was ist 1e603/356158,2208 denn das kann man hier nicht ausrechnen

$${\frac{{\mathtt{1\times 10^{603}}}}{{\mathtt{356\,158.220\: \!8}}}} = {\mathtt{2\,807\,740\,890\,421\,698\,782\,250\,879\,887\,594\,047\,639\,627\,022\,754\,938\,470\,312\,574\,068\,204\,689\,324\,413\,875\,778\,211\,434\,730\,976\,733\,360\,860\,275\,276\,846\,845\,703\,919\,239\,704\,378\,038\,043\,029\,217\,648\,203\,166\,226\,059\,494\,061\,803\,219\,789\,669\,389\,543\,401\,492\,643\,575\,110\,761\,559\,599\,525\,043\,449\,453\,350\,368\,938\,051\,478\,496\,154\,931\,375\,937\,511\,421\,889\,942\,235\,470\,646\,196\,579\,382\,732\,585\,798\,002\,728\,567\,089\,697\,231\,551\,309\,456\,676\,171\,715\,646\,665\,764\,116\,485\,613\,351\,311\,979\,599\,826\,212\,968\,323\,543\,467\,117\,409\,858\,759\,042\,857\,392\,890\,480\,207\,610\,021\,843\,415\,498\,104\,375\,076\,662\,557\,272\,074\,063\,550\,578\,024\,450\,867\,876\,752\,376\,229\,300\,839\,993\,414\,522\,358\,260\,837\,313\,796\,464\,248\,285\,013\,894\,588\,727\,684\,928\,956\,159\,026\,275\,099\,810\,920\,888\,337\,950\,726\,869\,758\,666\,539\,250\,636\,328\,425\,863\,475\,113\,137\,133\,012\,093.034\: \!355\: \!140\: \!174\: \!824\: \!2}}$$

$${\frac{{\mathtt{1\times 10^{7}}}}{{\mathtt{356\,158.220\: \!8}}}} = {\mathtt{28.077\: \!408\: \!904\: \!216\: \!987\: \!8}}$$     dann noch mal 10^596

So geht es auch!

$${\frac{{\mathtt{1\times 10^{7}}}}{{\mathtt{356\,158.220\: \!8}}}} = {\mathtt{28.077\: \!408\: \!904\: \!216\: \!987\: \!8}}$$         dann noch mit 10^596 multiplizieren.

Wozu braucht man diesen irrsinnig hohen Wert ???

Gruß radix