Consell de Barris de Les Planes
#somlesplanes L'espai de participació més proper als veïns i veïnes
Canvis a "Estudi de mobilitat al barri per millorar la seguretat dels vianants"
Mode de vista de comparació:
Vista HTML:
Progrés
- -100.0
- +70.0
-100.0- +70.0
Esborrats
- -100.0
Addicions
- +70.0
Esborrats
-100.0
Addicions
- +70.0
Descripció (Català)
-
-
- Títol de la proposta: Estudi de mobilitat al barri per millorar la seguretat dels vianants
- Descripció: Realitzar un estudi de mobilitat per definir accions per pacificar carrers i millorar la seguretat dels vianants.
- Ubicació: Diferents ubicacions del barri.
- Pressupost disponible: 20.000€
S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.
Carrer de Nostra Senyora de l'Estrada:
- Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants.
- Per permetre l'accés i sortida del barri, es proposa que el tram del carrer de Maria Antònia, entre Fonts de la Mata i Nostra senyora de l'estrada, sigui en sentit nord (de sortida del barri).
Plànol detallat de les millores del camí de Can Cases
-
+
- Títol de la proposta: Estudi de mobilitat al barri per millorar la seguretat dels vianants
- Descripció: L’objectiu és garantir i millorar la seguretat dels vianants a Les Planes, pacificant el trànsit i millorant les condicions de la mobilitat a peu.
- Ubicació: Camí de Can Cases i carrers de Maria Antonia, Nostra Sra. de la Estrada i Sant Francesc d’Assís.
- Pressupost disponible: 70.000€ (estudi i actuacions)
S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.
Carrer de Nostra Senyora de l'Estrada:
- Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants. Es preveu la continuació del passadís per vianants existent al carrer de Nostra Senyora de l’Estrada fins al punt de tornada de vehicles, per generar un circuit de circulació a peu en aquesta zona del barri
Carrers Verónica, de la Llum i Sant Francesc d'Assís:
- D’ús exclusiu per a veïns degut a l’elevat pendent.
- I en el cas del carrer de Sant Francesc d’Assís, s'aposta pel doble sentit de circulació per garantir l’accés sud-nord, tenint en compte que hi ha una intensitat molt baixa de trànsit en hores punta.
Camí de Can Cases:
Reorganització de la secció
Per tal de pacificar el trànsit i prioritzar la seguretat dels vianants, es realitzen les següents propostes:
- Fer un passadís per a vianants de 1,25 m d’amplada mínima, i 2,50 m d’amplada màxima
- Fer una plataforma de circulació de 4,5 m d’amplada mínima, i 5,5 m d’amplada màxima
- Fer un passadís per a vianants trepitjable per permetre l’encreuament de vehicles que circulin en direccions oposades
- Limitar la velocitat màxima de circulació a 20 km/h, promovent la prioritat dels vianants, i millorant la seguretat i visibilitat sobre tot el camí.
- Implementat senyalització horitzontal i vertical, i reductors de velocitat, per recordar al conductor que està en un camí de circulació regulada.
-<ul><li><strong>Títol de la proposta:</strong> Estudi de mobilitat al barri per millorar la seguretat dels vianants</li><li><strong>Descripció:</strong> Realitzar un estudi de mobilitat per definir accions per pacificar carrers i millorar la seguretat dels vianants.</li><li><strong>Ubicació:</strong> Diferents ubicacions del barri.</li><li><strong>Pressupost disponible:</strong> 20.000€</li></ul><p>S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.</p><p><img src="data:image/png;base64,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"></p><p>Carrer de Nostra Senyora de l'Estrada:</p><ul><li>Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants.</li><li>Per permetre l'accés i sortida del barri, es proposa que el tram del carrer de Maria Antònia, entre Fonts de la Mata i Nostra senyora de l'estrada, sigui en sentit nord (de sortida del barri).</li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBZ0pXIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--75d4f26e06f622b8755c637c50be663df41907b8/Cam%C3%AD%20Can%20Cases.bmp"></p><p>Plànol detallat de les millores del camí de Can Cases</p>- +<ul><li><strong>Títol de la proposta:</strong> Estudi de mobilitat al barri per millorar la seguretat dels vianants</li><li><strong>Descripció:</strong> L’objectiu és garantir i millorar la seguretat dels vianants a Les Planes, pacificant el trànsit i millorant les condicions de la mobilitat a peu.</li><li><strong>Ubicació: </strong>Camí de Can Cases i carrers de Maria Antonia, Nostra Sra. de la Estrada i Sant Francesc d’Assís.</li><li><strong>Pressupost disponible:</strong> 70.000€ (estudi i actuacions)</li></ul><p>S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.</p><p><img src="data:image/png;base64,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"></p><p><strong>Carrer de Nostra Senyora de l'Estrada:</strong></p><ul><li>Es proposa fer de<strong> sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola</strong> per millorar la seguretat viària i de vianants. Es preveu la continuació del passadís per vianants existent al carrer de Nostra Senyora de l’Estrada fins al punt de tornada de vehicles, per generar un circuit de circulació a peu en aquesta zona del barri</li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBbHQrIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--57d78d374f37157e12173eec3a213f405afee0a1/estrada%201.jpg"></p><p><strong>Carrers Verónica, de la Llum i Sant Francesc d'Assís:</strong></p><ul><li><strong>D’ús exclusiu per a veïns</strong> degut a l’elevat pendent. </li><li>I en el cas del carrer de Sant Francesc d’Assís, s'aposta pel <strong>doble sentit de circulació per garantir l’accés sud-nord</strong>, tenint en compte que hi ha una intensitat molt baixa de trànsit en hores punta. </li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBbHgrIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--cba53989cae7663be0ed779b11443872fb7d2f5d/veronica.jpg" width="392" style=""></p><p>Camí de Can Cases:</p><p>R<strong>eorganització de la secció</strong></p><p>Per tal de pacificar el trànsit i prioritzar la seguretat dels vianants, es realitzen les següents propostes:</p><ul><li>Fer un passadís per a vianants de 1,25 m d’amplada mínima, i 2,50 m d’amplada màxima</li><li>Fer una plataforma de circulació de 4,5 m d’amplada mínima, i 5,5 m d’amplada màxima</li><li>Fer un passadís per a vianants trepitjable per permetre l’encreuament de vehicles que circulin en direccions oposades</li><li>Limitar la velocitat màxima de circulació a 20 km/h, promovent la prioritat dels vianants, i millorant la seguretat i visibilitat sobre tot el camí.</li><li>Implementat senyalització horitzontal i vertical, i reductors de velocitat, per recordar al conductor que està en un camí de circulació regulada.</li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBbDErIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--46e4ef5b36b3f6119690ac782deea4c571c69f3b/cases%20.jpg"></p>
Esborrats
-
-
- Títol de la proposta: Estudi de mobilitat al barri per millorar la seguretat dels vianants
- Descripció: Realitzar un estudi de mobilitat per definir accions per pacificar carrers i millorar la seguretat dels vianants.
- Ubicació: Diferents ubicacions del barri.
- Pressupost disponible: 20.000€
S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.
Carrer de Nostra Senyora de l'Estrada:
- Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants.
- Per permetre l'accés i sortida del barri, es proposa que el tram del carrer de Maria Antònia, entre Fonts de la Mata i Nostra senyora de l'estrada, sigui en sentit nord (de sortida del barri).
Plànol detallat de les millores del camí de Can Cases
- Descripció: L’objectiu és garantir i millorar la seguretat dels vianants a Les Planes, pacificant el trànsit i millorant les condicions de la mobilitat a peu.
- Ubicació: Camí de Can Cases i carrers de Maria Antonia, Nostra Sra. de la Estrada i Sant Francesc d’Assís.
- Pressupost disponible: 70.000€ (estudi i actuacions)
S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.
Carrer de Nostra Senyora de l'Estrada:
- Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants. Es preveu la continuació del passadís per vianants existent al carrer de Nostra Senyora de l’Estrada fins al punt de tornada de vehicles, per generar un circuit de circulació a peu en aquesta zona del barri
Carrers Verónica, de la Llum i Sant Francesc d'Assís:
- D’ús exclusiu per a veïns degut a l’elevat pendent.
- I en el cas del carrer de Sant Francesc d’Assís, s'aposta pel doble sentit de circulació per garantir l’accés sud-nord, tenint en compte que hi ha una intensitat molt baixa de trànsit en hores punta.
Camí de Can Cases:
Reorganització de la secció
Per tal de pacificar el trànsit i prioritzar la seguretat dels vianants, es realitzen les següents propostes:
- Fer un passadís per a vianants de 1,25 m d’amplada mínima, i 2,50 m d’amplada màxima
- Fer una plataforma de circulació de 4,5 m d’amplada mínima, i 5,5 m d’amplada màxima
- Fer un passadís per a vianants trepitjable per permetre l’encreuament de vehicles que circulin en direccions oposades
- Limitar la velocitat màxima de circulació a 20 km/h, promovent la prioritat dels vianants, i millorant la seguretat i visibilitat sobre tot el camí.
- Implementat senyalització horitzontal i vertical, i reductors de velocitat, per recordar al conductor que està en un camí de circulació regulada.
Addicions
- Descripció: Realitzar un estudi de mobilitat per definir accions per pacificar carrers i millorar la seguretat dels vianants.
- Ubicació: Diferents ubicacions del barri.
- Pressupost disponible: 20.000€
S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.
Carrer de Nostra Senyora de l'Estrada:
- Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants.
- Per permetre l'accés i sortida del barri, es proposa que el tram del carrer de Maria Antònia, entre Fonts de la Mata i Nostra senyora de l'estrada, sigui en sentit nord (de sortida del barri).
Plànol detallat de les millores del camí de Can Cases
- Títol de la proposta: Estudi de mobilitat al barri per millorar la seguretat dels vianants
- Descripció: L’objectiu és garantir i millorar la seguretat dels vianants a Les Planes, pacificant el trànsit i millorant les condicions de la mobilitat a peu.
- Ubicació: Camí de Can Cases i carrers de Maria Antonia, Nostra Sra. de la Estrada i Sant Francesc d’Assís.
- Pressupost disponible: 70.000€ (estudi i actuacions)
S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.
Carrer de Nostra Senyora de l'Estrada:
- Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants. Es preveu la continuació del passadís per vianants existent al carrer de Nostra Senyora de l’Estrada fins al punt de tornada de vehicles, per generar un circuit de circulació a peu en aquesta zona del barri
Carrers Verónica, de la Llum i Sant Francesc d'Assís:
- D’ús exclusiu per a veïns degut a l’elevat pendent.
- I en el cas del carrer de Sant Francesc d’Assís, s'aposta pel doble sentit de circulació per garantir l’accés sud-nord, tenint en compte que hi ha una intensitat molt baixa de trànsit en hores punta.
Camí de Can Cases:
Reorganització de la secció
Per tal de pacificar el trànsit i prioritzar la seguretat dels vianants, es realitzen les següents propostes:
- Fer un passadís per a vianants de 1,25 m d’amplada mínima, i 2,50 m d’amplada màxima
- Fer una plataforma de circulació de 4,5 m d’amplada mínima, i 5,5 m d’amplada màxima
- Fer un passadís per a vianants trepitjable per permetre l’encreuament de vehicles que circulin en direccions oposades
- Limitar la velocitat màxima de circulació a 20 km/h, promovent la prioritat dels vianants, i millorant la seguretat i visibilitat sobre tot el camí.
- Implementat senyalització horitzontal i vertical, i reductors de velocitat, per recordar al conductor que està en un camí de circulació regulada.
Esborrats
-<ul><li><strong>Títol de la proposta:</strong> Estudi de mobilitat al barri per millorar la seguretat dels vianants</li><li><strong>Descripció:</strong> Realitzar un estudi de mobilitat per definir accions per pacificar carrers i millorar la seguretat dels vianants.</li><li><strong>Ubicació:</strong> Diferents ubicacions del barri.</li><li><strong>Pressupost disponible:</strong> 20.000€</li></ul><p>S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.</p><p><img src="data:image/png;base64,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"></p><p>Carrer de Nostra Senyora de l'Estrada:</p><ul><li>Es proposa fer de sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola per millorar la seguretat viària i de vianants.</li><li>Per permetre l'accés i sortida del barri, es proposa que el tram del carrer de Maria Antònia, entre Fonts de la Mata i Nostra senyora de l'estrada, sigui en sentit nord (de sortida del barri).</li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBZ0pXIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--75d4f26e06f622b8755c637c50be663df41907b8/Cam%C3%AD%20Can%20Cases.bmp"></p><p>Plànol detallat de les millores del camí de Can Cases</p>
Addicions
- +<ul><li><strong>Títol de la proposta:</strong> Estudi de mobilitat al barri per millorar la seguretat dels vianants</li><li><strong>Descripció:</strong> L’objectiu és garantir i millorar la seguretat dels vianants a Les Planes, pacificant el trànsit i millorant les condicions de la mobilitat a peu.</li><li><strong>Ubicació: </strong>Camí de Can Cases i carrers de Maria Antonia, Nostra Sra. de la Estrada i Sant Francesc d’Assís.</li><li><strong>Pressupost disponible:</strong> 70.000€ (estudi i actuacions)</li></ul><p>S'ha fet l'estudi i amb els resultats, s'ha fet un projecte per poder executar les propostes de millora.</p><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA3YAAAJKCAYAAAEXZed5AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAP+lSURBVHhe7P13tF1Vnid4zn8zf/Sqmu6entWTPVVTVdlrZVVX5qrKyqqozIwMkxFERGZGEEDgAg8BBEYghIQccsiCPEIGIYGEHHJICO+998IK70F4J+HNnvvZ9/3e2+/o3PuMBBFRGd+1zjrn7rPNb//83ufce/9vqQXuuOOOjqsufPXVV/n89ddf5+P222/PZ3j88cc7y6PslVdeyWeIMrjlllvSZ599lqZOnZruu+++dOmll6YHH3yw424XHn744fTpp5+m1157LV1//fW5zsUXX5z7+uKLLzpqpfTMM8909o/GcqzyOqDf559/Pn388cf5/ueff57uuuuufB1HFV9++WXHVe/w4Ycf1vbTG2iHP+iKPl5++eX02GOP5ev7778/z38H4QVTQlBxrgMBx2RLQqufAzfffHM+b9myJTPj1VdfzWdjPPXUU/leCRNwPPnkk7m/K6+8Mtd/55130ubNm3OdoLduvChzfuKJJ/I4L774Yre6Ieynn366to/Atm3bOq76BvTGvHuLksZ77rknH2+88Uam9dlnn83lUGt5KpF6QEcxyfj85ptvZssD1hH3acejjz6ay1lEiegTAUuWLEnvv/9++uCDD3K7e++9N98Dnx2XX355evfddzMDCLGE+yzHvRLR1kGwBF1aaYlPPvkk0w0Y1Ar6ch/9DjTrF5Pfeuut3P+4cePSjBkzct06BE0loizK0fLee+/layCwuPfcc8/twIOWbhOBGmgcgikHQbT7jzzySD5jYtyPM8aXCEaxMoL1mQC4xXAzLCAE4jMX6/N5552Xbr311tyuKrAS+nzhhRdyWwrWDtu3b++kNWirAxqr4MbqEGM7MHvr1q3p7rvvru1fHeVRv0T1M1TLdhCezhwGLSuHliojLJ/rBgi4V0cwRlx33XX5Ps2NiXGlJdyn3cYBAibAOoi3aOKGgybWUDe++1EnlKssq0OdsvA2uwplzA7ccMMNHVetUWt5OuLSAgjFDOWYLBFR5hzlJarusgS3s2bNmtwGgVwsJtNkZQ5WGIz3WVJjnNJNxrg8AOFRBJYU0N79Oiivxr6ybRXqltBuVwoPzMsRNPVbeCAj05HDxCKuVRFxIAblbltBHcK66aab0ksvvZSFwqKUI1wGKJsMKI8xI8MSGyUfBKxNCImLKl0ZetFVhbos2jmgj7q5Bar9aFu235WQD0TfPY3RUngahpa7xrhWMHEMCUa2AoaDuhEbtIkEh7UL0sYljGuvvbaTBgwM12qC2nGpBMbSKdhDDz2U+yyDfomg0REok5ZWqM7J53bz3FmYs/5DsVuhpfAwgMBofKsOSotTFyPC5dW1URblGzZsyEQ6CICliH8EyA1aChCeJEUbcZJV6989Y6BN+1iysEiuPAQeoAgxdpW2iKl9QfTzTQIvjCNha4WWMc+EaXIV5eTLc3UyPtdZK4aDNoThsIbC8Ndffz2n5FdffXW2MsphORJjEhrXGooScZnA3NeHuvPmzcvnUK6IT1WhQt0cq6jOTZ+O/kDc/uijj3J7c5BoEVQdeKQYC+3VMWuFJ94FI0oEE0vUlfWEG2+8MZ+1sy501g+rshAP6yJA5bGYBwKx1DDxyNIcyglV20iYlMsolVvS+FzC53bJVSB2iniEgPH6iqCnCuWtNgHMX/LiXOV1rfAwyoSrk60iYlVfQfMCYt+UKVMy063LbINxo7fddlsuk9SIg+KVM7rWr1+fBYvOECpE5oruEDj3LyNtNRd99QR9QtlHu2wTbe4TCEOgoJSNW2/HU/OvZsHgMw+FDpYa2EF4KkbjINrZ4FHuzK3uDGIcfXONV111VacwTDgmQoCYYbwQjvuAQSaDSbEulcwQMJdKcO4F3XXozTy012cJmwl1aKX0yqKcMqFNCKnbANCHObpvfuYmnJiL0BLoJjydhzuoIyDQTut6AwJifRMmTEhr167NxCmTXembMC0ZCJDLUPf888/Pdbg/GnzOOedkqyTMWG9yaz6zZnUjFjq4Wn2//fbbHVQ056h+O6ijL8pbIvqtoqcYqk0kIw5KYNlU11eJqF+6+W7CwxQgQJPCTO4KQkNNpDdgMfqoaiwCMJJwbDgTkPFWrFiRGUu7fFantIqgh9ayyNBE/bsnkYkJBjPQ6hxzCCiDqosqrwPKyqNE6f7BfQpjLYou1sVrBOoMg2V5qtKTEgXKerUxD0zcIxhCwMRoVJ1AFe4vWrQot7EciN1/5Q888ECOMZgutskqrc+WLl2a7ys3JqbSdDSUyYcDPevWrcvXNq4DmMWCA+6jmeu55pprOkqbcK9cDIPrqmIqK3deSpflXtk+UCprWKGnCtW6oXTmbNMCnWGRvUVL4UFJYMS8njpnAdYmmIwwwuPXxatNmzZlwahDCxFrEuPHj8/9Yh7N5Sq1iUwUrPli0UoxuED1S00kkCrq3Jiysl2gdKmBdvMtkwcIj6VNHAG84GVKqBv1JWMRR+NpTU9oK7wSVWLqwKVhAKZKGCZOnJgzR0JAmHvi0rnnnpsFhGCuxwRkl9oZQ30HRKwJZgcdPqvvKFH9XEezsmqWqazaticETXWIcZ3LazwoH39x/yxawhaf8cK5DvqIcNJr4fUHBpKUcFvhEq3x4lke6+HqxL4QFhDqxo0b830uh6WUDDjttNOylruuMjzcUSDaBbhBZdV4pR/lcRgbqu1LuNdOgOC+cAHqW8KIyXaFLrvsss7x4rAkMIf4HHCtrzigVngqVpmwM+DOJCDcHiFJg6+59sb08wNHZhfhFYTZs2d31G6O75g1a1Z2v+JB+fhm7NixmT73WSZFKGkt3af6Jcp6+gjEmA50Rj2f21kkZreD9iwl4m4s+NGoPMJRSRevFLQEIrmKQ/2WlmdidWuQ3qIcOKCM+1y9enW+Pmb4gvTCS01fj0ECN8IDBCZmmqBr2RvhS4j222+/LDRxxHn+/Pm5TliQyRF8lY52n7VxKCvL4/0afRurRE/CA26SxVHSUkiuY3sQ0B/zZ/lRl5Dr6G4pPA2qGVlPMDlu7tFHt2QiBg8e3I0ZEhkCck0xpMinTFqZLRFTLrrooo6emlDP7gvmmSCLoIFiKeVatmxZOv7449Mll1ySxowZkycvGQL36yymnE/QFQhaudRwyxBK7DMaSpTCqIPlV0mH+g4KKzyA5YTQIfYRptzBejYQrr6Ez92Ep4B/dnb0RFgJjHuzMegnnzRjBQvhEgnGovmss87KBEkUxL3QZoSeMPrcHKS1EQMj/qkjQ1UnLAx98WiHgtHmmTNn5romiVHhDkOjS1SZwJojc405O9ARVlW2CYYH2vHJvfBghG5tay7KjKudTQowN5sOFKccT9vyc0BZy5jXG6iHeRh//gXXdpQ2se9R0/NjHBrMGsQt7kO2yfoEbIIwkeeeb1jTWZtyIFeGYBY3bPSi9PwLW/MEKQE3KCsbOHBgVgRMt17UL6Y69KvPEIKDZVYTlHDR5rD9453bMWqH/7bH+EwfBeP+Y+mCTpm48R2UM+gt+e9zK7R0m4HqpEHnF1xwQQ7Ck2eu7iitB+ugdSwviMNc1ueacB9tWNrEszamK664Iscz678tT3Tf7b/q6huya5Gh6dPBAi30bZUtX748M4TV0mpWZ4FvWw3U95mFuYcGY8O27dVnel+nibM2pHMXbkz3v9EU7C8OnpWWXPZQGnDapemFd7alF956Pz33/mdpzZPb0mcfvZ/e2/Ze+qxxfPBO10YBfKchPEpG+dDFO/BSHltNmjQpr3+50BAYC0QrVAVZRafwWqXG0RGwJAzGpE2XXN1RmtJLr3RffG64/M581hdBIIL1cEO2wWSeYhfm0bhV6y5N6y66KlscayiTls8/b7rA9es35kUxAbIaTDjhhBNy/9ZOd955Z9ZwuzpiiEzU4h+jtJPloYO2o5/ycMnGmjTljDxG4IHHXkqbt7ycvmrQ/9y7zfk/+8Ib6eW3Gy7ty8bnRvmr736UXmsI77PtjaToqy/Te59I7xvM/qr7diDhgbGB0pg7eqdNm5bLKSFPUr742xv0aHnR2apVqzJTFi9enN59ryuW3PfAE2nSrHX5GqO32B/d8z9mwXCDmIzBDgrieR3XyAJYkWPKnAtyYDchSc0rr72V+ztt6gV5cicOm5/vC+gO2on5lAFt2ujTwpZrig1qdWJdFWNzrTyBsSgOC3j7nffS8NPXpmGnr0lDJq5KRwyem06ZfEEaNmVNGjR+efr1cdPSyKnrux0jaj4PGHVet8/NY12mGe8ICZ2SOp8pG+VxptAskHKGoHvCDgkLJpl8KX1xxaBzF1/SUZLSIQNmp+/tM7Gz3tXX3ZEF8tqEofksxn1/t73SYQNnpcf+9k/TqOnr0/aGC+bWHDJN4zhfedU16bwLrsoTmDCj6Yb/Zs/T0sZNNzQ0tfmEnfuWRFi8s7TY4po8eXJe9BOGOjJR8ZL7peEEKmEiPEIkvEGDBuVdnrBg/XzwwYeNOD0pHTlkbtr36EnprKVXpPkLz8tJl/lUwSOVPAJWHXCPqxReQulOGru4oRwrcob9ytZ3s6IpNz7a0RcK2RvsIDwaUQLhxwyc2vGpiUOPmZZefKmZMh/XmOzJJ5+cLW39pbekj//mX6bjRp6Thk9amu68u6llXz5yf3a5I05flfujCNZvJstV7n3UlDRv4fmdaf4V19zdKJuRryVDLCVimTY0lUAolZhGqDarJSasUN/auY8u60rZKMUUY/Qh6xMDuauBY5ekQac1HzkF8OL62x/PjD7+1EUNy1ydjho8q61VVIUcdYdOXpVOnbYuK2KAMi/b0KQRHeZmHujqLdq6zbfe7lqAftzIyF7b+lZjYb04f77vwSdzPKGB/223IzIxl119e/q0oU2I4KL4d8R8de6MNGbmhqxp5TLgxFHn5HKTjlf+jh++ME08c2O+vu7G+zPDjzvuuKxU6olpJlpqJ0FGMkJo4TbVISj0KDf+V19+kS1OsqDdyeOXpbvuba6p0OtoBf2PnnZBOuC4qXm+jz1V/9Z04MQx56YRZ6zJ1h70ootC+Tx8yoq0clMzP5BE8QLlvHiLuoQxUCs8A7z1VvP1uQcfeSYNavjyg0+clz9/3tCe+fMX5IGWXXhL1tgbbrotD8pNMftHJ43M7kxq/9XD96ZFyy5OF1x0Y170SxZY21//9PA0ZOy8PBGCOevsixrM+So98dRL6dkXX0833ro5M2vOnDnZIiUdtLSq+TE5QoqJE464aPJcsT4aUsn31PnNb36T3j3k79O772/LiqAPsca1NphtrOo6Ea3GiTFvv/fJdNhJs7N1briqudkcNLC0D7c1s9gjjzwynX322XmeLJ1Cmofjuz8fkOsE0C3kCAsUSX/eoMMz45fYQXjT53TfbX/p5TcajZoTP7chBEH3rvu3pNEzLkz3bO7aQxR4ubdjjz02uy3+G3HKuQ3EIGrLlifSSeOWpv1+Ozlnewh8dEvzjWTWffe9TbcdWug+hrJY1xhXnYRxTY47DuYZmzAIgLVeceGF2QL3P2psWr5ybfYM6JG0UDjuVv+YxyuIRcoWLlyY2/Ew6KBIXHQV9z/8bLayYVMuaCQsa9OnnzVpPProo/NyZsGCBVkZ0Y9GByFu2HhJOn/9bbkuGK/cmw3wYGJoqVCdwluw9MqOqy6cfW4zQTlpxPy8yKT9R50yL02Zu7HTdTk8FJUpHXjggZmxMjyZ3plnnpkFSTMN+tAjj2VL5b4wymEC8GJDSfY8ohlbN29+KGuq9D4eoRAOgYSFhQCVsXCJieuA++p5tZ6LJKi77ns0HTfi7JyEoO/8gcdlJZE06ReT0SYDFqutYyOB8JkSSISMxbrdozhVqA+8jL7E4gsbykNZWXgAvWLwHoedlpVCGIo56CP6KYFf6kHbmLf50WeztpxxxhlZG44beXYaOmZGjhUsAUMMRqgGxzDX7mOKrO+VV7emH/1qULrqhvvTT/YdmoVBCwlf/dhOA8QeOWBa1j6ajkH6wwRQH+MQX06sbpISJIIIwW6949bsAeyBykz19U6DFpbmS54sjYvFaFbJ2ghTW24LLeZoLcZ69KH/sHrWWgJN2hgHL1auXJkt12ZFFXc+0Hzju8416qc6V2NZunUKb/C4ZR1XUeGhrCUWklzlcScOTwNHLczCMslgoIOLNBGM4NMxnqU5HzP87IaLnJJOGr0ga7z+TAqz9j5wVB5vzrmXNyz/ivReIwaZoHuYZFz96zOCvj5YM9dFC1mo8QPac4WUzgQJgsIcdezpWWHQj7and/9vOY0fOnRo556iNSza1Bs9enS2WokOrxIwpv5inelRFkFjOvoCBO2zcu3VYd0y31DGdij7QnN8jrOyHSxvzcab8tnEoiL3xp+XDV07uDaHr19Zg9mqovVc6VkLV6Sjhi7IG9Z2PEwEc1yvWLEy93X1NXemIwc2EooGMItfp+kmK2kgGELEJAkRi8c8YxMgWsBnbhoIUJKAWQTFNQ0cc15uh6kExZU621bT1lrRgp3CyVZZnMN48QwO1GVF+hLHJSHWjLHOVJ+bV8+9kleELSt23RN4jIA+8KLarqXbpL2EAVddd1u6YFMzqFY7OOWUU7LATISl+sxtshSpMuawFJYqbiDCRKu474HHs0UTCFfkcQ+l0Q93QoBik5eVTAajWBd6MPyoo47KbViNxMU4mE5ZDjvssJzau3f44YfnvrTfa6+9ctuRI0dmZaUgnguqxzXpg7CNHzCe8c1J2+BH9Rzw2aFuwOdSOO1AYSGWPyVaCi+yPbBABQR4BSG0CXTuM4bReG7F5AX7f/j1iEykl4dYnbZz585Nt97utYbGMuShJxrjfJzOXXlVFhKXSnA0nqvRbyQRmChZcA0E5z5hc2E+Y6hxMdvBkn7yk5/k8Y8eOj9bBcGJ39yv2EvRTj/99DRixIjcj3mzGMJFs/FirqDM/d5akDq9qdcKpcDE/+hLea3wVIg44vqgAdPz2cQJSCKiMYbbs8RAk4ktKxbDuv72n47PFowRmKD+tTfcl/v99NOGe9rSJEZ9FsJyjcsNcb36tJVlU5tQ9KNus/2nOav1iEjMojRiJRfJygkmK8C0QY1JP5+mnn1ZdtcU0H3fIecJZs5ZkwUPaIlsVhlBxXglKIY66KnLNr8pCEX4YnPf+C2Fd9bsWfn8yXf+RXrr3Q/SAQcckD87uCdCwSiuSaCXVGD+9OnTc+y67ML1acS4memzf/wPmdHBoMCzz72az2KH5ERKzeIow7777ptdJCIxSAYoFhJWue8qc8NIiuEZH6sRb9AwY+Tw/OCXwvzH7x6UF+kmnufUqM8KTxrW3HioA0WVgJUwB9ovCTI2WpUZ89uAsfAZH8yjVniYIItTYeysjWlLg2Ffdmigst/+9red6T7mYSgm6zyYY+JjT1+QXxaad9acrMFVAQ4eMTfHRBkYwbmPwZjCAhDJFUomrJEoiv7Vy+vGhqWzTkLCbC5c4vT1Hn+Wr1nY9Bkz07jZG/J4XLB6aJl5TtcmO+i3BB6oW4ISgiyWZ5E1UlgKghftUO2/v+DmI17WCm/br/8ur+jnnLO2kQ3ekCcdIBhuLYjBaFZjg1inYt+tE0ZmgV567d35vRQu8fkXu7uX17a+nS2UG3MfQwlSwmNBK055B4aL9p6KNSXXyBVqR8iEaQfHWMbhstH6/o//Ve4Pc/c9enIe7+vnn0rDhw/PmvvYEy/ksldefTOdPKGZ9c6ae2H2AgGCl0BByXj9EqKz8X/4wx/muhTKWXkVeCYc7AoBirfRT63wHrxgWU5rLQ9YgCMd8cPMaAyS8dE4VqGerBRDZWxcyBfbt+WYMmnW8mwBrCT98H/Ok36v41mgckILSCJYMeGwWu972p4ycQLkNo0hrrEuyYVJsEgHT2FstDzz2KPpuYayeLohHkNnnOp45WHheRc3EqamcDY/1HxqXwqP1ZmveOrQVh/mT4lkoxHjwX3XYmCdoPCrJ+iPBVfbljBH/CTEere5ekl2BRhSglZZ48gK/WAMC5QwqCduYTrN//qIH+X0+4DDT8qCPvXUU7NVcqGsZPG5S3P2aLIWweCaNdF2OyysTpKiX3UxhfUZn4tVBjJKSkSohO2MhjEDzxAksjC//MH/KzM8mHLkyfPTqeObPwtirzUgjoN64jnrR5+QwMq4Ugilo1gEXEJba1RxET/aCaKEZMQ8jMclh3WHcgTwkZChZcKS49OTHd8EXbckn3QmxXZfJxiK0QakDTSX5hCuuvdceHG65PLr0g0zJucEhL+WwTmbOAXBbP2FZbAi23HqccmUA+NGjRqVaVLmVQyWEe1otbMyTxB+M/isTlevbmTOMGv+RenK65oZr/aOQPksTTnGUQgJkzkZ37zdY/3WgVXmBvAhlhqOKsp2Yjb6jUOI5mwu6jhKGs0le7IGaoXXCrSsGpgjwzOIBEPnXCJiTPTEMYvy4IK8jNXmrvu0kjvmLgldHYzGIFovdnLDtqncowyYQFEw9IPG5L549OH06OYH0xdvvZHd6l33PJgOHTgrfdJYhtBcSdXMmV1vYr/51rv5KUlAv9Z34myAQpUQU/XF0rnP2DbT1pxjaVGFMvxyjuQn9j+jvjN+8SiWREOGDMl8oRj4wOLLviVnFD/Qa+EZmCbVweTKQUp42Fq953OUhasCAuKq3CMM7kGZJxq085hjjskWZbH+61//OjMFg0aMnpwu+OH30pT5F6fvfOc7nRN8+pkuizvixDm5388+73qSUYX7PEH2OhVgarTDVLHZvF2jMeZTIoRHiQmPuw+rIXhx23gUxNsIIdxAGItQ8qtf/SodeuiheSzLFeiV8BCgUd2k2kF9VjZ4wvL87oZ+HDS4HbgNO/0Yg2DWZi/SxMW4B6++Lr+6YL+Si1y27rrMSMIWV3/+85+nPfY5KfdlvEXLrsjXzz7/WrZoMB8xtuqWegP1MRZDKVnEwirUATFQG/GbsAgzYHzKSIAlf3kuQCd+2GBwnzAju+1ReDpnrkFIX2EQhF9w0S1p3cbLcn/tEEqijfgaGSDhgDhLcASrHkZg4NZGOaukpaeOW5TrsrJXO95EW7r2+hwbLRUCFtq77bZb7key0EoIVYSwndFFIBgK+hK3fI7+zEn/+ZWQxvxjCRLQR6uFPoWVuds/Rq96DgLtUXiYgziEMFeDOzCRG6AhUVbCxByRNtsY7g3U1TcX7drEfaY86OBCf33sGendf/yzfO/EE0/Mk3nkissy484577Lcz0OPPpf+w49H5OvBI+dnJcAAbQLqY1xvhdYKpWLzKujhViNRMQ9vtWE4L1IuSYCbbyU8fKCoztw2z0H4eN+j8CQUzL4nqCPwxiKyFCa3qaw/wACEYzDLss/5d784ITPsy1uvTZ8c+F9zYkOJ7utYr5U4ddyCvCFuWSPpqNKh/3iovCthnDJHQLsyChM0lGPWZaRA0EIPoaPTbpQNEQJtKzyD0NTqhPsCC+WdaR8gAAKbfeaZjVh3TtZkmev3v//9rDCffNLU/gEjz02HnzQ3X9982+ZObZcYfe9738vlVeQN7G9AeCEQQoz+gxe8gOeWEQ4kRHXgNsU5WS13rE/LKWVthcdNtTLn3uDgE2Z0c1P9hYmLV4g/5MSZmQFedFJu/QiSkTUbb03HDZmfP3+47aPOtVK8VmgJUoU57grlqsLmRFhbaYGRKXp2SBmDP1VXGkCfBwG2/1it+VhzEmKPlifG9AcnjF6c7n+k+xfu+wsu2eObBx55Jp2+4LL8/M22P3klC2OlMZRfuXjOYGc354XpCUwSxBTtz330v5+aVXU7xll4oMM9Uv4q/N82KmWRRK90J90mIGoZdaPXCdbRsXKMPBDL8k8fV1TykrfS+oR/FrpsDJmxZmeWdljCOixPAPxsLqk7nfefa889sQLzV8aXHfTvc1HWdQBzAB2QBtwZqXb+DLeGFz6LBkfZrzyFx1W9tgaK3r+WsNHMUwoAYHGjXLVKw2HIr8kOg4YkRV7ow2upd9y7Ee5nzz57Xky1152xBgarJxQyqjLYm/YGDYMn/hzjS2MTXPOcalPYrP6tUFan4jumlAzVugDXckKnPZoL/vMLtNn9+k5m0oGaH1sV0cdddTRhkLxEfGFYlkxMDvMHgNxrrG9YlI+hj9is8WwmXSTx4IHWy0O6he/jATVNh/PYhxxt3jD6qKvXH7rW99qYhCxFT74RLyJ2fn6H/zgB83fcvGd2u4+nJHJZNccIwOgUPnaFQygbHEamYlxyKbmbSTaroyaF3HFsIFdAkZBGadKUD7Tb/uUdxtsoTLTLhjVMAILgCGooTZMPowDkoJaAZ//MFIfZXFdhwB96gD2ADaz2K4nsAkAizCk+lwdOkRHUAYdgW911sDLEZDUdgousKDMlFf9jp5VhvpTdzpb4OHDJjvssEOzxOtdPjMhFEdSniASEAwYVF7ApPK02VFKYFi3SVsSvLXv9UuDUb/8USSBF37xp22po67rw0ppfxKZ6C/BKB2rg+ua6mfoDMNpsoTxYJjomOv6IKmWt3EZw+m6eowFOizZJmC2ClhS3pQpU5pPyFsNpH9tsJE0UqQsPNFl49e2ZuMZ8LQiI5BnEMnKOZ5cx7d8ZsZsAWEH2Jfvf//7jSH2EjRnot3ht30cCskraX8mk4zzur8GSoNR7refSVoV9XtGW/U3fQjoZO/wzM7gX9+z0WSTCYXIqE7rktQf2eKNXTFOBAYAKh/CgbLr3tmwNVd7vKvpnvaxQ9pOd8khbVrXbeuoo4462pCJDW0nNlYcY6Ja7GDbIR+d7zXABOJldpqvZ9PFFnx+Jklj89eUPFv7ZOdibpPH4htgS6zgff38pRa+vLLCt/AVfKdz8YR4H88ml/kV58oT2/It2sCfpk2ed7Q4Yycev0smfJF8fJln+S5lm4B2Lf53pCjtV+6IbMUUGE6aNKlZntVhAA4gwvH6ImP+b8isuxUHAgCUCIzjJrQ44YESctRpSVCxciyBSoAREERxAC7BrwSACcpcE+h4xoqYYNk5YesEAq+Dggg+yTWdqjydShGUoR1mJFJOZibwIiCl4AITSX6dT1aWezfddNPyiU98okn/9E//1KTPfvazZfvtty977bVXIzNb08jSwLHcbVbBQNIGAFMbKTFFDJCVtEdyTnEpm74RGEWGdfv6UX2/ncfvuj+irO1y2899mKiWAbnQLf1AF4GWWsdqyjU6Tq+sVEWHAwgja0k+eskQOXc/fcJ4Rm89LwCmL/QRGDcm6BN9pSvuG6P028SEZ1MXA2VCxqSCazWv/Wige66F9yRAlC5bTTSegT184Nk99ZIBPt2z7cOEiO3fgnsrdyZL2BpA1b52RraWR3gZjN8cJW3UT3hg6yKH9vPJX1+vf9f3+12rfw9G7fzpW/KhW/qH/dO/bDI5sEf0gq3Df2SRdtRpXZL68Ube9JIeAqHa4xj7pc/ZToDeBJ789EK+dttC67ptHXXUUUcbKsU/JLGvuc7m8j9sMP8tlhDj8t3ZeQbEuc8XZaFCzCyOaNvqoVJ44dOUI07i50x+m+A1cZ1FH74RjyY5+UGxgfz4wb/YQgxhkcVXlE0SK5d/DYjLZKgkv7aKC/hcZYu/gTfnrrnnuUy4ui4e4cM871r81Zq0v02Rh/KGDeyABOBjk002aZIVKGBOsEWAgJtOBE585c4nRIEWX76D7r0zATlz4oSRRg6WavKboHWYYADIgtCz3UznBagpW5I/R8L1LEHrFMFvFC+d5llJ/vCQsnKuDgEGJVCOQIQy68QEypTdTIHZDIG6WWeKCKhZebS9jCwpl5VOykVOO++8c/nyl7/crEqQ4UYbbdQAwY9//OONPAFn15WhzQaSegU96gMibV8jbwGzvcXaJ5/Bpv3aVqe0rU6ron55h/rsB5VqmZArI8MgAFMGfOTcj+SnR4J046w2AnWZrtNbK+XGkgDXb6BMMOy3fqaf9F2ir9F79xklRse5a1nxYXzpCR7olOvKxT+jaHw7x2f0SPn99KedBiL3lIF3Y4eNyH8e4sVkRfg2cULnzcIZP2YLTYAY/8cdd1wZM2ZMs53CGCADvEeWbT2vyW/38AHsGsuZaRuMd5TyBkrDobocvOhT45ydM8ljNdNOiR133LH56wi2Rf/oG30+mL65Ti50FIgFiOv6BnpupEj5eKR3tu5z0NpF5/CkDyS8yWOSDMhjM+lB+O2oo4466mjtEJvLryTxS2IbMQW7LO4V62Yhh99mwwGd2gcPlVJf/J/ygTgrcvy/CV6xgDiA7+bTMuHJR6jXApPXxsTMfIvYxi4g8bJYhs/Mc3xN/Ev8v3t+e1ZblS1OgXO0kb+VYAg+TB74RL1iFX6LryaTWgarI4fBaNjAjiMW/GHS/wRtvfXWzadBrUT5ZLmVJkBGHsLTCWbavYdHsIIQH0PwOWrgh6AivIFSTblWKxWeImhARucJFPBgdjt581z9vA7zvMBR5wosE7zqGMGdgBOfCWAl9dYp1+TRweqlhBSNwgvGrIiQiZUTiqMePApYBDWWkQPILCX7DTALVMkWQN5yyy3LP/7jP5ZPfepTDdD75Cc/2fSBj0sAhf7M98ADD2w+Da4cQbAyKb3BYBAoE9gjL7Mt+NJu7SVHYFX78U1W2kVG2uZ3m1xL+rBTLQs6QW/IlmHzu5+MXCNjumbGCyCJrJM/59E3BohemlSgT5k9YpT0HyMUY0v3zGSZTVI23XRPHkG0PK5L9FXZDBS9BKzwTy88w0jiE5AEWOmvVWvgyf16jNR8px39yL2MnyRjCM/GM321Os9e0Et84pnu0meAjgFld+Q16cHOAL7uM/5AqT7Ao3GpjTVvEh1Xbiaf5E07BiPPsiN41t/OB+rrVVHNT35HnvjhhPSR/rGNZO+9927GPQel3/EQh1TzUJcZcl9e4Fc/ej71JX/7mZGitIms6CO7qD9jb9lGDlJ76BS9o2fuObqH9/A3Wnx21FFHHXX0331TUq7zp3yTWFLMYJFHTB1/Hnsvb45DIfn4iEx4A0n+Dkcsow4+38ccrdjxiXyF/I78injBs+ICC1HwiesmRcXV/B6fI9bx6gef4jf/ox38TyaGHcUhXpGxUANj4EVebXXkh2EeCynKk0/8xW+pQ0yPJ+1KGgkaNrDTcE41s8ZWuwAIHzUA7v7hH/6hWW0yc277lA4QBGq01SodsOeee5YtttiibLXVVg0AATp0Sh0Q1QoxVJJXcCZYVZ/6/Xmto+CU8NvKlfMkPGijzteRgmUKpLPyvp0OB4Lc02HKFRQJkATWlM3eXm0FqgQskZe8AkxJEChI82wCGkoosKQ0Alkz8IJ9wA8YA/gosu2wPg0vqDXzAGgfc8wxDWAG/D760Y+Wv/3bvy0f+9jHysYbb1y+8pWvNFs+bWmi3GRC7oJeK57KF8wCgrNmzWo+V2s2AgDVfgNDW/DYlll+6y/yW91++yBRdEpiXAAixk5/u9am5KM30RXAgxzrspKPrghs6R5dAn7oetuQ6QM6JfjXl3SR3ljVSV8bc8qghwyzc8AGL8YQHtyj63SR/qs/41QdxhsdNsaNC/qifiAkeuCI/8Go3VbP4cF4w6dzbTMu6DsD6zdZqJudobc+vGLMuA8UmtWT2B5ysiXDWAb0Uk8SGRrDxpt6tX0ovMsDeHAS5ETuaXu/Z1OvPOQnJW+dUK7LSwbsrWRs+niV7YlAEYdC9uG3LqOm+nqdTz0D8TBSlDLVQ4foCBvLppCf/uQQY6vJhV7Sdff1DUcb2XbUUUcddbT2qfYRSey12MFqHR/FVvfLJw1GycMfiyXEKxYl+GR+QXwu5hBXAU9iHCBNveIT/oKv4FfELOeee2459NBDmwUPsQCfgjcxuVgA33yr2Icv1QZ1u64MMZb4Tb18k9heTMXXi6W//vWvN9s5xSX8l5hEDOdZO07EL/wVnsUvYm5+byiyGCoNG9gRgBUxf3WgUYQp8Je8DyZwtDq3zTbblC996Ut/2oYJaUOsBCMA0iGCTQDQ1sOs5EHAOoxg6uCoFsJgAqnzep4iqBNYAkDN4Avu8KIDdZ68qcdxoKSzKQTelKvjyEOHUQrATV1WMqyiCLbUS0aSgJGSAH5Qv5VMykCOlmoF9p6jQAl81EO5PYdnAWsAnuVnzwtgJWU6ukbxBH22qAGBFB+o22yzzZoVVit/wDXQF/Bn6yfQrS8crf4Jlg0cbTFj4qgd2kCxtTmJAktkQXENMvxrB9nVfVNT+1r7/lBpTZ8bKUo7JPoCaDEeBjcZuNYm/ZzVZnoPpFiRAg4yeUDH6Jzf9ItsyRk4MZaUwVgxPgyac3UL9OmVBLxL9AcIMpPEUEr6k4Gje8ozltVlbODZOKKTylcnPWQw8SDgzjjFh/EhnyBdW+gCXuSJbGqqZVYn5alf+5WhTeFF+Xi13dJYBtqMZXkZVpMQ9J5BN3nBXhkbxoz2ZpKFfqojvCk/7dDetMu9wSjPeo6e18+0n01eZQOOGTfaV8soz8mrTHLWRm2wU8IkjrFIZ+gLW1QD0TbfzvUNGRmTdV253y+NFCkLT8ZB7CVejA22hN0HVp2zd9ocvTYWYqeTlNVRRx111NHap9oW1zaZX2G74weT2nkHo5TFn/Hn4lx+QRzBf4hrgCPgUSwgHjKZaxFH/CsuEMfwi2Jx8YF4xcSu2MVRTOWaBQ64RV7xAB/r2fgfcYB74rPEC/Kohx/2ATqLKXAMPpWPV3GGSXo4R8ykPcri77ONVLmujwQNG9gRtuBQsCi48G4YIGfFSKMgXknDgAufKN98883Lv/zLvzQrdMCDvEBB8grSBF6Es9122zXJf0oQniBMUDOQgkirouSjdAJkASeQAlgSMkWhHASfOuq62pTr4WmgpL4cla1uykmpBFcCHAEZhC8AFXhTBIF3wCHlc45nAQ9FFugAA4J458pwTx7yEuxSHH8g6W8ptFPQVG/19A6TYEpfkLMgGNCUH9D+4he/WP7u7/6uWYEF7tRBqSVt0ScBGJQ1gMCqDdkaXMo2qPBvgApEAZMEoGRTyzqyze+k9u+BUl3OuiL1Mwr6iV6RjYCakcBf8jgnA/kYFkCKXOiFc4Gve3SFQVGOIJjOJMhVhnIZu+iEe+pXDpnTJ33nnuclZVuxy3Zc+mJWTN84NxZNxNAThs94Z4TSZ+rAG1ABIDKw+IwxlM8xYJQ+qzPjS8J/nUL1NfXQLzwH2OWec7LAdyaXGFJjghwZX+1jbK3ikYPZMmPC5BMdJVNtVk6tj9JIUcoLz5K2qJv8yDG6Udefc31LBgFCxq+JFufukbH2yt+vDfmtDnXF4fld5xtpUq661UO+bBywT0/pCr3Qd1aR9YVr4TVUl6Fto8VrRx111FFH6xex92IK/s/krBhZnBugJVYBmsRXYgVxjlhAnCv24jPFqPwjnMEHycMHin98dA12ManNL4mzJH5K/MTvqF+s6xl+yn3XHcUXYgmxhjh92rRpZbfddmuwkbo953k+TOLDxEDidHnw6f5I0LCBHUYIycqXJUkNAxCAB6t4VnmsFHHagq0IxDV/iWAV7/Of/3zzXhjEC1gJuLKyAcwQmD8N9N8TPgqw++67N6tOgjNC1ImE2w4E+pH7/ZJnBVgCQXULXs0CACTACWWiMOmU1JVn29fbVOdrn+vggRL5ap9ECSilgIxCAoUCOecUEe9AE+UmOzMRFJri45+CaptrAlgBtrYB3doraAfqEsQDlgCe33Vy3YDxHECuX9WBrwSWgkzyJDN84q/mQ90CbyuPjvqZgrunTwNy6ZbBWA8IMmunVV1fV6QPGQXyDphJ39a8ORfM6h8GJ8BFott+p+8F8eTj3DMxQuTE0AmSyY7MPJtyPRM5uq48fAH19BxIALYBH/nlxae8zpWjr+QzjtOGrB7RPQAF/9mGqU/b9dINslCGo7bV8hgsRXZSv3v0jy6xIXSHLPzWTuODfjG6VvHotnfx2CP6DsByDgCWsUOGbb6GS8qIHPSXsZoJGuOjXs1Mfr+Nf3okn36TPKfvjTF5lKnsochRkk+/6A/9hxdl5P5IEv70szbQCX2vPyR2hO1hS+hKZD4QjQZ/HXXUUUcdrX/ER2V1LrEIP8jHmwg0mcwXikP4Qj5E/DFjxozm1SSvE7kvfhGbiGHErxYZxAZW1IBEcZBVPtjEriXPAVv1BDk+xEae8TwQyIeJ68Qa8puYF38fffTRDb6xoMFP832u481z+M+3M8Qg/L/2jQQNG9hxsAk8BEKEJjA0Ew6Fcti2AtpWma2VVg4EEYItTl1+fxboXbC///u/L5/73Oea7X++dgYQCgJ0iGcI04dB7GO1ddDWTh9FABQEt/hIcJMAZ03IczpLmQJUfFtx1Ak6nULoYMm5dggIBY7k0I+PVaXUO1AK9bsnpS79QQkpiTZQdoGgoJdyaROARZ74BpCtrgrMtYfyaYfAWICrXRQZmLbM7JPylD/b2RwpL9BnMBhoGTTKotQGlYFncOKJfBzDn/sCXYMoK42UH6g3AOiA6/hWngGmjZL2StorRd45rgtSL57IHe8Gvbamj9JnEp61nUEAOsijzbdn5EvfCpLJQLn6U9+mnx0jB3kZOrIL2PY79cpLpvrLWAPw9G1AjXzKcU53bHEA7NXnmjYZxwwTUGRsq0e9eKFHdMz4ZIz1e9qgDM/Kg6/Io05tynVlaD8+I8/ISHKP3jLWeKO/9JlekRlDD8RaybZN08QG+Ws7PXcuL6BKb9WXeoZD4VP7lavfHcOvMUl+aad85IYXeh9Ahy+gWN/Jo8zw1y+F2te1S9Iv6nVe5x8uKU/78Bnnqx46qw36RPu0IfqtHR111FFHHX24KH4psQmfIXbgF8ULrosV3HPkA63ewRpiRVjDZC2/7+v8PjIovuVfE3M6T5wJr1iUEvuKN2EROMWrSuoEAPnd+FZ+yvPiFvVYKRQ3iSn4NbzajmmRysKWL9yLmZUr5XUQk+P4xiffrvzh+L7IzfPSsIEdSqFJhEfggkAreICXgMlqkECK0PzHkoCK4AhDUENAOsZX7KzgAXq+XOPrmcCE7YMCUAIXLFs+FYTpPCt5tmxaSrWFEBgTNOmICCz8RXg1z0m5HnLueUqRAFmgCMgAeUHZ7lM2QQolETQKcq1IkYVOr3lI2VL7OsrvXKt/t9NA9+ty62u57pi2GSSCLoGydkoCbqtxFI8iC87IVIDvaNBR6PQFEJ9VPvLJ9k//peU30KeP9WHAjtUnQR65qdOgEbySF54cw5eZEQPSc2QMjNIdfS0ZMPoE38pVDl3UxiR95Zqya1nUMqzP65S8SaH6WpK86siWR21Td8pI3RJ5kgkQTYfwmXwpP8ck98lMu80AASKW/hkx4FCf6TvgmvEhp7r99bl+BeiMRzNW+s+z+jwrsRJdttKlPEY2wTietQ841+Y2n64xjvjCn77XN+4rw/OO9XNJ7Xbnt3rpBB2s5SqlbcrEt7aTrzFJN+gPGyLpG8DTxI13W+Xxm7E3G+i3fAEgdT1rQuGP3K2S6SdjyRjEL1lljMUBkZ3fzvWV8SAfHdcWbQ1P4Wug36H6flLdNmlNybN4wj/90U5twGtsCF2nt9pv/Gu/Z8hmuPV31FFHHXW04RG/BgtYJLBjTrxdx3DiDr6DPw7Q4xtNzMICWVyo/+rIbj/YQYwqRrQrUNnwiZjVyh6gpV7xiTjAX41ZWBJjAoz8lvr5NNfEtFbkLDqIl4A38RKexFziYAtA4hOxER4leEecJa94QhzE7ys7/nd1yLN8bD0B7dqIALs2hTmMctgcN8ETMjQriLL1CeDzJ9ySTglo02mEQ6BQt/9q8wVHQM/HPnxxU0fkYx2CM+cAnY98fO1rX2v+T88HW7z3B2AJKjQYbxFgW5CrEqr7eS5BmGO/DvEbKBHECCwpkiAxgEMH5Jn2s+ua8CNpFz4D/PSjgN87VAkw5UnyTBRLsJ5gVPsNKH2v7ww4q64GHCABVADLAmr9buAKwCksUFwPDnUqO7KX8Bfwhy/6g0c6AfBYQbTiS08AIYPfBIK+MRD1E+PBSKQdaXuApToil6TkDdX35MczEKMN7f7OOTCk7dpc15Gy69/IOdJ+gTG90k6yo+dklq2a+oveGysSuWkjmWmv+vxWFtmSnfEENDNykrIZP8bQmAXM/TaGjVdBu+ckdSo7PNbkmnoS0DNqoXb++ne/smpyv5+scp485E8/6K/VO+CUXrE3zs3cOQLHDLpzhp+D0HaglGzwX4/fup6hUPLjkez1P9ATvebIgGe2jx67T8bqJV/P1PVK6wuFHzzild7TQWPPzCSHaXwbU+SX1O6vjjrqqKOOPnzEB/AJYgUT+XyHWEESSwFVrgUQJf4Tz4g1ASfxHT/Pb8oPF1hBA8b4cj5IvCLOETeJC/gspCxxorhRTKR8dYvRlC2uFMd7rx22MPmrPGDS7jXl8HkmLD1Xxwl4NDkOCIongMTEQ3gdKHYaiPhNMQy/Kl4RQ8SfjjiwSyPqpCIVcuiEDxX7iIHAHlqGpn2Qw0qd9+iszgkgoVrBFGEKTAVcPuThAx7ey7N/1cuJnoWOBbGCIYISfAINyvPFRyDP500FpDqOENtBRdJg1M6b/DnWVN9Tn8BNZ1M6CoVnwbMOxkvNT8h5v7LXBqXuJLxRXP0oGKWU+kgwCkwYjGlDUt0m555PMog8I3glF0qqrwExIIWyB+gLEoE9g0ZSJ8BogHqOXgFqZKlMZWfQ+80QBOzIr2x6oAyDX6I36hfkA4D6iL4ApHTUYAcK5MVXJhWUhTcDn46asHA0i+OzupbkGRUTG2Z5vIsqJY93Rn2h1BYAK87Ar1XoHP0FiLGS54EPPPmkrndYrX4rz5ZYQIw8I3dGyyomI6RtdA//jJ/rAXF4Z5g8z4BmO612MlLaTh6AI9nre/3iHlkxWM7l1yfkXeuNfvCsehjm6IRUU/REfn2ZcdrOm99JyqOXeGBok7edT1ImPcAzW2TSiVy0x2+gyoodeWizSQnG03hNm+lbXeZQSV68SsaA/iEXEwz0k+zVQ74cC13tB+hS1lBpdfKuCSk//YZf9oEe6gsTApyhcRj+pVoHpI466qijjj581PYDjnwen574LWAufoaP4ZvFZuLQTPiLy8Q37vFBrvOnXhWBI/h4z2YlsK47cUQAGD+vLvGpGIgvU4dn+W0xAuDo6B6fjU8xUDtGkBLXyOMcGMOjOuMPh0qeF5/4sKQ4VUyjXrHzqKzYrYrSQELQqAhK4/wWGKQTNZbwk1x3X0BE2M6Vo/PkTf4c5Zc3dUnqWh0BjjSpG2/ajW/n65KfNaHwm7Yk8BxJUp5y6UGOrqVOOpR+dt9Rcm0ovMgTnUlKGSkzfUSPkvymQ0n4kOQ1UAXp9IzOSdFR+hpgWieAdLDkuehuym3/ltSdWZuQNuINz+FRqtvht7Hnt/Pkq9uY32lr/VzKcp7nybImfJCn52r+BqL08VD6MSQvHVH/UCg8RQ6pM7qWtriW9juPnow0qT88qcN5jhsKpQ1J5Ed2bX3oqKOOOuqoo8Go7U9CzvkUPlm85RhfKfE74pLaj8oTPy8NRMmvjMQSriUOCNX1qyt+Ls8PFCOsqv7VIXWoXwzjHL9iwHUC7DrqqKOOOuqoo4466qijjjoaOeqAXUcdddRRRx111FFHHXXU0QZOHbDrqKOOOuqoo4466qijjjrawKkDdh111FFHHXXUUUcdddRRRxs4dcCuo4466qijjjrqqKOOOupog6ZS/h8ZhastpFS1KAAAAABJRU5ErkJggg=="></p><p><strong>Carrer de Nostra Senyora de l'Estrada:</strong></p><ul><li>Es proposa fer de<strong> sentit únic (sentit sud) el tram entre els carrers de Maria Antònia i Sant Ignasi de Loyola</strong> per millorar la seguretat viària i de vianants. Es preveu la continuació del passadís per vianants existent al carrer de Nostra Senyora de l’Estrada fins al punt de tornada de vehicles, per generar un circuit de circulació a peu en aquesta zona del barri</li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBbHQrIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--57d78d374f37157e12173eec3a213f405afee0a1/estrada%201.jpg"></p><p><strong>Carrers Verónica, de la Llum i Sant Francesc d'Assís:</strong></p><ul><li><strong>D’ús exclusiu per a veïns</strong> degut a l’elevat pendent. </li><li>I en el cas del carrer de Sant Francesc d’Assís, s'aposta pel <strong>doble sentit de circulació per garantir l’accés sud-nord</strong>, tenint en compte que hi ha una intensitat molt baixa de trànsit en hores punta. </li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBbHgrIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--cba53989cae7663be0ed779b11443872fb7d2f5d/veronica.jpg" width="392" style=""></p><p>Camí de Can Cases:</p><p>R<strong>eorganització de la secció</strong></p><p>Per tal de pacificar el trànsit i prioritzar la seguretat dels vianants, es realitzen les següents propostes:</p><ul><li>Fer un passadís per a vianants de 1,25 m d’amplada mínima, i 2,50 m d’amplada màxima</li><li>Fer una plataforma de circulació de 4,5 m d’amplada mínima, i 5,5 m d’amplada màxima</li><li>Fer un passadís per a vianants trepitjable per permetre l’encreuament de vehicles que circulin en direccions oposades</li><li>Limitar la velocitat màxima de circulació a 20 km/h, promovent la prioritat dels vianants, i millorant la seguretat i visibilitat sobre tot el camí.</li><li>Implementat senyalització horitzontal i vertical, i reductors de velocitat, per recordar al conductor que està en un camí de circulació regulada.</li></ul><p><img src="/rails/active_storage/blobs/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBBbDErIiwiZXhwIjpudWxsLCJwdXIiOiJibG9iX2lkIn19--46e4ef5b36b3f6119690ac782deea4c571c69f3b/cases%20.jpg"></p>
Autoria de la versió
ester castanyer
ester castanyer
Versió creada el
08/04/2024 15:48
