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Inhalt
Index
Linksoffenes Intervall
Die Zahlen
und
befinden sich im reellen Zahlenraum. Der Endpunkt
gehört nicht dazu.
Alte Notation:
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA0AAAAaCAIAAADjWkEIAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAMhJREFUOE/tkzESwiAQRYlniSkcTgAnsPMU0Nqks7SzSVqPYGUjewNPYGW4C+6yhJCZFBlb/R2f/xd4mVQhBLFCmxUZivxzy6C+4eKht7pK0hYArNa95wPwu0UNncKVMm4olkIYx9sp5wx1RnPqZSfm0qyOR7FiU2WLchwrhyVvigV8r3/cnljdbQsi7MmmHr3MpfCEgMsRY+awz9UlfmDPL7zJ7ATM1Y3E2vUORMqDte/2JHEcCZEiSNqY0cr8nKGnFTyrH/s/PoZIrJGuIi9ZAAAAAElFTkSuQmCC "embedded image (png)"){kind=small}
und ![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAaCAIAAADeyCBuAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAPdJREFUOE/dlL8VwiAQxomzxBQ+JyAT2Fk5wqW0snMI0jqFFW7gBD4LYRdyHETIk4TEwsKrEriP++7Hn8IYwxbGamG+Tf+1Rrd14aJudc4vMvChBGAyFyoMpb+ifsrKrr+tylyZSKNfDyyzWeckjEXW+CxnxoQ66nmf5Szan9v14p3ptnEM62YE4RsaOZMSQEhLTgkcSFPs+5GWM+MQSDsRyE/evh9yxvjhdMyS7vshzAzOsYKYJMPVofnh1vhl9ruEzNqlZoaHZrwbvG9JRBPQ7B3ty2A7npkXpIg5hqjBHA5SCrBsiTj+Th3u4k/fg/xFCxnfvFUddxtpeQGfmTQAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
befinden sich im reellen Zahlenraum. Der Endpunkt gehört nicht dazu. und befinden sich im reellen Zahlenraum. Der Endpunkt gehört nicht dazu.![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}
![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}