><trid=sl_svn7768_754
><td class="source">      }<br></td></tr><trid=sl_svn7768_755
><td class="source"><br></td></tr><trid=sl_svn7768_756
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_757
><td class="source">      // invert the order<br></td></tr
><trid=sl_svn7768_758
><td class="source">      for (int i = 0; i &lt; n; i++) {<br></td></tr><trid=sl_svn7768_759
><td class="source">        tpolygon_vertex_order[i] = (n - 1) - i;<br></td></tr><trid=sl_svn7768_760
><td class="source">      }<br></td></tr><trid=sl_svn7768_761
><td class="source">    }<br></td></tr><trid=sl_svn7768_762
><td class="source"><br></td></tr><trid=sl_svn7768_763
><td class="source">    // 2 - begin triangulation<br></td></tr
><trid=sl_svn7768_764
><td class="source">    // resulting triangles are stored in the triangle array<br></td></tr
><trid=sl_svn7768_765
><td class="source">    // remove vc-2 Vertices, creating 1 triangle every time<br></td></tr
><trid=sl_svn7768_766
><td class="source">    int vc = n;<br></td></tr><trid=sl_svn7768_767
><td class="source">    int count = 2*vc;  // complex polygon detection<br></td></tr
><trid=sl_svn7768_768
><td class="source"><br></td></tr><trid=sl_svn7768_769
><td class="source">    for (int m = 0, v = vc - 1; vc &gt; 2; ) {<br></td></tr><trid=sl_svn7768_770
><td class="source">      boolean snip = true;<br></td></tr><trid=sl_svn7768_771
><td class="source"><br></td></tr><trid=sl_svn7768_772
><td class="source">      // if we start over again, is a complex polygon<br></td></tr
><trid=sl_svn7768_773
><td class="source">      if (0 &gt;= (count--)) {<br></td></tr><trid=sl_svn7768_774
><td class="source">        break; // triangulation failed<br></td></tr
><trid=sl_svn7768_775
><td class="source">      }<br></td></tr><trid=sl_svn7768_776
><td class="source"><br></td></tr><trid=sl_svn7768_777
><td class="source">      // get 3 consecutive vertices &lt;u,v,w&gt;<br></td></tr
><trid=sl_svn7768_778
><td class="source">      int u = v ; if (vc &lt;= u) u = 0; // previous<br></td></tr
><trid=sl_svn7768_779
><td class="source">      v = u+1; if (vc &lt;= v) v = 0;    // current<br></td></tr
><trid=sl_svn7768_780
><td class="source">      int w = v+1; if (vc &lt;= w) w = 0;  // next<br></td></tr
><trid=sl_svn7768_781
><td class="source"><br></td></tr><trid=sl_svn7768_782
><td class="source">      // triangle A B C<br></td></tr
><trid=sl_svn7768_783
><td class="source">      float Ax, Ay, Bx, By, Cx, Cy, Px, Py;<br></td></tr><trid=sl_svn7768_784
><td class="source"><br></td></tr><trid=sl_svn7768_785
><td class="source">      Ax =  -polyVertices[tpolygon_vertex_order[u]][TX];<br></td></tr><trid=sl_svn7768_786
><td class="source">      Ay =   polyVertices[tpolygon_vertex_order[u]][TY];<br></td></tr><trid=sl_svn7768_787
><td class="source">      Bx =  -polyVertices[tpolygon_vertex_order[v]][TX];<br></td></tr><trid=sl_svn7768_788
><td class="source">      By =   polyVertices[tpolygon_vertex_order[v]][TY];<br></td></tr><trid=sl_svn7768_789
><td class="source">      Cx =  -polyVertices[tpolygon_vertex_order[w]][TX];<br></td></tr><trid=sl_svn7768_790
><td class="source">      Cy =   polyVertices[tpolygon_vertex_order[w]][TY];<br></td></tr><trid=sl_svn7768_791
><td class="source"><br></td></tr><trid=sl_svn7768_792
><td class="source">      if ( EPSILON &gt; (((Bx-Ax) * (Cy-Ay)) - ((By-Ay) * (Cx-Ax)))) {<br></td></tr><trid=sl_svn7768_793
><td class="source">        continue;<br></td></tr><trid=sl_svn7768_794
><td class="source">      }<br></td></tr><trid=sl_svn7768_795
><td class="source"><br></td></tr><trid=sl_svn7768_796
><td class="source">      for (int p = 0; p &lt; vc; p++) {<br></td></tr><trid=sl_svn7768_797
><td class="source"><br></td></tr><trid=sl_svn7768_798
><td class="source">        // this part is a bit osbscure, basically what it does<br></td></tr
><trid=sl_svn7768_799
><td class="source">        // is test if this tree vertices are and ear or not, looking for<br></td></tr
><trid=sl_svn7768_800
><td class="source">        // intersections with the remaining vertices using a cross product<br></td></tr
><trid=sl_svn7768_801
><td class="source">        float ax, ay, bx, by, cx, cy, apx, apy, bpx, bpy, cpx, cpy;<br></td></tr><trid=sl_svn7768_802
><td class="source">        float cCROSSap, bCROSScp, aCROSSbp;<br></td></tr><trid=sl_svn7768_803
><td class="source"><br></td></tr><trid=sl_svn7768_804
><td class="source">        if( (p == u) || (p == v) || (p == w) ) {<br></td></tr><trid=sl_svn7768_805
><td class="source">          continue;<br></td></tr><trid=sl_svn7768_806
><td class="source">        }<br></td></tr><trid=sl_svn7768_807
><td class="source"><br></td></tr><trid=sl_svn7768_808
><td class="source">        Px = -polyVertices[tpolygon_vertex_order[p]][TX];<br></td></tr><trid=sl_svn7768_809
><td class="source">        Py =  polyVertices[tpolygon_vertex_order[p]][TY];<br></td></tr><trid=sl_svn7768_810
><td class="source"><br></td></tr><trid=sl_svn7768_811
><td class="source">        ax = Cx - Bx; ay = Cy - By;<br></td></tr><trid=sl_svn7768_812
><td class="source">        bx = Ax - Cx; by = Ay - Cy;<br></td></tr><trid=sl_svn7768_813
><td class="source">        cx = Bx - Ax; cy = By - Ay;<br></td></tr><trid=sl_svn7768_814
><td class="source">        apx= Px - Ax; apy= Py - Ay;<br></td></tr><trid=sl_svn7768_815
><td class="source">        bpx= Px - Bx; bpy= Py - By;<br></td></tr><trid=sl_svn7768_816
><td class="source">        cpx= Px - Cx; cpy= Py - Cy;<br></td></tr><trid=sl_svn7768_817
><td class="source"><br></td></tr><trid=sl_svn7768_818
><td class="source">        aCROSSbp = ax * bpy - ay * bpx;<br></td></tr><trid=sl_svn7768_819
><td class="source">        cCROSSap = cx * apy - cy * apx;<br></td></tr><trid=sl_svn7768_820
><td class="source">        bCROSScp = bx * cpy - by * cpx;<br></td></tr><trid=sl_svn7768_821
><td class="source"><br></td></tr><trid=sl_svn7768_822
><td class="source">        if ((aCROSSbp &gt;= 0.0f) &amp;&amp; (bCROSScp &gt;= 0.0f) &amp;&amp; (cCROSSap &gt;= 0.0f)) {<br></td></tr><trid=sl_svn7768_823
><td class="source">          snip = false;<br></td></tr><trid=sl_svn7768_824
><td class="source">        }<br></td></tr><trid=sl_svn7768_825
><td class="source">      }<br></td></tr><trid=sl_svn7768_826
><td class="source"><br></td></tr><trid=sl_svn7768_827
><td class="source">      if (snip) {<br></td></tr><trid=sl_svn7768_828
><td class="source">        // yes, the trio is an ear, render it and cut it<br></td></tr
><trid=sl_svn7768_829
><td class="source"><br></td></tr><trid=sl_svn7768_830
><td class="source">        int triangle_vertices[] = new int[3];<br></td></tr><trid=sl_svn7768_831
><td class="source">        int s,t;<br></td></tr><trid=sl_svn7768_832
><td class="source"><br></td></tr><trid=sl_svn7768_833
><td class="source">        // true names of the vertices<br></td></tr
><trid=sl_svn7768_834
><td class="source">        triangle_vertices[0] = tpolygon_vertex_order[u];<br></td></tr><trid=sl_svn7768_835
><td class="source">        triangle_vertices[1] = tpolygon_vertex_order[v];<br></td></tr><trid=sl_svn7768_836
><td class="source">        triangle_vertices[2] = tpolygon_vertex_order[w];<br></td></tr><trid=sl_svn7768_837
><td class="source"><br></td></tr><trid=sl_svn7768_838
><td class="source">        // create triangle<br></td></tr
><trid=sl_svn7768_839
><td class="source">        //render_triangle(triangle_vertices);<br></td></tr
><trid=sl_svn7768_840
><td class="source">        //private final void render_triangle(int[] triangle_vertices) {<br></td></tr
><trid=sl_svn7768_841
><td class="source">        // copy all fields of the triangle vertices<br></td></tr
><trid=sl_svn7768_842
><td class="source">        for (int i = 0; i &lt; 3; i++) {<br></td></tr><trid=sl_svn7768_843
><td class="source">          float[] src = polygon.vertices[triangle_vertices[i]];<br></td></tr><trid=sl_svn7768_844
><td class="source">          float[] dest = tpolygon.vertices[i];<br></td></tr><trid=sl_svn7768_845
><td class="source">          for (int k = 0; k &lt; VERTEX_FIELD_COUNT; k++) {<br></td></tr><trid=sl_svn7768_846
><td class="source">            dest[k] = src[k];<br></td></tr><trid=sl_svn7768_847
><td class="source">          }<br></td></tr><trid=sl_svn7768_848
><td class="source">        }<br></td></tr><trid=sl_svn7768_849
><td class="source">        // render triangle<br></td></tr
><trid=sl_svn7768_850
><td class="source">        tpolygon.render();<br></td></tr><trid=sl_svn7768_851
><td class="source">        //}<br></td></tr
><trid=sl_svn7768_852
><td class="source"><br></td></tr><trid=sl_svn7768_853
><td class="source">        m++;<br></td></tr><trid=sl_svn7768_854
><td class="source"><br></td></tr><trid=sl_svn7768_855
><td class="source">        // remove v from remaining polygon<br></td></tr
><trid=sl_svn7768_856
><td class="source">        for( s = v, t = v + 1; t &lt; vc; s++, t++) {<br></td></tr><trid=sl_svn7768_857
><td class="source">          tpolygon_vertex_order[s] = tpolygon_vertex_order[t];<br></td></tr><trid=sl_svn7768_858
><td class="source">        }<br></td></tr><trid=sl_svn7768_859
><td class="source"><br></td></tr><trid=sl_svn7768_860
><td class="source">        vc--;<br></td></tr><trid=sl_svn7768_861
><td class="source"><br></td></tr><trid=sl_svn7768_862
><td class="source">        // resest error detection counter<br></td></tr
><trid=sl_svn7768_863
><td class="source">        count = 2 * vc;<br></td></tr><trid=sl_svn7768_864
><td class="source">      }<br></td></tr><trid=sl_svn7768_865
><td class="source">    }<br></td></tr><trid=sl_svn7768_866
><td class="source">  }<br></td></tr><trid=sl_svn7768_867
><td class="source">  */<br></td></tr><trid=sl_svn7768_868
><td class="source"><br></td></tr><trid=sl_svn7768_869
><td class="source"><br></td></tr><trid=sl_svn7768_870
><td class="source"><br></td></tr><trid=sl_svn7768_871
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_872
><td class="source"><br></td></tr><trid=sl_svn7768_873
><td class="source">  // BEZIER VERTICES<br></td></tr
><trid=sl_svn7768_874
><td class="source"><br></td></tr><trid=sl_svn7768_875
><td class="source"><br></td></tr><trid=sl_svn7768_876
><td class="source">  //public void bezierVertex(float x2, float y2,<br></td></tr
><trid=sl_svn7768_877
><td class="source">  //                         float x3, float y3,<br></td></tr
><trid=sl_svn7768_878
><td class="source">  //                         float x4, float y4)<br></td></tr
><trid=sl_svn7768_879
><td class="source"><br></td></tr><trid=sl_svn7768_880
><td class="source"><br></td></tr><trid=sl_svn7768_881
><td class="source">  //public void bezierVertex(float x2, float y2, float z2,<br></td></tr
><trid=sl_svn7768_882
><td class="source">  //                         float x3, float y3, float z3,<br></td></tr
><trid=sl_svn7768_883
><td class="source">  //                         float x4, float y4, float z4)<br></td></tr
><trid=sl_svn7768_884
><td class="source"><br></td></tr><trid=sl_svn7768_885
><td class="source"><br></td></tr><trid=sl_svn7768_886
><td class="source"><br></td></tr><trid=sl_svn7768_887
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_888
><td class="source"><br></td></tr><trid=sl_svn7768_889
><td class="source">  // CURVE VERTICES<br></td></tr
><trid=sl_svn7768_890
><td class="source"><br></td></tr><trid=sl_svn7768_891
><td class="source"><br></td></tr><trid=sl_svn7768_892
><td class="source">  //public void curveVertex(float x, float y)<br></td></tr
><trid=sl_svn7768_893
><td class="source"><br></td></tr><trid=sl_svn7768_894
><td class="source"><br></td></tr><trid=sl_svn7768_895
><td class="source">  //public void curveVertex(float x, float y, float z)<br></td></tr
><trid=sl_svn7768_896
><td class="source"><br></td></tr><trid=sl_svn7768_897
><td class="source"><br></td></tr><trid=sl_svn7768_898
><td class="source"><br></td></tr><trid=sl_svn7768_899
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_900
><td class="source"><br></td></tr><trid=sl_svn7768_901
><td class="source">  // FLUSH<br></td></tr
><trid=sl_svn7768_902
><td class="source"><br></td></tr><trid=sl_svn7768_903
><td class="source"><br></td></tr><trid=sl_svn7768_904
><td class="source">  //public void flush()<br></td></tr
><trid=sl_svn7768_905
><td class="source"><br></td></tr><trid=sl_svn7768_906
><td class="source"><br></td></tr><trid=sl_svn7768_907
><td class="source"><br></td></tr><trid=sl_svn7768_908
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_909
><td class="source"><br></td></tr><trid=sl_svn7768_910
><td class="source">  // PRIMITIVES<br></td></tr
><trid=sl_svn7768_911
><td class="source"><br></td></tr><trid=sl_svn7768_912
><td class="source"><br></td></tr><trid=sl_svn7768_913
><td class="source">  //public void point(float x, float y)<br></td></tr
><trid=sl_svn7768_914
><td class="source"><br></td></tr><trid=sl_svn7768_915
><td class="source"><br></td></tr><trid=sl_svn7768_916
><td class="source">  public void point(float x, float y, float z) {<br></td></tr><trid=sl_svn7768_917
><td class="source">    showDepthWarningXYZ(&quot;point&quot;);<br></td></tr><trid=sl_svn7768_918
><td class="source">  }<br></td></tr><trid=sl_svn7768_919
><td class="source"><br></td></tr><trid=sl_svn7768_920
><td class="source"><br></td></tr><trid=sl_svn7768_921
><td class="source">  //public void line(float x1, float y1, float x2, float y2)<br></td></tr
><trid=sl_svn7768_922
><td class="source"><br></td></tr><trid=sl_svn7768_923
><td class="source"><br></td></tr><trid=sl_svn7768_924
><td class="source">  //public void line(float x1, float y1, float z1,<br></td></tr
><trid=sl_svn7768_925
><td class="source">  //                 float x2, float y2, float z2)<br></td></tr
><trid=sl_svn7768_926
><td class="source"><br></td></tr><trid=sl_svn7768_927
><td class="source"><br></td></tr><trid=sl_svn7768_928
><td class="source">  //public void triangle(float x1, float y1,<br></td></tr
><trid=sl_svn7768_929
><td class="source">  //                     float x2, float y2,<br></td></tr
><trid=sl_svn7768_930
><td class="source">  //                     float x3, float y3)<br></td></tr
><trid=sl_svn7768_931
><td class="source"><br></td></tr><trid=sl_svn7768_932
><td class="source"><br></td></tr><trid=sl_svn7768_933
><td class="source">  //public void quad(float x1, float y1, float x2, float y2,<br></td></tr
><trid=sl_svn7768_934
><td class="source">  //                 float x3, float y3, float x4, float y4)<br></td></tr
><trid=sl_svn7768_935
><td class="source"><br></td></tr><trid=sl_svn7768_936
><td class="source"><br></td></tr><trid=sl_svn7768_937
><td class="source"><br></td></tr><trid=sl_svn7768_938
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_939
><td class="source"><br></td></tr><trid=sl_svn7768_940
><td class="source">  // RECT<br></td></tr
><trid=sl_svn7768_941
><td class="source"><br></td></tr><trid=sl_svn7768_942
><td class="source"><br></td></tr><trid=sl_svn7768_943
><td class="source">  protected void rectImpl(float x1f, float y1f, float x2f, float y2f) {<br></td></tr><trid=sl_svn7768_944
><td class="source">    if (smooth || strokeAlpha || ctm.isWarped()) {<br></td></tr><trid=sl_svn7768_945
><td class="source">      // screw the efficiency, send this off to beginShape().<br></td></tr
><trid=sl_svn7768_946
><td class="source">      super.rectImpl(x1f, y1f, x2f, y2f);<br></td></tr><trid=sl_svn7768_947
><td class="source"><br></td></tr><trid=sl_svn7768_948
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_949
><td class="source">      int x1 = (int) (x1f + ctm.m02);<br></td></tr><trid=sl_svn7768_950
><td class="source">      int y1 = (int) (y1f + ctm.m12);<br></td></tr><trid=sl_svn7768_951
><td class="source">      int x2 = (int) (x2f + ctm.m02);<br></td></tr><trid=sl_svn7768_952
><td class="source">      int y2 = (int) (y2f + ctm.m12);<br></td></tr><trid=sl_svn7768_953
><td class="source"><br></td></tr><trid=sl_svn7768_954
><td class="source">      if (fill) {<br></td></tr><trid=sl_svn7768_955
><td class="source">        simple_rect_fill(x1, y1, x2, y2);<br></td></tr><trid=sl_svn7768_956
><td class="source">      }<br></td></tr><trid=sl_svn7768_957
><td class="source"><br></td></tr><trid=sl_svn7768_958
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_959
><td class="source">        if (strokeWeight == 1) {<br></td></tr><trid=sl_svn7768_960
><td class="source">          thin_flat_line(x1, y1, x2, y1);<br></td></tr><trid=sl_svn7768_961
><td class="source">          thin_flat_line(x2, y1, x2, y2);<br></td></tr><trid=sl_svn7768_962
><td class="source">          thin_flat_line(x2, y2, x1, y2);<br></td></tr><trid=sl_svn7768_963
><td class="source">          thin_flat_line(x1, y2, x1, y1);<br></td></tr><trid=sl_svn7768_964
><td class="source"><br></td></tr><trid=sl_svn7768_965
><td class="source">        } else {<br></td></tr><trid=sl_svn7768_966
><td class="source">          thick_flat_line(x1, y1, strokeR, strokeG, strokeB, strokeA,<br></td></tr><trid=sl_svn7768_967
><td class="source">                          x2, y1, strokeR, strokeG, strokeB, strokeA);<br></td></tr><trid=sl_svn7768_968
><td class="source">          thick_flat_line(x2, y1, strokeR, strokeG, strokeB, strokeA,<br></td></tr><trid=sl_svn7768_969
><td class="source">                          x2, y2, strokeR, strokeG, strokeB, strokeA);<br></td></tr><trid=sl_svn7768_970
><td class="source">          thick_flat_line(x2, y2, strokeR, strokeG, strokeB, strokeA,<br></td></tr><trid=sl_svn7768_971
><td class="source">                          x1, y2, strokeR, strokeG, strokeB, strokeA);<br></td></tr><trid=sl_svn7768_972
><td class="source">          thick_flat_line(x1, y2, strokeR, strokeG, strokeB, strokeA,<br></td></tr><trid=sl_svn7768_973
><td class="source">                          x1, y1, strokeR, strokeG, strokeB, strokeA);<br></td></tr><trid=sl_svn7768_974
><td class="source">        }<br></td></tr><trid=sl_svn7768_975
><td class="source">      }<br></td></tr><trid=sl_svn7768_976
><td class="source">    }<br></td></tr><trid=sl_svn7768_977
><td class="source">  }<br></td></tr><trid=sl_svn7768_978
><td class="source"><br></td></tr><trid=sl_svn7768_979
><td class="source"><br></td></tr><trid=sl_svn7768_980
><td class="source">  /**<br></td></tr><trid=sl_svn7768_981
><td class="source">   * Draw a rectangle that hasn&#39;t been warped by the CTM (though it may be<br></td></tr><trid=sl_svn7768_982
><td class="source">   * translated). Just fill a bunch of pixels, or blend them if there&#39;s alpha.<br></td></tr><trid=sl_svn7768_983
><td class="source">   */<br></td></tr><trid=sl_svn7768_984
><td class="source">  private void simple_rect_fill(int x1, int y1, int x2, int y2) {<br></td></tr><trid=sl_svn7768_985
><td class="source">    if (y2 &lt; y1) {<br></td></tr><trid=sl_svn7768_986
><td class="source">      int temp = y1; y1 = y2; y2 = temp;<br></td></tr><trid=sl_svn7768_987
><td class="source">    }<br></td></tr><trid=sl_svn7768_988
><td class="source">    if (x2 &lt; x1) {<br></td></tr><trid=sl_svn7768_989
><td class="source">      int temp = x1; x1 = x2; x2 = temp;<br></td></tr><trid=sl_svn7768_990
><td class="source">    }<br></td></tr><trid=sl_svn7768_991
><td class="source">    // check to see if completely off-screen (e.g. if the left edge of the<br></td></tr
><trid=sl_svn7768_992
><td class="source">    // rectangle is bigger than the width, and so on.)<br></td></tr
><trid=sl_svn7768_993
><td class="source">    if ((x1 &gt; width1) || (x2 &lt; 0) ||<br></td></tr><trid=sl_svn7768_994
><td class="source">        (y1 &gt; height1) || (y2 &lt; 0)) return;<br></td></tr><trid=sl_svn7768_995
><td class="source"><br></td></tr><trid=sl_svn7768_996
><td class="source">    // these only affect the fill, not the stroke<br></td></tr
><trid=sl_svn7768_997
><td class="source">    // (otherwise strange boogers at edges b/c frame changes shape)<br></td></tr
><trid=sl_svn7768_998
><td class="source">    if (x1 &lt; 0) x1 = 0;<br></td></tr><trid=sl_svn7768_999
><td class="source">    if (x2 &gt; width) x2 = width;<br></td></tr><trid=sl_svn7768_1000
><td class="source">    if (y1 &lt; 0) y1 = 0;<br></td></tr><trid=sl_svn7768_1001
><td class="source">    if (y2 &gt; height) y2 = height;<br></td></tr><trid=sl_svn7768_1002
><td class="source"><br></td></tr><trid=sl_svn7768_1003
><td class="source">    int ww = x2 - x1;<br></td></tr><trid=sl_svn7768_1004
><td class="source"><br></td></tr><trid=sl_svn7768_1005
><td class="source">    if (fillAlpha) {<br></td></tr><trid=sl_svn7768_1006
><td class="source">      for (int y = y1; y &lt; y2; y++) {<br></td></tr><trid=sl_svn7768_1007
><td class="source">        int index = y*width + x1;<br></td></tr><trid=sl_svn7768_1008
><td class="source">        for (int x = 0; x &lt; ww; x++) {<br></td></tr><trid=sl_svn7768_1009
><td class="source">          pixels[index] = blend_fill(pixels[index]);<br></td></tr><trid=sl_svn7768_1010
><td class="source">          index++;<br></td></tr><trid=sl_svn7768_1011
><td class="source">        }<br></td></tr><trid=sl_svn7768_1012
><td class="source">      }<br></td></tr><trid=sl_svn7768_1013
><td class="source"><br></td></tr><trid=sl_svn7768_1014
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_1015
><td class="source">      // on avg. 20-25% faster fill routine using System.arraycopy() [toxi 031223]<br></td></tr
><trid=sl_svn7768_1016
><td class="source">      // removed temporary row[] array for (hopefully) better performance [fry 081117]<br></td></tr
><trid=sl_svn7768_1017
><td class="source">      int hh = y2 - y1;<br></td></tr><trid=sl_svn7768_1018
><td class="source">      //    int[] row = new int[ww];<br></td></tr
><trid=sl_svn7768_1019
><td class="source">      //    for (int i = 0; i &lt; ww; i++) row[i] = fillColor;<br></td></tr
><trid=sl_svn7768_1020
><td class="source">      int index = y1 * width + x1;<br></td></tr><trid=sl_svn7768_1021
><td class="source">      int rowIndex = index;<br></td></tr><trid=sl_svn7768_1022
><td class="source">      for (int i = 0; i &lt; ww; i++) {<br></td></tr><trid=sl_svn7768_1023
><td class="source">        pixels[index + i] = fillColor;<br></td></tr><trid=sl_svn7768_1024
><td class="source">      }<br></td></tr><trid=sl_svn7768_1025
><td class="source">      for (int y = 0; y &lt; hh; y++) {<br></td></tr><trid=sl_svn7768_1026
><td class="source">        //      System.arraycopy(row, 0, pixels, idx, ww);<br></td></tr
><trid=sl_svn7768_1027
><td class="source">        System.arraycopy(pixels, rowIndex, pixels, index, ww);<br></td></tr><trid=sl_svn7768_1028
><td class="source">        index += width;<br></td></tr><trid=sl_svn7768_1029
><td class="source">      }<br></td></tr><trid=sl_svn7768_1030
><td class="source">      //    row = null;<br></td></tr
><trid=sl_svn7768_1031
><td class="source">    }<br></td></tr><trid=sl_svn7768_1032
><td class="source">  }<br></td></tr><trid=sl_svn7768_1033
><td class="source"><br></td></tr><trid=sl_svn7768_1034
><td class="source"><br></td></tr><trid=sl_svn7768_1035
><td class="source"><br></td></tr><trid=sl_svn7768_1036
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1037
><td class="source"><br></td></tr><trid=sl_svn7768_1038
><td class="source">  // ELLIPSE AND ARC<br></td></tr
><trid=sl_svn7768_1039
><td class="source"><br></td></tr><trid=sl_svn7768_1040
><td class="source"><br></td></tr><trid=sl_svn7768_1041
><td class="source">  protected void ellipseImpl(float x, float y, float w, float h) {<br></td></tr><trid=sl_svn7768_1042
><td class="source">    if (smooth || (strokeWeight != 1) ||<br></td></tr><trid=sl_svn7768_1043
><td class="source">        fillAlpha || strokeAlpha || ctm.isWarped()) {<br></td></tr><trid=sl_svn7768_1044
><td class="source">      // identical to PGraphics version, but uses POLYGON<br></td></tr
><trid=sl_svn7768_1045
><td class="source">      // for the fill instead of a TRIANGLE_FAN<br></td></tr
><trid=sl_svn7768_1046
><td class="source">      float radiusH = w / 2;<br></td></tr><trid=sl_svn7768_1047
><td class="source">      float radiusV = h / 2;<br></td></tr><trid=sl_svn7768_1048
><td class="source"><br></td></tr><trid=sl_svn7768_1049
><td class="source">      float centerX = x + radiusH;<br></td></tr><trid=sl_svn7768_1050
><td class="source">      float centerY = y + radiusV;<br></td></tr><trid=sl_svn7768_1051
><td class="source"><br></td></tr><trid=sl_svn7768_1052
><td class="source">      float sx1 = screenX(x, y);<br></td></tr><trid=sl_svn7768_1053
><td class="source">      float sy1 = screenY(x, y);<br></td></tr><trid=sl_svn7768_1054
><td class="source">      float sx2 = screenX(x+w, y+h);<br></td></tr><trid=sl_svn7768_1055
><td class="source">      float sy2 = screenY(x+w, y+h);<br></td></tr><trid=sl_svn7768_1056
><td class="source">      int accuracy = (int) (TWO_PI * PApplet.dist(sx1, sy1, sx2, sy2) / 8);<br></td></tr><trid=sl_svn7768_1057
><td class="source">      if (accuracy &lt; 4) return;  // don&#39;t bother?<br></td></tr
><trid=sl_svn7768_1058
><td class="source">      //System.out.println(&quot;diameter &quot; + w + &quot; &quot; + h + &quot; -&gt; &quot; + accuracy);<br></td></tr
><trid=sl_svn7768_1059
><td class="source"><br></td></tr><trid=sl_svn7768_1060
><td class="source">      float inc = (float)SINCOS_LENGTH / accuracy;<br></td></tr><trid=sl_svn7768_1061
><td class="source"><br></td></tr><trid=sl_svn7768_1062
><td class="source">      float val = 0;<br></td></tr><trid=sl_svn7768_1063
><td class="source"><br></td></tr><trid=sl_svn7768_1064
><td class="source">      if (fill) {<br></td></tr><trid=sl_svn7768_1065
><td class="source">        boolean savedStroke = stroke;<br></td></tr><trid=sl_svn7768_1066
><td class="source">        stroke = false;<br></td></tr><trid=sl_svn7768_1067
><td class="source"><br></td></tr><trid=sl_svn7768_1068
><td class="source">        beginShape();<br></td></tr><trid=sl_svn7768_1069
><td class="source">        for (int i = 0; i &lt; accuracy; i++) {<br></td></tr><trid=sl_svn7768_1070
><td class="source">          vertex(centerX + cosLUT[(int) val] * radiusH,<br></td></tr><trid=sl_svn7768_1071
><td class="source">                 centerY + sinLUT[(int) val] * radiusV);<br></td></tr><trid=sl_svn7768_1072
><td class="source">          val += inc;<br></td></tr><trid=sl_svn7768_1073
><td class="source">        }<br></td></tr><trid=sl_svn7768_1074
><td class="source">        endShape(CLOSE);<br></td></tr><trid=sl_svn7768_1075
><td class="source"><br></td></tr><trid=sl_svn7768_1076
><td class="source">        stroke = savedStroke;<br></td></tr><trid=sl_svn7768_1077
><td class="source">      }<br></td></tr><trid=sl_svn7768_1078
><td class="source"><br></td></tr><trid=sl_svn7768_1079
><td class="source">      if (stroke) {<br></td></tr><trid=sl_svn7768_1080
><td class="source">        boolean savedFill = fill;<br></td></tr><trid=sl_svn7768_1081
><td class="source">        fill = false;<br></td></tr><trid=sl_svn7768_1082
><td class="source"><br></td></tr><trid=sl_svn7768_1083
><td class="source">        val = 0;<br></td></tr><trid=sl_svn7768_1084
><td class="source">        beginShape();<br></td></tr><trid=sl_svn7768_1085
><td class="source">        for (int i = 0; i &lt; accuracy; i++) {<br></td></tr><trid=sl_svn7768_1086
><td class="source">          vertex(centerX + cosLUT[(int) val] * radiusH,<br></td></tr><trid=sl_svn7768_1087
><td class="source">                 centerY + sinLUT[(int) val] * radiusV);<br></td></tr><trid=sl_svn7768_1088
><td class="source">          val += inc;<br></td></tr><trid=sl_svn7768_1089
><td class="source">        }<br></td></tr><trid=sl_svn7768_1090
><td class="source">        endShape(CLOSE);<br></td></tr><trid=sl_svn7768_1091
><td class="source"><br></td></tr><trid=sl_svn7768_1092
><td class="source">        fill = savedFill;<br></td></tr><trid=sl_svn7768_1093
><td class="source">      }<br></td></tr><trid=sl_svn7768_1094
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_1095
><td class="source">      float hradius = w / 2f;<br></td></tr><trid=sl_svn7768_1096
><td class="source">      float vradius = h / 2f;<br></td></tr><trid=sl_svn7768_1097
><td class="source"><br></td></tr><trid=sl_svn7768_1098
><td class="source">      int centerX = (int) (x + hradius + ctm.m02);<br></td></tr><trid=sl_svn7768_1099
><td class="source">      int centerY = (int) (y + vradius + ctm.m12);<br></td></tr><trid=sl_svn7768_1100
><td class="source"><br></td></tr><trid=sl_svn7768_1101
><td class="source">      int hradiusi = (int) hradius;<br></td></tr><trid=sl_svn7768_1102
><td class="source">      int vradiusi = (int) vradius;<br></td></tr><trid=sl_svn7768_1103
><td class="source"><br></td></tr><trid=sl_svn7768_1104
><td class="source">      if (hradiusi == vradiusi) {<br></td></tr><trid=sl_svn7768_1105
><td class="source">        if (fill) flat_circle_fill(centerX, centerY, hradiusi);<br></td></tr><trid=sl_svn7768_1106
><td class="source">        if (stroke) flat_circle_stroke(centerX, centerY, hradiusi);<br></td></tr><trid=sl_svn7768_1107
><td class="source"><br></td></tr><trid=sl_svn7768_1108
><td class="source">      } else {<br></td></tr><trid=sl_svn7768_1109
><td class="source">        if (fill) flat_ellipse_internal(centerX, centerY, hradiusi, vradiusi, true);<br></td></tr><trid=sl_svn7768_1110
><td class="source">        if (stroke) flat_ellipse_internal(centerX, centerY, hradiusi, vradiusi, false);<br></td></tr><trid=sl_svn7768_1111
><td class="source">      }<br></td></tr><trid=sl_svn7768_1112
><td class="source">    }<br></td></tr><trid=sl_svn7768_1113
><td class="source">  }<br></td></tr><trid=sl_svn7768_1114
><td class="source"><br></td></tr><trid=sl_svn7768_1115
><td class="source"><br></td></tr><trid=sl_svn7768_1116
><td class="source">  /**<br></td></tr><trid=sl_svn7768_1117
><td class="source">   * Draw the outline around a flat circle using a bresenham-style<br></td></tr><trid=sl_svn7768_1118
><td class="source">   * algorithm. Adapted from drawCircle function in &quot;Computer Graphics<br></td></tr><trid=sl_svn7768_1119
><td class="source">   * for Java Programmers&quot; by Leen Ammeraal, p. 110.<br></td></tr><trid=sl_svn7768_1120
><td class="source">   * &lt;P/&gt;<br></td></tr><trid=sl_svn7768_1121
><td class="source">   * This function is included because the quality is so much better,<br></td></tr><trid=sl_svn7768_1122
><td class="source">   * and the drawing significantly faster than with adaptive ellipses<br></td></tr><trid=sl_svn7768_1123
><td class="source">   * drawn using the sine/cosine tables.<br></td></tr><trid=sl_svn7768_1124
><td class="source">   * &lt;P/&gt;<br></td></tr><trid=sl_svn7768_1125
><td class="source">   * Circle quadrants break down like so:<br></td></tr><trid=sl_svn7768_1126
><td class="source">   * &lt;PRE&gt;<br></td></tr><trid=sl_svn7768_1127
><td class="source">   *              |<br></td></tr><trid=sl_svn7768_1128
><td class="source">   *        \ NNW | NNE /<br></td></tr><trid=sl_svn7768_1129
><td class="source">   *          \   |   /<br></td></tr><trid=sl_svn7768_1130
><td class="source">   *       WNW  \ | /  ENE<br></td></tr><trid=sl_svn7768_1131
><td class="source">   *     -------------------<br></td></tr><trid=sl_svn7768_1132
><td class="source">   *       WSW  / | \  ESE<br></td></tr><trid=sl_svn7768_1133
><td class="source">   *          /   |   \<br></td></tr><trid=sl_svn7768_1134
><td class="source">   *        / SSW | SSE \<br></td></tr><trid=sl_svn7768_1135
><td class="source">   *              |<br></td></tr><trid=sl_svn7768_1136
><td class="source">   * &lt;/PRE&gt;<br></td></tr><trid=sl_svn7768_1137
><td class="source">   * @param xc x center<br></td></tr><trid=sl_svn7768_1138
><td class="source">   * @param yc y center<br></td></tr><trid=sl_svn7768_1139
><td class="source">   * @param r radius<br></td></tr><trid=sl_svn7768_1140
><td class="source">   */<br></td></tr><trid=sl_svn7768_1141
><td class="source">  private void flat_circle_stroke(int xC, int yC, int r) {<br></td></tr><trid=sl_svn7768_1142
><td class="source">    int x = 0, y = r, u = 1, v = 2 * r - 1, E = 0;<br></td></tr><trid=sl_svn7768_1143
><td class="source">    while (x &lt; y) {<br></td></tr><trid=sl_svn7768_1144
><td class="source">      thin_point(xC + x, yC + y, strokeColor); // NNE<br></td></tr
><trid=sl_svn7768_1145
><td class="source">      thin_point(xC + y, yC - x, strokeColor); // ESE<br></td></tr
><trid=sl_svn7768_1146
><td class="source">      thin_point(xC - x, yC - y, strokeColor); // SSW<br></td></tr
><trid=sl_svn7768_1147
><td class="source">      thin_point(xC - y, yC + x, strokeColor); // WNW<br></td></tr
><trid=sl_svn7768_1148
><td class="source"><br></td></tr><trid=sl_svn7768_1149
><td class="source">      x++; E += u; u += 2;<br></td></tr><trid=sl_svn7768_1150
><td class="source">      if (v &lt; 2 * E) {<br></td></tr><trid=sl_svn7768_1151
><td class="source">        y--; E -= v; v -= 2;<br></td></tr><trid=sl_svn7768_1152
><td class="source">      }<br></td></tr><trid=sl_svn7768_1153
><td class="source">      if (x &gt; y) break;<br></td></tr><trid=sl_svn7768_1154
><td class="source"><br></td></tr><trid=sl_svn7768_1155
><td class="source">      thin_point(xC + y, yC + x, strokeColor); // ENE<br></td></tr
><trid=sl_svn7768_1156
><td class="source">      thin_point(xC + x, yC - y, strokeColor); // SSE<br></td></tr
><trid=sl_svn7768_1157
><td class="source">      thin_point(xC - y, yC - x, strokeColor); // WSW<br></td></tr
><trid=sl_svn7768_1158
><td class="source">      thin_point(xC - x, yC + y, strokeColor); // NNW<br></td></tr
><trid=sl_svn7768_1159
><td class="source">    }<br></td></tr><trid=sl_svn7768_1160
><td class="source">  }<br></td></tr><trid=sl_svn7768_1161
><td class="source"><br></td></tr><trid=sl_svn7768_1162
><td class="source"><br></td></tr><trid=sl_svn7768_1163
><td class="source">  /**<br></td></tr><trid=sl_svn7768_1164
><td class="source">   * Heavily adapted version of the above algorithm that handles<br></td></tr><trid=sl_svn7768_1165
><td class="source">   * filling the ellipse. Works by drawing from the center and<br></td></tr><trid=sl_svn7768_1166
><td class="source">   * outwards to the points themselves. Has to be done this way<br></td></tr><trid=sl_svn7768_1167
><td class="source">   * because the values for the points are changed halfway through<br></td></tr><trid=sl_svn7768_1168
><td class="source">   * the function, making it impossible to just store a series of<br></td></tr><trid=sl_svn7768_1169
><td class="source">   * left and right edges to be drawn more quickly.<br></td></tr><trid=sl_svn7768_1170
><td class="source">   *<br></td></tr><trid=sl_svn7768_1171
><td class="source">   * @param xc x center<br></td></tr><trid=sl_svn7768_1172
><td class="source">   * @param yc y center<br></td></tr><trid=sl_svn7768_1173
><td class="source">   * @param r radius<br></td></tr><trid=sl_svn7768_1174
><td class="source">   */<br></td></tr><trid=sl_svn7768_1175
><td class="source">  private void flat_circle_fill(int xc, int yc, int r) {<br></td></tr><trid=sl_svn7768_1176
><td class="source">    int x = 0, y = r, u = 1, v = 2 * r - 1, E = 0;<br></td></tr><trid=sl_svn7768_1177
><td class="source">    while (x &lt; y) {<br></td></tr><trid=sl_svn7768_1178
><td class="source">      for (int xx = xc; xx &lt; xc + x; xx++) {  // NNE<br></td></tr
><trid=sl_svn7768_1179
><td class="source">        thin_point(xx, yc + y, fillColor);<br></td></tr><trid=sl_svn7768_1180
><td class="source">      }<br></td></tr><trid=sl_svn7768_1181
><td class="source">      for (int xx = xc; xx &lt; xc + y; xx++) {  // ESE<br></td></tr
><trid=sl_svn7768_1182
><td class="source">        thin_point(xx, yc - x, fillColor);<br></td></tr><trid=sl_svn7768_1183
><td class="source">      }<br></td></tr><trid=sl_svn7768_1184
><td class="source">      for (int xx = xc - x; xx &lt; xc; xx++) {  // SSW<br></td></tr
><trid=sl_svn7768_1185
><td class="source">        thin_point(xx, yc - y, fillColor);<br></td></tr><trid=sl_svn7768_1186
><td class="source">      }<br></td></tr><trid=sl_svn7768_1187
><td class="source">      for (int xx = xc - y; xx &lt; xc; xx++) {  // WNW<br></td></tr
><trid=sl_svn7768_1188
><td class="source">        thin_point(xx, yc + x, fillColor);<br></td></tr><trid=sl_svn7768_1189
><td class="source">      }<br></td></tr><trid=sl_svn7768_1190
><td class="source"><br></td></tr><trid=sl_svn7768_1191
><td class="source">      x++; E += u; u += 2;<br></td></tr><trid=sl_svn7768_1192
><td class="source">      if (v &lt; 2 * E) {<br></td></tr><trid=sl_svn7768_1193
><td class="source">        y--; E -= v; v -= 2;<br></td></tr><trid=sl_svn7768_1194
><td class="source">      }<br></td></tr><trid=sl_svn7768_1195
><td class="source">      if (x &gt; y) break;<br></td></tr><trid=sl_svn7768_1196
><td class="source"><br></td></tr><trid=sl_svn7768_1197
><td class="source">      for (int xx = xc; xx &lt; xc + y; xx++) {  // ENE<br></td></tr
><trid=sl_svn7768_1198
><td class="source">        thin_point(xx, yc + x, fillColor);<br></td></tr><trid=sl_svn7768_1199
><td class="source">      }<br></td></tr><trid=sl_svn7768_1200
><td class="source">      for (int xx = xc; xx &lt; xc + x; xx++) {  // SSE<br></td></tr
><trid=sl_svn7768_1201
><td class="source">        thin_point(xx, yc - y, fillColor);<br></td></tr><trid=sl_svn7768_1202
><td class="source">      }<br></td></tr><trid=sl_svn7768_1203
><td class="source">      for (int xx = xc - y; xx &lt; xc; xx++) {  // WSW<br></td></tr
><trid=sl_svn7768_1204
><td class="source">        thin_point(xx, yc - x, fillColor);<br></td></tr><trid=sl_svn7768_1205
><td class="source">      }<br></td></tr><trid=sl_svn7768_1206
><td class="source">      for (int xx = xc - x; xx &lt; xc; xx++) {  // NNW<br></td></tr
><trid=sl_svn7768_1207
><td class="source">        thin_point(xx, yc + y, fillColor);<br></td></tr><trid=sl_svn7768_1208
><td class="source">      }<br></td></tr><trid=sl_svn7768_1209
><td class="source">    }<br></td></tr><trid=sl_svn7768_1210
><td class="source">  }<br></td></tr><trid=sl_svn7768_1211
><td class="source"><br></td></tr><trid=sl_svn7768_1212
><td class="source"><br></td></tr><trid=sl_svn7768_1213
><td class="source">  // unfortunately this can&#39;t handle fill and stroke simultaneously,<br></td></tr
><trid=sl_svn7768_1214
><td class="source">  // because the fill will later replace some of the stroke points<br></td></tr
><trid=sl_svn7768_1215
><td class="source"><br></td></tr><trid=sl_svn7768_1216
><td class="source">  private final void flat_ellipse_symmetry(int centerX, int centerY,<br></td></tr><trid=sl_svn7768_1217
><td class="source">                                           int ellipseX, int ellipseY,<br></td></tr><trid=sl_svn7768_1218
><td class="source">                                           boolean filling) {<br></td></tr><trid=sl_svn7768_1219
><td class="source">    if (filling) {<br></td></tr><trid=sl_svn7768_1220
><td class="source">      for (int i = centerX - ellipseX + 1; i &lt; centerX + ellipseX; i++) {<br></td></tr><trid=sl_svn7768_1221
><td class="source">        thin_point(i, centerY - ellipseY, fillColor);<br></td></tr><trid=sl_svn7768_1222
><td class="source">        thin_point(i, centerY + ellipseY, fillColor);<br></td></tr><trid=sl_svn7768_1223
><td class="source">      }<br></td></tr><trid=sl_svn7768_1224
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_1225
><td class="source">      thin_point(centerX - ellipseX, centerY + ellipseY, strokeColor);<br></td></tr><trid=sl_svn7768_1226
><td class="source">      thin_point(centerX + ellipseX, centerY + ellipseY, strokeColor);<br></td></tr><trid=sl_svn7768_1227
><td class="source">      thin_point(centerX - ellipseX, centerY - ellipseY, strokeColor);<br></td></tr><trid=sl_svn7768_1228
><td class="source">      thin_point(centerX + ellipseX, centerY - ellipseY, strokeColor);<br></td></tr><trid=sl_svn7768_1229
><td class="source">    }<br></td></tr><trid=sl_svn7768_1230
><td class="source">  }<br></td></tr><trid=sl_svn7768_1231
><td class="source"><br></td></tr><trid=sl_svn7768_1232
><td class="source"><br></td></tr><trid=sl_svn7768_1233
><td class="source">  /**<br></td></tr><trid=sl_svn7768_1234
><td class="source">   * Bresenham-style ellipse drawing function, adapted from a posting to<br></td></tr><trid=sl_svn7768_1235
><td class="source">   * comp.graphics.algortihms.<br></td></tr><trid=sl_svn7768_1236
><td class="source">   *<br></td></tr><trid=sl_svn7768_1237
><td class="source">   * This function is included because the quality is so much better,<br></td></tr><trid=sl_svn7768_1238
><td class="source">   * and the drawing significantly faster than with adaptive ellipses<br></td></tr><trid=sl_svn7768_1239
><td class="source">   * drawn using the sine/cosine tables.<br></td></tr><trid=sl_svn7768_1240
><td class="source">   *<br></td></tr><trid=sl_svn7768_1241
><td class="source">   * @param centerX x coordinate of the center<br></td></tr><trid=sl_svn7768_1242
><td class="source">   * @param centerY y coordinate of the center<br></td></tr><trid=sl_svn7768_1243
><td class="source">   * @param a horizontal radius<br></td></tr><trid=sl_svn7768_1244
><td class="source">   * @param b vertical radius<br></td></tr><trid=sl_svn7768_1245
><td class="source">   */<br></td></tr><trid=sl_svn7768_1246
><td class="source">  private void flat_ellipse_internal(int centerX, int centerY,<br></td></tr><trid=sl_svn7768_1247
><td class="source">                                     int a, int b, boolean filling) {<br></td></tr><trid=sl_svn7768_1248
><td class="source">    int x, y, a2, b2, s, t;<br></td></tr><trid=sl_svn7768_1249
><td class="source"><br></td></tr><trid=sl_svn7768_1250
><td class="source">    a2 = a*a;<br></td></tr><trid=sl_svn7768_1251
><td class="source">    b2 = b*b;<br></td></tr><trid=sl_svn7768_1252
><td class="source">    x = 0;<br></td></tr><trid=sl_svn7768_1253
><td class="source">    y = b;<br></td></tr><trid=sl_svn7768_1254
><td class="source">    s = a2*(1-2*b) + 2*b2;<br></td></tr><trid=sl_svn7768_1255
><td class="source">    t = b2 - 2*a2*(2*b-1);<br></td></tr><trid=sl_svn7768_1256
><td class="source">    flat_ellipse_symmetry(centerX, centerY, x, y, filling);<br></td></tr><trid=sl_svn7768_1257
><td class="source"><br></td></tr><trid=sl_svn7768_1258
><td class="source">    do {<br></td></tr><trid=sl_svn7768_1259
><td class="source">      if (s &lt; 0) {<br></td></tr><trid=sl_svn7768_1260
><td class="source">        s += 2*b2*(2*x+3);<br></td></tr><trid=sl_svn7768_1261
><td class="source">        t += 4*b2*(x+1);<br></td></tr><trid=sl_svn7768_1262
><td class="source">        x++;<br></td></tr><trid=sl_svn7768_1263
><td class="source">      } else if (t &lt; 0) {<br></td></tr><trid=sl_svn7768_1264
><td class="source">        s += 2*b2*(2*x+3) - 4*a2*(y-1);<br></td></tr><trid=sl_svn7768_1265
><td class="source">        t += 4*b2*(x+1) - 2*a2*(2*y-3);<br></td></tr><trid=sl_svn7768_1266
><td class="source">        x++;<br></td></tr><trid=sl_svn7768_1267
><td class="source">        y--;<br></td></tr><trid=sl_svn7768_1268
><td class="source">      } else {<br></td></tr><trid=sl_svn7768_1269
><td class="source">        s -= 4*a2*(y-1);<br></td></tr><trid=sl_svn7768_1270
><td class="source">        t -= 2*a2*(2*y-3);<br></td></tr><trid=sl_svn7768_1271
><td class="source">        y--;<br></td></tr><trid=sl_svn7768_1272
><td class="source">      }<br></td></tr><trid=sl_svn7768_1273
><td class="source">      flat_ellipse_symmetry(centerX, centerY, x, y, filling);<br></td></tr><trid=sl_svn7768_1274
><td class="source"><br></td></tr><trid=sl_svn7768_1275
><td class="source">    } while (y &gt; 0);<br></td></tr><trid=sl_svn7768_1276
><td class="source">  }<br></td></tr><trid=sl_svn7768_1277
><td class="source"><br></td></tr><trid=sl_svn7768_1278
><td class="source"><br></td></tr><trid=sl_svn7768_1279
><td class="source">  // TODO really need a decent arc function in here..<br></td></tr
><trid=sl_svn7768_1280
><td class="source"><br></td></tr><trid=sl_svn7768_1281
><td class="source">  protected void arcImpl(float x, float y, float w, float h,<br></td></tr><trid=sl_svn7768_1282
><td class="source">                         float start, float stop) {<br></td></tr><trid=sl_svn7768_1283
><td class="source">    float hr = w / 2f;<br></td></tr><trid=sl_svn7768_1284
><td class="source">    float vr = h / 2f;<br></td></tr><trid=sl_svn7768_1285
><td class="source"><br></td></tr><trid=sl_svn7768_1286
><td class="source">    float centerX = x + hr;<br></td></tr><trid=sl_svn7768_1287
><td class="source">    float centerY = y + vr;<br></td></tr><trid=sl_svn7768_1288
><td class="source"><br></td></tr><trid=sl_svn7768_1289
><td class="source">    if (fill) {<br></td></tr><trid=sl_svn7768_1290
><td class="source">      // shut off stroke for a minute<br></td></tr
><trid=sl_svn7768_1291
><td class="source">      boolean savedStroke = stroke;<br></td></tr><trid=sl_svn7768_1292
><td class="source">      stroke = false;<br></td></tr><trid=sl_svn7768_1293
><td class="source"><br></td></tr><trid=sl_svn7768_1294
><td class="source">      int startLUT = (int) (-0.5f + (start / TWO_PI) * SINCOS_LENGTH);<br></td></tr><trid=sl_svn7768_1295
><td class="source">      int stopLUT = (int) (0.5f + (stop / TWO_PI) * SINCOS_LENGTH);<br></td></tr><trid=sl_svn7768_1296
><td class="source"><br></td></tr><trid=sl_svn7768_1297
><td class="source">      beginShape();<br></td></tr><trid=sl_svn7768_1298
><td class="source">      vertex(centerX, centerY);<br></td></tr><trid=sl_svn7768_1299
><td class="source">      for (int i = startLUT; i &lt; stopLUT; i++) {<br></td></tr><trid=sl_svn7768_1300
><td class="source">        int ii = i % SINCOS_LENGTH;<br></td></tr><trid=sl_svn7768_1301
><td class="source">        // modulo won&#39;t make the value positive<br></td></tr
><trid=sl_svn7768_1302
><td class="source">        if (ii &lt; 0) ii += SINCOS_LENGTH;<br></td></tr><trid=sl_svn7768_1303
><td class="source">        vertex(centerX + cosLUT[ii] * hr,<br></td></tr><trid=sl_svn7768_1304
><td class="source">               centerY + sinLUT[ii] * vr);<br></td></tr><trid=sl_svn7768_1305
><td class="source">      }<br></td></tr><trid=sl_svn7768_1306
><td class="source">      endShape(CLOSE);<br></td></tr><trid=sl_svn7768_1307
><td class="source"><br></td></tr><trid=sl_svn7768_1308
><td class="source">      stroke = savedStroke;<br></td></tr><trid=sl_svn7768_1309
><td class="source">    }<br></td></tr><trid=sl_svn7768_1310
><td class="source"><br></td></tr><trid=sl_svn7768_1311
><td class="source">    if (stroke) {<br></td></tr><trid=sl_svn7768_1312
><td class="source">      // Almost identical to above, but this uses a LINE_STRIP<br></td></tr
><trid=sl_svn7768_1313
><td class="source">      // and doesn&#39;t include the first (center) vertex.<br></td></tr
><trid=sl_svn7768_1314
><td class="source"><br></td></tr><trid=sl_svn7768_1315
><td class="source">      boolean savedFill = fill;<br></td></tr><trid=sl_svn7768_1316
><td class="source">      fill = false;<br></td></tr><trid=sl_svn7768_1317
><td class="source"><br></td></tr><trid=sl_svn7768_1318
><td class="source">      int startLUT = (int) (0.5f + (start / TWO_PI) * SINCOS_LENGTH);<br></td></tr><trid=sl_svn7768_1319
><td class="source">      int stopLUT = (int) (0.5f + (stop / TWO_PI) * SINCOS_LENGTH);<br></td></tr><trid=sl_svn7768_1320
><td class="source"><br></td></tr><trid=sl_svn7768_1321
><td class="source">      beginShape(); //LINE_STRIP);<br></td></tr
><trid=sl_svn7768_1322
><td class="source">      int increment = 1; // what&#39;s a good algorithm? stopLUT - startLUT;<br></td></tr
><trid=sl_svn7768_1323
><td class="source">      for (int i = startLUT; i &lt; stopLUT; i += increment) {<br></td></tr><trid=sl_svn7768_1324
><td class="source">        int ii = i % SINCOS_LENGTH;<br></td></tr><trid=sl_svn7768_1325
><td class="source">        if (ii &lt; 0) ii += SINCOS_LENGTH;<br></td></tr><trid=sl_svn7768_1326
><td class="source">        vertex(centerX + cosLUT[ii] * hr,<br></td></tr><trid=sl_svn7768_1327
><td class="source">               centerY + sinLUT[ii] * vr);<br></td></tr><trid=sl_svn7768_1328
><td class="source">      }<br></td></tr><trid=sl_svn7768_1329
><td class="source">      // draw last point explicitly for accuracy<br></td></tr
><trid=sl_svn7768_1330
><td class="source">      vertex(centerX + cosLUT[stopLUT % SINCOS_LENGTH] * hr,<br></td></tr><trid=sl_svn7768_1331
><td class="source">             centerY + sinLUT[stopLUT % SINCOS_LENGTH] * vr);<br></td></tr><trid=sl_svn7768_1332
><td class="source">      endShape();<br></td></tr><trid=sl_svn7768_1333
><td class="source"><br></td></tr><trid=sl_svn7768_1334
><td class="source">      fill = savedFill;<br></td></tr><trid=sl_svn7768_1335
><td class="source">    }<br></td></tr><trid=sl_svn7768_1336
><td class="source">  }<br></td></tr><trid=sl_svn7768_1337
><td class="source"><br></td></tr><trid=sl_svn7768_1338
><td class="source"><br></td></tr><trid=sl_svn7768_1339
><td class="source"><br></td></tr><trid=sl_svn7768_1340
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1341
><td class="source"><br></td></tr><trid=sl_svn7768_1342
><td class="source">  // BOX<br></td></tr
><trid=sl_svn7768_1343
><td class="source"><br></td></tr><trid=sl_svn7768_1344
><td class="source"><br></td></tr><trid=sl_svn7768_1345
><td class="source">  public void box(float size) {<br></td></tr><trid=sl_svn7768_1346
><td class="source">    showDepthWarning(&quot;box&quot;);<br></td></tr><trid=sl_svn7768_1347
><td class="source">  }<br></td></tr><trid=sl_svn7768_1348
><td class="source"><br></td></tr><trid=sl_svn7768_1349
><td class="source">  public void box(float w, float h, float d) {<br></td></tr><trid=sl_svn7768_1350
><td class="source">    showDepthWarning(&quot;box&quot;);<br></td></tr><trid=sl_svn7768_1351
><td class="source">  }<br></td></tr><trid=sl_svn7768_1352
><td class="source"><br></td></tr><trid=sl_svn7768_1353
><td class="source"><br></td></tr><trid=sl_svn7768_1354
><td class="source"><br></td></tr><trid=sl_svn7768_1355
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1356
><td class="source"><br></td></tr><trid=sl_svn7768_1357
><td class="source">  // SPHERE<br></td></tr
><trid=sl_svn7768_1358
><td class="source"><br></td></tr><trid=sl_svn7768_1359
><td class="source"><br></td></tr><trid=sl_svn7768_1360
><td class="source">  public void sphereDetail(int res) {<br></td></tr><trid=sl_svn7768_1361
><td class="source">    showDepthWarning(&quot;sphereDetail&quot;);<br></td></tr><trid=sl_svn7768_1362
><td class="source">  }<br></td></tr><trid=sl_svn7768_1363
><td class="source"><br></td></tr><trid=sl_svn7768_1364
><td class="source">  public void sphereDetail(int ures, int vres) {<br></td></tr><trid=sl_svn7768_1365
><td class="source">    showDepthWarning(&quot;sphereDetail&quot;);<br></td></tr><trid=sl_svn7768_1366
><td class="source">  }<br></td></tr><trid=sl_svn7768_1367
><td class="source"><br></td></tr><trid=sl_svn7768_1368
><td class="source">  public void sphere(float r) {<br></td></tr><trid=sl_svn7768_1369
><td class="source">    showDepthWarning(&quot;sphere&quot;);<br></td></tr><trid=sl_svn7768_1370
><td class="source">  }<br></td></tr><trid=sl_svn7768_1371
><td class="source"><br></td></tr><trid=sl_svn7768_1372
><td class="source"><br></td></tr><trid=sl_svn7768_1373
><td class="source"><br></td></tr><trid=sl_svn7768_1374
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1375
><td class="source"><br></td></tr><trid=sl_svn7768_1376
><td class="source">  // BEZIER &amp; CURVE<br></td></tr
><trid=sl_svn7768_1377
><td class="source"><br></td></tr><trid=sl_svn7768_1378
><td class="source"><br></td></tr><trid=sl_svn7768_1379
><td class="source">  public void bezier(float x1, float y1, float z1,<br></td></tr><trid=sl_svn7768_1380
><td class="source">                     float x2, float y2, float z2,<br></td></tr><trid=sl_svn7768_1381
><td class="source">                     float x3, float y3, float z3,<br></td></tr><trid=sl_svn7768_1382
><td class="source">                     float x4, float y4, float z4) {<br></td></tr><trid=sl_svn7768_1383
><td class="source">    showDepthWarningXYZ(&quot;bezier&quot;);<br></td></tr><trid=sl_svn7768_1384
><td class="source">  }<br></td></tr><trid=sl_svn7768_1385
><td class="source"><br></td></tr><trid=sl_svn7768_1386
><td class="source"><br></td></tr><trid=sl_svn7768_1387
><td class="source">  public void curve(float x1, float y1, float z1,<br></td></tr><trid=sl_svn7768_1388
><td class="source">                    float x2, float y2, float z2,<br></td></tr><trid=sl_svn7768_1389
><td class="source">                    float x3, float y3, float z3,<br></td></tr><trid=sl_svn7768_1390
><td class="source">                    float x4, float y4, float z4) {<br></td></tr><trid=sl_svn7768_1391
><td class="source">    showDepthWarningXYZ(&quot;curve&quot;);<br></td></tr><trid=sl_svn7768_1392
><td class="source">  }<br></td></tr><trid=sl_svn7768_1393
><td class="source"><br></td></tr><trid=sl_svn7768_1394
><td class="source"><br></td></tr><trid=sl_svn7768_1395
><td class="source"><br></td></tr><trid=sl_svn7768_1396
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1397
><td class="source"><br></td></tr><trid=sl_svn7768_1398
><td class="source">  // IMAGE<br></td></tr
><trid=sl_svn7768_1399
><td class="source"><br></td></tr><trid=sl_svn7768_1400
><td class="source"><br></td></tr><trid=sl_svn7768_1401
><td class="source">  protected void imageImpl(PImage image,<br></td></tr><trid=sl_svn7768_1402
><td class="source">                           float x1, float y1, float x2, float y2,<br></td></tr><trid=sl_svn7768_1403
><td class="source">                           int u1, int v1, int u2, int v2) {<br></td></tr><trid=sl_svn7768_1404
><td class="source">    if ((x2 - x1 == image.width) &amp;&amp;<br></td></tr><trid=sl_svn7768_1405
><td class="source">        (y2 - y1 == image.height) &amp;&amp;<br></td></tr><trid=sl_svn7768_1406
><td class="source">        !tint &amp;&amp; !ctm.isWarped()) {<br></td></tr><trid=sl_svn7768_1407
><td class="source">      simple_image(image, (int) (x1 + ctm.m02), (int) (y1 + ctm.m12), u1, v1, u2, v2);<br></td></tr><trid=sl_svn7768_1408
><td class="source"><br></td></tr><trid=sl_svn7768_1409
><td class="source">    } else {<br></td></tr><trid=sl_svn7768_1410
><td class="source">      super.imageImpl(image, x1, y1, x2, y2, u1, v1, u2, v2);<br></td></tr><trid=sl_svn7768_1411
><td class="source">    }<br></td></tr><trid=sl_svn7768_1412
><td class="source">  }<br></td></tr><trid=sl_svn7768_1413
><td class="source"><br></td></tr><trid=sl_svn7768_1414
><td class="source"><br></td></tr><trid=sl_svn7768_1415
><td class="source">  /**<br></td></tr><trid=sl_svn7768_1416
><td class="source">   * Image drawn in flat &quot;screen space&quot;, with no scaling or warping.<br></td></tr><trid=sl_svn7768_1417
><td class="source">   * this is so common that a special routine is included for it,<br></td></tr><trid=sl_svn7768_1418
><td class="source">   * because the alternative is much slower.<br></td></tr><trid=sl_svn7768_1419
><td class="source">   *<br></td></tr><trid=sl_svn7768_1420
><td class="source">   * @param  image  image to be drawn<br></td></tr><trid=sl_svn7768_1421
><td class="source">   * @param  sx1    x coordinate of upper-lefthand corner in screen space<br></td></tr><trid=sl_svn7768_1422
><td class="source">   * @param  sy1    y coordinate of upper-lefthand corner in screen space<br></td></tr><trid=sl_svn7768_1423
><td class="source">   */<br></td></tr><trid=sl_svn7768_1424
><td class="source">  private void simple_image(PImage image, int sx1, int sy1,<br></td></tr><trid=sl_svn7768_1425
><td class="source">                            int ix1, int iy1, int ix2, int iy2) {<br></td></tr><trid=sl_svn7768_1426
><td class="source">    int sx2 = sx1 + image.width;<br></td></tr><trid=sl_svn7768_1427
><td class="source">    int sy2 = sy1 + image.height;<br></td></tr><trid=sl_svn7768_1428
><td class="source"><br></td></tr><trid=sl_svn7768_1429
><td class="source">    // don&#39;t draw if completely offscreen<br></td></tr
><trid=sl_svn7768_1430
><td class="source">    // (without this check, ArrayIndexOutOfBoundsException)<br></td></tr
><trid=sl_svn7768_1431
><td class="source">    if ((sx1 &gt; width1) || (sx2 &lt; 0) ||<br></td></tr><trid=sl_svn7768_1432
><td class="source">        (sy1 &gt; height1) || (sy2 &lt; 0)) return;<br></td></tr><trid=sl_svn7768_1433
><td class="source"><br></td></tr><trid=sl_svn7768_1434
><td class="source">    if (sx1 &lt; 0) {  // off left edge<br></td></tr
><trid=sl_svn7768_1435
><td class="source">      ix1 -= sx1;<br></td></tr><trid=sl_svn7768_1436
><td class="source">      sx1 = 0;<br></td></tr><trid=sl_svn7768_1437
><td class="source">    }<br></td></tr><trid=sl_svn7768_1438
><td class="source">    if (sy1 &lt; 0) {  // off top edge<br></td></tr
><trid=sl_svn7768_1439
><td class="source">      iy1 -= sy1;<br></td></tr><trid=sl_svn7768_1440
><td class="source">      sy1 = 0;<br></td></tr><trid=sl_svn7768_1441
><td class="source">    }<br></td></tr><trid=sl_svn7768_1442
><td class="source">    if (sx2 &gt; width) {  // off right edge<br></td></tr
><trid=sl_svn7768_1443
><td class="source">      ix2 -= sx2 - width;<br></td></tr><trid=sl_svn7768_1444
><td class="source">      sx2 = width;<br></td></tr><trid=sl_svn7768_1445
><td class="source">    }<br></td></tr><trid=sl_svn7768_1446
><td class="source">    if (sy2 &gt; height) {  // off bottom edge<br></td></tr
><trid=sl_svn7768_1447
><td class="source">      iy2 -= sy2 - height;<br></td></tr><trid=sl_svn7768_1448
><td class="source">      sy2 = height;<br></td></tr><trid=sl_svn7768_1449
><td class="source">    }<br></td></tr><trid=sl_svn7768_1450
><td class="source"><br></td></tr><trid=sl_svn7768_1451
><td class="source">    int source = iy1 * image.width + ix1;<br></td></tr><trid=sl_svn7768_1452
><td class="source">    int target = sy1 * width;<br></td></tr><trid=sl_svn7768_1453
><td class="source"><br></td></tr><trid=sl_svn7768_1454
><td class="source">    if (image.format == ARGB) {<br></td></tr><trid=sl_svn7768_1455
><td class="source">      for (int y = sy1; y &lt; sy2; y++) {<br></td></tr><trid=sl_svn7768_1456
><td class="source">        int tx = 0;<br></td></tr><trid=sl_svn7768_1457
><td class="source"><br></td></tr><trid=sl_svn7768_1458
><td class="source">        for (int x = sx1; x &lt; sx2; x++) {<br></td></tr><trid=sl_svn7768_1459
><td class="source">          pixels[target + x] =<br></td></tr><trid=sl_svn7768_1460
><td class="source">//            _blend(pixels[target + x],<br></td></tr
><trid=sl_svn7768_1461
><td class="source">//                   image.pixels[source + tx],<br></td></tr
><trid=sl_svn7768_1462
><td class="source">//                   image.pixels[source + tx++] &gt;&gt;&gt; 24);<br></td></tr
><trid=sl_svn7768_1463
><td class="source">          blend_color(pixels[target + x],<br></td></tr><trid=sl_svn7768_1464
><td class="source">                      image.pixels[source + tx++]);<br></td></tr><trid=sl_svn7768_1465
><td class="source">        }<br></td></tr><trid=sl_svn7768_1466
><td class="source">        source += image.width;<br></td></tr><trid=sl_svn7768_1467
><td class="source">        target += width;<br></td></tr><trid=sl_svn7768_1468
><td class="source">      }<br></td></tr><trid=sl_svn7768_1469
><td class="source">    } else if (image.format == ALPHA) {<br></td></tr><trid=sl_svn7768_1470
><td class="source">      for (int y = sy1; y &lt; sy2; y++) {<br></td></tr><trid=sl_svn7768_1471
><td class="source">        int tx = 0;<br></td></tr><trid=sl_svn7768_1472
><td class="source"><br></td></tr><trid=sl_svn7768_1473
><td class="source">        for (int x = sx1; x &lt; sx2; x++) {<br></td></tr><trid=sl_svn7768_1474
><td class="source">          pixels[target + x] =<br></td></tr><trid=sl_svn7768_1475
><td class="source">            blend_color_alpha(pixels[target + x],<br></td></tr><trid=sl_svn7768_1476
><td class="source">                              fillColor,<br></td></tr><trid=sl_svn7768_1477
><td class="source">                              image.pixels[source + tx++]);<br></td></tr><trid=sl_svn7768_1478
><td class="source">        }<br></td></tr><trid=sl_svn7768_1479
><td class="source">        source += image.width;<br></td></tr><trid=sl_svn7768_1480
><td class="source">        target += width;<br></td></tr><trid=sl_svn7768_1481
><td class="source">      }<br></td></tr><trid=sl_svn7768_1482
><td class="source"><br></td></tr><trid=sl_svn7768_1483
><td class="source">    } else if (image.format == RGB) {<br></td></tr><trid=sl_svn7768_1484
><td class="source">      target += sx1;<br></td></tr><trid=sl_svn7768_1485
><td class="source">      int tw = sx2 - sx1;<br></td></tr><trid=sl_svn7768_1486
><td class="source">      for (int y = sy1; y &lt; sy2; y++) {<br></td></tr><trid=sl_svn7768_1487
><td class="source">        System.arraycopy(image.pixels, source, pixels, target, tw);<br></td></tr><trid=sl_svn7768_1488
><td class="source">        // should set z coordinate in here<br></td></tr
><trid=sl_svn7768_1489
><td class="source">        // or maybe not, since dims=0, meaning no relevant z<br></td></tr
><trid=sl_svn7768_1490
><td class="source">        source += image.width;<br></td></tr><trid=sl_svn7768_1491
><td class="source">        target += width;<br></td></tr><trid=sl_svn7768_1492
><td class="source">      }<br></td></tr><trid=sl_svn7768_1493
><td class="source">    }<br></td></tr><trid=sl_svn7768_1494
><td class="source">  }<br></td></tr><trid=sl_svn7768_1495
><td class="source"><br></td></tr><trid=sl_svn7768_1496
><td class="source"><br></td></tr><trid=sl_svn7768_1497
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1498
><td class="source"><br></td></tr><trid=sl_svn7768_1499
><td class="source">  // TEXT/FONTS<br></td></tr
><trid=sl_svn7768_1500
><td class="source"><br></td></tr><trid=sl_svn7768_1501
><td class="source"><br></td></tr><trid=sl_svn7768_1502
><td class="source">  // These will be handled entirely by PGraphics.<br></td></tr
><trid=sl_svn7768_1503
><td class="source"><br></td></tr><trid=sl_svn7768_1504
><td class="source"><br></td></tr><trid=sl_svn7768_1505
><td class="source"><br></td></tr><trid=sl_svn7768_1506
><td class="source">  //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1507
><td class="source"><br></td></tr><trid=sl_svn7768_1508
><td class="source">  // UGLY RENDERING SHITE<br></td></tr
><trid=sl_svn7768_1509
><td class="source"><br></td></tr><trid=sl_svn7768_1510
><td class="source"><br></td></tr><trid=sl_svn7768_1511
><td class="source">  // expects properly clipped coords, hence does<br></td></tr
><trid=sl_svn7768_1512
><td class="source">    // NOT check if x/y are in bounds [toxi]<br></td></tr
><trid=sl_svn7768_1513
><td class="source">    private void thin_point_at(int x, int y, float z, int color) {<br></td></tr><trid=sl_svn7768_1514
><td class="source">      int index = y*width+x; // offset values are pre-calced in constructor<br></td></tr
><trid=sl_svn7768_1515
><td class="source">      pixels[index] = color;<br></td></tr><trid=sl_svn7768_1516
><td class="source">    }<br></td></tr><trid=sl_svn7768_1517
><td class="source"><br></td></tr><trid=sl_svn7768_1518
><td class="source">    // expects offset/index in pixelbuffer array instead of x/y coords<br></td></tr
><trid=sl_svn7768_1519
><td class="source">    // used by optimized parts of thin_flat_line() [toxi]<br></td></tr
><trid=sl_svn7768_1520
><td class="source">    private void thin_point_at_index(int offset, float z, int color) {<br></td></tr><trid=sl_svn7768_1521
><td class="source">      pixels[offset] = color;<br></td></tr><trid=sl_svn7768_1522
><td class="source">    }<br></td></tr><trid=sl_svn7768_1523
><td class="source"><br></td></tr><trid=sl_svn7768_1524
><td class="source"><br></td></tr><trid=sl_svn7768_1525
><td class="source">    private void thick_point(float x, float y, float z, // note floats<br></td></tr
><trid=sl_svn7768_1526
><td class="source">                             float r, float g, float b, float a) {<br></td></tr><trid=sl_svn7768_1527
><td class="source">      spolygon.reset(4);<br></td></tr><trid=sl_svn7768_1528
><td class="source">      spolygon.interpARGB = false;  // no changes for vertices of a point<br></td></tr
><trid=sl_svn7768_1529
><td class="source"><br></td></tr><trid=sl_svn7768_1530
><td class="source">      float strokeWidth2 = strokeWeight/2.0f;<br></td></tr><trid=sl_svn7768_1531
><td class="source"><br></td></tr><trid=sl_svn7768_1532
><td class="source">      float svertex[] = spolygon.vertices[0];<br></td></tr><trid=sl_svn7768_1533
><td class="source">      svertex[TX] = x - strokeWidth2;<br></td></tr><trid=sl_svn7768_1534
><td class="source">      svertex[TY] = y - strokeWidth2;<br></td></tr><trid=sl_svn7768_1535
><td class="source">      svertex[TZ] = z;<br></td></tr><trid=sl_svn7768_1536
><td class="source"><br></td></tr><trid=sl_svn7768_1537
><td class="source">      svertex[R] = r;<br></td></tr><trid=sl_svn7768_1538
><td class="source">      svertex[G] = g;<br></td></tr><trid=sl_svn7768_1539
><td class="source">      svertex[B] = b;<br></td></tr><trid=sl_svn7768_1540
><td class="source">      svertex[A] = a;<br></td></tr><trid=sl_svn7768_1541
><td class="source"><br></td></tr><trid=sl_svn7768_1542
><td class="source">      svertex = spolygon.vertices[1];<br></td></tr><trid=sl_svn7768_1543
><td class="source">      svertex[TX] = x + strokeWidth2;<br></td></tr><trid=sl_svn7768_1544
><td class="source">      svertex[TY] = y - strokeWidth2;<br></td></tr><trid=sl_svn7768_1545
><td class="source">      svertex[TZ] = z;<br></td></tr><trid=sl_svn7768_1546
><td class="source"><br></td></tr><trid=sl_svn7768_1547
><td class="source">      svertex = spolygon.vertices[2];<br></td></tr><trid=sl_svn7768_1548
><td class="source">      svertex[TX] = x + strokeWidth2;<br></td></tr><trid=sl_svn7768_1549
><td class="source">      svertex[TY] = y + strokeWidth2;<br></td></tr><trid=sl_svn7768_1550
><td class="source">      svertex[TZ] = z;<br></td></tr><trid=sl_svn7768_1551
><td class="source"><br></td></tr><trid=sl_svn7768_1552
><td class="source">      svertex = spolygon.vertices[3];<br></td></tr><trid=sl_svn7768_1553
><td class="source">      svertex[TX] = x - strokeWidth2;<br></td></tr><trid=sl_svn7768_1554
><td class="source">      svertex[TY] = y + strokeWidth2;<br></td></tr><trid=sl_svn7768_1555
><td class="source">      svertex[TZ] = z;<br></td></tr><trid=sl_svn7768_1556
><td class="source"><br></td></tr><trid=sl_svn7768_1557
><td class="source">      spolygon.render();<br></td></tr><trid=sl_svn7768_1558
><td class="source">    }<br></td></tr><trid=sl_svn7768_1559
><td class="source"><br></td></tr><trid=sl_svn7768_1560
><td class="source"><br></td></tr><trid=sl_svn7768_1561
><td class="source">    // new bresenham clipping code, as old one was buggy [toxi]<br></td></tr
><trid=sl_svn7768_1562
><td class="source">    private void thin_flat_line(int x1, int y1, int x2, int y2) {<br></td></tr><trid=sl_svn7768_1563
><td class="source">      int nx1,ny1,nx2,ny2;<br></td></tr><trid=sl_svn7768_1564
><td class="source"><br></td></tr><trid=sl_svn7768_1565
><td class="source">      // get the &quot;dips&quot; for the points to clip<br></td></tr
><trid=sl_svn7768_1566
><td class="source">      int code1 = thin_flat_line_clip_code(x1, y1);<br></td></tr><trid=sl_svn7768_1567
><td class="source">      int code2 = thin_flat_line_clip_code(x2, y2);<br></td></tr><trid=sl_svn7768_1568
><td class="source"><br></td></tr><trid=sl_svn7768_1569
><td class="source">      if ((code1 &amp; code2)!=0) {<br></td></tr><trid=sl_svn7768_1570
><td class="source">        return;<br></td></tr><trid=sl_svn7768_1571
><td class="source">      } else {<br></td></tr><trid=sl_svn7768_1572
><td class="source">        int dip = code1 | code2;<br></td></tr><trid=sl_svn7768_1573
><td class="source">        if (dip != 0) {<br></td></tr><trid=sl_svn7768_1574
><td class="source">          // now calculate the clipped points<br></td></tr
><trid=sl_svn7768_1575
><td class="source">          float a1 = 0, a2 = 1, a = 0;<br></td></tr><trid=sl_svn7768_1576
><td class="source">          for (int i=0;i&lt;4;i++) {<br></td></tr><trid=sl_svn7768_1577
><td class="source">            if (((dip&gt;&gt;i)%2)==1) {<br></td></tr><trid=sl_svn7768_1578
><td class="source">              a = thin_flat_line_slope((float)x1, (float)y1,<br></td></tr><trid=sl_svn7768_1579
><td class="source">                                      (float)x2, (float)y2, i+1);<br></td></tr><trid=sl_svn7768_1580
><td class="source">              if (((code1&gt;&gt;i)%2)==1) {<br></td></tr><trid=sl_svn7768_1581
><td class="source">                a1 = (float)Math.max(a, a1);<br></td></tr><trid=sl_svn7768_1582
><td class="source">              } else {<br></td></tr><trid=sl_svn7768_1583
><td class="source">                a2 = (float)Math.min(a, a2);<br></td></tr><trid=sl_svn7768_1584
><td class="source">              }<br></td></tr><trid=sl_svn7768_1585
><td class="source">            }<br></td></tr><trid=sl_svn7768_1586
><td class="source">          }<br></td></tr><trid=sl_svn7768_1587
><td class="source">          if (a1&gt;a2) return;<br></td></tr><trid=sl_svn7768_1588
><td class="source">          else {<br></td></tr><trid=sl_svn7768_1589
><td class="source">            nx1=(int) (x1+a1*(x2-x1));<br></td></tr><trid=sl_svn7768_1590
><td class="source">            ny1=(int) (y1+a1*(y2-y1));<br></td></tr><trid=sl_svn7768_1591
><td class="source">            nx2=(int) (x1+a2*(x2-x1));<br></td></tr><trid=sl_svn7768_1592
><td class="source">            ny2=(int) (y1+a2*(y2-y1));<br></td></tr><trid=sl_svn7768_1593
><td class="source">          }<br></td></tr><trid=sl_svn7768_1594
><td class="source">          // line is fully visible/unclipped<br></td></tr
><trid=sl_svn7768_1595
><td class="source">        } else {<br></td></tr><trid=sl_svn7768_1596
><td class="source">          nx1=x1; nx2=x2;<br></td></tr><trid=sl_svn7768_1597
><td class="source">          ny1=y1; ny2=y2;<br></td></tr><trid=sl_svn7768_1598
><td class="source">        }<br></td></tr><trid=sl_svn7768_1599
><td class="source">      }<br></td></tr><trid=sl_svn7768_1600
><td class="source"><br></td></tr><trid=sl_svn7768_1601
><td class="source">      // new &quot;extremely fast&quot; line code<br></td></tr
><trid=sl_svn7768_1602
><td class="source">      // adapted from http://www.edepot.com/linee.html<br></td></tr
><trid=sl_svn7768_1603
><td class="source"><br></td></tr><trid=sl_svn7768_1604
><td class="source">      boolean yLonger=false;<br></td></tr><trid=sl_svn7768_1605
><td class="source">      int shortLen=ny2-ny1;<br></td></tr><trid=sl_svn7768_1606
><td class="source">      int longLen=nx2-nx1;<br></td></tr><trid=sl_svn7768_1607
><td class="source">      if (Math.abs(shortLen)&gt;Math.abs(longLen)) {<br></td></tr><trid=sl_svn7768_1608
><td class="source">        int swap=shortLen;<br></td></tr><trid=sl_svn7768_1609
><td class="source">        shortLen=longLen;<br></td></tr><trid=sl_svn7768_1610
><td class="source">        longLen=swap;<br></td></tr><trid=sl_svn7768_1611
><td class="source">        yLonger=true;<br></td></tr><trid=sl_svn7768_1612
><td class="source">      }<br></td></tr><trid=sl_svn7768_1613
><td class="source">      int decInc;<br></td></tr><trid=sl_svn7768_1614
><td class="source">      if (longLen==0) decInc=0;<br></td></tr><trid=sl_svn7768_1615
><td class="source">      else decInc = (shortLen &lt;&lt; 16) / longLen;<br></td></tr><trid=sl_svn7768_1616
><td class="source"><br></td></tr><trid=sl_svn7768_1617
><td class="source">      if (nx1==nx2) {<br></td></tr><trid=sl_svn7768_1618
><td class="source">        // special case: vertical line<br></td></tr
><trid=sl_svn7768_1619
><td class="source">        if (ny1&gt;ny2) { int ty=ny1; ny1=ny2; ny2=ty; }<br></td></tr><trid=sl_svn7768_1620
><td class="source">        int offset=ny1*width+nx1;<br></td></tr><trid=sl_svn7768_1621
><td class="source">        for(int j=ny1; j&lt;=ny2; j++) {<br></td></tr><trid=sl_svn7768_1622
><td class="source">          thin_point_at_index(offset,0,strokeColor);<br></td></tr><trid=sl_svn7768_1623
><td class="source">          offset+=width;<br></td></tr><trid=sl_svn7768_1624
><td class="source">        }<br></td></tr><trid=sl_svn7768_1625
><td class="source">        return;<br></td></tr><trid=sl_svn7768_1626
><td class="source">      } else if (ny1==ny2) {<br></td></tr><trid=sl_svn7768_1627
><td class="source">        // special case: horizontal line<br></td></tr
><trid=sl_svn7768_1628
><td class="source">        if (nx1&gt;nx2) { int tx=nx1; nx1=nx2; nx2=tx; }<br></td></tr><trid=sl_svn7768_1629
><td class="source">        int offset=ny1*width+nx1;<br></td></tr><trid=sl_svn7768_1630
><td class="source">        for(int j=nx1; j&lt;=nx2; j++) thin_point_at_index(offset++,0,strokeColor);<br></td></tr><trid=sl_svn7768_1631
><td class="source">        return;<br></td></tr><trid=sl_svn7768_1632
><td class="source">      } else if (yLonger) {<br></td></tr><trid=sl_svn7768_1633
><td class="source">        if (longLen&gt;0) {<br></td></tr><trid=sl_svn7768_1634
><td class="source">          longLen+=ny1;<br></td></tr><trid=sl_svn7768_1635
><td class="source">          for (int j=0x8000+(nx1&lt;&lt;16);ny1&lt;=longLen;++ny1) {<br></td></tr><trid=sl_svn7768_1636
><td class="source">            thin_point_at(j&gt;&gt;16, ny1, 0, strokeColor);<br></td></tr><trid=sl_svn7768_1637
><td class="source">            j+=decInc;<br></td></tr><trid=sl_svn7768_1638
><td class="source">          }<br></td></tr><trid=sl_svn7768_1639
><td class="source">          return;<br></td></tr><trid=sl_svn7768_1640
><td class="source">        }<br></td></tr><trid=sl_svn7768_1641
><td class="source">        longLen+=ny1;<br></td></tr><trid=sl_svn7768_1642
><td class="source">        for (int j=0x8000+(nx1&lt;&lt;16);ny1&gt;=longLen;--ny1) {<br></td></tr><trid=sl_svn7768_1643
><td class="source">          thin_point_at(j&gt;&gt;16, ny1, 0, strokeColor);<br></td></tr><trid=sl_svn7768_1644
><td class="source">          j-=decInc;<br></td></tr><trid=sl_svn7768_1645
><td class="source">        }<br></td></tr><trid=sl_svn7768_1646
><td class="source">        return;<br></td></tr><trid=sl_svn7768_1647
><td class="source">      } else if (longLen&gt;0) {<br></td></tr><trid=sl_svn7768_1648
><td class="source">        longLen+=nx1;<br></td></tr><trid=sl_svn7768_1649
><td class="source">        for (int j=0x8000+(ny1&lt;&lt;16);nx1&lt;=longLen;++nx1) {<br></td></tr><trid=sl_svn7768_1650
><td class="source">          thin_point_at(nx1, j&gt;&gt;16, 0, strokeColor);<br></td></tr><trid=sl_svn7768_1651
><td class="source">          j+=decInc;<br></td></tr><trid=sl_svn7768_1652
><td class="source">        }<br></td></tr><trid=sl_svn7768_1653
><td class="source">        return;<br></td></tr><trid=sl_svn7768_1654
><td class="source">      }<br></td></tr><trid=sl_svn7768_1655
><td class="source">      longLen+=nx1;<br></td></tr><trid=sl_svn7768_1656
><td class="source">      for (int j=0x8000+(ny1&lt;&lt;16);nx1&gt;=longLen;--nx1) {<br></td></tr><trid=sl_svn7768_1657
><td class="source">        thin_point_at(nx1, j&gt;&gt;16, 0, strokeColor);<br></td></tr><trid=sl_svn7768_1658
><td class="source">        j-=decInc;<br></td></tr><trid=sl_svn7768_1659
><td class="source">      }<br></td></tr><trid=sl_svn7768_1660
><td class="source">    }<br></td></tr><trid=sl_svn7768_1661
><td class="source"><br></td></tr><trid=sl_svn7768_1662
><td class="source"><br></td></tr><trid=sl_svn7768_1663
><td class="source">    private int thin_flat_line_clip_code(float x, float y) {<br></td></tr><trid=sl_svn7768_1664
><td class="source">      return ((y &lt; 0 ? 8 : 0) | (y &gt; height1 ? 4 : 0) |<br></td></tr><trid=sl_svn7768_1665
><td class="source">              (x &lt; 0 ? 2 : 0) | (x &gt; width1 ? 1 : 0));<br></td></tr><trid=sl_svn7768_1666
><td class="source">    }<br></td></tr><trid=sl_svn7768_1667
><td class="source"><br></td></tr><trid=sl_svn7768_1668
><td class="source"><br></td></tr><trid=sl_svn7768_1669
><td class="source">    private float thin_flat_line_slope(float x1, float y1,<br></td></tr><trid=sl_svn7768_1670
><td class="source">                                      float x2, float y2, int border) {<br></td></tr><trid=sl_svn7768_1671
><td class="source">      switch (border) {<br></td></tr><trid=sl_svn7768_1672
><td class="source">      case 4: {<br></td></tr><trid=sl_svn7768_1673
><td class="source">        return (-y1)/(y2-y1);<br></td></tr><trid=sl_svn7768_1674
><td class="source">      }<br></td></tr><trid=sl_svn7768_1675
><td class="source">      case 3: {<br></td></tr><trid=sl_svn7768_1676
><td class="source">        return (height1-y1)/(y2-y1);<br></td></tr><trid=sl_svn7768_1677
><td class="source">      }<br></td></tr><trid=sl_svn7768_1678
><td class="source">      case 2: {<br></td></tr><trid=sl_svn7768_1679
><td class="source">        return (-x1)/(x2-x1);<br></td></tr><trid=sl_svn7768_1680
><td class="source">      }<br></td></tr><trid=sl_svn7768_1681
><td class="source">      case 1: {<br></td></tr><trid=sl_svn7768_1682
><td class="source">        return (width1-x1)/(x2-x1);<br></td></tr><trid=sl_svn7768_1683
><td class="source">      }<br></td></tr><trid=sl_svn7768_1684
><td class="source">      }<br></td></tr><trid=sl_svn7768_1685
><td class="source">      return -1f;<br></td></tr><trid=sl_svn7768_1686
><td class="source">    }<br></td></tr><trid=sl_svn7768_1687
><td class="source"><br></td></tr><trid=sl_svn7768_1688
><td class="source"><br></td></tr><trid=sl_svn7768_1689
><td class="source">    private void thick_flat_line(float ox1, float oy1,<br></td></tr><trid=sl_svn7768_1690
><td class="source">                                 float r1, float g1, float b1, float a1,<br></td></tr><trid=sl_svn7768_1691
><td class="source">                                 float ox2, float oy2,<br></td></tr><trid=sl_svn7768_1692
><td class="source">                                 float r2, float g2, float b2, float a2) {<br></td></tr><trid=sl_svn7768_1693
><td class="source">      spolygon.interpARGB = (r1 != r2) || (g1 != g2) || (b1 != b2) || (a1 != a2);<br></td></tr><trid=sl_svn7768_1694
><td class="source">//      spolygon.interpZ = false;<br></td></tr
><trid=sl_svn7768_1695
><td class="source"><br></td></tr><trid=sl_svn7768_1696
><td class="source">      float dX = ox2-ox1 + EPSILON;<br></td></tr><trid=sl_svn7768_1697
><td class="source">      float dY = oy2-oy1 + EPSILON;<br></td></tr><trid=sl_svn7768_1698
><td class="source">      float len = (float) Math.sqrt(dX*dX + dY*dY);<br></td></tr><trid=sl_svn7768_1699
><td class="source"><br></td></tr><trid=sl_svn7768_1700
><td class="source">      // TODO stroke width should be transformed!<br></td></tr
><trid=sl_svn7768_1701
><td class="source">      float rh = (strokeWeight / len) / 2;<br></td></tr><trid=sl_svn7768_1702
><td class="source"><br></td></tr><trid=sl_svn7768_1703
><td class="source">      float dx0 = rh * dY;<br></td></tr><trid=sl_svn7768_1704
><td class="source">      float dy0 = rh * dX;<br></td></tr><trid=sl_svn7768_1705
><td class="source">      float dx1 = rh * dY;<br></td></tr><trid=sl_svn7768_1706
><td class="source">      float dy1 = rh * dX;<br></td></tr><trid=sl_svn7768_1707
><td class="source"><br></td></tr><trid=sl_svn7768_1708
><td class="source">      spolygon.reset(4);<br></td></tr><trid=sl_svn7768_1709
><td class="source"><br></td></tr><trid=sl_svn7768_1710
><td class="source">      float svertex[] = spolygon.vertices[0];<br></td></tr><trid=sl_svn7768_1711
><td class="source">      svertex[TX] = ox1+dx0;<br></td></tr><trid=sl_svn7768_1712
><td class="source">      svertex[TY] = oy1-dy0;<br></td></tr><trid=sl_svn7768_1713
><td class="source">      svertex[R] = r1;<br></td></tr><trid=sl_svn7768_1714
><td class="source">      svertex[G] = g1;<br></td></tr><trid=sl_svn7768_1715
><td class="source">      svertex[B] = b1;<br></td></tr><trid=sl_svn7768_1716
><td class="source">      svertex[A] = a1;<br></td></tr><trid=sl_svn7768_1717
><td class="source"><br></td></tr><trid=sl_svn7768_1718
><td class="source">      svertex = spolygon.vertices[1];<br></td></tr><trid=sl_svn7768_1719
><td class="source">      svertex[TX] = ox1-dx0;<br></td></tr><trid=sl_svn7768_1720
><td class="source">      svertex[TY] = oy1+dy0;<br></td></tr><trid=sl_svn7768_1721
><td class="source">      svertex[R] = r1;<br></td></tr><trid=sl_svn7768_1722
><td class="source">      svertex[G] = g1;<br></td></tr><trid=sl_svn7768_1723
><td class="source">      svertex[B] = b1;<br></td></tr><trid=sl_svn7768_1724
><td class="source">      svertex[A] = a1;<br></td></tr><trid=sl_svn7768_1725
><td class="source"><br></td></tr><trid=sl_svn7768_1726
><td class="source">      svertex = spolygon.vertices[2];<br></td></tr><trid=sl_svn7768_1727
><td class="source">      svertex[TX] = ox2-dx1;<br></td></tr><trid=sl_svn7768_1728
><td class="source">      svertex[TY] = oy2+dy1;<br></td></tr><trid=sl_svn7768_1729
><td class="source">      svertex[R] = r2;<br></td></tr><trid=sl_svn7768_1730
><td class="source">      svertex[G] = g2;<br></td></tr><trid=sl_svn7768_1731
><td class="source">      svertex[B] = b2;<br></td></tr><trid=sl_svn7768_1732
><td class="source">      svertex[A] = a2;<br></td></tr><trid=sl_svn7768_1733
><td class="source"><br></td></tr><trid=sl_svn7768_1734
><td class="source">      svertex = spolygon.vertices[3];<br></td></tr><trid=sl_svn7768_1735
><td class="source">      svertex[TX] = ox2+dx1;<br></td></tr><trid=sl_svn7768_1736
><td class="source">      svertex[TY] = oy2-dy1;<br></td></tr><trid=sl_svn7768_1737
><td class="source">      svertex[R] = r2;<br></td></tr><trid=sl_svn7768_1738
><td class="source">      svertex[G] = g2;<br></td></tr><trid=sl_svn7768_1739
><td class="source">      svertex[B] = b2;<br></td></tr><trid=sl_svn7768_1740
><td class="source">      svertex[A] = a2;<br></td></tr><trid=sl_svn7768_1741
><td class="source"><br></td></tr><trid=sl_svn7768_1742
><td class="source">      spolygon.render();<br></td></tr><trid=sl_svn7768_1743
><td class="source">    }<br></td></tr><trid=sl_svn7768_1744
><td class="source"><br></td></tr><trid=sl_svn7768_1745
><td class="source"><br></td></tr><trid=sl_svn7768_1746
><td class="source">    private void draw_line(float[] v1, float[] v2) {<br></td></tr><trid=sl_svn7768_1747
><td class="source">      if (strokeWeight == 1) {<br></td></tr><trid=sl_svn7768_1748
><td class="source">        if (line == null) line = new PLine(this);<br></td></tr><trid=sl_svn7768_1749
><td class="source"><br></td></tr><trid=sl_svn7768_1750
><td class="source">        line.reset();<br></td></tr><trid=sl_svn7768_1751
><td class="source">        line.setIntensities(v1[SR], v1[SG], v1[SB], v1[SA],<br></td></tr><trid=sl_svn7768_1752
><td class="source">                            v2[SR], v2[SG], v2[SB], v2[SA]);<br></td></tr><trid=sl_svn7768_1753
><td class="source">        line.setVertices(v1[TX], v1[TY], v1[TZ],<br></td></tr><trid=sl_svn7768_1754
><td class="source">                         v2[TX], v2[TY], v2[TZ]);<br></td></tr><trid=sl_svn7768_1755
><td class="source">        line.draw();<br></td></tr><trid=sl_svn7768_1756
><td class="source"><br></td></tr><trid=sl_svn7768_1757
><td class="source">      } else {  // use old line code for thickness != 1<br></td></tr
><trid=sl_svn7768_1758
><td class="source">        thick_flat_line(v1[TX], v1[TY],  v1[SR], v1[SG], v1[SB], v1[SA],<br></td></tr><trid=sl_svn7768_1759
><td class="source">                        v2[TX], v2[TY],  v2[SR], v2[SG], v2[SB], v2[SA]);<br></td></tr><trid=sl_svn7768_1760
><td class="source">      }<br></td></tr><trid=sl_svn7768_1761
><td class="source">    }<br></td></tr><trid=sl_svn7768_1762
><td class="source"><br></td></tr><trid=sl_svn7768_1763
><td class="source"><br></td></tr><trid=sl_svn7768_1764
><td class="source">    /**<br></td></tr><trid=sl_svn7768_1765
><td class="source">     * @param max is what to count to<br></td></tr><trid=sl_svn7768_1766
><td class="source">     * @param offset is offset to the &#39;next&#39; vertex<br></td></tr><trid=sl_svn7768_1767
><td class="source">     * @param increment is how much to increment in the loop<br></td></tr><trid=sl_svn7768_1768
><td class="source">     */<br></td></tr><trid=sl_svn7768_1769
><td class="source">    private void draw_lines(float vertices[][], int max,<br></td></tr><trid=sl_svn7768_1770
><td class="source">                            int offset, int increment, int skip) {<br></td></tr><trid=sl_svn7768_1771
><td class="source"><br></td></tr><trid=sl_svn7768_1772
><td class="source">      if (strokeWeight == 1) {<br></td></tr><trid=sl_svn7768_1773
><td class="source">        for (int i = 0; i &lt; max; i += increment) {<br></td></tr><trid=sl_svn7768_1774
><td class="source">          if ((skip != 0) &amp;&amp; (((i+offset) % skip) == 0)) continue;<br></td></tr><trid=sl_svn7768_1775
><td class="source"><br></td></tr><trid=sl_svn7768_1776
><td class="source">          float a[] = vertices[i];<br></td></tr><trid=sl_svn7768_1777
><td class="source">          float b[] = vertices[i+offset];<br></td></tr><trid=sl_svn7768_1778
><td class="source"><br></td></tr><trid=sl_svn7768_1779
><td class="source">          if (line == null) line = new PLine(this);<br></td></tr><trid=sl_svn7768_1780
><td class="source"><br></td></tr><trid=sl_svn7768_1781
><td class="source">          line.reset();<br></td></tr><trid=sl_svn7768_1782
><td class="source">          line.setIntensities(a[SR], a[SG], a[SB], a[SA],<br></td></tr><trid=sl_svn7768_1783
><td class="source">                              b[SR], b[SG], b[SB], b[SA]);<br></td></tr><trid=sl_svn7768_1784
><td class="source">          line.setVertices(a[TX], a[TY], a[TZ],<br></td></tr><trid=sl_svn7768_1785
><td class="source">                           b[TX], b[TY], b[TZ]);<br></td></tr><trid=sl_svn7768_1786
><td class="source">          line.draw();<br></td></tr><trid=sl_svn7768_1787
><td class="source">        }<br></td></tr><trid=sl_svn7768_1788
><td class="source"><br></td></tr><trid=sl_svn7768_1789
><td class="source">      } else {  // use old line code for thickness != 1<br></td></tr
><trid=sl_svn7768_1790
><td class="source">        for (int i = 0; i &lt; max; i += increment) {<br></td></tr><trid=sl_svn7768_1791
><td class="source">          if ((skip != 0) &amp;&amp; (((i+offset) % skip) == 0)) continue;<br></td></tr><trid=sl_svn7768_1792
><td class="source"><br></td></tr><trid=sl_svn7768_1793
><td class="source">          float v1[] = vertices[i];<br></td></tr><trid=sl_svn7768_1794
><td class="source">          float v2[] = vertices[i+offset];<br></td></tr><trid=sl_svn7768_1795
><td class="source">          thick_flat_line(v1[TX], v1[TY],  v1[SR], v1[SG], v1[SB], v1[SA],<br></td></tr><trid=sl_svn7768_1796
><td class="source">                          v2[TX], v2[TY],  v2[SR], v2[SG], v2[SB], v2[SA]);<br></td></tr><trid=sl_svn7768_1797
><td class="source">        }<br></td></tr><trid=sl_svn7768_1798
><td class="source">      }<br></td></tr><trid=sl_svn7768_1799
><td class="source">    }<br></td></tr><trid=sl_svn7768_1800
><td class="source"><br></td></tr><trid=sl_svn7768_1801
><td class="source"><br></td></tr><trid=sl_svn7768_1802
><td class="source">    private void thin_point(float fx, float fy, int color) {<br></td></tr><trid=sl_svn7768_1803
><td class="source">      int x = (int) (fx + 0.4999f);<br></td></tr><trid=sl_svn7768_1804
><td class="source">      int y = (int) (fy + 0.4999f);<br></td></tr><trid=sl_svn7768_1805
><td class="source">      if (x &lt; 0 || x &gt; width1 || y &lt; 0 || y &gt; height1) return;<br></td></tr><trid=sl_svn7768_1806
><td class="source"><br></td></tr><trid=sl_svn7768_1807
><td class="source">      int index = y*width + x;<br></td></tr><trid=sl_svn7768_1808
><td class="source">      if ((color &amp; 0xff000000) == 0xff000000) {  // opaque<br></td></tr
><trid=sl_svn7768_1809
><td class="source">        pixels[index] = color;<br></td></tr><trid=sl_svn7768_1810
><td class="source"><br></td></tr><trid=sl_svn7768_1811
><td class="source">      } else {  // transparent<br></td></tr
><trid=sl_svn7768_1812
><td class="source">        // a1 is how much of the orig pixel<br></td></tr
><trid=sl_svn7768_1813
><td class="source">        int a2 = (color &gt;&gt; 24) &amp; 0xff;<br></td></tr><trid=sl_svn7768_1814
><td class="source">        int a1 = a2 ^ 0xff;<br></td></tr><trid=sl_svn7768_1815
><td class="source"><br></td></tr><trid=sl_svn7768_1816
><td class="source">        int p2 = strokeColor;<br></td></tr><trid=sl_svn7768_1817
><td class="source">        int p1 = pixels[index];<br></td></tr><trid=sl_svn7768_1818
><td class="source"><br></td></tr><trid=sl_svn7768_1819
><td class="source">        int r = (a1 * ((p1 &gt;&gt; 16) &amp; 0xff) + a2 * ((p2 &gt;&gt; 16) &amp; 0xff)) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_1820
><td class="source">        int g = (a1 * ((p1 &gt;&gt;  8) &amp; 0xff) + a2 * ((p2 &gt;&gt;  8) &amp; 0xff)) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_1821
><td class="source">        int b = (a1 * ( p1        &amp; 0xff) + a2 * ( p2        &amp; 0xff)) &gt;&gt; 8;<br></td></tr><trid=sl_svn7768_1822
><td class="source"><br></td></tr><trid=sl_svn7768_1823
><td class="source">        pixels[index] =  0xff000000 | (r &lt;&lt; 8) | g | b;<br></td></tr><trid=sl_svn7768_1824
><td class="source">      }<br></td></tr><trid=sl_svn7768_1825
><td class="source">    }<br></td></tr><trid=sl_svn7768_1826
><td class="source"><br></td></tr><trid=sl_svn7768_1827
><td class="source"><br></td></tr><trid=sl_svn7768_1828
><td class="source"><br></td></tr><trid=sl_svn7768_1829
><td class="source">    //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1830
><td class="source"><br></td></tr><trid=sl_svn7768_1831
><td class="source">    // MATRIX TRANSFORMATIONS<br></td></tr
><trid=sl_svn7768_1832
><td class="source"><br></td></tr><trid=sl_svn7768_1833
><td class="source"><br></td></tr><trid=sl_svn7768_1834
><td class="source">    public void translate(float tx, float ty) {<br></td></tr><trid=sl_svn7768_1835
><td class="source">      ctm.translate(tx, ty);<br></td></tr><trid=sl_svn7768_1836
><td class="source">    }<br></td></tr><trid=sl_svn7768_1837
><td class="source"><br></td></tr><trid=sl_svn7768_1838
><td class="source"><br></td></tr><trid=sl_svn7768_1839
><td class="source">    public void translate(float tx, float ty, float tz) {<br></td></tr><trid=sl_svn7768_1840
><td class="source">      showDepthWarningXYZ(&quot;translate&quot;);<br></td></tr><trid=sl_svn7768_1841
><td class="source">    }<br></td></tr><trid=sl_svn7768_1842
><td class="source"><br></td></tr><trid=sl_svn7768_1843
><td class="source"><br></td></tr><trid=sl_svn7768_1844
><td class="source">    public void rotate(float angle) {<br></td></tr><trid=sl_svn7768_1845
><td class="source">      ctm.rotate(angle);<br></td></tr><trid=sl_svn7768_1846
><td class="source">//      float c = (float) Math.cos(angle);<br></td></tr
><trid=sl_svn7768_1847
><td class="source">//      float s = (float) Math.sin(angle);<br></td></tr
><trid=sl_svn7768_1848
><td class="source">//      applyMatrix(c, -s, 0,  s, c, 0);<br></td></tr
><trid=sl_svn7768_1849
><td class="source">    }<br></td></tr><trid=sl_svn7768_1850
><td class="source"><br></td></tr><trid=sl_svn7768_1851
><td class="source"><br></td></tr><trid=sl_svn7768_1852
><td class="source">    public void rotateX(float angle) {<br></td></tr><trid=sl_svn7768_1853
><td class="source">      showDepthWarning(&quot;rotateX&quot;);<br></td></tr><trid=sl_svn7768_1854
><td class="source">    }<br></td></tr><trid=sl_svn7768_1855
><td class="source"><br></td></tr><trid=sl_svn7768_1856
><td class="source">    public void rotateY(float angle) {<br></td></tr><trid=sl_svn7768_1857
><td class="source">      showDepthWarning(&quot;rotateY&quot;);<br></td></tr><trid=sl_svn7768_1858
><td class="source">    }<br></td></tr><trid=sl_svn7768_1859
><td class="source"><br></td></tr><trid=sl_svn7768_1860
><td class="source"><br></td></tr><trid=sl_svn7768_1861
><td class="source">    public void rotateZ(float angle) {<br></td></tr><trid=sl_svn7768_1862
><td class="source">      showDepthWarning(&quot;rotateZ&quot;);<br></td></tr><trid=sl_svn7768_1863
><td class="source">    }<br></td></tr><trid=sl_svn7768_1864
><td class="source"><br></td></tr><trid=sl_svn7768_1865
><td class="source"><br></td></tr><trid=sl_svn7768_1866
><td class="source">    public void rotate(float angle, float vx, float vy, float vz) {<br></td></tr><trid=sl_svn7768_1867
><td class="source">      showVariationWarning(&quot;rotate(angle, x, y, z)&quot;);<br></td></tr><trid=sl_svn7768_1868
><td class="source">    }<br></td></tr><trid=sl_svn7768_1869
><td class="source"><br></td></tr><trid=sl_svn7768_1870
><td class="source"><br></td></tr><trid=sl_svn7768_1871
><td class="source">    public void scale(float s) {<br></td></tr><trid=sl_svn7768_1872
><td class="source">      ctm.scale(s);<br></td></tr><trid=sl_svn7768_1873
><td class="source">//      applyMatrix(s, 0, 0,<br></td></tr
><trid=sl_svn7768_1874
><td class="source">//                  0, s, 0);<br></td></tr
><trid=sl_svn7768_1875
><td class="source">    }<br></td></tr><trid=sl_svn7768_1876
><td class="source"><br></td></tr><trid=sl_svn7768_1877
><td class="source"><br></td></tr><trid=sl_svn7768_1878
><td class="source">    public void scale(float sx, float sy) {<br></td></tr><trid=sl_svn7768_1879
><td class="source">      ctm.scale(sx, sy);<br></td></tr><trid=sl_svn7768_1880
><td class="source">//      applyMatrix(sx, 0, 0,<br></td></tr
><trid=sl_svn7768_1881
><td class="source">//                  0, sy, 0);<br></td></tr
><trid=sl_svn7768_1882
><td class="source">    }<br></td></tr><trid=sl_svn7768_1883
><td class="source"><br></td></tr><trid=sl_svn7768_1884
><td class="source"><br></td></tr><trid=sl_svn7768_1885
><td class="source">    public void scale(float x, float y, float z) {<br></td></tr><trid=sl_svn7768_1886
><td class="source">      showDepthWarningXYZ(&quot;scale&quot;);<br></td></tr><trid=sl_svn7768_1887
><td class="source">    }<br></td></tr><trid=sl_svn7768_1888
><td class="source">    <br></td></tr><trid=sl_svn7768_1889
><td class="source">    <br></td></tr><trid=sl_svn7768_1890
><td class="source">    public void skewX(float angle) {<br></td></tr><trid=sl_svn7768_1891
><td class="source">      ctm.shearX(angle);<br></td></tr><trid=sl_svn7768_1892
><td class="source">    }<br></td></tr><trid=sl_svn7768_1893
><td class="source"><br></td></tr><trid=sl_svn7768_1894
><td class="source"><br></td></tr><trid=sl_svn7768_1895
><td class="source">    public void skewY(float angle) {<br></td></tr><trid=sl_svn7768_1896
><td class="source">      ctm.shearY(angle);<br></td></tr><trid=sl_svn7768_1897
><td class="source">    }<br></td></tr><trid=sl_svn7768_1898
><td class="source"><br></td></tr><trid=sl_svn7768_1899
><td class="source">    <br></td></tr><trid=sl_svn7768_1900
><td class="source"><br></td></tr><trid=sl_svn7768_1901
><td class="source">    //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_1902
><td class="source"><br></td></tr><trid=sl_svn7768_1903
><td class="source">    // TRANSFORMATION MATRIX<br></td></tr
><trid=sl_svn7768_1904
><td class="source"><br></td></tr><trid=sl_svn7768_1905
><td class="source"><br></td></tr><trid=sl_svn7768_1906
><td class="source">    public void pushMatrix() {<br></td></tr><trid=sl_svn7768_1907
><td class="source">      if (matrixStackDepth == MATRIX_STACK_DEPTH) {<br></td></tr><trid=sl_svn7768_1908
><td class="source">        throw new RuntimeException(ERROR_PUSHMATRIX_OVERFLOW);<br></td></tr><trid=sl_svn7768_1909
><td class="source">      }<br></td></tr><trid=sl_svn7768_1910
><td class="source">      ctm.get(matrixStack[matrixStackDepth]);<br></td></tr><trid=sl_svn7768_1911
><td class="source">      matrixStackDepth++;<br></td></tr><trid=sl_svn7768_1912
><td class="source">    }<br></td></tr><trid=sl_svn7768_1913
><td class="source"><br></td></tr><trid=sl_svn7768_1914
><td class="source"><br></td></tr><trid=sl_svn7768_1915
><td class="source">    public void popMatrix() {<br></td></tr><trid=sl_svn7768_1916
><td class="source">      if (matrixStackDepth == 0) {<br></td></tr><trid=sl_svn7768_1917
><td class="source">        throw new RuntimeException(ERROR_PUSHMATRIX_UNDERFLOW);<br></td></tr><trid=sl_svn7768_1918
><td class="source">      }<br></td></tr><trid=sl_svn7768_1919
><td class="source">      matrixStackDepth--;<br></td></tr><trid=sl_svn7768_1920
><td class="source">      ctm.set(matrixStack[matrixStackDepth]);<br></td></tr><trid=sl_svn7768_1921
><td class="source">    }<br></td></tr><trid=sl_svn7768_1922
><td class="source"><br></td></tr><trid=sl_svn7768_1923
><td class="source"><br></td></tr><trid=sl_svn7768_1924
><td class="source">    /**<br></td></tr><trid=sl_svn7768_1925
><td class="source">     * Load identity as the transform/model matrix.<br></td></tr><trid=sl_svn7768_1926
><td class="source">     * Same as glLoadIdentity().<br></td></tr><trid=sl_svn7768_1927
><td class="source">     */<br></td></tr><trid=sl_svn7768_1928
><td class="source">    public void resetMatrix() {<br></td></tr><trid=sl_svn7768_1929
><td class="source">      ctm.reset();<br></td></tr><trid=sl_svn7768_1930
><td class="source">//      m00 = 1; m01 = 0; m02 = 0;<br></td></tr
><trid=sl_svn7768_1931
><td class="source">//      m10 = 0; m11 = 1; m12 = 0;<br></td></tr
><trid=sl_svn7768_1932
><td class="source">    }<br></td></tr><trid=sl_svn7768_1933
><td class="source"><br></td></tr><trid=sl_svn7768_1934
><td class="source"><br></td></tr><trid=sl_svn7768_1935
><td class="source">    /**<br></td></tr><trid=sl_svn7768_1936
><td class="source">     * Apply a 3x2 affine transformation matrix.<br></td></tr><trid=sl_svn7768_1937
><td class="source">     */<br></td></tr><trid=sl_svn7768_1938
><td class="source">    public void applyMatrix(float n00, float n01, float n02,<br></td></tr><trid=sl_svn7768_1939
><td class="source">                            float n10, float n11, float n12) {<br></td></tr><trid=sl_svn7768_1940
><td class="source">      ctm.apply(n00, n01, n02,<br></td></tr><trid=sl_svn7768_1941
><td class="source">                n10, n11, n12);<br></td></tr><trid=sl_svn7768_1942
><td class="source">//<br></td></tr
><trid=sl_svn7768_1943
><td class="source">//      float r00 = m00*n00 + m01*n10;<br></td></tr
><trid=sl_svn7768_1944
><td class="source">//      float r01 = m00*n01 + m01*n11;<br></td></tr
><trid=sl_svn7768_1945
><td class="source">//      float r02 = m00*n02 + m01*n12 + m02;<br></td></tr
><trid=sl_svn7768_1946
><td class="source">//<br></td></tr
><trid=sl_svn7768_1947
><td class="source">//      float r10 = m10*n00 + m11*n10;<br></td></tr
><trid=sl_svn7768_1948
><td class="source">//      float r11 = m10*n01 + m11*n11;<br></td></tr
><trid=sl_svn7768_1949
><td class="source">//      float r12 = m10*n02 + m11*n12 + m12;<br></td></tr
><trid=sl_svn7768_1950
><td class="source">//<br></td></tr
><trid=sl_svn7768_1951
><td class="source">//      m00 = r00; m01 = r01; m02 = r02;<br></td></tr
><trid=sl_svn7768_1952
><td class="source">//      m10 = r10; m11 = r11; m12 = r12;<br></td></tr
><trid=sl_svn7768_1953
><td class="source">    }<br></td></tr><trid=sl_svn7768_1954
><td class="source"><br></td></tr><trid=sl_svn7768_1955
><td class="source"><br></td></tr><trid=sl_svn7768_1956
><td class="source">    public void applyMatrix(float n00, float n01, float n02, float n03,<br></td></tr><trid=sl_svn7768_1957
><td class="source">                            float n10, float n11, float n12, float n13,<br></td></tr><trid=sl_svn7768_1958
><td class="source">                            float n20, float n21, float n22, float n23,<br></td></tr><trid=sl_svn7768_1959
><td class="source">                            float n30, float n31, float n32, float n33) {<br></td></tr><trid=sl_svn7768_1960
><td class="source">      showDepthWarningXYZ(&quot;applyMatrix&quot;);<br></td></tr><trid=sl_svn7768_1961
><td class="source">    }<br></td></tr><trid=sl_svn7768_1962
><td class="source"><br></td></tr><trid=sl_svn7768_1963
><td class="source"><br></td></tr><trid=sl_svn7768_1964
><td class="source">    /**<br></td></tr><trid=sl_svn7768_1965
><td class="source">     * Loads the current matrix into m00, m01 etc (or modelview and<br></td></tr><trid=sl_svn7768_1966
><td class="source">     * projection when using 3D) so that the values can be read.<br></td></tr><trid=sl_svn7768_1967
><td class="source">     * &lt;P/&gt;<br></td></tr><trid=sl_svn7768_1968
><td class="source">     * Note that there is no &quot;updateMatrix&quot; because that gets too<br></td></tr><trid=sl_svn7768_1969
><td class="source">     * complicated (unnecessary) when considering the 3D matrices.<br></td></tr><trid=sl_svn7768_1970
><td class="source">     */<br></td></tr><trid=sl_svn7768_1971
><td class="source">//    public void loadMatrix() {<br></td></tr
><trid=sl_svn7768_1972
><td class="source">      // no-op on base PGraphics because they&#39;re used directly<br></td></tr
><trid=sl_svn7768_1973
><td class="source">//    }<br></td></tr
><trid=sl_svn7768_1974
><td class="source"><br></td></tr><trid=sl_svn7768_1975
><td class="source"><br></td></tr><trid=sl_svn7768_1976
><td class="source">    /**<br></td></tr><trid=sl_svn7768_1977
><td class="source">     * Print the current model (or &quot;transformation&quot;) matrix.<br></td></tr><trid=sl_svn7768_1978
><td class="source">     */<br></td></tr><trid=sl_svn7768_1979
><td class="source">    public void printMatrix() {<br></td></tr><trid=sl_svn7768_1980
><td class="source">      ctm.print();<br></td></tr><trid=sl_svn7768_1981
><td class="source"><br></td></tr><trid=sl_svn7768_1982
><td class="source">//      loadMatrix();  // just to make sure<br></td></tr
><trid=sl_svn7768_1983
><td class="source">//<br></td></tr
><trid=sl_svn7768_1984
><td class="source">//      float big = Math.abs(m00);<br></td></tr
><trid=sl_svn7768_1985
><td class="source">//      if (Math.abs(m01) &gt; big) big = Math.abs(m01);<br></td></tr
><trid=sl_svn7768_1986
><td class="source">//      if (Math.abs(m02) &gt; big) big = Math.abs(m02);<br></td></tr
><trid=sl_svn7768_1987
><td class="source">//      if (Math.abs(m10) &gt; big) big = Math.abs(m10);<br></td></tr
><trid=sl_svn7768_1988
><td class="source">//      if (Math.abs(m11) &gt; big) big = Math.abs(m11);<br></td></tr
><trid=sl_svn7768_1989
><td class="source">//      if (Math.abs(m12) &gt; big) big = Math.abs(m12);<br></td></tr
><trid=sl_svn7768_1990
><td class="source">//<br></td></tr
><trid=sl_svn7768_1991
><td class="source">//      // avoid infinite loop<br></td></tr
><trid=sl_svn7768_1992
><td class="source">//      if (Float.isNaN(big) || Float.isInfinite(big)) {<br></td></tr
><trid=sl_svn7768_1993
><td class="source">//        big = 1000000; // set to something arbitrary<br></td></tr
><trid=sl_svn7768_1994
><td class="source">//      }<br></td></tr
><trid=sl_svn7768_1995
><td class="source">//<br></td></tr
><trid=sl_svn7768_1996
><td class="source">//      int d = 1;<br></td></tr
><trid=sl_svn7768_1997
><td class="source">//      int bigi = (int) big;<br></td></tr
><trid=sl_svn7768_1998
><td class="source">//      while ((bigi /= 10) != 0) d++;  // cheap log()<br></td></tr
><trid=sl_svn7768_1999
><td class="source">//<br></td></tr
><trid=sl_svn7768_2000
><td class="source">//      System.out.println(PApplet.nfs(m00, d, 4) + &quot; &quot; +<br></td></tr
><trid=sl_svn7768_2001
><td class="source">//                         PApplet.nfs(m01, d, 4) + &quot; &quot; +<br></td></tr
><trid=sl_svn7768_2002
><td class="source">//                         PApplet.nfs(m02, d, 4));<br></td></tr
><trid=sl_svn7768_2003
><td class="source">//<br></td></tr
><trid=sl_svn7768_2004
><td class="source">//      System.out.println(PApplet.nfs(m10, d, 4) + &quot; &quot; +<br></td></tr
><trid=sl_svn7768_2005
><td class="source">//                         PApplet.nfs(m11, d, 4) + &quot; &quot; +<br></td></tr
><trid=sl_svn7768_2006
><td class="source">//                         PApplet.nfs(m12, d, 4));<br></td></tr
><trid=sl_svn7768_2007
><td class="source">//<br></td></tr
><trid=sl_svn7768_2008
><td class="source">//      System.out.println();<br></td></tr
><trid=sl_svn7768_2009
><td class="source">    }<br></td></tr><trid=sl_svn7768_2010
><td class="source"><br></td></tr><trid=sl_svn7768_2011
><td class="source"><br></td></tr><trid=sl_svn7768_2012
><td class="source"><br></td></tr><trid=sl_svn7768_2013
><td class="source">    //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_2014
><td class="source"><br></td></tr><trid=sl_svn7768_2015
><td class="source">    // SCREEN TRANSFORMS<br></td></tr
><trid=sl_svn7768_2016
><td class="source"><br></td></tr><trid=sl_svn7768_2017
><td class="source"><br></td></tr><trid=sl_svn7768_2018
><td class="source">    public float screenX(float x, float y) {<br></td></tr><trid=sl_svn7768_2019
><td class="source">      return ctm.m00 * x + ctm.m01 * y + ctm.m02;<br></td></tr><trid=sl_svn7768_2020
><td class="source">    }<br></td></tr><trid=sl_svn7768_2021
><td class="source"><br></td></tr><trid=sl_svn7768_2022
><td class="source"><br></td></tr><trid=sl_svn7768_2023
><td class="source">    public float screenY(float x, float y) {<br></td></tr><trid=sl_svn7768_2024
><td class="source">      return ctm.m10 * x + ctm.m11 * y + ctm.m12;<br></td></tr><trid=sl_svn7768_2025
><td class="source">    }<br></td></tr><trid=sl_svn7768_2026
><td class="source"><br></td></tr><trid=sl_svn7768_2027
><td class="source"><br></td></tr><trid=sl_svn7768_2028
><td class="source"><br></td></tr><trid=sl_svn7768_2029
><td class="source">    //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_2030
><td class="source"><br></td></tr><trid=sl_svn7768_2031
><td class="source">    // BACKGROUND AND FRIENDS<br></td></tr
><trid=sl_svn7768_2032
><td class="source"><br></td></tr><trid=sl_svn7768_2033
><td class="source"><br></td></tr><trid=sl_svn7768_2034
><td class="source">    /**<br></td></tr><trid=sl_svn7768_2035
><td class="source">     * Clear the pixel buffer.<br></td></tr><trid=sl_svn7768_2036
><td class="source">     */<br></td></tr><trid=sl_svn7768_2037
><td class="source">    protected void backgroundImpl() {<br></td></tr><trid=sl_svn7768_2038
><td class="source">      Arrays.fill(pixels, backgroundColor);<br></td></tr><trid=sl_svn7768_2039
><td class="source">    }<br></td></tr><trid=sl_svn7768_2040
><td class="source"><br></td></tr><trid=sl_svn7768_2041
><td class="source"><br></td></tr><trid=sl_svn7768_2042
><td class="source"><br></td></tr><trid=sl_svn7768_2043
><td class="source">    /*<br></td></tr><trid=sl_svn7768_2044
><td class="source">    public void ambient(int rgb) {<br></td></tr><trid=sl_svn7768_2045
><td class="source">      showDepthError(&quot;ambient&quot;);<br></td></tr><trid=sl_svn7768_2046
><td class="source">    }<br></td></tr><trid=sl_svn7768_2047
><td class="source"><br></td></tr><trid=sl_svn7768_2048
><td class="source">    public void ambient(float gray) {<br></td></tr><trid=sl_svn7768_2049
><td class="source">      showDepthError(&quot;ambient&quot;);<br></td></tr><trid=sl_svn7768_2050
><td class="source">    }<br></td></tr><trid=sl_svn7768_2051
><td class="source"><br></td></tr><trid=sl_svn7768_2052
><td class="source">    public void ambient(float x, float y, float z) {<br></td></tr><trid=sl_svn7768_2053
><td class="source">      // This doesn&#39;t take<br></td></tr
><trid=sl_svn7768_2054
><td class="source">      if ((x != PMaterial.DEFAULT_AMBIENT) ||<br></td></tr><trid=sl_svn7768_2055
><td class="source">          (y != PMaterial.DEFAULT_AMBIENT) ||<br></td></tr><trid=sl_svn7768_2056
><td class="source">          (z != PMaterial.DEFAULT_AMBIENT)) {<br></td></tr><trid=sl_svn7768_2057
><td class="source">        showDepthError(&quot;ambient&quot;);<br></td></tr><trid=sl_svn7768_2058
><td class="source">      }<br></td></tr><trid=sl_svn7768_2059
><td class="source">    }<br></td></tr><trid=sl_svn7768_2060
><td class="source"><br></td></tr><trid=sl_svn7768_2061
><td class="source">    public void specular(int rgb) {<br></td></tr><trid=sl_svn7768_2062
><td class="source">      showDepthError(&quot;specular&quot;);<br></td></tr><trid=sl_svn7768_2063
><td class="source">    }<br></td></tr><trid=sl_svn7768_2064
><td class="source"><br></td></tr><trid=sl_svn7768_2065
><td class="source">    public void specular(float gray) {<br></td></tr><trid=sl_svn7768_2066
><td class="source">      showDepthError(&quot;specular&quot;);<br></td></tr><trid=sl_svn7768_2067
><td class="source">    }<br></td></tr><trid=sl_svn7768_2068
><td class="source"><br></td></tr><trid=sl_svn7768_2069
><td class="source">    public void specular(float x, float y, float z) {<br></td></tr><trid=sl_svn7768_2070
><td class="source">      showDepthError(&quot;specular&quot;);<br></td></tr><trid=sl_svn7768_2071
><td class="source">    }<br></td></tr><trid=sl_svn7768_2072
><td class="source"><br></td></tr><trid=sl_svn7768_2073
><td class="source">    public void shininess(float shine) {<br></td></tr><trid=sl_svn7768_2074
><td class="source">      showDepthError(&quot;shininess&quot;);<br></td></tr><trid=sl_svn7768_2075
><td class="source">    }<br></td></tr><trid=sl_svn7768_2076
><td class="source"><br></td></tr><trid=sl_svn7768_2077
><td class="source"><br></td></tr><trid=sl_svn7768_2078
><td class="source">    public void emissive(int rgb) {<br></td></tr><trid=sl_svn7768_2079
><td class="source">      showDepthError(&quot;emissive&quot;);<br></td></tr><trid=sl_svn7768_2080
><td class="source">    }<br></td></tr><trid=sl_svn7768_2081
><td class="source"><br></td></tr><trid=sl_svn7768_2082
><td class="source">    public void emissive(float gray) {<br></td></tr><trid=sl_svn7768_2083
><td class="source">      showDepthError(&quot;emissive&quot;);<br></td></tr><trid=sl_svn7768_2084
><td class="source">    }<br></td></tr><trid=sl_svn7768_2085
><td class="source"><br></td></tr><trid=sl_svn7768_2086
><td class="source">    public void emissive(float x, float y, float z ) {<br></td></tr><trid=sl_svn7768_2087
><td class="source">      showDepthError(&quot;emissive&quot;);<br></td></tr><trid=sl_svn7768_2088
><td class="source">    }<br></td></tr><trid=sl_svn7768_2089
><td class="source">    */<br></td></tr><trid=sl_svn7768_2090
><td class="source"><br></td></tr><trid=sl_svn7768_2091
><td class="source"><br></td></tr><trid=sl_svn7768_2092
><td class="source"><br></td></tr><trid=sl_svn7768_2093
><td class="source">    //////////////////////////////////////////////////////////////<br></td></tr
><trid=sl_svn7768_2094
><td class="source"><br></td></tr><trid=sl_svn7768_2095
><td class="source">    // INTERNAL SCHIZZLE<br></td></tr
><trid=sl_svn7768_2096
><td class="source"><br></td></tr><trid=sl_svn7768_2097
><td class="source"><br></td></tr><trid=sl_svn7768_2098
><td class="source">    // TODO make this more efficient, or move into PMatrix2D<br></td></tr
><trid=sl_svn7768_2099
><td class="source">//    private boolean untransformed() {<br></td></tr
><trid=sl_svn7768_2100
><td class="source">//      return ((ctm.m00 == 1) &amp;&amp; (ctm.m01 == 0) &amp;&amp; (ctm.m02 == 0) &amp;&amp;<br></td></tr
><trid=sl_svn7768_2101
><td class="source">//              (ctm.m10 == 0) &amp;&amp; (ctm.m11 == 1) &amp;&amp; (ctm.m12 == 0));<br></td></tr
><trid=sl_svn7768_2102
><td class="source">//    }<br></td></tr
><trid=sl_svn7768_2103
><td class="source">//<br></td></tr
><trid=sl_svn7768_2104
><td class="source">//<br></td></tr
><trid=sl_svn7768_2105
><td class="source">//    // TODO make this more efficient, or move into PMatrix2D<br></td></tr
><trid=sl_svn7768_2106
><td class="source">//    private boolean unwarped() {<br></td></tr
><trid=sl_svn7768_2107
><td class="source">//      return ((ctm.m00 == 1) &amp;&amp; (ctm.m01 == 0) &amp;&amp;<br></td></tr
><trid=sl_svn7768_2108
><td class="source">//              (ctm.m10 == 0) &amp;&amp; (ctm.m11 == 1));<br></td></tr
><trid=sl_svn7768_2109
><td class="source">//    }<br></td></tr
><trid=sl_svn7768_2110
><td class="source"><br></td></tr><trid=sl_svn7768_2111
><td class="source"><br></td></tr><trid=sl_svn7768_2112
><td class="source">    // only call this if there&#39;s an alpha in the fill<br></td></tr
><trid=sl_svn7768_2113
><td class="source">    private final int blend_fill(int p1) {<br></td></tr><trid=sl_svn7768_2114
><td class="source">      int a2 = fillAi;<br></td></tr><trid=sl_svn7768_2115
><td class="source">      int a1 = a2 ^ 0xff;<br></td></tr><trid=sl_svn7768_2116
><td class="source"><br></td></tr><trid=sl_svn7768_2117
><td class="source">      int r = (a1 * ((p1 &gt;&gt; 16) &amp; 0xff)) + (a2 * fillRi) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_2118
><td class="source">      int g = (a1 * ((p1 &gt;&gt;  8) &amp; 0xff)) + (a2 * fillGi) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_2119
><td class="source">      int b = (a1 * ( p1        &amp; 0xff)) + (a2 * fillBi) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_2120
><td class="source"><br></td></tr><trid=sl_svn7768_2121
><td class="source">      return 0xff000000 | (r &lt;&lt; 8) | g | (b &gt;&gt; 8);<br></td></tr><trid=sl_svn7768_2122
><td class="source">    }<br></td></tr><trid=sl_svn7768_2123
><td class="source"><br></td></tr><trid=sl_svn7768_2124
><td class="source"><br></td></tr><trid=sl_svn7768_2125
><td class="source">    private final int blend_color(int p1, int p2) {<br></td></tr><trid=sl_svn7768_2126
><td class="source">      int a2 = (p2 &gt;&gt;&gt; 24);<br></td></tr><trid=sl_svn7768_2127
><td class="source"><br></td></tr><trid=sl_svn7768_2128
><td class="source">      if (a2 == 0xff) {<br></td></tr><trid=sl_svn7768_2129
><td class="source">        // full replacement<br></td></tr
><trid=sl_svn7768_2130
><td class="source">        return p2;<br></td></tr><trid=sl_svn7768_2131
><td class="source"><br></td></tr><trid=sl_svn7768_2132
><td class="source">      } else {<br></td></tr><trid=sl_svn7768_2133
><td class="source">        int a1 = a2 ^ 0xff;<br></td></tr><trid=sl_svn7768_2134
><td class="source">        int r = (a1 * ((p1 &gt;&gt; 16) &amp; 0xff) + a2 * ((p2 &gt;&gt; 16) &amp; 0xff)) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_2135
><td class="source">        int g = (a1 * ((p1 &gt;&gt;  8) &amp; 0xff) + a2 * ((p2 &gt;&gt;  8) &amp; 0xff)) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_2136
><td class="source">        int b = (a1 * ( p1        &amp; 0xff) + a2 * ( p2        &amp; 0xff)) &gt;&gt; 8;<br></td></tr><trid=sl_svn7768_2137
><td class="source"><br></td></tr><trid=sl_svn7768_2138
><td class="source">        return 0xff000000 | (r &lt;&lt; 8) | g | b;<br></td></tr><trid=sl_svn7768_2139
><td class="source">      }<br></td></tr><trid=sl_svn7768_2140
><td class="source">    }<br></td></tr><trid=sl_svn7768_2141
><td class="source"><br></td></tr><trid=sl_svn7768_2142
><td class="source"><br></td></tr><trid=sl_svn7768_2143
><td class="source">    private final int blend_color_alpha(int p1, int p2, int a2) {<br></td></tr><trid=sl_svn7768_2144
><td class="source">      // scale alpha by alpha of incoming pixel<br></td></tr
><trid=sl_svn7768_2145
><td class="source">      a2 = (a2 * (p2 &gt;&gt;&gt; 24)) &gt;&gt; 8;<br></td></tr><trid=sl_svn7768_2146
><td class="source"><br></td></tr><trid=sl_svn7768_2147
><td class="source">      int a1 = a2 ^ 0xff;<br></td></tr><trid=sl_svn7768_2148
><td class="source">      int r = (a1 * ((p1 &gt;&gt; 16) &amp; 0xff) + a2 * ((p2 &gt;&gt; 16) &amp; 0xff)) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_2149
><td class="source">      int g = (a1 * ((p1 &gt;&gt;  8) &amp; 0xff) + a2 * ((p2 &gt;&gt;  8) &amp; 0xff)) &amp; 0xff00;<br></td></tr><trid=sl_svn7768_2150
><td class="source">      int b = (a1 * ( p1        &amp; 0xff) + a2 * ( p2        &amp; 0xff)) &gt;&gt; 8;<br></td></tr><trid=sl_svn7768_2151
><td class="source"><br></td></tr><trid=sl_svn7768_2152
><td class="source">      return 0xff000000 | (r &lt;&lt; 8) | g | b;<br></td></tr><trid=sl_svn7768_2153
><td class="source">    }<br></td></tr><trid=sl_svn7768_2154
><td class="source">}<br></td></tr></table></pre><pre class="prettyprint"><table width="100%"><tr class="cursor_stop cursor_hidden"><td></td></tr></table></pre></td></tr></table><script type="text/javascript"> var lineNumUnderMouse = -1;  function gutterOver(num) { gutterOut(); var newTR = document.getElementById('gr_svn7768_' + num); if (newTR) { newTR.className = 'undermouse'; } lineNumUnderMouse = num; } function gutterOut() { if (lineNumUnderMouse != -1) { var oldTR = document.getElementById( 'gr_svn7768_' + lineNumUnderMouse); if (oldTR) { oldTR.className = ''; } lineNumUnderMouse = -1; } } var numsGenState = {table_base_id: 'nums_table_'}; var srcGenState = {table_base_id: 'src_table_'}; var alignerRunning = false; var startOver = false; function setLineNumberHeights() { if (alignerRunning) { startOver = true; return; } numsGenState.chunk_id = 0; numsGenState.table = document.getElementById('nums_table_0'); numsGenState.row_num = 0; srcGenState.chunk_id = 0; srcGenState.table = document.getElementById('src_table_0'); srcGenState.row_num = 0; alignerRunning = true; continueToSetLineNumberHeights(); } function rowGenerator(genState) { if (genState.row_num < genState.table.rows.length) { var currentRow = genState.table.rows[genState.row_num]; genState.row_num++; return currentRow; } var newTable = document.getElementById( genState.table_base_id + (genState.chunk_id + 1)); if (newTable) { genState.chunk_id++; genState.row_num = 0; genState.table = newTable; return genState.table.rows[0]; } return null; } var MAX_ROWS_PER_PASS = 1000; function continueToSetLineNumberHeights() { var rowsInThisPass = 0; var numRow = 1; var srcRow = 1; while (numRow && srcRow && rowsInThisPass < MAX_ROWS_PER_PASS) { numRow = rowGenerator(numsGenState); srcRow = rowGenerator(srcGenState); rowsInThisPass++; if (numRow && srcRow) { if (numRow.offsetHeight != srcRow.offsetHeight) { numRow.firstChild.style.height = srcRow.offsetHeight + 'px'; } } } if (rowsInThisPass >= MAX_ROWS_PER_PASS) { setTimeout(continueToSetLineNumberHeights, 10); } else { alignerRunning = false; if (startOver) { startOver = false; setTimeout(setLineNumberHeights, 500); } } } // Do 2 complete passes, because there can be races
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   <div id="log"> <div style="text-align:right"> <a class="ifCollapse" href="#" onclick="_toggleMeta('', 'p', 'processing', this)">Show details</a> <a class="ifExpand" href="#" onclick="_toggleMeta('', 'p', 'processing', this)">Hide details</a> </div> <div class="ifExpand">  <div class="pmeta_bubble_bg" style="border:1px solid white"> <div class="round4"></div> <div class="round2"></div> <div class="round1"></div> <div class="box-inner"> <div id="changelog"> <p>Change log</p> <div> <a href="/p/processing/source/detail?spec=svn7768&r=7453">r7453</a> by f...@processing.org on Nov 24, 2010 &nbsp; <a href="/p/processing/source/diff?spec=svn7768&r=7453&amp;format=side&amp;path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old_path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old=5653">Diff</a> </div> <pre>implement shearX/Y for P2D and JAVA2D</pre> </div>       <script type="text/javascript"> var detail_url = '/p/processing/source/detail?r=7453&spec=svn7768'; var publish_url = '/p/processing/source/detail?r=7453&spec=svn7768#publish'; // describe the paths of this revision in javascript.
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  <style type="text/css"> #review_nav { border-top: 3px solid white; padding-top: 6px; margin-top: 1em; } #review_nav td { vertical-align: middle; } #review_nav select { margin: .5em 0; } </style> <div id="review_nav"> <table><tr><td>Go to:&nbsp;</td><td> <select name="files_in_rev" onchange="window.location=this.value">  <option value="/p/processing/source/browse/trunk/processing/core/src/processing/core/PGraphics2D.java?r=7453&amp;spec=svn7768" selected="selected" >...processing/core/PGraphics2D.java</option>  <option value="/p/processing/source/browse/trunk/processing/core/src/processing/core/PGraphicsJava2D.java?r=7453&amp;spec=svn7768"  >...essing/core/PGraphicsJava2D.java</option>  <option value="/p/processing/source/browse/trunk/processing/core/todo.txt?r=7453&amp;spec=svn7768"  >/trunk/processing/core/todo.txt</option>  </select> </td></tr></table>   


  </div>   </div> <div class="round1"></div> <div class="round2"></div> <div class="round4"></div> </div> <div class="pmeta_bubble_bg" style="border:1px solid white"> <div class="round4"></div> <div class="round2"></div> <div class="round1"></div> <div class="box-inner"> <div id="older_bubble"> <p>Older revisions</p>   <div class="closed" style="margin-bottom:3px;" > <img class="ifClosed" onclick="_toggleHidden(this)" src="http://www.gstatic.com/codesite/ph/images/plus.gif" > <img class="ifOpened" onclick="_toggleHidden(this)" src="http://www.gstatic.com/codesite/ph/images/minus.gif" > <a href="/p/processing/source/detail?spec=svn7768&r=5653">r5653</a> by fry on Jul 31, 2009 &nbsp; <a href="/p/processing/source/diff?spec=svn7768&r=5653&amp;format=side&amp;path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old_path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old=5646">Diff</a> <br> <pre class="ifOpened">image() doesn't work with P2D, P3D,and OPENGL with noFill() (bug #1299)</pre> </div>  <div class="closed" style="margin-bottom:3px;" > <img class="ifClosed" onclick="_toggleHidden(this)" src="http://www.gstatic.com/codesite/ph/images/plus.gif" > <img class="ifOpened" onclick="_toggleHidden(this)" src="http://www.gstatic.com/codesite/ph/images/minus.gif" > <a href="/p/processing/source/detail?spec=svn7768&r=5646">r5646</a> by fry on Jul 13, 2009 &nbsp; <a href="/p/processing/source/diff?spec=svn7768&r=5646&amp;format=side&amp;path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old_path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old=5603">Diff</a> <br> <pre class="ifOpened">fix lines that are 2x too wide (bug#1283)</pre> </div>  <div class="closed" style="margin-bottom:3px;" > <img class="ifClosed" onclick="_toggleHidden(this)" src="http://www.gstatic.com/codesite/ph/images/plus.gif" > <img class="ifOpened" onclick="_toggleHidden(this)" src="http://www.gstatic.com/codesite/ph/images/minus.gif" > <a href="/p/processing/source/detail?spec=svn7768&r=5603">r5603</a> by fry on May 31, 2009 &nbsp; <a href="/p/processing/source/diff?spec=svn7768&r=5603&amp;format=side&amp;path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old_path=/trunk/processing/core/src/processing/core/PGraphics2D.java&amp;old=5482">Diff</a> <br> <pre class="ifOpened">fix problem with imageMode(CENTER) inP2D (bug #1232)</pre> </div>   <a href="/p/processing/source/list?path=/trunk/processing/core/src/processing/core/PGraphics2D.java&start=7453">All revisions of this file</a> </div> </div> <div class="round1"></div> <div class="round2"></div> <div class="round4"></div> </div> <div class="pmeta_bubble_bg" style="border:1px solid white"> <div class="round4"></div> <div class="round2"></div> <div class="round1"></div> <div class="box-inner"> <div id="fileinfo_bubble"> <p>File info</p>  <div>Size: 61062 bytes, 2154 lines</div>  <div><a href="http://processing.googlecode.com/svn/trunk/processing/core/src/processing/core/PGraphics2D.java">View raw file</a></div> </div>  </div> <div class="round1"></div> <div class="round2"></div> <div class="round4"></div> </div> </div> </div>

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