Die Landesregierung Brandenburg hatte im Mai 2019 die „Leitlinien der Industriepolitik Brandenburg“ vorgestellt. Basis bildet hierzu ein Auftrag aus dem Koalitionsvertrag der von SPD, CDU und den Grünen geführten Landesregierung.
Handlungsfelder
- Innovation und Digitalisierung
- Fachkräftesicherung und Qualifizierung
- Ausbau von Wertschöpfungsketten
- Infrastruktur und Rahmenbedingungen für Innovationen und Investitionen
Grundsätzliches Ziel ist die Verbesserung der Standort- und Rahmenbedingungen für die Industrie in Brandenburg. Gerade für dem vom Strukturwandel betroffenen Süden des Landes Brandenburg ist die Verfolgung dieses Ziels ein Baustein für eine nachhaltige industrielle Basis. Dafür sind spezifische Standortprofile zu erarbeiten.
Aktionsplan „Pro Industrie“
Der 2012 beschlossene Aktionsplan „Pro Industrie“ der Brandenburger Landesregierung, war aus IHK-Sicht zu seiner Zeit ein gutes Instrument.
Problemlage
Die Umsetzung wurde nicht stringent verfolgt und hat bisher nur zu überschaubaren Erfolgen geführt.
- Fachkräfteproblematik hat sich verschärft
- Bürokratie wurde eher auf- statt abgebaut
- fehlende Entwicklung von Gewerbe- und Industrieflächen - dadurch mangelnde Standortvoraussetzungen für Ansiedlungen und Erweiterungen
- unzureichende Breitbandversorgung
- fehlende Infrastrukturmaßnahmen für wachsendes Verkehrsaufkommen (Güter, Pendler)
- unzureichende Anreize für Gründung und Nachfolge
- Erschließung von Auslandsmärkten hat sich nicht verbessert. Brandenburg befindet sich im bundesdeutschen Vergleich auf dem vorletzten Platz vor Mecklenburg-Vorpommern
- hohe Wissenschaftlerdichte aber zu wenige Gründungen und Technologietransfers aus den Hochschulen heraus
Lösungsansätze:
- konsequente Arbeit an den gesetzten Zielen und kontinuierliche Abstimmung mit Partnern (vor allem mit Kammern, Unternehmen)
- Entwicklung von spezifischen Maßnahme-Paketen zur Industrieentwicklung angepasst an die Besonderheiten der Brandenburger Industrie- und Gewerbestandorte
- Akzeptanz für Industriepolitik in der Bevölkerung und den Landesministerien schaffen
- mehr Sichtbarkeit beim Werben um Großansiedlungen
- konsequente Standortentwicklung im Bereich der Flächenentwicklung und Infrastrukturanbindung (auch mit finanziellen Vorleistungen durch das Land Brandenburg)
- Zusammenarbeit zwischen Wissenschaft regionaler Wirtschaft muss durch Anreize intensiviert werden
- stärkere Integration von Wirtschaftsthemen in die Schulbildung
- Beschleunigung von Planungs- und Genehmigungsverfahren
Wie?
- Dialog mit der Industrie (z. B. „Bündnis für Industrie“)
- Maßnahmen zur Verbesserung der industriellen Rahmenbedingungen (Gesetze, Infrastruktur, Standortfaktoren, etc.)
- Umsetzungsvorschläge für Handlungsfelder entwickeln
Bündnis für Industrie
Der Brandenburger Landtag hat am 23. Januar 2020 beschlossen, das Land „als eine innovationstarke und nachhaltige Industrieregion in Deutschland“ weiterzuentwickeln.
Im „Bündnis für Industrie“ sollen die Leitlinien der Industriepolitik Brandenburg unter Federführung des Ministeriums für Wirtschaft, Arbeit und Energie und Mitwirkung der Industrie- und Handelskammern sowie des Unternehmensverbandes UVB weiterentwickelt und konkrete Maßnahmen abgeleitet werden. Dazu gehört auch eine Akzeptanzoffensive.
Handlungsfelder und Forderungen der Industrie- und Handelskammern
1. Innovation & Digitalisierung
Handlungsziel: Stärkung der Innovationsfähigkeit der Unternehmen durch:
- Ausbau von industrierelevanten Serviceangeboten
- Zugang von KMUs zu Fördermitteln verbessern
- bedarfsgerechte Unterstützung durch integrierte Standortentwicklung
- Nutzung von Testfeldern und Reallaboren zur Innovationsförderung
key-facts
a) Breitband - Versorgungsquoten >50 Mbit/s
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)
(Quelle: Bundesministerium f. Verkehr u. digitale Infrastruktur)
2016 = 62% Bbg. / 75% D
2018 = 70% Bbg. / 83% D
Forderung der Kammern:
- Beschleunigung des Ausbaus einer durchgängigen Glasfaser-Infrastruktur
- Prüfung alternativer Erschließungstechnologien (z. B. Funk) in unwirtschaftlichen Ausbaugebieten
- Schließung von Funklöchern im Mobilfunkbereich.
b) Ausgaben für Forschung und Entwicklung 2016 am Bruttoinlandsprodukt (BIP)
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)
(Quelle: Destatis, 20.02.2019)
Forderung der Kammern:
- Senkung Einstiegshürden und Entbürokratisierung der Antragsverfahren bei der Forschungsförderung, z. B. „Brandenburgischen Innovationsgutschein (BIG)“
- steuerliche Forschungsförderung einführen
2. Fachkräftesicherung und Qualifizierung
Handlungsziel: Bedarfsgerechte Fachkräfte für die Industrie durch:
- stärkere Werbung in den Schulen für eine Berufs- und Studienorientierung in der Industrie
- Ausbau von Angeboten der Career Service Center an den Hochschulen
- Umschulungsangebote in Strukturwandelregionen bereitstellen
- Unterstützung der Unternehmen bei der Erschließung von Fachkräften
key-facts
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASsAAADICAYAAACwA8csAAAfDElEQVR4Ae2di9MW1X3H86chYEWjGEwTKzqGmaIy4rQhY4lM0zaltSSiwahTnUJljDJISKi3jLd4e4sNLaOWISCCofhGFHhV4A3iy83T+S7vb/k9P87us/s8ezln97szz+zl3H7ne875POfsnj37jUOHDrkPPviAP2rAOsA6EGwdAKe+AVBxowJUgAqErAA4RViFXEK0jQpQgUQBwooVgQpQgSgUIKyiKCYaSQWoAGHFOkAFqEAUChBWURQTjaQCVICwYh2gAlQgCgUIqyiKiUZSASpAWLEOUAEqEIUChFUUxUQjqQAVIKxYB6gAFYhCgWBgdfToUbd06VJ30003Dfy2bt06spCIc/ny5e7kyZMDcZw/f96tW7fOHThwYOD6sBOEW7t2rXv77beHeS3tnmWrL6Inn3zSa0OZOHS8Z86ccStWrCith45DHxexL8/WOnXWdhY9zrNV4ijiR/wO25eJKzSthuVtHPegYOUDyziZK1PoRdIJpWIUgUGR/Iif999/361fv96N88cgcWGfZZ/2k1c2oegs9ubZWsaP+K1yH5pWVebNxhUNrFBhdM9L927Q2KRHtmTJkqQnhd7CXXfdlVyXa5J5FLDuWeX51W4rV650q1evTns12k2nAVvhDz99Hen7bMV12yCy4oZfwABwkTxDC59/3zXRQPaixd69e90DDzzgZmZmEidrjz3PykeWfbiu49DHcNO2ap2tP32O43vvvddt2LBhQIskA54416xZk/QefbYj/bvvvts988wzSVy33HJL2tPUaUo+dF184403Buraww8/nNqDMoKu2CxYEO+yZcvSdGDXqlWr3OTkZDoigB9bl7K0knx3dR8FrFA4epiiK49UMhnqoeJI5dD+dAFKA5VhIBq/9Cp0eITRblLJBZTaTYdDuqjM4k/SLmNrVtxiEyo1wKLzqI/FX1a+xCaEQYNHXEhTbLZx6fO8fEi6w+zT8UkYsVXrbP3pcxxDZx1O0vXFCQAByoCSrS/IE/7cJDxskD8anSb8+eoi6pIdGdh6BptQT8ReHANmorm46fQkj+LHly8dB9y7ugUFK/1vpf+RrPi6sdjKo/3qQtfXdSWy4W3cumLrf8a8cFnp2jDaJh3G+tM2IYyGij4vE4ekLQ0E52igWaDPi1vikn0R+2x8WTprf4hfn+tj62Y1kzIHrDRsxGb4B6wECuIfELLpSBjsJR0frLS2EgZxyZ/D5s2b3fPPP59onpWeTVvSE9jqOilpdHUfFKzsP5MVHY0AEMNP/vXgBwUqoMvrvkt8umJIJZV4sZc4bEVBeGmIZcNJ2kVszYsb8aCSS69Q26TtHRYHwklF13kXXXVc8Os792le1D4dnz5GeGyis3XT5/oYYfQ5jgUKcNNlDjdrO/SyEMuyQewT3aCZhZVNH2GwIR2AeWpqKtlLODkHhGw+dLvQbrNRplrJeVf3UcBKGp786/kKTAoIvQPpymf50xVXKo/8U0k82Fs3adyww7rpcFnpaj84zrI1L26Ek0aEY22TTndYHAgL/7pB67h1XOJXNxpck03nA9eK2Kfjt7Zm5Qlx63D62Lr54tT3Ka3t09PTA7DSdUSng3h1D0zcBDqoRzqspKP30Gfbtm3uscceS/1KD8vmQ+KX+unLV11PqLXNIRxHAStbYDiXG5O2oehzG04Et5UJlUfuI+jw8G/d8G8q0LRuwyBp49bn1tasuMUm33CtTByIB8MUyYtoA5sQNxqF7mnAr/S6tN0IZ89h+zD7htkqOufZYeOw51ZD9JgBBSknbTtgBQiJ3TpPOl59jPA4R12EjgJz3/BP9JU0kT+pc/Av+ZU4JS6bHtxtvnRYnU7XjqOAFUSXAkXB6KdFUni4jp80KFyXf2h9Ta7rf1n5t0R4GQLCHzaJw5duVjhfBZuNLqloPlttmKy4EQ8qqzwN1PaKrZLfvDjg96GHHkpvNIt9CCOQ0ppv2rRp4MY0bPDlI88+nUd9jDBiu0/nLDtsHPZc5/++++5LnwD7bJd8o7cDG7SuNl5tj9TFiYmJZA6eaGL3AibkFfHJny3OAUYpM3HPg1WeVgjf1S0YWDUpsFRMfd+nyfSZVvMKWOBYC1gnrCLhnfcOVvKvqIcC4RULLRpXAd37sD0lX9yElU+VsK71DlZhyU9rqAAVKKoAYVVUKfqjAlSgVQUIq1blZ+JUgAoUVaCXsBp2s9UnHsLIREL9pMc++veFHeea3HsZNx08ARs3jnHygbBFdM/zk+XWZN6ybBBthrmLP+7LK9BLWJWXyd/QUDH1I+hR4h0WpkuwGpZXuOc19iw3wqqIsvH76SWsdKXHMWZxZ725L0Wsw8g1gETma8Hdvh2Pa7o3Jj2bYWniyRQmKKIHJ/N4JKx2s3Nz8vKBBi1zsxCvxGfzpc9xbPOk04dtspKBaJKXNx03/Ou4ZF6T+NErF8BW7VfnG/Fk5c2mYcNhfpP0kq2bLz17TduIeKCFlJuNT/ThfnQFCKtZoMikPT1zWcsqjUhee4CbNExZ/QBgEgigYsvkSvGrJ/rBb1aaaHzaTcNFu2Eahsy4hi3D4pTpGjov+jjLTskT3HX60EogAzdseXbotGyPUXTH8ihZ+dDhZ5NLdrDJlzc4anu1Xigf/fK0dssL57PB/mlJOWsbeTy+AoSVWU3UVxkhM66jEck/seyzGoktGt04bBr6XPtDHLpRWwBqvzoOsVc3GjRaCx2c54Wzbjo9sU16lpJfG0afZx1LWJ/dRcJk5S1PL+umbbBuOt/aHgkD0Mmfi89d/HE/ngKEVQlY6cYP2TVIsiopGpKATYYG1q8+18dStNIY0WhkmCFxSs/GhrPnRVZqQHo6nD4WN/3is+5RiK2+MKKbdsOxjqtsePGPfVbe8vRCONggf0CiI67nhdN5kDh0Pqw7/HCrRgHCagxYoQgEJLaSSoWX3ox218eIQ58jnB6eaCBaN10FdBw2Tm0njnWceeGsm01/XFgJxIrmw9oj4aQMbN6sveLft5dhKIb0eeG0DUXy70uL10ZTgLAaA1ao1HJfSldiFIXvXJ4c+tx0w0Xjk2EFGhF6UQI965Y1DLVpIJy+vyXp6TzAbgxpsnqAcLfp6x5JVr4lLW2TBqYOp5da0ddxr1CHh5tsWXmDu7VX9NJwgj97nhVO26CHf2KLdpdr3FejAGFVAlYyZJAhmIaIr5KiMotf/VTP+rXn0pARVodDkQMuMhTUoLBx2HM0PnkaqMMhTm2nXl3BxmHT1ysZSHW0YfS5PrZxiU3Wjz4XXQSmkmZe3rL0QliEk/KxcWaFExsknN1v2bIlWX3Bxie2cj+6Ar2E1ehyMaRWQINEX+cxFahDAcKqDlU7GqftVUhvqKPZZbYCU4CwCqxAaA4VoAJ+BQgrvy68SgWoQGAKEFaBFQjNoQJUwK8AYeXXhVepABUITAHCKrACoTlUgAr4FSCs/LrwKhWgAoEpQFgFViA0hwpQAb8ChJVfF16lAlQgMAUIq8AKhOZQASrgV4Cw8uvCq1SACgSmAGEVWIHQHCpABfwKEFZ+XXiVClCBwBQgrAIrEJpDBaiAXwHCyq8Lr1IBKhCYAoRVYAVCc6gAFfArQFj5deFVKkAFAlOAsAqsQGgOFaACfgUIK78uvEoFqEBgChBWDRTI4c+/cvY3NX0mSXn69Fm3+6Mv0t8Hh080YBGTiE0BfNxCvnBUl+1F19Qv6q9qOwmrihT9cuZ8AqRdh066t/d94Z7decQ98eYf3aMvH/L+dn54EUq/nzzuvvXT33p/Nz/4pvvR5nfcL9760P3n3iPu4NHpiqxlNLEpQFg5R1iNWGvPX/jaHTz6ZQKmzdsPe4GUBSpcLwKrLIitfHKne/Tl992O/cfc2XMXRswBg7WhgO2V6HMc4+vOGzZsSD8RJr0p/bkxfP5LriMP+rNh9hNg8t1JhNFuNszU1FT6iTfxpz9VhvD47qQNh+85+q7VoS1hVULV46fOJpDZtuPT0nCy4BoHVhZi//jL99xzOyfdx5+dKpEbeq1DAVs2Ng0NJ7jpcxzj25T6A7fyUVaAQ451GMQBNwmDb0DKx2wBEf11b+3mC2PjFdvxVaN169Y5fIDW2pyXvoSvak9YDVESw7s9k9Nu6399MjagNLCqhJVuIMs3/C4ZNh498dWQnNG5DgV0WeDYbhYI+lwfI5w+B1x0b0rOAST5KjjCaEBZN7HFXpcw9mvY4h+QExhau7LiQo+r6o2wylAUQ7yX3jtWKaCagJVuLGu27XLvHvwsI4e8XIcCWv8qYbV58+a0ZwO7NazkC93ydWj9PUcAT74kLtcBGF8YwHD58uVOgwbhMTSdmZlJ5dIQzYpLemFpoAoOCCsjIiBVdS9KQ0qO6+pZ2caCc/S2XnrvY97fMmVdx6nV36ahGzrc9Lk+tm4CJ1yXj80CLtIr0oCxaco57l9hKDk9PT0wPBR3m74d/vn8lUlfwo+6J6xmldt3+E/uqYmPa+tJCaRk3ySspAHh6eLT2w+m0Pp61FrDcCMrgMath20YYskNbQsLfQ5Yyb0ofR2GwE2GaQIk9IT0Mfzpc1+YycnJgZ6VHf5JpoumL/6r2vceVuhJNQmpNmEl0FryyEQyFaKqSsR4yikACMiQbdOmTWkvx0JAnwMu69evT8LJcE5S1UMx64ZwkpZAEeF8YaTHBn/66aCExx5Q1P7s00CbvthYxb63sJo+fc698M7RxnpSAinZt9GzEljJHlMgOAm1imbEOJpQoHewwvwogOLfXv2oNVABWCHASqB1/3O73fFTF2fUN1HpmAYVGEWBXsEKr7y0MeST3pTehwQrQOs7D7zuXtv9ySh1iGGoQCMK9AZWgIOGRdvHocFKelkP/WZPegO+kRrIRKhAQQU6DytM6sR7em3DyaYfKqwALUx1kNnwfGJYsCXRW+0KdBpWGPblvUxsAdLkeciw4rCwvnaHJ3wySdM+ZUOq+gmgnGNSpp4bZf3UZ21YMXcWVu8eDGvYZ0EYOqwGhoXn+bJ0Vc3WBxo998rnbtMu4seG6cJ5J2GFJVosHEI7jwVWgBZelObqDtU0dx9oZN4SZqRbd5zrnhjmaMmrMjJvSs+lQm9NJo/CYj2fSvxXk5PmY+kUrDAt4dVdU8GDCuCMCVYAFtbVOjVzrvka2rEULYyQPVxbtmxZ8u6fdtc9LvGHd/eyXjj2vR6jZ6oDdBpksUnbGVidOXeh1UmeZXtuscEKwFqx8b8JrDFbuO0pyX0rWVFBw8omBXhhyZcsWNnXYyzsJHyR9wht2iGcdwJWAFUTLx+XBVKe/xhhJcDi8jOjN908GCFWn7se5mEo54MVwtnVEQAnGTIKFOt8HWZ0VYqFjB5WGPq1+dpMHpDy3GKFFYB1+2PbHYFVrIFZXz4YaT/aXWBje10WVr7hH+KMvSeldcFx9LCK5R6VBVfMsJIeFm+62+Y0/FzDyOdbu+tj+MU57m0BXnrdKTv80/Hqe1Z61QXtJ5bjqGH11t7Po7iZbkGF89hhBWBhcT9u5RSwALKhrTtAJEO4lStXutWrV7uJiQm3du3aZGmZvNURELf0zhBHzENA5CVaWKGx+yAQy7UuwArAwpd3uFGBJhSIElZYgyoWKGXZ2RVYAVhYhZQbFahbgehghXWoHn9tkrDK+NYg4NH0Dys2fPGnS2t0111pGX8/FYgKVnjyV8VnsLJ6O01e70rP6rZHt7tPvjjdz9bDXDeqQFSwiuE1mqLA6wKs7n92tzs3+97gzLkLDu9jcqMCdSkQDay6cJ9Kgyx2WL2199O0Th45MZMuanjgU35oNRWGB5UqEAWsMPwLdakXDaAyx7HCCsM+fX8KvSm9RDTKCW8UcKMCVSsQBay6NPwToMUIq0de3Ovwx4ENw76sNwcw/40bFahageBhNTV9ZuCfWxp7rPu1W3a6q69b5N5476OkLH8/efzS07ufvOLmf+c2d833f37pmnq6t/AffuXmzF/g5syZ4+bMu9It/KfnLvfnieOqJT9Mwsxb+Bfu+n958WIYj7+8p4g79h9L6x6GfcN6uvDDjQpUqUDwsOrK0z/AdfWGVxJozL/yKi+srr7r/sTdB6vr17zk5l6zyF276okENvA7AJ9ZqNk4ALh5316SQArQWrD075Pw196z0c3/7u2Xw07BEfDCsO/k6bNpnUOPsMgfBV4sl15YGpgHVGAMBYKGFb6SXKRhxODnjpVr3Ny589w9P3va27MCVObfcKubt+hWb89KQwcQSeB17Z8P9K58cWgoAWQJrNCrunFZCr6sHhWGfRe+vjjsG2Utez4dHKNlMuhlCgQLqy7eVAdUvcNAgQd6OxnDwKE9q4w4NOSkZwVoDetVvXvws7SyjLqWPW68YxIvNypQhQLBwmrXoZOd6VXpnp8PVgM9ngxYSW/qigULL7//9NPfurw49D0r3Oeaix7Zj3/tJC4ZGiKNv358hzv11SXA7Nh/fKxywKoY3KhAFQoECauu9qp8Pau33tmX3lP6Vs5Nb/SQrvizb6ZDNwzv5Ca77j3lxQEYCdRkr3ts//7a/oFhXxX3C9G7whCSGxUYV4EgYbVncnqsf3Pdkwnt2Pas1j+5NekpJU/48JRv9qd7O4AM4KRvqGvIADwSTu9tHPo+F3pbyY382eHjixP/k9alyanTlb5/iakn3KjAuAoECavYliguA0QLq6JTF/J6VoBZ+svpnUlvSvew/mr9drd48c1u796Lc6jqmNPG3tW4zZThoUBwsOraazUWZGVglQBqwXXpE79k6Ce9ryvmpkPCFFSAVgasBoaKs08Tv3n9DUmPbOPGjcmN8CqGfTa/co57kNyowDgKBAerrFnRUum7si86g33B0r9LYTUAJd2bKnm8+Odvun2HL710jPf56l5256kJrnk1TkNl2MB6VrgR2xUYDctHIVj95BW34M41l4Z4JaHkg9uqTTvdV2cu3vDGg4wml4bGFAhuVGBUBYLqWXV1uoIPXIVgVQGcNLB+/bv/c7NzPN3xU2cb/3zZ67svzd0atcIyXH8VCApWdd4z8QGjzWtNwgrDvsmpS0u34M2Auod9Pm1xo52v4PQXNuPmPBhY4Z/eV8G7eq0pWK3+1f+mS7YAFOjdtKkpQMmNCoyiQDCwGnemdJsNcJS0m4DVq7sODwz7Nm8/3CqooBNntI/STBkGCgQDqy7PrfLBrE5YYdin10XHJFsMwXx2NH0Nw09uVGAUBYKAFRZya7rRtJ1eXbDCsE/WRceKnSF+sZprXY3SVBkmCFh1fSKoD4x1wArDPtkAhBCGfXl5F1u5pwJFFAgCVk3O9fE1njauVQkrLJB37OSlOUyYAhLKsM+n7bM7jxSpm/RDBQYUCAJWmN3sq9RdvlYVrOznsF5671jwWnIKw0Ab5ElBBVqHFRZn6zKUsvJWBazsuugxQR9r63OjAmUUaB1WfbxfBYCNAyvf57CyoBjqdb7YXKaZ0i8UaB1WWKc71AZVp12jwqro57DqtL2KuPnqDQFUVoHWYdXHm+to7KPAqop10asATRVx4EklNypQRoHWYdWn9wF1Iy8Dq1E/h6XTC+2Yk0PLNFP6hQKtw6qNF2pDaLhFYTXu57BCyGuWDZgMzI0KFFWgVVj1af0q22CLwApLHstW9bro1p42zvHyOjcqUFSBVmGFxdjaaCQhpJkHq6o/hxVCfn02AMDcqEBRBQirlw+1AswsWG2a+EPln8PygSKEa1wupmgzpT8o0Cqs8M8aQqNpwwYfrPS66Jh/1vX7eYQVIVRGgVZhhcraBihCSFPDCsM+vS56HZ/DCiHP1gbMseNGBYoqQFi1PAw8efrswAJ5fZrKIcAuWlnpr98KtAqrvs5eRw/DNtQmPodlezZtn1sN+t0UmfthCrQKK1TWthtMW+lj5j62pj+H1VZ+fekSVsOaJ921AoRVS8NALJOCxhrqAnk+uFR9jbDSTZHHwxRoFVZ9vsFedcOPMT7CaljzpLtWgLBqqWcVI1yqtplPA3VT5PEwBVqFVV/Xsqq60ccaH+dZDWuedNcKtAqrPr9uEytgqrSbsNJNkcfDFCCsOAxs7YksYTWsedJdK9AqrPr2yfgqeyVdiIvfD9RNkcfDFGgVVjAu5E9GdQEIIecBSwRxowJFFWgdVn37bHzI8GjSNq4UWrSJ0p8o0DqsYvjOXZONuC9p4R1IblSgjAKtw2rH/uOt3eDtCxhCzKe8blSmstJvvxVoHVZ4gTfExkSb6l2UkBNC+w2eUXLfOqzwZV6CoV4whKgvJgRzowJlFGgdVjC26ytihgiLNm3CE2B+2aZMM6VfKBAErHiTvV89q2d3HmHrowKlFQgCVnsmpzkU7NFMeq62ULqdMkAoPavp0+cIqx7BCu+EcqMCZRUIomcFo5+a+JjA6gGwcL8Kq6NyowJlFQgGVq/v/oyw6gGsXnjnaNk6Sv9UIFEgGFj1+RuCbT6ZazptrrRA8oyqQDCwQgaeePOP7F11uHfFIeCozZThoEBQsOKrN92ewvDqrim2OiowsgJBwYqz2bsNKwz1uVGBURUIClbIBJeM6SawMMTnRgXGUSA4WO06dLL2+1Zrt+x0V151jZszZ46bf+VV7sH/2J2m+Tf3/SK5Djefu70hjbiuvm7RQBz/+uIf3OKl30/Cz507z/3zxtfT+O9YuSa5vujG77mHX/gguS7+V63bkvqz6cR+/va+L8appwxLBcK6Z4XywBycOm+0P/KbA+7aRTemAAGcNDgAk6LQWL3hFS/QdBzwI/EDbN/93p0JpOBn+Y8eTOAEP4tvW9FZUOHGOlcFJW3GVSC4nhUyVGfvSgMDvRXAa+G3Fyc9I/Rwbrnj7hRkeb0ZwAa9pnt+9vRAz0rHZ8NrKAGSgFWZNG18sZyzVzVuM2V4KBAkrM6cu1Db2ux5PSu4XbPwhqS3JMPAYb0sOwwUGP7lih9fNgwUNwz/pGcFaLFXxcZIBYYrECSsYDb+jevqOWgoyRANaQEmV12zMO1ZFen1+GCF+2ECOQ0opAFIAYRIF/fK0Ku7/5fvpJCUoWFdeW86Xk5XGN4I6aOYAsHCCvc4cK+j6sZlgYShmb3JrtMEXAQ8+roc+2Al96Xgx/bkJBz2MhSUfZ5fHS6mY0xH4UYFqlAgWFghc1hKpOqGqW94I+5hgCgLK8R38+0/SJ/0ZcWP63KvTNIo0pOrWo864+M661U0UcYhCgQNKzwZrHo1hryelQUZ4HHrnT8cmJZgG7ftWcFd4INjuOueloSX3hTO5TgLbBImpj2e6H55ht8FlIbG/fgKBA0rZK+OF5wBJbmBbudBARw+Nx+UAA/fdUBHbtT7hpgWYNp/V+5ZYUFFblSgSgWChxUyG8qyx8v/dl1uLyumnk+dtuItBG5UoGoFooBVXTfbyzRYDAl/cO+Gyu+hlbEhFr+8qV51M2V8UCAKWMHQOieKxgKBGOzkTXWCpS4FooEVBAhlOBgDNNqwcfP2w1yyuK6Wynjj6VmhrDCzveqng2006i6miTlxx0+dZZOiArUpEFXPCiocOTFTy2TRLgKkyTxxueLa2igjnlUgOljBbt6/CmvNK3zsgxsVqFuBKGEFUfCVlCZ7DkzLD0hMU+CntepupowfCkQLKzQQfIacEPFDpAldcP8Q9xG5UYEmFIgWVhAHDYXLILcDK4AKX9LmRgWaUiBqWEEkNBg+IWwWWI+/Nuk48bOpJsp0RIHoYYWM4JE5GlATQ5++p4EpCoc//0rqD/dUoDEFOgErqIV/evaw6u1h4Q+BoGqsbTIho0BnYIV8YUiIWdR97/3UkX8s+cKhn2k9PG1UgU7BCsrxpnv1vSv8AfBmeqPtkol5FOgcrJBHTGvgPKxqoIWnrZye4Gk5vNS4Ap2Elai4Y/9xDglfHh1aWEGBEz6lNnHftgKdhhXExUqjfFJYDljQ68Cnp9qum0yfCgwo0HlYIbdYvG/bjk/ZyyrQy8Kwj6snDLQRngSiQC9gJVpzWJjfw+KwT2oK9yEq0CtYoQDw+J29rEFo4Wkflt7hRgVCVqB3sJLCwPpLmDtUx5ykWOLEbPR3D54QSbinAkEr0FtYoVTwSL7Oz9SHDC0sEY17edyoQCwK9BpWUkiY8IgF5Or4XH1owAKkOBNdSp77mBQgrFRpoaeBnlYXoQUY8ymfKmweRqcAYeUpMoFW7Pe0MF8KT/j4qoynkHkpOgUIqyFFhkmlsQ0RX901xUmdQ8qVzvEpQFgVLDO8doIniKF+uxDTMfZMTvOmecHypLf4FCCsRiwz9LgwybStZZUxNwpDvINHv3QzXAd9xFJksJgUIKwqKC3AAu/S7fzwRNLzqnrSKeLDKhKIH7073oOqoNAYRXQKEFY1FhmggpU1MfESoCnyg1+EwY9QqrFwGHV0ChBW0RUZDaYC/VSAsOpnuTPXVCA6BQir6IqMBlOBfipAWPWz3JlrKhCdAoRVdEVGg6lAPxUgrPpZ7sw1FYhOAcIquiKjwVSgnwoQVv0sd+aaCkSnAGEVXZHRYCrQTwUIq36WO3NNBaJTgLCKrshoMBXopwKEVT/LnbmmAtEpQFhFV2Q0mAr0UwHCqp/lzlxTgegUIKyiKzIaTAX6qUACq2PHjh3HAX/UgHWAdSDUOgBO/T91DiUZu/Fq0QAAAABJRU5ErkJggg==)
a) Ausbildungsplätze bleiben unbesetzt
- jährlich ca. 9500 Ausbildungsverträge
- Anzahl unbesetzter Stellen steigt
- Jugendliche wandern aus der Region ab
Forderung der Kammern:
- Aufbau und Betrieb einer E-Recruiting-Plattform
- bedarfsgerechte Qualifizierungsangebote zur Digitalisierung von Unternehmen entwickeln und fördern
- Förderung von MINT-Kompetenzen, Aufbau von MINT-Netzwerken
- Stärkung der regionalen Verbundenheit, um junge Menschen in der Region zu halten
- Zuwanderung fördern und behördliche Strukturen im Land schaffen
- Förderung ausländischer Fachkräfte im Bereich Sprachkompetenzen und Anlaufberatung
b) Zu wenige gewerbliche Existenzgründer / Überalterung der Unternehmer
- jeder fünfte Brandenburger ist 60 Jahre alt
- Existenzgründungen liegen unter dem Bundesdurchschnitt und weit unter dem Gründungsgeschehen in Berlin
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)
Forderung der Kammern:
- Kampagne Gründerland Brandenburg über das "Gründungsnetz Brandneburg"
- Finanz- und Fördersysteme verbessern
- Bereitstellung von Start-up-Ökosystemen
- bessere Anerkennung des Unternehmertums
3. Ausbau von Wertschöpfungsketten
Handlungsziel: Ausbau industrieller Kerne und Entwicklung von Schlüsselkompetenzen durch:
- Schärfung des Profils als Investitions- und Innovationsstandorts
- gezielte Akquise von industriellen Investitionsprojekten zur Verlängerung und Vertiefung von Wertschöpfungsketten
- Förderung von regionalen Kooperationen zwischen Unternehmen
key-facts
a) Umsätze der Industrie im Vergleich
Trotz eines stetigen realen Wachstums der Bruttowertschöpfung hat sich der Anteil des verarbeitenden Gewerbes an der gesamten Bruttowertschöpfung seit 1990 kaum verändert.
- gemessen an der gesamten deutschen Bruttowertschöpfung Anstieg von 0,4 % auf 1,3 %
- gemessen an der Bruttowertschöpfung Brandenburgs Anstieg von 9,5 % auf 14,2 %
- seit 20 Jahren stagniert Anteil des verarbeitenden Gewerbes auf dem Niveau von heute
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)
Forderung der Kammern:
- Förderung der Entwicklung von KMUs zu Großunternehmen fördern
- Förderung von innovativen Unternehmensgründungen verstärken
- Rahmenbedingungen für Ansiedlung und Wachstum schaffen
b) Exportvergleich der Bundesländer 2018
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)
(Quelle: Statistisches Bundesamt, 2019)
Forderung der Kammern:
- mehr Öffentlichkeitsarbeit pro Industrie
- stärkere Außenwirtschaftsunterstützung in der Industriepolitik, z. B. durch:
- strategisch gezielte Ansiedlungskonzepte zur Intensivierung von ausländischen Investitionen und proaktive Begleitung
- individuelle Förderung von KMUs bei der Erschließung ausländischer Märkte
4. Infrastruktur & Rahmenbedingungen für Innovationen und Investitionen
Handlungsziel: Beschleunigter Infrastrukturausbau und Standortentwicklung durch:
- Entwicklung eines zielgruppenorientierten Flächenangebots
- Verbesserung der digitalen Infrastruktur
- Anbindung von Industriestandorten
- Förderung von innovativen Logistik- und Mobilitätslösungen
key-facts
a) Kontinuierlich sinkende Haushaltsausgaben für Investitionen
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)
(Quelle: Haushaltsplan Land Brandenburg)
2018 = 12,2 %
2019 = 12.1%
2022 = 9,9 %
Forderung der Kammern:
- für Erhalt und Ausbau des Straßennetzes wären 2,77 Mrd. Euro notwendig, jährlich fließen schon heute nur 150 Mio. Euro in Sanierungs- und Baumaßnahmen
- Infrastrukturausbau ist Voraussetzung für Industrieentwicklung = Mehrausgaben nötig
b) Personalstellen im Landesamt für Umwelt – nach drastischer Personalabbau im Jahr 2014/ 2015, derzeit wieder leichte Steigerung, auf niedrigem Niveau
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)
(Quelle Haushaltspläne Land Brandenburg)
2010 = 244 Personalstellen
2015 = 202 Personalstellen
2018 = 207 Personalstellen
Forderung der Kammern:
- Beschleunigung von Planungs-und Genehmigungsverfahren:
- mehr Personal in Fachbehörden
- Digitalisierung von Fachverfahren und technische Ausstattung der Behörden verbessern