What do the numbers inside brackets on the mana bar means?mean?
<p>I I see that besides mana points there are some numbers in brackets (0/0). What they are?</p><p><img src="denied:data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIEAAAApCAIAAACdjd2EAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAQPUlEQVRoge1bS49dx3Guqn6dcx8zlCUETixLfAxn+IgokY5jb2InSBAIXnnjlb3MTzAcLwIDCbzJ4xcE+Q/JJoFhIAi8CYw8JMsyh6QkSgIsKzAicGY4995zTndXVRZ15+p6+LAoJeQAUS0u+vbp8/XXdfpRXdWN3/nOn+aciYgIfQi1FB/CMAwqIiKq2rStisYURWQYeu8DV855mEynwfuu60WEiGKKqqqqoDqfz4kohAigAFArhxgcERLVWlXU8gEQQEU0xlArAygAqioiIBFXTk2az2ZEbjqddF3PwioKADHGWquCcq1EjohEmMh570UYALz3IYSu63wItVQAQEIi4sreuxDCMOST02r3e1/5CgCIsnO+lopICurIMUsIkbkCIiiISEqRnENE5x0R9X3PLOQopTQMg6oYG+ecc565qoqIEpH3oeQCgEQkLESESIBYSyVyiCCiIkLOERIAiCgClpIR0IcgLIvFPMaEADElAEDEEIOKOue8DywMCogIoCHGPGQWYWYix1yJnKoiorD44GtlFnbOnZxW+9dee817z5VzzgoSfCSiUguAqmiIkSuLSIgBAXPOACAizrvgQ6nFkYsxHs4OHTnvvfWsnEuMUUSQIMZU8sAiKoAEJRckSjHVWvu+n0zGLKKiSGidBQkBQEWQyBGKQK2ViKyAVZpiEhFhFlVEDCF470Q058F7T+QUtNaKgCKsoAiEhACKQNZGBT05rXZnzpxxiKXWyXQiLApKSEQYfLBBBKC1lFoqoI7aUeXiyAEoV25Syrkg4ng06vthGIYQQx4GRCqlICIAzGYz74IjElFQsEEdos/DQOTmi4X33pEDgOBc0zaEVEv1PggLkSNHABBC4FoduVKyFVaVpm2sSwpLrWwd3znPUkHBOaeizvngg6ioSAzJe7LhUiufnFbjZz/7WUQEhFqZEAFAAVSEiGzKY2YAICJVJSJEtISI1FoBwTsvIla3lXTO1VoBQFXtl4hsDrEcS6xGsYIioHPELFapQdkcYonlfCKynEaOakTEWquNhlIrHGGu17Kqd/WiFSilWF2rdiGikbHCj0czCH8Jn8qTFfzm7jefNIf/7+I/qB88qbp/8MIP1v++/PrL9+bfN3M93x69/PrLDy/wSICPWfBLr3zpSdW9Lj+++mMA+PKrX14l1jOPpe/74oMyHxXw8Yt/b3jvSXP4UFZk1lk9KL2SZ3/87MPRHhXwMYv/RfeLJ80B9A8UAPBfcJWzzmo9/d6Xlyp7UOH7oj0q4GMWhH98UlUvRb+mAID/hMdyVrL+6NgrD3r32CsfHfBjtuGTiYf8ROpdin5dAQD/4Vcav/prTx/IMP9K4QehPSrg4xd6MtUCwINV9lGefozyjwr42MQ/aQJHfRMAjhS0nnPfYlby1xY73v1/HeAjkP5fFYS/f1JVf1LRr+sJ7NQfQz71VTx58d/d/27wIedlTGPp/ColhDAMgxzFNNq2VdUQo65iGszD8GFMQ1UQKR3FNPQophFjNP8UMxMRIqiCDx4BamUAUFXvPSAIS601hEBERFRrFVXQD+MeqhpCYOYj/50iAhFV5ial2WzmnJtMJn3fWxkACDHWWkG11uqcM0cbkQvBm8dtFe0JIZg3DRGRSJjNU/0YNOP/49//EwCQUEWt8SGGvTt3JpOJ99778MEH/92ORio6noznszkALBbz1DTmOkdCEUEAJFJR713f90RuNGoBYDabWwCLiIZ+EBHvvfceCRBof39/Y2MDCUej0eHdQwVRURZBQO9D33fjyRgAVJSFubKCtk1rfs3FYj4ajYlof39vMpkg0dAPzjsVtVqapqm1mgszxMCVnXclFyJSUIvHnZBWu+eee54IQSHG2PddrdW+rXdeRJ0j78PQD6WWEHzwPudC5BAxhtj3nbAgYpMarkxEw5CRSEUWi8WQ89NPP11rnR3OCCmmWErx3guzc957n2I6ODhwRAgwmU5rZWEBBQVF0BAi1zpq2yHnoR/ati2lAAJXZq7eh5wzM5869dSdO3tNamKMfd+HGEC1lCKqROgcBR9KKVxZRRWEkIIPwzCcnFZ/Gj948vEDv7m5wSxEZF3MOUeEqkt+Nm11XTcajUqteRgUIMVEBKqACMOQnXNN05RSuq6bTqc2FxNhrfVT5I+EHEKcTqdN0wjLMhyK5Jzz3scUWZhF2rZFxFHbNk1qm2Y+nznnAUAU2rYVEUDIOXvv9/b2WMQ5UoWTgHxjd/f27dufHHnrTD77fL9C/s3f2Hvutw6N840bu9ev734Szj6XbEHqpmlyziJSSrGhypXtbAER9kMfJYaY+q5LKeWcvXc/+9n1dRvrxRdfBICbN26sci5cvLBCfvPNN9cLb21trZBvvXbrpatXf/Lqq8eMtjNnz8xn87feems98/LlSyvO65gXLly4l7M9YmbjfPPmzXUCT33mqTxkAOi77ua77xry66+/vipz7tw50wYi/PWf67e/NwAMR2k0bRzNMzgMOQZfuc5n83VkGo0Q4SF6xq3zW8GHlNIw9M75xWJhX0lVJ5PJ3t7eaDxSVVBg5hgjOV/yICqIRIgppa7ruq579913AeDSpUvMfPfw8L/ef9/+3hf5jTfeAIDLv31ZVXev7wLACy+8sI58Y3cXAC5evHgv8ng8QsTgw+7u8sXFYnH79m0A2N7eXud8DNnKX758OaX0yiuvAMD29vnxeDIMy0db57feevMtALh69eow9Lu7N4yDiJx5bvE3f/HhvloVvv09fP+Xp+5FNm3EGAz5GOf7aoNU9PDwMOccYrTVo9aac6617O/vj8fjWup4NHbO2dOSB3IEClyrKty9e3c8Hh+tOtA0TdM0z37uc/b3Qcj21JBXXXiFbB9ga2vrvsgxRONs+asVDwCOcV7lL5GP1Hf37t1VehiGpmkA4Itf/GIM0fKN8xFmtbMtqvD9v/39f/3Gs9//u68+BNk4r5CPcb6vNrz3HgAODg42NzcR0cxqO0FVShmGodZqDev7/siKcKNRXCwWw9ATUdd177zzrmlNFUrJKSWjlVK6F/mNW28AwPnz5w0ZjrZvK+SVcruum0ym9td6LgBcu3ZNRFZaEBFTIgA459c5W+aR9eLsr3G2NBHlnIchA8D+/v50uqzLOK/KhBgAKiBe++rv/jMCLo/L3R/ZONvObhiyaWM6nRrn++qZptNpSqkdjXLOYltWgJQaaxgRTSaT0WikqrbciUitZbFYpJQ2NjYB4Pr16wCws7MzmUzG41HTNCGE1Tc4hmwf4PTp04ZsE/o6sun66tVrAKCqOeednZ2XXnrpypUr29vb9jGM8/IbHCEDwDHOS00dIdtf47ySyWRy+/ZbABBCWI0t47wqk1Jj/fyVH/3bH/7ww8XpvsjG2ZBX2jg8PHyInunOnTsppRTTfDEXFvMcCPOiWzRN473vuq7vex/8fL6YTKbOuZV1fHh415R48eJFAJjN513XIaJ1EPsG68i3bt0CgHNb51bIAPCF3/nCOrK9eHh4l4jsoOA6sj01zstvwLKy/Y9xPtLyfZGXMpvPrQMxLw9AAoBxtrRpAwCW4+CPt9a+30fibMgP0TOllA4PDxV0OtkwQ0JVRfjU5qmci20rRISZU4x3Dw5ijLVUZmYRs1i2t3dYBInwaLOzUtY68k9/+lMAuHjxwjoymNFyhHzzxk0AuHjpUowJAGqtx5BXn3bVZ1fGDwAc42yZK87215BNDBnMR4S4esU4L9Oqdo4YQb+2/Vd/9MO3/uxPfvQQ5Hs5G/JD9Iynz5wJ3jPzeDy5s3eHiOjoRK2dpBQRUK3CbdMeHBw888wzXd8L8zAMZrGsy+XLl21qWpcrV168s3fnvZ//HO4nW+e3Vsg2EZ0+fXo6nYporWU8Hq9WApMLFy4OeTDOZg6ZnN8+fy9ns3OuXbtmnG0gmly7dm3RdWZJ7+zsICIADnl45+23V2Wee/75lTbOnf7QKgWA93956iGcF10HqrYrXiE/SM945cqV2Ww2Go8P9g+eeebpUkpKaf/gIMVYai2lnNrczHlgFmautaYUJ5Pp3t6euQ/btmVmRCQi730/9OaNse3iw5Hfefvty5cv/V8grzjbhuDChZ0HIe/u7m7vbH8M5BXnmzdvAcCFCxc+Nmd89vOfP7W5OZvNYkzmCyslt20jois/7cbGtDLPDmfee0D0zhHRfD7f3NxcLBa2+lVmR2SnkYloPpsp4KfIHwXZf+tb3/w0fvCE4wc/efU1azMSLhYL780rqXZWe+hziCHnrKIxRhYOPtiEG2Mc8tAtOiRom1GtlQhNWd6HpmkWiwUAiDAAxhhjDMOQSyl2qN/a4L0XEbtgY3pPTULAnAciB4Deu8ViDoAbGxvzxZxrFdHUpPX7LcsFAADs2gFS27YKerB/0DSNgq44O+/sZsMqbHASWu3OnD1rDXPkEND87GaBdItuMpmWXGKIzrs85BijBUlUxcImRCTMw5BTk2opRM5uvywWi+l0Yxh6JMpDRkJCUlBhluWM6RDRORJR77xdEUAkYWaWpkk2nEvJOecQYqkFAWwggw0PBVuEmSsAhhhUVZiJKOehSU1Kqes7rty2beUKAEQEqn3XIdHJabU7d+6cd76UQo4Q0fxCRAQKMSYLbogIAsYUhRmJYojMEkM0Q9h7Px5PuDIAmslvEaWcs4gSkgg3qSFHwQe7ACTLG0TKvNytIKACmDXtnS+lWoBlNBoPQ3766c9wZQVwzoFqCNF7vwyQMSMiqApLDLEul8pkBvRTTz1FSKVk77ywCIsCTMaTWuvJabXbOndeVGwHzrWm1JRSaqkidjsFESmEoKC11BCCsHRd17bt3t6dth2FEPq+t/nOnLFEOOQ8DDmlSAi5ZFDwIYjIMAwpJWYGBR+8udFVRRVsJRj6oUmNqdV7t1gsKjMh9f1gt5dML6pqczcoBB+4Vu+9LZuOnHceFJom9X3fd71Z7pUrIfngLb5I6E5Oq93Zc2cduVJKjBEA+qGPMUynG3aXSETbtun7wZyupVZC8t7nnDc2NvYP9hG01Koiy+/vSFiCD02MOZfJdGqLnLmUEbDk0qRlR7Mwkyo455xzKUYRFeVl/AsghlBLDcErAFdWkb7vVYSZR6NRrRxCyHlAIkI0j7z3DgABARFrKSFGUGUW7yiEaEPBOScqJ6fVbmdnp5ZKRGK3FVUBcDGfq8KpU6f29vaYJQQzDwbvPAAchc7VO0fkbc8dYkCAWqpzDkD7ISNBydVaZVOt86SqtdTJZCLMtbJzJCpDP5jSiYjIiTAogIKIhuBzLghIjprUWEQ35yJq4U9HznFluweICLWw2eaEy7qapmVmBTCfgYqG4HF5P/JEtNqdPXMWEGqptTIiIREACIvz5J1v2qaWWmsdjUbj8XgZMkVq2yamFENs29S2o1qq915YzPZAxLZpVSTEWHJhZu+IhWvhGKOw5FxENMaISDHGU5un9g/2gw/LEDGgGQ8AqAq2sjlyi8V81I5KLaCQmpRS4loIXQih1MJViMhGOlc2G7dyDT6E4Gspy3A0uWK3hU9Mq/8HAosjbYFEPFYAAAAASUVORK5CYII=" alt=""></p>are they?