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	<metadata>
		<name>Mit dem Fahrrad durch Brühl</name>
		<desc>Der Rundweg in und um Brühl führt durch malerische Altstadtgassen, hinaus zu den Schlössern Augustusburg und Falkenlust und weiteren bedeutenden Baudenkmälern. Abseits des Verkehrs führt der Weg durch die Wälder des Naturparks Rheinland zu den Rekultivierungs-Seen bei Brühl.</desc>
		<author>
			<name>Rhein-Erft-Tourismus e.V.</name>
		</author>
		<copyright author="Rhein-Erft-Tourismus e.V.">
			<year>2012</year>
		</copyright>
		<link href="http://www.rhein-erft-tourismus.de/">
			<text>Startseite des Rhein-Erft-Tourismus e.V.</text>
			<type>text/html</type>
		</link>
		<time>2012-05-17T18:36:12+02:00</time>
		<bounds minlat="50.7911" minlon="6.8583" maxlat="50.8416" maxlon="6.9377"/>
	</metadata>
	<trk>
		<name>Mit dem Fahrrad durch Brühl</name>
		<desc>1. Vom Bahnhof Brühl aus links auf die Comesstraße einbiegen. Beim nächsten Abzweig nach rechts in die Kölnstraße. Am Jüdischen Friedhof vorbei links in die Königstraße, wieder links in die Kurfürstenstraße. Rechts auf die Kaiserstraße einbiegen und dem Straßenverlauf bis Brühl-Kierberg folgen. Kurz vor dem Bahnhof links in die Schulstraße, dem abknickenden Verlauf auf die Talstraße folgen. Die Theodor-Heuss-Straße (L 184) überqueren nach Brühl-Heide. Über die Bergstraße an der katholischen Kirche vorbei rechts in die Straße Am Siegesbach einbiegen. Geradeaus weiter in die Himmelreichstraße. 
Abstecher zum Bleibtreusee: rechts in die Freiheitstrasse einbiegen, links auf die Theodor-Heuss-Straße, die Luxemburger Straße (B 265) überqueren gegenüber den Weg zum Bleibtreusee nehmen. Gleicher Rückweg.
2. Von der Himmelreichstraße aus links in die Freiheitstrasse (vom Abstecher kommend: geradeaus weiter auf der Freiheitstraße), rechts zur Villestraße, dann schräg links weiter in die H.-Gruhl-Straße einbiegen. Direkt wieder links in den Weg zum Heider Bergsee, rechts dem Nord-Süd-Weg A3 folgen. Am See entlang weiter auf A3 bleiben, am Schluchtsee A3 verlassen, geradeaus weiter auf den Weg mit der Markierung A4 bis zum Kreuzungspunkt „Großer Stern“. 
Abstecher: schräg links weiter auf A4/5 zum Gabjei-Wasserturm an der Liblarer Straße. Hinter dem Wasserturm nach links in die Straße „Neue Bohle“, geradeaus über die Kreuzung bis zur Straße „Am Römerkanal“, hier kann ein Originalstück des großen Kanals aus der Eifel nach Köln besichtigt werden. Gleicher Weg zurück.
3. Schräg rechts (vom Abstecher kommend: links) auf den Weg A5 wechseln vorbei an zwei Abzweigen geradeaus über die nächste Kreuzung auf den Weg A6. Vorbei am Entenweiher und Villenhofer Maar weiter auf A6. Hinter dem Maar links in den „Schnacke Jagdweg“ wechseln. Die Phantasialandstraße (L 194) überqueren und schräg gegenüber nach rechts in den Weg „Am Birkhof“ einbiegen. Am Birkhof vorbei an der nächsten Wegegabelung links halten, am Lucretiasee vorbei.
Abstecher: einmal rund um den See: an der Wegegabelung hinter dem See scharf rechts auf A9 fahren, zwischen Lucretiasee und Berggeistsee entlang, an der Kreuzung vor dem Birkhof wieder rechts und danach rechts herum auf den ursprünglichen Weg. Erneut am Lucretiasee entlang bis zur Wegegabelung, nach links auf A9 wechseln. Am Parkplatz links auf die Coloniastraße.
4. Die Autobahn A553 unterqueren, rechts in die Kuhgasse einbiegen. Weiter geradeaus, an der Gabelung links und dem Wegesverlauf über Grüner Weg, Am Hennebach folgen. Nach rechts die Alte Bonner Straße überqueren. Gegenüber in die Straße An Hornsgarten einbiegen, erneut die A553 und die Eisenbahn queren, weiter nach Brühl-Schwadorf. Im Ortszentrum über die Kreuzung schräg links zum Laurentiusweg, an dessen Ende rechts in die Lindenstraße. An der nächsten Kreuzung „Am Strauchshof“ rechts in die Straße „An der Schallenburg“. Links in die Sechtemer Straße und direkt wieder links über die Weiherhofstraße den Ort verlassen. 
5. Am Ende des Weges an der Gabelung links halten zum Schwadorfer Hof. Die Eisenbahn queren, bei der nächsten Möglichkeit links, wieder links parallel zu den Gleisen auf die Autobahn zu. Die A553 überqueren, dem Weg rechts folgen zum Jagdschloss Falkenlust. Der Weg führt an der Rückseite des Schlosses entlang am Falkenluster Hof vorbei. Geradeaus weiter zur Otto-Wels-Straße (K7). Nach rechts fahren weiter bis zur Rheinstraße. Links abbiegen, an der Kirche St. Stephan vorbei zurück zu Schloss Augustusburg und zum Bahnhof.</desc>
		<src>Freizeitplaner 2010</src>
		<link href="http://www.rhein-erft-tourismus.de/de/freizeit/radfahren/roi-detail/roi-details/43/index.html">
			<text>HTML-Version der Route online</text>
			<type>text/html</type>
		</link>
		<link href="http://www.rhein-erft-tourismus.de/de/freizeit/radfahren/roi-detail/roi-details/43/route.gpx">
			<text>GPX-Version der Route online</text>
			<type>text/xml</type>
		</link>
		<number>1</number>
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			<trkpt lat="50.7964" lon="6.8783">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7962" lon="6.8790">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7954" lon="6.8781">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7947" lon="6.8769">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7942" lon="6.8760">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7939" lon="6.8752">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7937" lon="6.8745">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7936" lon="6.8738">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7941" lon="6.8729">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7944" lon="6.8723">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7947" lon="6.8721">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7951" lon="6.8721">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7952" lon="6.8721">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7962" lon="6.8790">
				
				<name></name>
				
				<sym>Dot</sym>
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			<trkpt lat="50.7960" lon="6.8795">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7959" lon="6.8800">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7959" lon="6.8805">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7962" lon="6.8842">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7962" lon="6.8854">
				
				<sym>Dot</sym>
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			<trkpt lat="50.7967" lon="6.8843">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7972" lon="6.8829">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7981" lon="6.8808">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7981" lon="6.8812">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7984" lon="6.8817">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7984" lon="6.8849">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7985" lon="6.8862">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7986" lon="6.8865">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7986" lon="6.8886">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7990" lon="6.8892">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7992" lon="6.8898">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7994" lon="6.8910">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7997" lon="6.8916">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.7997" lon="6.8922">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8001" lon="6.8933">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8001" lon="6.8942">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8000" lon="6.8956">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8001" lon="6.8971">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8002" lon="6.8981">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8006" lon="6.8993">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8008" lon="6.8999">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8008" lon="6.9004">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8009" lon="6.9009">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8012" lon="6.9016">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8015" lon="6.9023">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8018" lon="6.9027">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8020" lon="6.9031">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8024" lon="6.9032">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8028" lon="6.9030">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8031" lon="6.9028">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8035" lon="6.9028">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8038" lon="6.9030">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8040" lon="6.9030">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8043" lon="6.9027">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8046" lon="6.9028">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8049" lon="6.9016">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8053" lon="6.9021">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8053" lon="6.9027">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8057" lon="6.9044">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8054" lon="6.9066">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8054" lon="6.9073">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8057" lon="6.9081">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8057" lon="6.9085">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8056" lon="6.9090">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8055" lon="6.9094">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8054" lon="6.9097">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8053" lon="6.9105">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8052" lon="6.9112">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8049" lon="6.9126">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8045" lon="6.9142">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8051" lon="6.9144">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8058" lon="6.9156">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8056" lon="6.9161">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8055" lon="6.9167">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8056" lon="6.9173">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8049" lon="6.9179">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8043" lon="6.9183">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8040" lon="6.9185">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8037" lon="6.9186">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8035" lon="6.9188">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8036" lon="6.9198">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8039" lon="6.9205">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8041" lon="6.9212">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8044" lon="6.9218">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8049" lon="6.9240">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8052" lon="6.9255">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8061" lon="6.9265">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8069" lon="6.9276">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8077" lon="6.9290">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8084" lon="6.9309">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8094" lon="6.9331">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8101" lon="6.9349">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8112" lon="6.9371">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8127" lon="6.9355">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8122" lon="6.9349">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8139" lon="6.9327">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8152" lon="6.9310">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8160" lon="6.9297">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8167" lon="6.9288">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8171" lon="6.9292">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8178" lon="6.9301">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8182" lon="6.9306">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8185" lon="6.9308">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8189" lon="6.9307">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8203" lon="6.9298">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8220" lon="6.9287">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8226" lon="6.9283">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8232" lon="6.9275">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8235" lon="6.9268">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8237" lon="6.9262">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8241" lon="6.9259">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8250" lon="6.9250">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8256" lon="6.9244">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8263" lon="6.9237">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8265" lon="6.9235">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8272" lon="6.9236">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8280" lon="6.9235">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8286" lon="6.9232">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8294" lon="6.9228">
				
				<sym>Dot</sym>
			</trkpt>
		
			<trkpt lat="50.8296" lon="6.9226">
				
				<sym>Dot</sym>
			</trkpt>
		
		</trkseg>
	</trk>
</gpx>

